diff --git a/.github/ISSUE_TEMPLATE/blank.md b/.github/ISSUE_TEMPLATE/blank.md deleted file mode 100644 index 929d0f14..00000000 --- a/.github/ISSUE_TEMPLATE/blank.md +++ /dev/null @@ -1,7 +0,0 @@ ---- -name: Blank issue -about: Create an issue without a template. -title: '' -labels: '' -assignees: '' ---- diff --git a/.github/ISSUE_TEMPLATE/improve-modules.md b/.github/ISSUE_TEMPLATE/improve-modules.md deleted file mode 100644 index 55e0410b..00000000 --- a/.github/ISSUE_TEMPLATE/improve-modules.md +++ /dev/null @@ -1,19 +0,0 @@ ---- -name: Maintenance of module -about: Maintain the content of existing module. -title: Maintenance of [module name] module -labels: Enhance -assignees: '' ---- - -## Module to maintain -Website:
-Code: - -## Work to be done -Please ensure: -- [ ] links, resources and exercises reflect the state-of-the-art -- [ ] videos are of good quality and reflect the materials.
- -If any update / re-write of the module is needed, feel free to suggest alternative material in a comment!
-If you think major changes are needed, we suggest you open an issue for new modules. diff --git a/.github/ISSUE_TEMPLATE/new-modules.yml b/.github/ISSUE_TEMPLATE/new-modules.yml deleted file mode 100644 index a39150f2..00000000 --- a/.github/ISSUE_TEMPLATE/new-modules.yml +++ /dev/null @@ -1,113 +0,0 @@ -name: Propose a new module / revise content for the existing module - -description: Ideas for new content for brainhack school? Submit an issue to discuss with us! - -# labels: - -body: - - type: markdown - attributes: - value: | - ## Guildeline - - We are very excited to see a proposal of a new module! - - The modules are curated resources for the student to gain neuroscience and data science skills. - - Once we evaluate the content, we will ask you to submit a pull request to add the new content. - - We would like to ensure the new module adhere to the following standards: - - - Use free, open source tools: to ensure all students can access the tool. - - Python-based tool: the school focuses on Python based content. - - Be of high quality: the material or tool should be from a quality source. - - Have a broad appeal: a general neuroscience / data science topic suitable for entry level student. - - Please see the existing modules as examples! - - - type: markdown - attributes: - value: | - ## Module info - - - type: textarea - attributes: - label: Title - description: What's the module you would like to add? Please provide a title. - validations: - required: true - - - type: textarea - attributes: - label: Topic keywords - description: "Please enter up to five keywords for the proposed topic." - validations: - required: true - - - type: textarea - attributes: - label: Module Description - description: "Add a brief description of the module including the following information: a brief description of the content and module outline." - validations: - required: true - - - type: textarea - attributes: - label: Key tools / technology included in this module - description: "If you are not sure what to include, feel free to raise that and\ - \ we can help!\nPlease make sure the tool included follows the listed standard:" - value: | - - Open-source - - Python-based - - Quality software (well maintained, not serving a single research project, clear feedback / bug report system) - validations: - required: true - - - type: textarea - attributes: - label: Prerequisites - description: Have a look at the existing modules, pick prerequisites from there. If not, please write N/A. - validations: - required: true - - - type: textarea - attributes: - label: Study outcomes - description: Please briefly describe the expected outcomes in bullet points. - validations: - required: true - - - type: textarea - attributes: - label: Estimated study time - description: We recommend to limit the time to 3 hours. Leave blank if unsure. - validations: - required: false - - - type: textarea - attributes: - label: Exercise examples - description: The module must include exercises. Please give us at least one example. In the final module we will need around 5 to 10 exercises. - validations: - required: true - - - type: textarea - attributes: - label: References you would like to include - description: Link to the source material you base the new module on. - validations: - required: false - - - type: markdown - attributes: - value: | - ## Review checklist - - - type: checkboxes - attributes: - label: Things to check by the reviewers. - options: - - label: Use free, open source tools. - - label: Python-based tool. - - label: Be of high quality. - - label: Have a broad appeal. diff --git a/.github/pull_request_template.md b/.github/pull_request_template.md deleted file mode 100644 index 2ab1b38f..00000000 --- a/.github/pull_request_template.md +++ /dev/null @@ -1,21 +0,0 @@ - - - -Closes # . - - -Changes proposed in this pull request: - -- -- diff --git a/.github/workflows/hugo.yml b/.github/workflows/hugo.yml deleted file mode 100644 index 0e7412fb..00000000 --- a/.github/workflows/hugo.yml +++ /dev/null @@ -1,76 +0,0 @@ -# Sample workflow for building and deploying a Hugo site to GitHub Pages -name: Deploy Hugo site to Pages - -on: - # Runs on pushes targeting the default branch - push: - branches: ["main"] - - # Allows you to run this workflow manually from the Actions tab - workflow_dispatch: - -# Sets permissions of the GITHUB_TOKEN to allow deployment to GitHub Pages -permissions: - contents: read - pages: write - id-token: write - -# Allow only one concurrent deployment, skipping runs queued between the run in-progress and latest queued. -# However, do NOT cancel in-progress runs as we want to allow these production deployments to complete. -concurrency: - group: "pages" - cancel-in-progress: false - -# Default to bash -defaults: - run: - shell: bash - -jobs: - # Build job - build: - runs-on: ubuntu-latest - env: - HUGO_VERSION: 0.128.0 - steps: - - name: Install Hugo CLI - run: | - wget -O ${{ runner.temp }}/hugo.deb https://github.com/gohugoio/hugo/releases/download/v${HUGO_VERSION}/hugo_extended_${HUGO_VERSION}_linux-amd64.deb \ - && sudo dpkg -i ${{ runner.temp }}/hugo.deb - - name: Install Dart Sass - run: sudo snap install dart-sass - - name: Checkout - uses: actions/checkout@v5 - with: - submodules: recursive - - name: Setup Pages - id: pages - uses: actions/configure-pages@v6 - - name: Install Node.js dependencies - run: "[[ -f package-lock.json || -f npm-shrinkwrap.json ]] && npm ci || true" - - name: Build with Hugo - env: - HUGO_CACHEDIR: ${{ runner.temp }}/hugo_cache - HUGO_ENVIRONMENT: production - run: | - hugo \ - --minify \ - --baseURL "${{ steps.pages.outputs.base_url }}/" - - name: Disable Jekyll - run: touch ./public/.nojekyll - - name: Upload artifact - uses: actions/upload-pages-artifact@v4 - with: - path: ./public - - # Deployment job - deploy: - environment: - name: github-pages - url: ${{ steps.deployment.outputs.page_url }} - runs-on: ubuntu-latest - needs: build - steps: - - name: Deploy to GitHub Pages - id: deployment - uses: actions/deploy-pages@v5 diff --git a/.gitignore b/.gitignore deleted file mode 100644 index 4c8514d6..00000000 --- a/.gitignore +++ /dev/null @@ -1,9 +0,0 @@ -/public/ -/resources/ -.hugo_build.lock - -# vim users bewark -*.swp - -#DS_Store -.DS_Store diff --git a/.gitmodules b/.gitmodules deleted file mode 100644 index 2c3976ee..00000000 --- a/.gitmodules +++ /dev/null @@ -1,3 +0,0 @@ -[submodule "themes/hugo-universal-theme"] - path = themes/hugo-universal-theme - url = https://github.com/devcows/hugo-universal-theme.git diff --git a/CLAUDE.md b/CLAUDE.md deleted file mode 100644 index a3b8d232..00000000 --- a/CLAUDE.md +++ /dev/null @@ -1,259 +0,0 @@ -# CLAUDE.md — Brainhack School Website - -## Project Overview - -**Brainhack School** is a 4-week distributed neuroscience and open-science training event running simultaneously at multiple global sites. Participants complete structured training modules (Week 1) then work on collaborative data-science projects (Weeks 2–4). - -- **Live site:** https://school-brainhack.github.io -- **Dev docs:** https://school-brainhack.readthedocs.io -- **Stack:** Hugo static site + GitHub Pages deployment -- **Theme:** `hugo-universal-theme` (Git submodule at `themes/hugo-universal-theme`) -- **Hugo version:** 0.128.0 extended - ---- - -## Local Development - -```bash -# 1. Initialize submodules (required after first clone) -git submodule update --init --recursive --remote - -# 2. Serve locally with drafts -hugo serve -D - -# 3. Production build (run by CI) -hugo --minify -``` - -Site is served at `http://localhost:1313` by default. - ---- - -## Repository Structure - -``` -config.yaml # Main Hugo configuration -content/en/ # All site content (markdown) - modules/ # Training module pages (~26 modules) - project/ # Student project gallery (60+ projects) - sites/ # Distributed site hubs (toronto, polytechnique, criugm, singapore, taiwan) - weeks/ # Schedule/week pages - schedule/ # Calendar output page - coc/ # Code of Conduct - guide.md # Getting Started guide - project_guide.md # Project submission guide - register.md # Registration page -data/en/ # YAML-driven dynamic content - instructors.yaml # Global instructor/team list - carousel/ # Homepage carousel slides (7 YAML files) - testimonials/ # Quote testimonials (3 YAML files) - clients/ # Sponsor/partner logos (2 YAML files) - features/ # Features section (disabled; 6 YAML files) -layouts/ # Custom Hugo templates (override theme) - partials/ # Reusable components (nav, footer, carousel, instructors…) - shortcodes/ # Custom shortcodes: gform, tabs, tab, class, content - project/ # Project list + single page layouts - modules/ # Module list + single page layouts - sites/ # Site hub layouts -static/img/ # All images - logo_brainhack_2025.png - carousel/ # Carousel slide images - instructors/ # Instructor headshots - testimonials/ # Testimonial avatars - locations/ # Site hub images - clients/ # Sponsor logos -i18n/en.yaml # English UI strings -i18n/fr.yaml # French UI strings -.github/workflows/hugo.yml # CI/CD pipeline -``` - ---- - -## config.yaml Key Settings - -| Setting | Value | Notes | -|---|---|---| -| `baseURL` | `https://school-brainhack.github.io` | | -| `theme` | `hugo-universal-theme` | Git submodule | -| `params.style` | `green` | Theme color | -| `params.logo` | `img/logo_brainhack_2025.png` | Update for new year | -| `params.logo_small` | `img/logo-small_2025.png` | | -| `params.carousel.enable` | `true` | | -| `params.instructors.enable` | `true` | | -| `params.testimonials.enable` | `true` | | -| `params.features.enable` | `false` | Currently disabled | -| `params.recent_posts.enable` | `false` | Currently disabled | -| Markdown unsafe HTML | `true` | HTML allowed in markdown | - -**Main menu** (by weight): Home → Projects → Schedule → Sites → Register → Modules -**Dropdowns:** `documents` (Getting Started, Project Guide, CoC, Dev Docs) · `past` (2024–2018 archives) -**Topbar:** GitHub, Mastodon, email contact - -**Custom taxonomies:** -- `tags` → filter projects and modules -- `names` → author/organizer names (used for filtering) - ---- - -## Content Frontmatter Reference - -### Project page — `content/en/project//index.md` - -```yaml -type: "project" -date: "YYYY-MM-DD" -title: "Project Title" -names: [Author1, Author2] # must match instructor list if applicable -github_repo: "https://github.com/..." -website: "" # optional project website -tags: [tag1, tag2] # LOWERCASE only -summary: "~75 word description" -image: "cover.png" # optional; file must exist in same directory -``` - -### Module page — `content/en/modules//index.md` - -```yaml -type: "modules" # DO NOT change this field -title: "Module Title" -tags: [tag1, tag2] # lowercase -summary: "~75 word description" -image: "cover.png" # optional -``` - -### Site hub page — `content/en/sites//index.md` - -```yaml -type: "sites" -date: "YYYY-MM-DD" -title: "Institution Name, City, Country" -names: [Organizer1, Organizer2] -website: "" # optional -summary: "~75 word description" -image: "location.png" -``` - ---- - -## Data Files — How to Update - -### Add or update an instructor (`data/en/instructors.yaml`) - -```yaml -- name: Full Name - gh: github_username # GitHub handle (no @) - email: email@example.com - website: https://... - affiliation: Institution Name - urlaff: https://institution-url.com -``` - -Place headshot at `static/img/instructors/.png` (or `.jpg`). - -### Update homepage carousel (`data/en/carousel/*.yaml`) - -```yaml -weight: 0 # display order (lower = first) -title: "Slide Title" -description: > -
    -
  • Location
  • -
  • Year
  • -
-image: "img/carousel/filename.png" -``` - -### Update testimonials (`data/en/testimonials/1.yaml`) - -```yaml -text: "Quote text here" -name: "Quoted Person Name" -link: "https://..." -avatar: "img/testimonials/avatar.jpg" -``` - -### Update sponsors/clients (`data/en/clients/1.yaml`, `2.yaml`) - -```yaml -title: Sponsor Name -url: https://sponsor-site.com -logo: img/clients/logo.png -``` - ---- - -## Custom Shortcodes - -| Shortcode | Usage | Purpose | -|---|---|---| -| `gform` | `{{< gform "FORM_ID" >}}` | Embed a Google Form | -| `tabs` / `tab` | `{{< tabs >}}{{< tab name="Tab 1" >}}...{{< /tab >}}{{< /tabs >}}` | Tabbed content sections | -| `class` | `{{< class "css-class-name" >}}...{{< /class >}}` | Wrap content in a CSS class | - ---- - -## Adding New Content - -### New student project - -1. Create directory: `content/en/project//` (use hyphens, no spaces) -2. Create `index.md` with frontmatter above -3. Add cover image to same directory (reference it as `image: "filename.png"`) -4. Write project content in markdown — HTML is allowed -5. Open a PR referencing the tracking issue: `closes #` - -### New training module - -1. Create `content/en/modules//index.md` -2. Set `type: "modules"` (required — do not change) -3. Follow existing modules (e.g., `content/en/modules/git_github/`) as examples -4. Module list layout is at `layouts/modules/list.html` - -### New site hub - -1. Create `content/en/sites//index.md` -2. Add site image to `static/img/locations/` and reference in frontmatter -3. Follow `content/en/sites/toronto/` as an example - -### Update schedule/weeks - -Edit pages in `content/en/weeks/`. The schedule page at `/weeks/` also outputs an iCal calendar feed. - ---- - -## Deployment - -CI/CD is fully automated via `.github/workflows/hugo.yml`: - -- **Trigger:** push to `main` branch, or manual workflow dispatch -- **Build:** Hugo 0.128.0 extended + Dart Sass, with `--minify` flag -- **Deploy:** artifacts published to GitHub Pages automatically - -No manual deployment steps needed — merge to `main` and the site updates within ~2 minutes. - ---- - -## Key Conventions - -- **Tags must be lowercase** — `[machine-learning, fmri]` not `[Machine-Learning, fMRI]` -- **Summaries ~75 words** — used in listing cards; too long breaks layout -- **Directory names use hyphens** — `my-project/` not `my_project/` or `my project/` -- **Do not change `type:` fields** in existing frontmatter — it controls which layout is used -- **HTML is allowed** in markdown (Goldmark unsafe mode enabled) -- **PR descriptions must reference the linked issue** — use `closes #` -- **Submodule must be initialized** before `hugo serve` works locally -- **Instructor photos** named `.png` in `static/img/instructors/` - ---- - -## Past Editions - -| Year | URL | -|---|---| -| 2025 | https://2025-school-brainhack.github.io/ | -| 2024 | https://2024-school-brainhack.github.io/ | -| 2022 | https://2022-school-brainhack.github.io/ | -| 2021 | https://psy6983.brainhackmtl.org/ | -| 2020 | https://school2020.brainhackmtl.org/ | -| 2019 | https://brainhackmtl.github.io/school2019/ | -| 2018 | https://brainhackmtl.github.io/school2018/ | diff --git a/LICENSE b/LICENSE deleted file mode 100644 index 0848b41b..00000000 --- a/LICENSE +++ /dev/null @@ -1,21 +0,0 @@ -MIT License - -Copyright (c) 2023 BrainhackMTL - -Permission is hereby granted, free of charge, to any person obtaining a copy -of this software and associated documentation files (the "Software"), to deal -in the Software without restriction, including without limitation the rights -to use, copy, modify, merge, publish, distribute, sublicense, and/or sell -copies of the Software, and to permit persons to whom the Software is -furnished to do so, subject to the following conditions: - -The above copyright notice and this permission notice shall be included in all -copies or substantial portions of the Software. - -THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR -IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, -FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE -AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER -LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, -OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE -SOFTWARE. diff --git a/README.md b/README.md deleted file mode 100644 index 9aa3d36e..00000000 --- a/README.md +++ /dev/null @@ -1,37 +0,0 @@ -# Brainhack School - -This is the website of the brainhack school, built with [hugo](https://gohugo.io/). - -## Deploying site - -The deployment of the website is automated using github actions. - -## Run locally - -To test it locally, you will need to: - -1. Create your own fork - -2. Clone this GitHub repo or the fork (change the URL if it's a fork): - - ```bash - git clone https://github.com/school-brainhack/school-brainhack.github.io.git - ``` - -3. Make sure you're inside the `school-brainhack.github.io/` directory, then **clone the submodule for themes:** - - ```bash - cd school-brainhack.github.io - git submodule update --init --recursive --remote - ``` - -4. If [Hugo](https://gohugo.io/) is not installed, follow the steps in their documentation to install it on your machine: https://gohugo.io/getting-started/installing/ -5. To run the website locally, make sure you are still in `school-brainhack.github.io/` directory and build the website with - ```bash - hugo serve -D - ``` - The `-D` option is to serve the website including the draft .md files. - - Navigate the local version to make sure things are compiled correctly. - - diff --git a/config.yaml b/config.yaml deleted file mode 100644 index 41cb1a2f..00000000 --- a/config.yaml +++ /dev/null @@ -1,194 +0,0 @@ -baseurl: 'https://school-brainhack.github.io' -title: 'Brainhack school' -theme: hugo-universal-theme -defaultContentLanguage: en -defaultContentLanguageInSubdir: FALSE - -outputFormats: - Calendar: - mediaType: text/calendar - -languages: - en: - languageCode: en-us - languageName: English - contentDir: content/en - weight: 1 - taxonomies: - tag: tags - category: categories - name: names - enableGitInfo: TRUE - menu: - main: - - identifier: home - name: Home - url: / - weight: 1 - - identifier: Projects - name: Projects - url: /project/ - weight: 2 - - identifier: Schedule - name: Schedule - url: /weeks/ - weight: 3 - - identifier: Sites - name: Sites - url: /sites/ - weight: 4 - - identifier: Register - name: Register - url: /register/ - weight: 5 - - identifier: Modules - name: Modules - url: /modules/ - weight: 6 - - parent: documents - name: Getting started - url: /guide/ - weight: 7 - - parent: documents - name: Project guide - url: /project_guide/ - weight: 7 - - parent: documents - name: Code of Conduct - url: /coc/ - weight: 7 - - parent: documents - name: Dev Docs - url: https://school-brainhack.readthedocs.io - - parent: past - name: 2025 - url: https://2025-school-brainhack.github.io/ - - parent: past - name: 2024 - url: https://2024-school-brainhack.github.io/ - - parent: past - name: 2022 - url: https://2022-school-brainhack.github.io/ - - parent: past - name: 2021 - url: https://psy6983.brainhackmtl.org/ - - parent: past - name: 2020 - url: https://school2020.brainhackmtl.org/ - - parent: past - name: 2019 - url: https://brainhackmtl.github.io/school2019/ - - parent: past - name: 2018 - url: https://brainhackmtl.github.io/school2018/ - - - - - - topbar: - - weight: 1 - name: GitHub - url: 'https://github.com/school-brainhack' - pre: - - weight: 2 - name: Mastodon - url: 'https://neuromatch.social/@brainhack_school' - pre: - - weight: 3 - name: Email - url: 'mailto:school.brainhack@gmail.com' - pre: - - params: - outputFormats: - Calendar: - mediaType: text/calendar - viewMorePostLink: /blog/ - author: - defaultKeywords: - - BrainHack - - Neuroscience - mainSections: - - blog - defaultDescription: Brainhack School - facebook_site: '' - twitter_site: '' - default_sharing_image: img/brainhackSchool.jpg - googleMapsApiKey: - style: green - email: - contact_form_ajax: false - about_us: >- -

Fundamentals and project in neural data science.

- copyright: 'Copyright (c) 2026, BrainHack School; all rights reserved.' - date_format: 'January 2, 2006' - logo: img/logo_brainhack_2025.png - logo_small: img/logo-small_2025.png - default_sharing_image: img/logo_brainhack_2025.png - address: |- -

BrainHack School -
-
Montreal -
- Canada -

- - latitude: '45.50884' - longitude: '-73.58781' - - widgets: - categories: true - tags: true - search: true - carousel: - enable: true - instructors: - enable: true - features: - enable: false - testimonials: - enable: true - title: Why Brainhack School? - subtitle: >- - Coding and other data science skills are much better acquired and - solidified through practice. After a one week bootcamp, most of the - brainhack training consists of open and collaborative work on a project of - your choice. - see_more: - enable: true - icon: far fa-file-alt - title: 'Project-based, transdisciplinary training' - subtitle: 'Neuroscience, Statistical Modelling and Computer Science' - link_url: https://school-brainhack.github.io/project/ - link_text: "Check out the gallery of past projects" - clients: - enable: true - title: Sponsors - subtitle: '' - recent_posts: - enable: false - title: Project gallery - subtitle: A selection of projects from our students - topbar: - enable: true - text: "**:computer: :brain: Contact for questions! :brain: :computer:**" - -Permalinks: - blog: '/blog/:year/:month/:day/:filename/' - -markup: - defaultMarkdownHandler: goldmark - goldmark: - renderer: - unsafe: true - highlight: - codeFences: false - tableOfContents: - startLevel: 2 - endLevel: 3 - - -disqusShortname: '' -googleAnalytics: '' -paginate: 10 diff --git a/content/en/coc/bhs2019.png b/content/en/coc/bhs2019.png deleted file mode 100644 index 27e43c71..00000000 Binary files a/content/en/coc/bhs2019.png and /dev/null differ diff --git a/content/en/coc/index.md b/content/en/coc/index.md deleted file mode 100644 index 74ca094a..00000000 --- a/content/en/coc/index.md +++ /dev/null @@ -1,65 +0,0 @@ -+++ -title = "Code of Conduct" -type = "coc" -+++ - -Students discussing and working hard - ---- - -# Brainhack School Code of Conduct - -Hello :wave:, and -:computer::brain: Welcome to Brainhack School! :brain::computer: - -Brainhack is dedicated to providing an environment where people are kind and respectful to each other, a harassment-free Brainhack experience for everyone, regardless of gender, gender identity and expression, sexual orientation, disability, physical appearance, body size, race, age or religion. We do not tolerate harassment of event participants in any form. Sexual language and imagery is not appropriate for any event venue, including talks. Brainhack participants violating these rules may be sanctioned or expelled from the event without a refund at the discretion of the event organizers. - -This could really be the end of that code of conduct, but some forms of harassment and negative behavior are fairly hard to identify at first. Please read carefully through the rest of the document to make sure you avoid them. There is also a section to know what to do and expect if you experience behavior that deviates from this code of conduct. - -Harassment includes, but _is not limited to_: -:no_entry: Verbal comments that reinforce social structures of domination related to gender, gender identity and expression, sexual orientation, disability, physical appearance, body size, race, age or religion. -:no_entry: Sexual images in public spaces -:no_entry: Deliberate intimidation, stalking, or following -:no_entry: Harassing photography or recording -:no_entry: Sustained disruption of talks or other events -:no_entry: Inappropriate physical contact -:no_entry: Advocating for, or encouraging, any of the above behaviour -:no_entry: Unwelcome sexual attention - -### *Microaggressions* -Incidents can take the form of “microaggressions,” which is a damaging form of harassment. Microaggressions are the everyday slights or insults which communicate negative messages to target individuals, often based upon their marginalized group membership. Over time, microaggressions can take a great toll on mental and emotional health, and the target’s feeling of belonging in science and academia. The following examples can all be labeled micro-aggressions: -:no_entry: Commenting on a woman’s appearance rather than her work; -:no_entry: Only directing questions at male colleagues when there are female experts in the room; -:no_entry: Telling someone of colour that they “speak such good English”; -:no_entry: Forcefully praising meat to an individual with a vegetarian diet; -:no_entry: Praising alcoholic drinks to an individual who do not consume them. -:no_entry: Exclusion from a group can be a common nonverbal form of microaggression. -:no_entry: Microaggressions can be couched in the form of a “compliment,” (e.g. “you’re too attractive to be a scientist”). - -### *Respecting differences* -Brainhack participants come from many cultures and backgrounds. We therefore expect everyone to be very respectful of different cultural practices, attitudes, and beliefs. This includes being aware of preferred titles and pronouns, as well as using a respectful tone of voice. -While we do not assume Brainhack participants know the cultural practices of every ethnic and cultural group, we expect members to recognize and respect differences within our community. This means being open to learning from and educating others, as well as educating yourself. - -### *How to treat each other* -:+1: Be respectful and value each other’s ideas, styles and viewpoints. -:+1: Be direct but professional; we cannot withhold hard truths. -:+1: Be inclusive and help new perspectives be heard. -:+1: Appreciate and accommodate our many cultural practices, attitudes and beliefs. -:+1: Be open to learning from others. -:+1: Lead by example and match your actions with your words. - - -## **Enforcement** -Participants asked to stop any harassing behavior are expected to comply immediately. Organizers and presenters are also subject to the anti-harassment policy. In particular, they should not use sexualized images, activities, or other material. Event organisers may take action to redress anything designed to, or with the clear impact of, disrupting the event or making the environment hostile for any participants. - -## **Reporting** -If someone makes you or anyone else feel unsafe or unwelcome, please report it as soon as possible to your local hub organizer. You can also contact one of the main school organizers on Discord or by email at school [dot] brainhack [at] gmail [dot] com. Depending on the issue, you may need to follow your local hub policies and guidelines for reporting. - -### *Reporting Issues at the UdeM hub* -For students attending the Universite de Montreal hub, Brainhack school is supported by their disciplinary board in enforcing appropriate behavior throughout the course. Any incident of unacceptable behavior hurts the learning environment for everyone. We are therefore committed to supporting students to access these resources and ensure a supportive environment. - -The [University of Montreal Bureau d’intervention en matière de harcèlement (BIMH)](https://neurosciences.umontreal.ca/bureau-dintervention-en-matiere-de-harcelement-ou-de-lintimidation-bimh-514-343-7020/) exists to promote a healthy student environment across the university, and we are ready to assist students in submitting a report to the disciplinary board. - -When necessary, a support team member will assist students to file a report. Complaints can be filed, without limitation periods, for any incident of harassment that has occurred in the course of university activities, whether on or off-campus. If one feels more comfortable to report an issue directly to the BIMH, they can visit their website (https://harcelement.umontreal.ca) or contact them directly (phone 514 343-7020; e-mail harcelement@umontreal.ca). - -Also, if you need moral support, feel welcome to ping the school organizers on Discord or by email at school [dot] brainhack [at] gmail [dot] com. diff --git a/content/en/guide.md b/content/en/guide.md deleted file mode 100644 index e492bfc0..00000000 --- a/content/en/guide.md +++ /dev/null @@ -1,365 +0,0 @@ -# Quick Start Guide - -During BrainHack School you will be exposed to a wide variety of new tools, from collaboration tools to analysis tools. At times this might make you feel a little anxious, even a little bit imposter that you didn't know them already. Don't worry if you feel overwhelmed, we are all here to help. - -If you complete the school more equipped than when you started, we will have achieved our main goal. Indeed, one of the difficulties in neuro-data science is not necessarily learning _how_ to use a tool, but rather learning that the tool even exists, and who to get in touch with that might know how to use it. (Keep in mind that everyone knows some tools, but not all of them!) - -That said, here's a little *Getting Started Guide* on the common tools we will use throughout the BrainHack School: - -*** -We made a bunch of GIFs because GIFs are worth 5000 words. You can see them when you click on - -
- - 🌠 GIF - Click to open this useless GIF ⬇ -useless GIF - -
- -*** - -> **Pssst:** If you find typos or have tips to share, feel free to edit this document! This is an open and collective effort. - - -## Discord - -Welcome to the Brainhack School Discord server: a place for participants and instructors to discuss, network, collaborate, and share resources. [Discord](https://discord.com/) will be your primary communication tool throughout the 4 weeks of BHS. - - * If you are familiar with Discord and are simply overwhelmed by the prospect of yet another Discord server, feel free to [jump straight to the unique features Section we've set up for you](#3-Communicating-with-others). - * If you’re new to Discord, keep on reading. - - -We will first give some quick pointers to help you configure and use the tool in a way that works best for you. - 1. [Configuring your account](#1-Configuring-your-account) - 2. [Notification settings](#2-Channel-and-Notification-settings) - 3. [Communicating with others](#3-Communicating-with-others) - 4. [Particularities of BrainHack School's Discord](#4-BrainHack-School-Features) - -Any question? Ask us in the `#help-general` channel. - - -### 1. Configuring your account - -#### PROFILE -When you set up your profile there are two things to bear in mind: -* **Your username** – please use a name by which others will be able to identify you. Precising your preferred pronouns is encouraged. -* **Your avatar** – please add a profile picture or other identifier that you’re comfortable with so that others can associate your posts with you more easily. - -[Official help on How to edit your profile](https://support.discord.com/hc/en-us/articles/360035491151-Account-Customization). - -
- - 🌠 GIF - To edit your profile ⬇ -Edit yout profile - -
-
- -#### STATUS UPDATES - -Status updates can be a useful way to let others know your availability. For example, if you’re away eating or busy geeking, you may want to let others know that you’ll be slower to respond or entirely absent from the group. - -Remember that your status will be visible to everyone on the Discord server. - -To update your status, click your avatar in the bottom left of the screen and select the desired status or `Set a custom status`. For a custom status you can select when you want your status update to be removed using the `clear after` dropdown. -You can clear a status update at any time by clicking on your avatar and selecting `Clear status`. - -Your status is by default managed automatically by Discord, which will update it based on your activity. - -
- - 🌠 GIF - To update your status ⬇ -Update your status - -
-
- - -### 2. Channel and Notification settings - -#### How to use and create channels - -There are text channels and voice channels. For both types, you can access the channel by clicking its name on the left panel. Voice channels allow you to share sound, video or your screen. - -The channels are grouped by categories. Categories make the navigation easier, but also allows to adapt some settings (e.g. notifications, permissions) per category. These settings can also be adapted directly per channel. In the Brainhack School Discord server, we will be providing all the common and project specific discussion channels to your use! If the students would need to open a new channel admins will help with the set up (please DM to @isil). - -
- - 🌠 GIF - To create a new channel ⬇ -Create a new channel - -
-
- -| A note on creating channels | -|:---------------------------| -| You are free to create as many channels as you would like. However, channels dedicated to projects should be made public (not private) so people can collaborate or help you. Also be careful not to create redundant channels. | -
- -#### Configure your notifications -Discord notifications are great, but they may bother you when you try to focus on your project. There are a lot of options for you to determine how and when you are informed about content – and at what level of granularity. -[Official help on Notification Settings](https://support.discord.com/hc/en-us/articles/215253258-Notifications-Settings-101). - -##### For the overall server -1. Click on the `name` of the server at the top left of the screen and select `Notification Settings` from the dropdown -1. In the Notifications Settings section you have options which include: - * Muting the whole server - * Allow notifications for either all messages, only `@mentions` or no message. - * Choose to ignore or not the `@everyone` and `@here` mentions, and to use or not push notifications on mobile. - * Override these rules for specific channels. - -##### Channel by channel -1. Right click the name of a channel and click `Notification Settings`. - * Here you have the option to use the default server settings, notify all messages, notify only `@mentions` or mute the channel. - -
- - 🌠 GIF - To change notification settings ⬇ -Notification settings - -
-
- - -### 3. Communicating with others - -#### A FEW POINTS OF ETIQUETTE - -##### Use reply to continue conversations - -* To refer to a previous message in your message, you can click the arrow on the top right of the referred message. - -
- - 🌠 GIF - To reply to a message ⬇ -Reply to message - -
-
- -##### Use @everyone, @here and other handles sparingly -* If you type **@everyone** or **@here** or other general handles (**@instructors**) in a message that will send a notification to everyone in that channel. Please use this only for items that really do need everyone’s attention. - -##### Respect the context of this shared space -* We want it to be somewhere where learning can happen in a supportive, safe environment. -* Please **DO NOT** take conversations out of context and copy/paste them elsewhere without the permission of all the individuals who posted. - -##### Not all communications will be synchronous -* While IM-based conversations can feel very immediate, please don’t feel that you have to respond to messages immediately, nor expect others to respond immediately. We’re all busy, really busy! - - -##### Message Editing & Deletion -* You are allowed to edit your messages anytime. That means if you edit a message after someone replied to it, make it clear that you edited something if it changes the meaning of your message. - - -#### SENDING PRIVATE/DIRECT MESSAGES -It can be helpful to others when you’re sharing resources and brainstorming solutions to “work out loud” in a specific thread because then your learning becomes a future resource for others, too. - -However, sometimes you want to start a private conversation. To do this you can click on someone's avatar, type your message and hit enter. Then you'll be able to find your conversation in the `direct messages` (DM) section of your `Home` server. - -##### Direct message when necessary -You may feel tempted to use DM instead of asking questions in dedicated channels. If an instructor believes others will benefit from the answer, they will probably encourage you to ask your question in the appropriate channel. If you have a question, others likely have the same one, we are all learning from each other. - -That said, DM is useful to discuss privately with other people (one or many) and when you don't want to flood a channel. - -
- - 🌠 GIF - To make direct message ⬇ -Direct message - -
-
- -#### Sending files - -Yes, you can send files in text channels and in direct messages. You can either drag and drop the file or click on the `+` on the left side of the chat bar. - -#### Sending code snippets - -When you want to share a code snippet in a channel or with someone, it is important to keep the code formatted. Whether you need to paste output from your terminal or some python code or anything coding-related, you have to put the code between backticks. -* Use simple backticks for inline short code : `` `inline code` ``. -* Use triple backticks for multiline code snippets, you have to put the triple ticks on new lines : -```` -``` -multiline -code -snippet -``` -```` - - -### 4. BrainHack School Features - -We have set some useful features for you. - -#### @handles - -In addition to the @everyone and @here handles, we've created a useful handle to target a specific crowd. The **@instructors** will notify **all** the instructors. - -#### Channels - -##### Prefixes - -To keep our Discord organised, we've set channel prefixes. These are self-explanatory: - -| Prefix | Purpose | | -| -------- | -------- | -------- | -| #help- | For questions, assistance, and resources on a topic (e.g, #help-installation etc.)| -| #proj- | For collaborating and discussing a project. | Each project will have its own public channel.| - -#### Dedicated channels - -`#general`: Will probably become messy once the School has started. - -`#announcements`: Looking for collaborators to work on your project or you want to share some good news? This is the place to do it. - -`#help-installation`: Need help to install something ? This is the place to ask! - -`#help-general`: Need help *in general* ? This is the place to ask! - -`#Lounge`: A voice channel for casual chatting. - - ---- -## Markdown -Markdown is a lightweight markup langauge, which is highly used in git platforms such as GitHub, BitBucket, or websites to easily format the -text for visibility. - -A markdown file could be easily created by a text editor or online platforms like [Hackmd.io](https://hackmd.io/) and save the file with an -extension of .md or .markdown. To compile the markdown you will need applications that are capable of process and convert the markdown file -into a printable HTML code. - - - -The markdown has a very easy syntax to remember to format the text such as - -### Headers - -``` - -# Header 1 - -## Header 2 - -### Header 3 - -#### Header 4 - -... -``` - -# Header 1 - -## Header 2 - -### Header 3 - -#### Header 4 - -### Formatting - -``` -*This is Italic writing* -_I can also use underscores for Italic._ - -**This is for bold writing.** -__Double underscore is also for bold writing.__ - -***I can also combine both.*** - -~~Striking through~~ - -:smile: :brain: :rocket: - -``` - -*This is Italic writing* -_I can also use underscores for Italic._ - -**This is for bold writing.** -__Double underscore is also for bold writing.__ - -***I can also combine both.*** - -~~Striking through~~ - -:smile: :brain: :rocket: - -### Lists - -``` -1. First -2. Second -3. Third - -- Bullet point - -* Another bullet point - -- Bullet point - - Sub-bullet point - -- [ ] Checkbox - -``` - -1. First -2. Second -3. Third - -- Bullet point - -* Another bullet point - -- Bullet point - - Sub-bullet point - -- [ ] Checkbox - -### Adding Image or Link to the Text - -``` -Link -[Brainhack School Website](https://school-brainhack.github.io/) - -Image -![Brainhack Logo](https://avatars.githubusercontent.com/u/62623251?s=200&v=4) -``` - -Link -[Brainhack School Website](https://school-brainhack.github.io) - -Image -![Brainhack Logo](https://avatars.githubusercontent.com/u/62623251?s=200&v=4) - - -### Code and Quotes -``` -``` Adding code block``` -``` - - -``` -Using the `inline` code. - -> Quoting a text. -``` - - -``` -Adding some code -``` - -Using the `inline` code. - -> Quoting a text. - - -## GitHub - -We would highly recommend you to go through [Getting Started with GitHub](https://the-turing-way.netlify.app/collaboration/github-novice.html) resources - of The Turing Way which will give the general overview about the aim of using GitHub and basic skills to familiarize yourself. - - - -© BrainHackMTL - Licensed under a [CC BY 4.0 license.](https://creativecommons.org/licenses/by/4.0/) diff --git a/content/en/locations/index.md b/content/en/locations/index.md deleted file mode 100644 index bb2c5da6..00000000 --- a/content/en/locations/index.md +++ /dev/null @@ -1,18 +0,0 @@ -+++ -title = "Sites" -type = "locations" - - - - - - - -[[locations]] - img = "locations/vanderbilt.png" - imgalttext = "Vanderbilt university, Nashville, United States" - name = "Vanderbilt University" - description = """This is the first time we will be hosting BH School. Given our lack of expertise and potential overhead for planning the school, we are planning to keep the school to 1-2 students this year. -""" - -+++ diff --git a/content/en/modules/DL_for_neuroimaging/DL_for_neuroimaging.jpg b/content/en/modules/DL_for_neuroimaging/DL_for_neuroimaging.jpg deleted file mode 100644 index a4142424..00000000 Binary files a/content/en/modules/DL_for_neuroimaging/DL_for_neuroimaging.jpg and /dev/null differ diff --git a/content/en/modules/DL_for_neuroimaging/index.md b/content/en/modules/DL_for_neuroimaging/index.md deleted file mode 100644 index 6fd50e8d..00000000 --- a/content/en/modules/DL_for_neuroimaging/index.md +++ /dev/null @@ -1,66 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Applications of deep learning in neuroimaging" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, deep leatning, neuroimaging, nobrainer] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "How deep learning can be used in neuroimaging analyses? A hands-on example using the nobrainer library and Montreal AI-Neuroscience workshop material." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "DL_for_neuroimaging.jpg" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to python for data analysis](/modules/python_data_analysis) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module will be using the [MAIN educational workshop on brain encoding and decoding](https://main-educational.github.io/brain_encoding_decoding/intro.html). - -## Exercise -Let's have a look at application on functional data with the [MAIN educational workshop on brain encoding and decoding](https://main-educational.github.io/brain_encoding_decoding/intro.html). We will look at the **decoding** modules. This part is independent from the video above. - * Please follow the [introduction](https://main-educational.github.io/brain_encoding_decoding/intro.html#), set-up your environment and clone the material from GitHub. Please provide your answers in jupyter notebooks. - * Throughout this tutorial you will be using the Haxby data set. Please read through and understand how to access it [here](https://main-educational.github.io/brain_encoding_decoding/haxby_data.html) and go through the [original support-vector machine analysis](https://main-educational.github.io/brain_encoding_decoding/svm_decoding.html) of the study and complete the exercises. - * After understanding the workflow of functional data, please go through the [Multi-Layer Perceptron](https://main-educational.github.io/brain_encoding_decoding/mlp_decoding.html) and complete the relevant exercise. If you want a challenge, please feel free to do the harder questions, or do both lessons :tada:. - - * (Optional) You can learn about the [Graph Convolution Network](https://main-educational.github.io/brain_encoding_decoding/gcn_decoding.html) and how to work with timeseries data! - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -This demo was presented by [Jakub Kaczmarzyk](https://twitter.com/jakubkaczmarzyk) during the QLSC 612 course in 2020, the slides are available [here](https://raw.githubusercontent.com/neurodatascience/course-materials-2020/master/lectures/15-may/02-applications-of-deep-learning/nobrainer-brainhackmtl-2020.pdf). - -The video of the presentation is available below: - - -You can find more information about the nobrainer library on its [github repo](https://github.com/neuronets/nobrainer). - -[A nature communications article](https://www.nature.com/articles/s41467-020-20655-6) on the superiority of deep learning over standard machine learning in neuromimaging tasks. - -[A Neuroscience and Biobehavioral Reviews article](https://www.sciencedirect.com/science/article/pii/S0149763416305176) on deep learnging applications in neuroimaging studies of brain-based disorders. It has a good overview of the general framework of deep learning applications, and descriptions of the main kinds of architectures. - -[An overview article](https://pubmed.ncbi.nlm.nih.gov/35722548/) on the challenges associated with applying deep learning models to neuroimaging applications, especially fMRI data. Three new methods are presented which could potentially help incorporate these models into clinical practice. - -[MAIN educational workshop on brain encoding and decoding](https://main-educational.github.io/brain_encoding_decoding/intro.html) covers deep learning application to analyse a classic neuroimaging dataset. The tutorial also incorporates useful features from the `nilearn` library to process your neuroimaging data, as well as doing decoding analysis. diff --git a/content/en/modules/HPC/0-setting-up.md b/content/en/modules/HPC/0-setting-up.md deleted file mode 100644 index c084d16e..00000000 --- a/content/en/modules/HPC/0-setting-up.md +++ /dev/null @@ -1,56 +0,0 @@ - -The goal of these exercises is to familiarize yourself with job submissions on -a cluster. To do that, we will use a home-made image processing tool called -"filterImage.exe" and a set of images. - -The set of images you will use are the images in the `photos` folder. - -===== Compiling filterImage.exe ===== - -The image processing tool must be built (i.e. compiled). To do that, you first -need to load appropriate modules. The compilation requires GNU compilers and -the BOOST library. To load these modules: -``` - module purge - module load gcc boost - module list -``` -Here `module purge` is first called to unload all potentially loaded module, so that we only have -the module mentioned in the `module load` command, to avoid any eventual conflict between modules. -Some module might not be unloaded unless you use the `--force` flag, but that's ok in our case, we don't need -to remove everything. -`module list` lists all our modules. - - -Once all required modules are loaded, you can compile filterImage.exe with the command: -``` - make -``` -This will create a file named filterImage.exe in your directory. This -executable will be used for each exercise. - -===== Outline of Exercises ===== - -Each exercise is located in its own directory. Each exercise has a -README.en file, a submit.sh file that you will edit, and a solution.sh file. -Try exercises according to your needs: - - * 1-base - - Getting started with job submission: useful for any use case. - - * 2-sequentielles - - This exercise is useful if you run multiple serial jobs running for hours - - * 3-gnu-parallel - - This exercise is useful if you run multiple short serial jobs (<1 hour) - - * 4-lot-de-taches - - This exercise is useful if you run hundreds of jobs; you need job arrays - - * 5-tache-mpi - - This exercise is useful if you run parallel jobs with MPI on multiple nodes diff --git a/content/en/modules/HPC/1-base.md b/content/en/modules/HPC/1-base.md deleted file mode 100644 index 50b10319..00000000 --- a/content/en/modules/HPC/1-base.md +++ /dev/null @@ -1,44 +0,0 @@ -In this exercise, we submit our first job, that only prints a message. -This is to illustrate the concept of job submission. - -When you connect to a cluster via `ssh`, you connect to a **login node**. A **login node** -shall be used exclusively to submit jobs to **compute nodes**, organise your files and data, -and transfer them to your local machine or other servers. You should absolutely not perform -computations on a **login node** because they are already slow and you will make them even -slower for everybody else. \ -So instead of running your script on the **login node**, you have to use the `sbatch` command to -send the instruction to run the script to a **compute node**. -The arguments of the `sbatch` command are used to specify the specifications you need for the -compute node (i.e. the amount of cpu cores, GPUs, RAM, ...). You could pass all arguments and -the instruction to the `sbatch` command inline, something like : -``` -sbatch --account=rrg-pbellec --time=1:0:0 --cpus-per-task=8 --mem=32G submit.sh -``` -But it is usually more convenient to define these arguments in the job script with the `#SBATCH` -prefix at the beginning of the line. - -Instructions : - * Job options must be set with "#SBATCH ..." lines on top of the script, - but below the "#!/bin/bash" line. - * Modify submit.sh to specify your account, e.g. `#SBATCH --account=rrg-pbellec`. - * Modify submit.sh to specify 1 node with 1 processor for 2 minutes. - * Modify submit.sh to specify the job name "ex1". - * Submit the job with the following command: -``` - sbatch submit.sh -``` - * Please note the job ID. - * Verify the status of your job with: -``` - squeue -u $USER -``` - * Verify the result of your job in slurm-JOB_ID.out - -Additional information: - * Alliance Canada users are specifying accounts in the form of: TYPE-NAME, - where TYPE can be def, rrg, rpp or ctb, and NAME is the PI's username. def accounts are the - defaults accounts with the default priority, so if your PI has a non default account like - rrg, rpp or ctb it is almost always preferable to use the non default account. - * The file slurm-JOB_ID.out constains both standard and error outputs - (stdout and stderr) of the job. If it failed, you should check in this - file. In the case of this exercise, you should see "Bonjour". diff --git a/content/en/modules/HPC/2-sequentielles.md b/content/en/modules/HPC/2-sequentielles.md deleted file mode 100644 index 217fc66b..00000000 --- a/content/en/modules/HPC/2-sequentielles.md +++ /dev/null @@ -1,32 +0,0 @@ -In this exercise, we want to apply the "grayscale" filter to one picture. - -==== Instructions ==== - -We will use the filterImage.exe application to convert one picture to grayscale. - - * Modify submit.sh in order to load required modules with `module load gcc boost` and call filterImage.exe - with the "grayscale" filter and one picture file. Use `../filterImage.exe --help` to find the arguments to use. - * Submit the job with the following command: -``` - sbatch submit.sh -``` - * Verify that the job has generated one image file in the current folder. - Note: you may download this file to your local computer with any SCP client. - The visual result can show errors on some lines of pixels. - The goal of this exercise is only to practice job submission. - - -Additional information:\ -The help message of `filterImage.exe` being in French, here is a translation : -``` -Apply filters on a series of images -Options: - -h [ --help ] Print help messages - -i [ --srcdir ] arg Source directory ? - -o [ --dstdir ] arg Destination directory ? - --files arg File list ? - --filters arg Filter(s) to apply : grayscale, edges, emboss, - negate, solarize, flip, flop, monochrome, add_noise - --combined arg (=0) Should the filters be combined - (applied on after the other on each image) ? -``` diff --git a/content/en/modules/HPC/3-gnu-parallel.md b/content/en/modules/HPC/3-gnu-parallel.md deleted file mode 100644 index ad886e03..00000000 --- a/content/en/modules/HPC/3-gnu-parallel.md +++ /dev/null @@ -1,56 +0,0 @@ -Like in exercise #2, we want to apply the "grayscale" filter to multiple -pictures. In order to use multiple cores on a compute node, we will run -multiple instances of the executable simultaneously. - -This time, we will use a tool called GNU-Parallel, which is more -flexible while having a compact syntax. - -==== GNU parallel ==== - -GNU parallel is a powerful tool to execute parallel tasks. It supports two -main input formats: - * Lists of values on the command line. - * Lists of values in a file. - -Please check the [Alliance Canada wiki](https://docs.alliancecan.ca/wiki/GNU_Parallel) for basic options, and the [official documentation](http://www.gnu.org/software/parallel/man.html) for advanced options. - - -For this exercise, we will reuse the output of the "ls" command with $( ). -For example, to display the content of "../photos" in -parallel, we would use GNU parallel the following way: -``` - parallel echo {1} ::: $(ls ../photos) -``` -In this example, {1} refers to the first variable in the command template. -The operator ":::" separates the template from values for the first variable. -We could define multiple variables ({1}, {2}, etc.) by adding more ":::" -operators at the end of the parallel command. - -==== Instructions ==== - -We will use the parallel command to convert all pictures in -"../photos": - - * Request 2 cores with the --cpus-per-task option in the job submission - script header. - * Use the parallel command on filterImage.exe to run it on the list of files in - "../photos" (you can mimic the example line above, replacing `echo` by the adequate command). - * Submit the job with the command. -``` - sbatch submit.sh -``` - * Verify that the job generates multiple images in the current folder. - -==== Advanced Instructions ==== - -Modify your job script so that it also creates images applying the "negate" filters (it shouldn't apply both filters at the same time but for each input image, it should create two output files, one with the grayscale filter and one with the negate filter). It should still do that in parallel, so you have to define a second variable to your command template that corresponds to the filter. - - * Verify that the job generates twice as many files in the local folder. - -==== No need to specify the number of simultaneous tasks? ==== - -By default, GNU parallel will use one core per task, and it will launch as many -tasks as there are cores on the system. As soon as a task is completed, the -next one will start automatically. - -You may change the default behavious with the "-j" option (see the man page with the `man parallel` command). diff --git a/content/en/modules/HPC/4-lot-de-taches.md b/content/en/modules/HPC/4-lot-de-taches.md deleted file mode 100644 index be4d480a..00000000 --- a/content/en/modules/HPC/4-lot-de-taches.md +++ /dev/null @@ -1,60 +0,0 @@ -Like in exercise #3, we want to apply one filter to a set of pictures. But, -this time, we want to apply different filters, one specific filter per job. -In this exercise, we will use a double strategy for parallel computing: -- For each job, we will use GNU parallel to process a set of pictures. -- We will submit a job array in order to run multiple instances of the - same kind of job. - -==== GNU parallel ==== - -Please check ../3-gnu-parallel/README.en for the description of this tool. - -==== Job Arrays ==== - -Job arrays are a parallel mechanism offered by the scheduler. The global job -array is separated in multiple job instances that are started independently. -Each job instance will be identified by a different value in the -SLURM_ARRAY_TASK_ID environment variable. The possible values are defined by -the job array. - -The syntax is the following: -``` - #SBATCH --array=-: -``` -For example, for a job array of 5 jobs, where SLURM_ARRAY_TASK_ID would be -1, 3, 5, 7 and 9, we would request: -``` - #SBATCH --array=1-9:2 -``` - -Alternatively, you can define only specific values by listing them separated by commas, -for example if you only want values 2, 5, 8 and 22, you would use : -``` - #SBATCH --array=2,5,8,22 -``` - -==== An Array in Bash ==== - -Bash supports arrays. A Bash array can be declared the following way: -``` - MY_ARRAY=(value1 value2 value3 value4) -``` -To access a specific element in the array: -``` - ${MY_ARRAY[$i]} -``` -where $i would be a variable having values from 0 through 3. -That means 'value1' is at position 0, and 'value4' is at position 3. - -==== Instructions ==== - -We will use the parallel command to transform all pictures. We will also -use a job array to apply a different filter for each job. - - * Modify submit.sh to define a job array such that the index will go - from 0 to 8 inclusive. - * Use the value of SLURM_ARRAY_TASK_ID to get the proper filter in FILTERS. - * Submit the job array with the following command: - sbatch submit.sh - * Verify that the job array is running fine. Many(!) files should have - been created. diff --git a/content/en/modules/HPC/5-tache-mpi.md b/content/en/modules/HPC/5-tache-mpi.md deleted file mode 100644 index a18bbe66..00000000 --- a/content/en/modules/HPC/5-tache-mpi.md +++ /dev/null @@ -1,48 +0,0 @@ -So far, we have used filterImage.exe in serial mode, but this is in fact an -executable that can run in parallel on multiple nodes with MPI. - -==== MPI ==== - -"MPI" means "Message Passing Interface". An MPI application can split the -workload on multiple compute nodes, and each part of the task is computed -in parallel in different processes. Coding an MPI application is relatively -complex. On the other hand, using such an application remains simple. -All one needs to do is to use the "mpiexec" command. For example: -``` - mpiexec ../filterImage.exe .... -``` -Note: if some application does not use MPI to split the workload, all created - processes will do the same workload, and all the workload many times. - For example: mpiexec hostname. - -Note: mpiexec is smart enough to get your SLURM environment and determine how - many processes must be started on each node. - -==== Instructions ==== - -The filterImage.exe application uses MPI to process multiple images -simultaneously on multiple nodes. For this exercise, we will process all -pictures with 4 processors, i.e. two nodes and two cores per node. - - * Modify submit.sh to request 2 nodes, 2 tasks per node and 1 core per task. - * Use mpiexec with filterImage.exe. - * Submit the job with the following command: - sbatch submit.sh - * Verify that the task is running properly. You should get new images in - the current directory. - -==== Bonus ==== - -By default, when filterImage.exe receives a list of filters, it will apply each -filter separately on each image. This allows an easy parallelism. The -executable also accepts an option "--combined true", which allows to combine -listed filters and apply them in order. In other words, the executable applies -the first filter on the original image, then the second filter on the result -of the first filter, and so on. Unfortunately, combining filters reduces the -granularity of the parallelism because each filter depends on the previous -result. - -Nevertheless, combining filters may generate interesting results. By using one -pair of cores (to not waste resources), combine both filters "add_noise" and -"monochrome". Compare the resulting image to the monochrome-only one. -What do you see? Can you explain it? diff --git a/content/en/modules/HPC/alliancecanada_logo.jpg b/content/en/modules/HPC/alliancecanada_logo.jpg deleted file mode 100644 index 0339f79d..00000000 Binary files a/content/en/modules/HPC/alliancecanada_logo.jpg and /dev/null differ diff --git a/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud.zip b/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud.zip deleted file mode 100644 index 98e56cc9..00000000 Binary files a/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud.zip and /dev/null differ diff --git a/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud_solutions.zip b/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud_solutions.zip deleted file mode 100644 index df9a4423..00000000 Binary files a/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud_solutions.zip and /dev/null differ diff --git a/content/en/modules/HPC/index.md b/content/en/modules/HPC/index.md deleted file mode 100644 index 57eace72..00000000 --- a/content/en/modules/HPC/index.md +++ /dev/null @@ -1,112 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "High Performance Computing" - -# Your project GitHub repository URL -github_repo: https://github.com/calculquebec/cq-formation-premiers-pas - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [HPC, computecanda, alliancecanada, brainhackcloud] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Introduction to HPC infrastructure and parallel computing, using Alliance Canada (formerly Compute Canada), or Brainhack Cloud." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "alliancecanada_logo.jpg" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -:warning: It should be noted that recently Compute Canada changed its name to Alliance Canada. -That does not change the relevance of the exercises presented here, but it can make some naming conventions outdated. -For example, the documentation website for the clusters is no longer https://docs.computecanada.ca/wiki/Technical_documentation but https://docs.alliancecan.ca/wiki/Technical_documentation. However for now the old URLs redirect to the new ones so using the old names doesn't seem to create issues, but that might not stay true in the long run. - -:warning: A notable exception to the name change are the hostnames of the clusters for ssh connections. You still have to use the `.computecanada.ca` domain name. So for example if you want to connect to Beluga, you still need to type : - -`ssh @beluga.computecanada.ca` - -:warning: :warning: If you reside outside of Canada and don't have access to a local HPC you can apply to access [Brainhack Cloud](https://brainhack.org/brainhack_cloud/). Some detailed steps for connecting to their cloud are available on this [GitHub repository](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/BrainHackCloud_steps/get_connected.md). Subsequently anytime the lecture material below refers to location-specific inputs you will have to adjust your inputs accordingly (e.g. the ssh connection). - -### Alliance Canada account - -If you are following BrainHack School through a canadian institution, please follow the instructions below to create an account on Alliance Canada. Otherwise, see the :warning: warning above. - -To create an Alliance Canada account, you will need a sponsor, likely your PI. If your PI does not already have an account on Alliance Canada, please contact your local TA(s). Otherwise, you will have to follow [this link](https://ccdb.alliancecan.ca/security/login) and click on *Register*. You will then have to fill a form. To make sure you are selecting the proper user role, please check out [this documentation](https://alliancecan.ca/en/services/advanced-research-computing/account-management/user-roles-access-resources-and-services-federation). You will also need to specify your sponsor's account number. Once submitted, you will have to wait for your sponsor to accept your form. - - -## Resources -This module was presented by [Félix-Antoine Fortin](https://github.com/cmd-ntrf) during the QLSC 612 course in 2020. - -The slides are available [here](https://docs.google.com/presentation/d/1toGlTfi4zqavPGHZ9NV3Va7MuT-rmXdv3NHAyQGINdk/edit#slide=id.g3461d16a8f_0_8). - -The video of his presentation is available below: - - - -## Exercise - - * Download the tutorial zip file : - ``` - wget https://raw.githubusercontent.com/brainhackorg/school/master/content/en/modules/HPC/cq-formation-premiers-pas-slurmcloud.zip - ``` - * Copy the file to the beluga cluster : - ``` - scp cq-formation-premiers-pas-slurmcloud.zip @beluga.computecanada.ca: - ``` - *Note*: You could have directly downloaded the file from the beluga cluster, but being familiar with the scp command is very useful. - * Connect to the beluga cluster : - ``` - ssh @beluga.computecanada.ca - ``` - * Unzip the tutorial zip file : - ``` - unzip cq-formation-premiers-pas-slurmcloud.zip - ``` - * You can remove the zip file : - ``` - rm cq-formation-premiers-pas-slurmcloud.zip - ``` - * Do the exercises in the `cq-formation-premiers-pas-slurmcloud` folder, you can see the original instructions in the README files, for example : - ``` - cd cq-formation-premiers-pas-slurmcloud/1-base - cat README.en - ``` - Updated instructions can also be seen here, with slightly more detailed explanations : - - {{< tabs tabTotal="6" tabID="instructions" tabName1="0-setting-up" tabName2="1-base" tabName3="2-sequentielles" tabName4="3-gnu-parallel" tabName5="4-lot-de-taches" tabName6="5-tache-mpi" >}} - {{< tab tabNum="1" >}} {{% content "content/en/modules/HPC/0-setting-up.md" %}} {{< /tab >}} - {{< tab tabNum="2" >}} {{% content "content/en/modules/HPC/1-base.md" %}} {{< /tab >}} - {{< tab tabNum="3" >}} {{% content "content/en/modules/HPC/2-sequentielles.md" %}} {{< /tab >}} - {{< tab tabNum="4" >}} {{% content "content/en/modules/HPC/3-gnu-parallel.md" %}} {{< /tab >}} - {{< tab tabNum="5" >}} {{% content "content/en/modules/HPC/4-lot-de-taches.md" %}} {{< /tab >}} - {{< tab tabNum="6" >}} {{% content "content/en/modules/HPC/5-tache-mpi.md" %}} {{< /tab >}} - {{< /tabs >}} - - -
- - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -The [Alliance Canada wiki](https://docs.alliancecan.ca/wiki/Technical_documentation) is a great source of tutorials, advice and good practices. Be sure to head there first before asking the staff for help. You can also ask the instructors in the BrainHack school discord. diff --git a/content/en/modules/_index.md b/content/en/modules/_index.md deleted file mode 100644 index fe2e5a77..00000000 --- a/content/en/modules/_index.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: Training modules -subtitle: ---- diff --git a/content/en/modules/bids/bids.png b/content/en/modules/bids/bids.png deleted file mode 100644 index 5a662c12..00000000 Binary files a/content/en/modules/bids/bids.png and /dev/null differ diff --git a/content/en/modules/bids/index.md b/content/en/modules/bids/index.md deleted file mode 100644 index 50dfc14c..00000000 --- a/content/en/modules/bids/index.md +++ /dev/null @@ -1,62 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "The brain imaging data standards and applications" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [bids, pybids, week2] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of the [brain imaging data structure](https://bids.neuroimaging.io/), the [pybids](https://bids-standard.github.io/pybids/user_guide.html) interface to interact with a BIDS-compliant dataset as well as the [BIDS apps](https://bids-apps.neuroimaging.io/apps/) - a collection of software designed to operate on BIDS datasets." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bids.png" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/terminal) module. - * the [python for data analysis](/modules/python_data_analysis) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module was presented by [Christopher J. Markiewicz](https://effigies.github.io/) during the QLSC 612 course in 2020. - -The slides are available [here](https://effigies.github.io/bids-ecosystem). - -The video of his presentation is available below: - - -## Exercise - * Download a few subjects (n=3) from the dataset [DS000228](https://openneuro.org/datasets/ds000228/versions/1.1.0) on openneuro. Hint: the dataset is available with datalad from this [git](https://github.com/OpenNeuroDatasets/ds000228) repository. - * Check that the resulting folder is a bids-compliant dataset using the bids validator (using a web browser or a local `npm` install). Did you get any warnings? Explain what they are and whether they are a concern. - * Install pybids. Use pybids to get a list of all BOLD `nii.gz` files for subject `pixar003`. In which folder did you find them? is it logical? You may want to have a look at the [BIDS documentation](https://bids.neuroimaging.io/) to familiarize yourself with the BIDS standard. - * Using pybids, get a list of the flip angles in `DS000228`. - * Clone a Midnight Brain Scan dataset from this [git](https://github.com/OpenNeuroDatasets/ds000224) repository. Use `pybids` to load the `participant.tsv` file as a pandas dataframe in python. - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -If you want to learn more about BIDS and pybids, check: - * the [BIDS Starter Kit](https://bids-standard.github.io/bids-starter-kit/index.html#), - * the [BIDS documentation](https://bids.neuroimaging.io/), - * the [dicom2bids](https://unfmontreal.github.io/Dcm2Bids/) converter - we have local support for this one. - * the [pybids documentation](https://bids-standard.github.io/pybids/user_guide.html) diff --git a/content/en/modules/bids/index_old.md b/content/en/modules/bids/index_old.md deleted file mode 100644 index 57a3e8c0..00000000 --- a/content/en/modules/bids/index_old.md +++ /dev/null @@ -1,58 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "The brain imaging data standards and applications" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [bids, pybids, week2] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of the [brain imaging data structure](https://bids.neuroimaging.io/), the [pybids](https://bids-standard.github.io/pybids/user_guide.html) interface to interact with a BIDS-compliant dataset as well as the [BIDS apps](https://bids-apps.neuroimaging.io/apps/) - a collection of software designed to operate on BIDS datasets." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bids.png" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/terminal) module. - * the [python for data analysis](/modules/python_data_analysis) module. - -Contact Pierre Bellec if you have questions on this module, or if you want to check that you completed successfully all the exercises. - -## Resources -This module was presented by [Christopher J. Markiewicz](https://effigies.github.io/) during the QLSC 612 course in 2020. - -The slides are available [here](https://effigies.github.io/bids-ecosystem). - -The video of his presentation is available below: - - -## Exercise - * Download a few subjects (n=6) from the dataset [DS0028](https://openneuro.org/datasets/ds000228/versions/1.1.0) on openneuro. - * Check that the resulting folder is a bids-compliant dataset. - * Did you get any warnings? Explain what they are and whether they are a concern. - * Follow up with Pierre Bellec to validate you completed the exercise correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -If you want to learn more about BIDS and pybids, check: - * the [BIDS documentation](https://bids.neuroimaging.io/), - * the [dicom2bids](https://unfmontreal.github.io/Dcm2Bids/) converter - we have local support for this one. - * the [pybids documentation](https://bids-standard.github.io/pybids/user_guide.html) diff --git a/content/en/modules/containers/containers.jpg b/content/en/modules/containers/containers.jpg deleted file mode 100644 index a6b5eb63..00000000 Binary files a/content/en/modules/containers/containers.jpg and /dev/null differ diff --git a/content/en/modules/containers/index.md b/content/en/modules/containers/index.md deleted file mode 100644 index 23c5a8ee..00000000 --- a/content/en/modules/containers/index.md +++ /dev/null @@ -1,57 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Containers" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [containers, docker, singularity] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The objectives of this module are to explore and get to know more about the container system (file system and processes) and understand that 'containers aren't magic'" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "containers.jpg" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/introduction_to_terminal/) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module consists of a video by Tristan Glatard that was originally presented at BrainHack School 2020 and notebook by Tristan Glatard containing links to content by Julia Evans. - -The notebook may be found [here](https://github.com/glatard/containers/blob/master/Containers%20are%20not%20magic.ipynb). - -The video presentation is available here: - - -## Exercise - - * Watch the video presentation. - * Complete the notebook exercises and review the content. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources - -* Documentation for Docker can be found [here](https://www.docker.com/) and Singularity [here](https://sylabs.io/singularity/) -* Read a bit more from the [The Turing Way Book](https://the-turing-way.netlify.app/reproducible-research/renv/renv-containers.html) to learn why containers are important for the reproducable research. -* You can also have a look at [this lecture](https://www.youtube.com/watch?v=7BJqzpE76g0) about Docker Containers by Dr. Peer Herholz from Brainhack School 2020. -* And yet another lecture nother lecture about Dockers from Dr. Chris Gorgolewski at Neurohackademy course [here](https://www.youtube.com/watch?v=4s0vNSt-3j0&list=PLA6PlfxWZPLTLJ2qTN9enG0tkizpmwWaq&index=22) diff --git a/content/en/modules/datalad/datalad.png b/content/en/modules/datalad/datalad.png deleted file mode 100644 index 00ca2c6a..00000000 Binary files a/content/en/modules/datalad/datalad.png and /dev/null differ diff --git a/content/en/modules/datalad/index.md b/content/en/modules/datalad/index.md deleted file mode 100644 index 14cac48a..00000000 --- a/content/en/modules/datalad/index.md +++ /dev/null @@ -1,66 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Research data management using DataLad" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [datalad, RDM, week2] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of the [DataLad](http://handbook.datalad.org) version control system for research data. DataLad is a community project built on top of git and [git-annex](https://git-annex.branchable.com/) and a critical tool for reproducible cognitive neuroscience." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "datalad.png" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - * the [introduction to git and github](/modules/git_github) module can help, but not required. - * the [project management](/modules/project_management) module is recommended, but not required. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school.brainhack [at] gmail [dot] com. - -## Resources -This module was presented by [Adina Wagner](https://twitter.com/AdinaKrik) during the HBM Brainhack in 2020. - -The material of the tutorial is available [here](http://handbook.datalad.org/en/latest/code_from_chapters/OHBM.html). - -The video of her presentation is available below: - - -For the installation of the DataLad please follow the instructions in the [DataLad Handbook](http://handbook.datalad.org/en/latest/intro/installation.html) - -## Exercise - * Follow along the tutorial with Adina. You can copy paste the commands from the DataLad handbook section linked above, while following the video. - * **Warning 1**: The url for one of the books in the tutorial (`byte-of-python.pdf`) is broken, so the pdf is unreadable. This does not impact the tutorial, but just don't be surprised if that document does not open. Also it shows how important it is to create persistent URLs when you release material, such as those offered on platforms like `zenodo`, `osf` or `figshare`. - * **Warning 2**: Follow the tutorial you may need to install new command line tools, such as `tree`. - * **Warning 3**: To be able to clone the some repositories throughout the hands on parts of the lecture you will need to produce a SSH key and register it with your github account. To be able to create your SSH key please follow the [instructions from Github](https://docs.github.com/en/authentication/connecting-to-github-with-ssh/generating-a-new-ssh-key-and-adding-it-to-the-ssh-agent#generating-a-new-ssh-key). From the Git Bash terminal (a bash emulation that comes with the installation of Git) go to where the ssh key file is stored and run `cat ~/.ssh/id_rsa.pub` command to see the key. It will be a very long string of letters and numbers starting with an indicator `ssh-rsa`. Copy the whole chunk of the key string and go to your GitHub account, from Settings> SSH & GPG keys menu click to the New SSH key button. Paste the copied key into the `Key` text box and give a title to your key such as `home_laptop_github_key`. And click the `Add SSH Key` button to save it. Now you have your SSH key is settled for the current operating system environment and you are ready to run `datalad clone` command by using `git@github.com:...` links listed throughout the tutorial. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: You completed this training module! :tada: :tada: :tada: - -## More resources - -If you want to learn more, check: - * The [DataLad handbook](http://handbook.datalad.org), which features lot of additional resources as well! - * The [DataLad datasets](https://github.com/datalad-datasets) github organization, which provides an easy access to a number of data resources. This type of DataLad repositories are the easiest way to get access to datasets. - * The [DataLad lecture series](https://www.youtube.com/playlist?list=PLEQHbPfpVqU5RSPiyFuPdDlSUEd-XoPV-) - * The [DataLad Course Material](https://github.com/datalad-handbook/datalad-course) - * Note that for the last part of the tutorial you will need to install [singularity](https://sylabs.io/singularity/) and the `datalad-container` extension (installable through `pip`). - * All of the Open Neuro datasets available on the [Open Neuro](https://github.com/OpenNeuroDatasets) github organization. - * You can also read about the [YODA](https://handbook.datalad.org/en/latest/basics/101-127-yoda.html) principles for reproducible papers. diff --git a/content/en/modules/deep_learning_intro/deeplearning.png b/content/en/modules/deep_learning_intro/deeplearning.png deleted file mode 100644 index 3c9f2b61..00000000 Binary files a/content/en/modules/deep_learning_intro/deeplearning.png and /dev/null differ diff --git a/content/en/modules/deep_learning_intro/index.md b/content/en/modules/deep_learning_intro/index.md deleted file mode 100644 index 5faa3ae6..00000000 --- a/content/en/modules/deep_learning_intro/index.md +++ /dev/null @@ -1,64 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to deep learning" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [deep learning, introduction to deep learning] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The objectives of this module are to learn some of the fundamentals of using deep learning for neuroscience" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "deeplearning.png" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [python data analysis](/modules/python_data_analysis) module (recommended for Python familiarity). - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## Resources -The first portion of this module was presented by Blake Richards during Brainhack School 2020 - -The video presentation is available here: - - -## Exercise - - * Watch the video presentation by Blake Richards. - * Consider these statements/questions and answer them briefly in a saved doc: - * * Give an example of a research question that you could use deep learning to solve. - * * How would deep learning provide an advantage for solving the problem? - * * Give an example of a research question for which deep learning would not be appropriate. - * * What would be a disadvantage of deep learning compared to another method? - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources - -You can check out the documentation on Pytorch and additional tutorials [here](https://pytorch.org/tutorials/). -The Deep Learning Book by Ian Goodfellow and Yoshua Bengio and Aaron Courville is also freely available [here](https://www.deeplearningbook.org/) -For more comprehensive look of the deep learning tools and methods please look at the lecture series by Yan LeCun & Alfred Canziani at University of NY is [here](https://atcold.github.io/pytorch-Deep-Learning/) and for the videos [here](https://www.youtube.com/playlist?list=PLLHTzKZzVU9eaEyErdV26ikyolxOsz6mq) -To learn and solve various deep learning exercises please look at the resources provided at the [Kaggle Deep Learning course](https://www.kaggle.com/learn/intro-to-deep-learning) -Or have a look at the lecture and exercises series provided by the [Neuromatch Academy Deep Learning Course](https://deeplearning.neuromatch.io/tutorials/intro.html) - - diff --git a/content/en/modules/dmri_intro/dMRI.png b/content/en/modules/dmri_intro/dMRI.png deleted file mode 100644 index 2e576248..00000000 Binary files a/content/en/modules/dmri_intro/dMRI.png and /dev/null differ diff --git a/content/en/modules/dmri_intro/index.md b/content/en/modules/dmri_intro/index.md deleted file mode 100644 index 9561d8f8..00000000 --- a/content/en/modules/dmri_intro/index.md +++ /dev/null @@ -1,155 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to dMRI" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [DIPY, python, Tractography, BIDS, Tensor] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This repo includes a tutorial for working with dMRI data using DIPY" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "dMRI.png" ---- - - -## Information - -The estimated time to complete this training module is 3.30h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module was presented by Davide Momi during the of [Neuroimaging Carpentry](https://conp-pcno-training.github.io/neuroimaging-carpentry/) workshop series, and the associated notebooks are available [here](https://github.com/Davi1990/Intro_to_dMRI_workshop). - -The video of the presentation is available below (duration 1h33). - - -## Tutorial -This tutorial uses `Jupyter` notebooks. Follow the instructions to install the necessary dependencies in a virtual environment. - -1. Clone this repo using: - - ```bash - git clone https://github.com/Davi1990/Intro_to_dMRI_workshop - ``` - -2. Create an environment in the cloned repository: - - ```bash - cd Intro_to_dMRI_workshop - virtualenv env - ``` - - To activate the environment, use the following command in `Intro_to_dMRI_workshop/` - - ```bash - source env/bin/activate - ``` - -3. In the activated environment, install the dependencies and jupyter-lab: - - ```bash - pip install -r requirements.txt - pip install jupyterlab - ``` - -5. Finally download the necessary data from OSF. - Data from a single subject that's used in this tutorial is available and can be downloaded by running: - - ```bash - mkdir ./data - cd data - osf -p cmq8a fetch ds000221_subject/ds000221_sub-010006.zip - unzip ds000221_sub-010006.zip - ``` - - Note: you can also clone the full dataset with OSF. This will create a `data` folder at the root of the repository. Since the command clones the entire repository, this may be quite large and take a while to download. - ```bash - osf -p cmq8a clone ./data - ``` - -## Extra steps - -> ## Test the installation -> -> Installation information for a package can be checked by pip from the bash terminal: -> ```bash -> pip show dipy -> ``` -> -> You can also see the packages and versions of all `pip`-installed dependencies -> by typing: -> ```bash -> pip freeze -> ``` -> -> You can also imported the library in Python by -> running a python terminal: -> ```bash -> python -> ``` -> and then import the module: -> ```python -> import dipy -> ``` -> -> Alternatively, the package version can also be checked by running, for example: -> ```python -> import dipy -> print(dipy.__version__) -> ``` -> - -Make sure you are in the root of `Intro_to_dMRI_workshop`, and start the notebook server to run the notebook with `JupyterLab`. -```bash -jupyter-lab -``` - -In either case, the commands will print some information about the notebook -server in the terminal, and a web browser will be opened to the URL of the web -application (by default, http://127.0.0.1:8888). The users will be presented with -the directory structure of the current directory, and they will be able to run -the notebook of interest. - -## Exercise - - * Read through the notebooks running all the cells - - * Complete the exercises in the notebooks - - * **Exercise 1** Get a list of all diffusion data in NIfTI file format (`01_introduction notebook`). - - * **Exercise 2** Plot the axial and radial diffusivity maps of the example given. Start from fitting the preprocessed diffusion image (`03_diffusion_tensor_imaging notebook`). - - * **Exercise 3** Simulate the ODF for two fibre populations with crossing angles of 90, 60, 45, 30, and 20 degrees. We have included helpful hints and code to help you get started (`04_constrained_spherical_deconvolution notebook`). - - * **Exercise 4** Repeat the tractography, but apply a binary stopping criteria (BinaryStoppingCriterion) using the seed mask. Visualize the tractogram (`05_deterministic_tractography notebook`)! - - * **Exercise 5** Set the color of the streamlines to display the values of the FA map and change the opacity to 0.05 (`05_deterministic_tractography notebook`). - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - - ## More resources - -- For additional information about `Python` setups besides the package manuals, users are encouraged to read the [Programming with Python](https://swcarpentry.github.io/python-novice-inflammation/) Carpentries lesson. - - Other great resources to get started with dMRI: - - [DIPY](https://dipy.org/) website, including documentation and tutorials. - - diff --git a/content/en/modules/fmri_connectivity/BHS_fMRI_connectivity.ipynb b/content/en/modules/fmri_connectivity/BHS_fMRI_connectivity.ipynb deleted file mode 100644 index 41b4983e..00000000 --- a/content/en/modules/fmri_connectivity/BHS_fMRI_connectivity.ipynb +++ /dev/null @@ -1,456 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "cardiac-superintendent", - "metadata": {}, - "source": [ - "# Manipulating fMRI data and computing a connectome\n", - "\n", - "## Loading the data\n", - "\n", - "For this tutorial, we will use the data provided by the `nilearn.datasets` module.\n", - "We first download some fMRI data from 1 subject" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "alternative-director", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn import datasets\n", - "\n", - "data_dir = None # change this variable with the path where you want nilearn to download\n", - " # the data, if you leave None, the default will be '~/nilearn_data'\n", - " \n", - "# Loading the functional datasets\n", - "data = datasets.fetch_development_fmri(n_subjects=1, data_dir=data_dir)\n", - "\n", - "# you can use the .keys() method to check what's in the dataset\n", - "data.keys()" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "intense-blink", - "metadata": {}, - "outputs": [], - "source": [ - "# We can check the description of the dataset to know what we're dealing with \n", - "print(data.description)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "seeing-chicago", - "metadata": {}, - "outputs": [], - "source": [ - "# data.func contains the paths to the Nifti files (the files containing fMRI data)\n", - "fmri_filepath = data.func[0]\n", - "print(fmri_filepath)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "injured-freeze", - "metadata": {}, - "outputs": [], - "source": [ - "# We can load a Nifti file with the nibabel library\n", - "import nibabel as nib\n", - "\n", - "fmri_img = nib.load(fmri_filepath)\n", - "print(fmri_img)" - ] - }, - { - "cell_type": "markdown", - "id": "relevant-express", - "metadata": {}, - "source": [ - "So this is a `Nifti1Image` object which contains 3 things :\n", - "* some data of shape (50, 59, 50, 168)\n", - "* an affine array that defines the spatial orientation and scale of the data\n", - "* a header, containing more information about the data format\n", - "\n", - "Note that the data is a 4D array. The last dimension is the time, so we have 168 volumes, and from the 5th value of the pixdim array in the header we can see that the t_r is 1s, so we have a file that represents 168s of scanning. \n", - "\n", - "For each time point we have a 3D array that contains the voxels. But not all these voxels correspond to the brain." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "owned-remedy", - "metadata": {}, - "outputs": [], - "source": [ - "# let's get the data array \n", - "fmri_data = fmri_img.get_fdata()\n", - "fmri_data.shape" - ] - }, - { - "cell_type": "markdown", - "id": "mysterious-damage", - "metadata": {}, - "source": [ - "We can choose a voxel (for example the one with coordinates 25, 30, 25) and plot its time series :" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "pressed-while", - "metadata": {}, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "%matplotlib inline\n", - "\n", - "plt.plot(fmri_data[25,30,25])" - ] - }, - { - "cell_type": "markdown", - "id": "flush-silicon", - "metadata": {}, - "source": [ - "We can also plot a slice of our brain for a time point as an image, for example a transversal slice for the first time point and z=25 : " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "executed-cradle", - "metadata": {}, - "outputs": [], - "source": [ - "plt.imshow(fmri_data[:,:,25,0], cmap='gray')" - ] - }, - { - "cell_type": "markdown", - "id": "loaded-suite", - "metadata": {}, - "source": [ - "Here all the black pixels in our image are voxels present in our `fmri_data` array but not containing any brain. Thus we want to exclude all these empty voxels just to keep the ones containing brain data. To do that we're gonna use a **masker**. \n", - "\n", - "## Masking the data\n", - "\n", - "The masker not only removes the background voxels, but it can also regress out the confounds if you provide them.\n", - "\n", - "In short, the confounds are external sources of signal you want to remove, such as the movement of the head. Regressing out the confounds means removing the part of the signal correlated to the sources of noise. For example we can remove the part of the signal that correlates with the head motion because we consider this part of signal to be only artefacts caused by the movements and not relevant for brain activity. \n", - "\n", - "Confounds handling is in reality more complicated than that, if you want to learn more you can check the [fMRIprep documentation](https://fmriprep.org/en/stable/outputs.html#confounds)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "square-vertex", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn.input_data import NiftiMasker\n", - "\n", - "masker = NiftiMasker()\n", - "masked_data = masker.fit_transform(fmri_filepath, confounds=data.confounds)\n", - "masked_data.shape" - ] - }, - { - "cell_type": "markdown", - "id": "through-vertical", - "metadata": {}, - "source": [ - "Now you see that our array has a different shape, we have our time dimension first with still 168 time points, but for each time point, instead of a 3D volume, we have a 1D array. \n", - "\n", - "Also note that we kept 32,504 voxels, when whe had a total of 50*59*50 = 147,500, so we got rid of a lot of empty voxels. That is good, but the downside is that we lost the spatial information of where these voxels are in the brain. But don't worry because the masker remembers it. If we want to recover this information and turn back our 1D arrays into 3D spatial ones we can uste the `makser.inverse_transform` method.\n", - "\n", - "For example if we want to threshold our fMRI data by the mean and then plot ther result we can do it this way :" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "palestinian-avenue", - "metadata": {}, - "outputs": [], - "source": [ - "thresholded_masked_data = masked_data * (masked_data > masked_data.mean())\n", - "\n", - "thresholded_img = masker.inverse_transform(thresholded_masked_data)\n", - "\n", - "plt.imshow(thresholded_img.get_fdata()[:,:,25,0], cmap='gray')" - ] - }, - { - "cell_type": "markdown", - "id": "hourly-anthony", - "metadata": {}, - "source": [ - "**NOTE**: In this example we instantiated a `NiftiMasker` without providing any argument, \n", - "however depending on the data used, we might want to use specific strategies to remove the\n", - "background voxels, and we can ask the masker to do some complementrary processing such as \n", - "standardizing the data, deterending it or resampleing it. In real-life use cases you should carefully \n", - "choose the arguments to provide to the `NiftiMasker`. These arguments are explained in \n", - "the [nilearn documentation](https://nilearn.github.io/modules/generated/nilearn.input_data.NiftiMasker.html)." - ] - }, - { - "cell_type": "markdown", - "id": "forbidden-supervision", - "metadata": {}, - "source": [ - "## Using an atlas\n", - "\n", - "Having removed the empty voxels is great, and we could directly compute a connectome on the masked data,\n", - "but it would create a 32,504 by 32,504 matrix, which would be a bit hard to analyse.\n", - "\n", - "An easier way to manipulate the data would be to use an atlas, that defines region of interest (ROIs). We could create our own atlas by clustering the voxels, but hopefully nilearn provides ready-made atlases, let's load one." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "racial-circle", - "metadata": {}, - "outputs": [], - "source": [ - "atlas_dataset = datasets.fetch_atlas_msdl(data_dir=data_dir)\n", - "atlas_filepath = atlas_dataset.maps\n", - "labels = atlas_dataset.labels" - ] - }, - { - "cell_type": "markdown", - "id": "verified-peripheral", - "metadata": {}, - "source": [ - "We now have the path to the Nifti file containing the ROIs info in `atlas_filepath` and the names of the ROIs in `labels`.\n", - "\n", - "To apply the atlas on our data, we can once again use a masker, bu this time a `NiftiMapsMasker`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "honey-disabled", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn.input_data import NiftiMapsMasker\n", - "\n", - "atlas_masker = NiftiMapsMasker(maps_img=atlas_filepath, standardize=True)\n", - "\n", - "data_in_atlas = atlas_masker.fit_transform(fmri_filepath, confounds=data.confounds)\n", - "data_in_atlas.shape" - ] - }, - { - "cell_type": "markdown", - "id": "banner-right", - "metadata": {}, - "source": [ - "We see that now we only have 39 values per time point, so we have 39 ROIs. This is more appropriate to compute a connectivity matrix.\n", - "\n", - "We can plot the time series in a ROI (for example the 5th one) :" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "natural-aruba", - "metadata": {}, - "outputs": [], - "source": [ - "plt.plot(data_in_atlas[:,4])" - ] - }, - { - "cell_type": "markdown", - "id": "golden-carry", - "metadata": {}, - "source": [ - "**Note**: Depending on the type of atlas you use, you might have to use different kinds of masker. Here we have probabilistic overlapping regions, so we use a `NiftiMapsMasker`, but if we had non-overlapping regions, we would use a `NiftiLabelsMasker`.\n", - "\n", - "## Connectome\n", - "\n", - "Let's compute and plot a correlation matrix !" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "amber-criticism", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn.connectome import ConnectivityMeasure\n", - "correlation_measure = ConnectivityMeasure(kind='correlation')\n", - "correlation_matrix = correlation_measure.fit_transform([data_in_atlas])[0]\n", - "\n", - "# Plot the correlation matrix\n", - "import numpy as np\n", - "from nilearn import plotting\n", - "# Make a large figure\n", - "# Mask the main diagonal for visualization:\n", - "np.fill_diagonal(correlation_matrix, 0)\n", - "# The matrix is reordered for block-like representation\n", - "plotting.plot_matrix(correlation_matrix, figure=(10, 8), labels=labels,\n", - " vmax=0.8, vmin=-0.8, reorder=True)" - ] - }, - { - "cell_type": "markdown", - "id": "convinced-court", - "metadata": {}, - "source": [ - "## Plotting\n", - "\n", - "Earlier we simply plotted a slice of our brain with matplotlib. It works and it is a fine way to check your data array. However for more complex or fancy plots, nilearn comes with a lot of handy tools in its `nilearn.plotting` module. Here are a few examples.\n", - "\n", - "* To view a 3D NiftiImage object, the `view_img` functions makes it easy to interactively go through the slices." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "swiss-agreement", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn.plotting import view_img\n", - "\n", - "# Since our fmri_img is a 4D NiftiImage, we need to generate a 3D one.\n", - "# One way of doing that is averaging our volumes on the time axis \n", - "# with the mean_img function.\n", - "from nilearn.image.image import mean_img\n", - "\n", - "fmri_img_mean = mean_img(fmri_img)\n", - "view_img(fmri_img_mean)" - ] - }, - { - "cell_type": "markdown", - "id": "hollow-interval", - "metadata": {}, - "source": [ - "* To display the graph corresponding to a connectome, you can use `plot_connectome`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "heard-invasion", - "metadata": {}, - "outputs": [], - "source": [ - "from nilearn.plotting import plot_connectome\n", - "\n", - "coords = atlas_dataset.region_coords\n", - "\n", - "# We threshold to keep only the 10% of edges with the highest value\n", - "# because the graph is very dense\n", - "plot_connectome(correlation_matrix, coords,\n", - " edge_threshold=\"90%\", colorbar=True)" - ] - }, - { - "cell_type": "markdown", - "id": "standing-actress", - "metadata": {}, - "source": [ - "To discover more ways of generating super cool visuals of brains, check the [nilearn plotting documentation](https://nilearn.github.io/plotting/index.html).\n", - "\n", - "# Exercises\n", - "\n", - "## 1. Of the importance of confounds\n", - "\n", - "* Generate a correlation matrix with the same data, but this time without using the confounds when masking.\n", - "\n", - "How does that impact the correlation matrix ?\n", - "Why do you think it affects the matrix this way ?\n", - "\n", - "* Plot the obtained connectome in 3D using `nilearn.plotting.view_connectome` (check [the doc](https://nilearn.github.io/modules/generated/nilearn.plotting.view_connectome.html) to know how to use it)." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "cosmetic-salmon", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "id": "primary-mapping", - "metadata": {}, - "source": [ - "## 2. Visualizing the atlas and a specific time point\n", - "\n", - "* Use `view_img` to visualize the 5th ROI of the atlas. (Hint: use the atlas masker to inverse transform an array with 1 at the index 4 and 0 every where else.)\n", - "\n", - "* Use `plotting.plot_prob_atlas` to show all the ROIs with filled contours. (Hint: check the nilearn documentation to see how to use `plotting.plot_prob_atlas`).\n", - "* Earlier we used `view_img` to plot the mean volume of our `fmri_img` data because `view_img` doesn't accept 4D images but only 3D ones. Find a way to generate a 3D Nifti image with the 84th time point in `fmri_img` and plot it with `view_img`." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "immediate-module", - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "id": "determined-venue", - "metadata": {}, - "source": [ - "## 3. Seed-based connectivity\n", - "\n", - "* Using the information provided in [this nilearn tutorial](https://nilearn.github.io/stable/auto_examples/03_connectivity/plot_seed_to_voxel_correlation.html), plot the seed-to-voxel correlation map of our fmri_img for the seed of coordinates (-16, -74, 7) and with a sphere mask of radius of size 10. " - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "julian-magazine", - "metadata": {}, - "outputs": [], - "source": [ - "vis_coords = [(-16, -74, 7)]" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.14" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/content/en/modules/fmri_connectivity/fMRI_connectivity.png b/content/en/modules/fmri_connectivity/fMRI_connectivity.png deleted file mode 100644 index 314eada3..00000000 Binary files a/content/en/modules/fmri_connectivity/fMRI_connectivity.png and /dev/null differ diff --git a/content/en/modules/fmri_connectivity/index.md b/content/en/modules/fmri_connectivity/index.md deleted file mode 100644 index 648c103e..00000000 --- a/content/en/modules/fmri_connectivity/index.md +++ /dev/null @@ -1,69 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "fMRI connectivity" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, connectivity, connectome] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "An introduction to fMRI data: the captured signal, the main steps of preprocessing and how functional connectivity is calculated." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fMRI_connectivity.png" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to python for data analysis](/modules/python_data_analysis) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school.brainhack [at] gmail [dot] com - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## Resources -This module was presented by Pierre Bellec during the QLSC 612 course in 2020. The video of the presentation is available below: - - -The slides are available [here](https://docs.google.com/presentation/d/1mTJoOSRKtGzhWeNLa9PXyKUYA0p9733UHVWrmIyi4zs/edit#slide=id.p). - -You can find the Jupyter notebook for this module [here](https://github.com/school-brainhack/school-brainhack.github.io/blob/main/content/en/modules/fmri_connectivity/BHS_fMRI_connectivity.ipynb) - -## Exercise - - * Watch the video presentation by Pierre Bellec and go over the slides. - * Download the jupyter notebook using the link above or the following command - ``` - wget https://raw.githubusercontent.com/school-brainhack/school-brainhack.github.io/main/content/en/modules/fmri_connectivity/BHS_fMRI_connectivity.ipynb - ``` - * Run the notebook and complete the 3 exercises at the end. - * Follow up with your local TA(s) to validate you completed the exercise correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -[Here](https://pbellec.github.io/functional_parcellation/#/) are Pierre Bellec's slides for a course on brain parcellation. They contain snippets of examples of nilearn code to load datasets, plot brains, compute and plot connectomes. - -The chapter on Functional Connectivity from the course Méthods en neurosciences cognitives is [here](https://psy3018.github.io/connectivite.html) (in French only). - -The video on resting state mentioned by Pierre in his presentation is [here](https://www.youtube.com/watch?v=_Iph3WW9UOU&t=3s). - -Additional Nilearn tutorials on functional connectivity can be found [here](https://nilearn.github.io/stable/connectivity/index.html). - -If you want to know more about fMRIprep, Basile Pinsard made a presentation on this topic for BrainHack school 2019: - diff --git a/content/en/modules/fmri_parcellation/OHBM2021_Lussier_Final.pdf b/content/en/modules/fmri_parcellation/OHBM2021_Lussier_Final.pdf deleted file mode 100644 index 9bcd7a03..00000000 Binary files a/content/en/modules/fmri_parcellation/OHBM2021_Lussier_Final.pdf and /dev/null differ diff --git a/content/en/modules/fmri_parcellation/atlas_parcellations.ipynb b/content/en/modules/fmri_parcellation/atlas_parcellations.ipynb deleted file mode 100644 index 3ca7dc9c..00000000 --- a/content/en/modules/fmri_parcellation/atlas_parcellations.ipynb +++ /dev/null @@ -1,217 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The text.latex.preview rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The mathtext.fallback_to_cm rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: Support for setting the 'mathtext.fallback_to_cm' rcParam is deprecated since 3.3 and will be removed two minor releases later; use 'mathtext.fallback : 'cm' instead.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The validate_bool_maybe_none function was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The savefig.jpeg_quality rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The keymap.all_axes rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The animation.avconv_path rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "In /home/lussier/.local/lib/python3.6/site-packages/matplotlib/mpl-data/stylelib/_classic_test.mplstyle: \n", - "The animation.avconv_args rcparam was deprecated in Matplotlib 3.3 and will be removed two minor releases later.\n", - "/home/lussier/.local/lib/python3.6/site-packages/nilearn/datasets/__init__.py:89: FutureWarning: Fetchers from the nilearn.datasets module will be updated in version 0.9 to return python strings instead of bytes and Pandas dataframes instead of Numpy arrays.\n", - " \"Numpy arrays.\", FutureWarning)\n" - ] - } - ], - "source": [ - "from nilearn.plotting import view_img\n", - "from nilearn import datasets\n", - "from nilearn import plotting " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Fetch atlases" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Schaefer atlas" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [], - "source": [ - "atlas = datasets.fetch_atlas_schaefer_2018()" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "#plot a static map\n", - "plotting.plot_roi(atlas.maps)" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "#plot an interactive map\n", - "plotting.view_img(atlas.maps)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Fetch and view three atlases of your choice from nilearn.datasets " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "You may select any 3 atlases from nilearn.datasets. Fetch and view the atlases using the above code as an example. Check out the documentation for `nilearn.plotting` at https://nilearn.github.io/stable/plotting/index.html to try different viewing methods, edit colours, change viewing options etc." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Compare and discuss" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Compare the atlas parcellations and discuss your observations below. What might be some reasons that parcellation could affect your functional connectivity results?" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.6.9" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/content/en/modules/fmri_parcellation/index.md b/content/en/modules/fmri_parcellation/index.md deleted file mode 100644 index 82fb3dfa..00000000 --- a/content/en/modules/fmri_parcellation/index.md +++ /dev/null @@ -1,65 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "fMRI Parcellation" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, parcellation, atlas] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The objectives of this module are to: 1) Understand the basis of the signal used in functional magnetic resonance imaging. 2) Know the main steps of preprocessing fMRI data. -3) Know how functional connectivity is calculated, and how it is most commonly used. 4) Know the main brain parcellations and associated technical challenges -." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "parcellation.png" ---- - - -## Information - -The estimated time to complete this training module is 1.5h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [python data analysis](/modules/python_data_analysis) module (recommended for Python familiarity). - * the [fmri connectivity](/modules/fmri_connectivity) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -The first portion of this module was presented by Pierre Bellec during Brainhack School 2020 and the notebook was created by Desiree Lussier for this module. - -The tutorial slides are available [here](https://docs.google.com/presentation/d/1mTJoOSRKtGzhWeNLa9PXyKUYA0p9733UHVWrmIyi4zs/edit?usp=sharing) starting from Slide 39. - -The video presentation is available here: - - -## Exercise - - * Watch the video presentation by Pierre Bellec and go over the slides. - * Download the notebook created for this module found [here](https://github.com/school-brainhack/school-brainhack.github.io/blob/main/content/en/modules/fmri_parcellation/atlas_parcellations.ipynb). - * Run the notebook to view the parcellation for the atlas example. - * Create new code blocks in your notebook and the example to retrieve three other atlases using Nilearn datasets, the documentation for which you can find [here](https://nilearn.github.io/stable/modules/datasets.html), and view the atlases in your notebook. - * Answer the discussion at the bottom of the notebook in the markdown block provided and save. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources -You can watch Desiree Lussier's talk on dynamic parcellation and the Dypac package (in French) [here](https://www.youtube.com/watch?v=5dA_ujGGtIY) or (in English) [here](https://www.youtube.com/watch?v=4PV_v2JAKBA&t=236s). - -For information on or to install the Dynamic Parcel Aggregation with Clustering (Dypac) package for Python see PyPi [here](https://pypi.org/project/dypac/) or the Github repository [here](https://github.com/courtois-neuromod/dypac), with a Jupyter notebook demo you can download and run [here](https://github.com/courtois-neuromod/dypac/blob/main/examples/dypac_demo.ipynb). - -If you are curious about how the embeddings of different parcellations compare you can check out Desiree Lussier's OHBM 2021 poster [here](https://drive.google.com/file/d/1O00bbKyI3Hqkah93iN83xpL10hMvygSt/view?usp=sharing) and check out Sebastian Urchs' paper on the MIST atlas [here](https://mniopenresearch.org/articles/1-3). - -You can also check out the Nilearn (unstable development version) tutorials [here](https://nilearn.github.io/stable/auto_examples/03_connectivity/plot_data_driven_parcellations.html). diff --git a/content/en/modules/fmri_parcellation/parcellation.png b/content/en/modules/fmri_parcellation/parcellation.png deleted file mode 100644 index 36ccbb17..00000000 Binary files a/content/en/modules/fmri_parcellation/parcellation.png and /dev/null differ diff --git a/content/en/modules/git_github/git_github.png b/content/en/modules/git_github/git_github.png deleted file mode 100644 index 49261a20..00000000 Binary files a/content/en/modules/git_github/git_github.png and /dev/null differ diff --git a/content/en/modules/git_github/index.md b/content/en/modules/git_github/index.md deleted file mode 100644 index 59a23b1f..00000000 --- a/content/en/modules/git_github/index.md +++ /dev/null @@ -1,92 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Using git and github" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [git, github] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of version control using git, as well as the social coding platform called [github](https://github.com)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "git_github.png" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school.brainhack@gmail.com. - -## Module material - -This module uses material created by Software Carpentry; specifically, their [git Novice](https://swcarpentry.github.io/git-novice/) lesson. -While the full Software Carpentry lesson material covers a half-day of content, we only cover a subset of the episodes here. -Specifically, we cover: - -1. Automated Version Control -2. Setting Up Git -3. Creating a Repository -4. Tracking Changes -7. Remotes in GitHub -8. Collaborating - -A video of [Elizabeth DuPre](https://elizabeth-dupre.com/#/) presenting related material is available below: - - -## Additional resources - -For students who are interested in learning more about git and GitHub, we highly recommend reviewing the full Software Carpentry lesson. -Software Carpentry is also actively developing an [intermediate level git and GitHub lesson](https://carpentries-incubator.github.io/byte-sized-rse-git-intermediate/), for anyone hoping to dive deeper into git and GitHub practices. - - -## Exercise - - * send a request at the "Using Git and Github" module post at the modules channels of Discord server by typing "@ please add my " to the github organization." This will alert your local TA(s) to add you to the [school-brainhack](https://github.com/brainhack-school2026/) organization. - * create a new repository within the [school-brainhack](https://github.com/brainhack-school2026/) organization following the naming convention `_project`. Don't worry, you will be able to change this name later, and possibly merge the content in another repository if you decide to team up with other people. - * initialize your repo with a README and a LICENSE. - * Create an issue for adding a short bio. - * Using the command line, clone the repository locally to your computer. - * Add a short bio to the README, including a picture of your github avatar. You can adapt the following snippet - ``` - - -
Lune Bellec -
- ``` - This is a bit of html, which gets rendered in markdown documents. You will need to click on your profile picture to figure out what to replace `1670887` with the ID of your profile picture. Don't forget to replace `lunebellec` by your github handle. - * Using the command line, commit this change to your local repository. Make sure you registered your github user name and email address, so the commit is accurately credited to you when you push it on github. - * Using the command line, push your changes to the github repository. - * Using the github interface, mention your new commit in the existing issue. - * Using the github interface, tag your local TA (by choosing their github handle among the listed ones) in the existing issue. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## Even more resources - -* For more detailed instructions please check [GitHub's resources](https://docs.github.com/en) -* [The Turing Way](https://the-turing-way.netlify.app/collaboration/github-novice.html) discusses using for using GitHub for open research. -* For common Mistakes and Experiences with using Git and Github: [dangitgit.com](https://dangitgit.com/) -* Jenny Tou wrote a git concept module and initially presented her workshops at Brigham and Women's Hospital in 2019. The video found here is a shortern version of the original presentation ; please contact Jenny for the complete presentation materials. - - -* If you are curious to learn more advanced capabilities for git, you can check this tutorial "Effective use of git" by Ankur Sinha organized for the [INCF/OCNS software working group](https://ocns.github.io/SoftwareWG/2021/06/09/software-wg-tutorials-at-cns-2021-online-bash-git-and-python.html). - - -* [Here](https://learngitbranching.js.org/) is an interactive page to learn Git and visually observe how the branching works under version control. diff --git a/content/en/modules/green_computing/green_computing.png b/content/en/modules/green_computing/green_computing.png deleted file mode 100644 index a83f6733..00000000 Binary files a/content/en/modules/green_computing/green_computing.png and /dev/null differ diff --git a/content/en/modules/green_computing/index.md b/content/en/modules/green_computing/index.md deleted file mode 100644 index 8a1739a2..00000000 --- a/content/en/modules/green_computing/index.md +++ /dev/null @@ -1,122 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Green computing for neuroimaging" - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/module_green_computing - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [computing resources, environmental impact, neuroimaging] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Neuroimaging is an energy-demanding field - from data collection to machine learning analyses to large-scale data storage. This module introduces strategies to evaluate and implement more sustainable neuroimaging pipelines, and encourages trainees to consider the environmental aspects related to scientific activities. The environmental impact of AI will be discussed, covering both its usage as a tool (e.g., generative assistant), and its NeuroAI specific applications (i.e., data analysis)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "green_computing.png" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * [installation](https://school-brainhack.github.io/modules/installation) module - * [python data analysis](https://school-brainhack.github.io/modules/python_data_analysis) module - -Recommended but not mandatory: - * [python scripts](https://school-brainhack.github.io/modules/python_scripts) module - * [high performance computing](https://school-brainhack.github.io/modules/hpc) module - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## Resources - -Coming soon! - -## Exercise - -### Exercise 1 - -Estimate the energy consumption and the carbon footprint generated by the analyses described in the following paper using the [Green Algorithms calculator](https://calculator.green-algorithms.org/): -- [TRIBE: TRImodal Brain Encoder for whole-brain fMRI response prediction (d'Ascoli et al., 2025)](https://doi.org/10.48550/arXiv.2507.22229) -- [Neuro-Symbolic Decoding of Neural Activity (Wang et al., 2026)](https://doi.org/10.48550/arXiv.2603.03343) -- [An analysis of performance bottlenecks in MRI preprocessing (Dugré et al., 2025)](https://doi.org/10.1093/gigascience/giae098) -- [Brain-OF: An Omnifunctional Foundation Model for fMRI, EEG and MEG (Guo et al., 2026)](https://doi.org/10.48550/arXiv.2602.23410) -- [Towards a general-purpose foundation model for fMRI analysis (Wang et al., 2025)](https://doi.org/10.48550/arXiv.2506.11167) - - -Use [the template](https://github.com/school-brainhack/module_green_computing/blob/main/exercise1_template.csv) provided in the github repository to fill the relevant information, and add the corresponding output from Green Algorithms. - -### Exercise 2 - -Calculate the total energy and carbon emissions for the jobs listed in [the Slurm log file](https://github.com/school-brainhack/module_green_computing/blob/main/exercise2_input.csv) in the Github repository using the formula given below. You may write [a python script](https://github.com/school-brainhack/module_green_computing/blob/main/exercise2.py) from scratch or complete [the jupyter notebook](https://github.com/school-brainhack/module_green_computing/blob/main/exercise2.ipynb) provided in the Github repository. The definition of the variables needed is provided in the glossary below. Do not forget to pay attention to the units of each variable. - -**Equations** - -(1) *CPU energy (Wh)* = *CPU time (hours)* x *TDP* / *number of CPU cores* - -(2) *RAM energy (Wh)* = *Max Memory* x *VMC* x *Runtime (hours)* - -(3) *Total energy (kWh)* = ((*CPU energy* + *RAM energy*) / 1000) x *PUE* - -(4) *Carbon emissions (g)* = *Total energy* x *VMC* x *Carbon intensity* - -**Glossary** - -*Carbon emissions (g)*: quantity of carbon emitted to execute a job. - -*Carbon intensity (g)*: Grams of carbon dioxide emitted *per KWh* used. It varies by time and location. -- Value: assume a value of **177g** (average for the UK in 2025) -- Where to find: In general, the online carbon intensity value can be retrieved from [Electricity Maps](https://app.electricitymaps.com/) - -*CPU energy*: Electrical energy used by the Central Processing Units (CPUs) while executing a job. -- Value: computed using the formula above - -*CPU time*: Total time all CPU cores actually worked on a given task. -- Value: provided in the log file under the **TotalCPU** column - -*Number of CPU cores*: Available number of CPU cores on a given processor. -- Value: assume a value of **32** - -*Max memory*: Maximum memory (GB) used at any point within a job. -- Value: provided in the log file under the **MaxRSS** column - -*Power use effectiveness (PUE)*: Energy overheads used to performed computing. -- Value: assume a value of **1.28KWh**. This means for each **KWh** used for computing, 0.28 kWh were used for air conditioning, lighting, etc. - -*RAM energy*: Energy used by the volatile memory of the system (Random Access Memory; RAM), which allows to store and retrieve data during a job's execution. -- Value: computed using the formula above - -*Runtime*: Total time needed for a job to finish running. -- Value: provided in the log file under the **Elapsed** column - -*Thermal design power (TDP)*: Energy efficiency of a processor. -- Value: **200W** for the processor used here (AMD EPYC 7513) - -*Total energy*: Sum of all electrical consumption required to execute the job. -- Value: computed using the formula above - -*Volatile memory consumption (VMC)*: Energy (W) needed per GB of memory used. -- Value: assume a value of **0.3725W** - - -### Bonus - -Using the code provided in the [main-educational tutorial "Introduction to brain decoding in fMRI"](https://main-educational.github.io/brain_encoding_decoding/gcn_decoding.html), calculate and compare the carbon footprint of the three decoding models (SVM, MLP, GCN). For this exercise, you will have to integrate [codecarbon](https://docs.codecarbon.io/latest/) in your script. - -To go even further, try plotting the energy usage and the model accuracy curves for different sample size (i.e., different number of observations). - - - - diff --git a/content/en/modules/installation/index.md b/content/en/modules/installation/index.md deleted file mode 100644 index ee6e727f..00000000 --- a/content/en/modules/installation/index.md +++ /dev/null @@ -1,90 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Installation" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [install, setup] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Instructions to install and setup all the tools required for the BrainHack summer school." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "installation.png" ---- - - -## General computing requirements - -There are a few computing requirements for the course that are absolutely necessary (beyond the few software packages we would like you to install, described below): - 1. You must have administrator access to your computer (i.e., you must be able to install things yourself without requesting IT approval). - 1. You must have at least 40 GB of free disk space on your computer (but we would recommend more, to be safe). - 1. If you are using Windows you must be using Windows 10 or 11; Windows 7 and 8 will not be sufficient for this course. - -If you foresee any of these being a problem please reach out to one of the instructors for what steps you can take to ensure you are ready for the course. - -## Required software -To get the most out of our course, we ask you to install the following software: -* A command-line shell: Bash -* A version control system: Git -* A remote-capable text editor: VSCode -* Python 3 via Miniconda -* A virtualization system: Docker -* A GitHub account -* Discord -* A modern browser - -**Note** Miniconda and VSCode are not strictly required, if you already have python and prefer to use pip, or if you already have a favorite text editor for programming, feel free to use that instead. - -If you already have all of the above software tools/packages installed, or are confident you’ll be able to install them by the time the course starts, you can jump straight to [checking your install](#checking-your-install). The rest of this page provides more detail on installation procedures for each of the above elements, with separate instructions for each of the three major operating systems (Windows, Mac OS, and Linux). - -## OS-specific installation instructions - -Select the tab that corresponds to your operating system and follow the instructions therein. - -Note: If the instructions below aren't working and you have spent more than 15-20 minutes troubleshooting on your own, reach out on the `#help-installation` channel on the BHS Discord with the exact problems you're having. - -{{< tabs tabTotal="3" tabID="setup" tabName1="Windows" tabName2="Mac OS" tabName3="Linux" >}} -{{< tab tabNum="1" >}} {{% content "content/en/modules/installation/windows.md" %}} {{< /tab >}} -{{< tab tabNum="2" >}} {{% content "content/en/modules/installation/mac.md" %}} {{< /tab >}} -{{< tab tabNum="3" >}} {{% content "content/en/modules/installation/linux.md" %}} {{< /tab >}} -{{< /tabs >}} - -### GitHub account - -Go to https://github.com/join/ and follow the on-screen instructions to create an account. -It is a good idea to associate this with your university e-mail (if you have one) as this will entitle you to sign up for the [GitHub Student Developer Pack](https://education.github.com/pack) which comes with some nice free bonuses. - -### Discord - -Go to https://discord.com/download and download and install Discord. -You will be invited to the BrainHack School Discord server via the e-mail with which you registered for the course. If you have not received the invitation, please reach out to one of the instructors. - -### Modern web browser - -Install Firefox or Chrome. -(Safari will also work.) -Microsoft Edge is not modern, despite what Microsoft might try and otherwise tell you. - -## Checking your install - -Now that you've installed everything it's time to check that everything works as expected! -Type the following into your terminal: - -``` bash -bash <( curl -s https://raw.githubusercontent.com/brainhackorg/school/master/content/en/modules/installation/nds_check_install.sh ) -``` - -If you installed everything correctly you should see a message informing you as such. -If any problems were detected you should receive some brief instructions on what is wrong with potential suggestions on how to remedy it. -If you followed these instructions step-by-step and cannot resolve the issue please post in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com.. diff --git a/content/en/modules/installation/installation.png b/content/en/modules/installation/installation.png deleted file mode 100644 index 97965f81..00000000 Binary files a/content/en/modules/installation/installation.png and /dev/null differ diff --git a/content/en/modules/installation/linux.md b/content/en/modules/installation/linux.md deleted file mode 100644 index 556e54f5..00000000 --- a/content/en/modules/installation/linux.md +++ /dev/null @@ -1,75 +0,0 @@ -### Bash shell - -You already have it! -Depending on which version of Linux you’re running you may need to type `bash` inside the terminal to access it. -To check whether this is necessary, follow these steps: - -1. Open a terminal and type `echo $SHELL`. - - If it reads `/bin/bash` then you are all set! - - If not, whenever the instructions read "open a terminal," please assume you are to open a terminal, type `bash`, and then proceed with the instructions as specified. - -### Git - -You may already have it; try typing `sudo apt-get install git` (Ubuntu, Debian) or `sudo yum install git` (Fedora, CentOS) inside the terminal. -If you are prompted to install it, follow the instructions on-screen to do so. - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button for either the .deb (Ubuntu, Debian) or the .rpm (Fedora, CentOS) file. -1. Double-click the downloaded file to install VSCode. - (You may be prompted to type your administrator password during the install). - -#### VSCode extensions - -1. Open the Visual Studio Code application. -1. Press `Ctrl+Shift+P` in the new window that opens and type "Extensions: Install extensions" into the search bar that appears at the top of the screen. - - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -1. A new panel should appear on the left-hand side of the screen with a search bar. - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Docker - -### Python - -1. Open a new terminal and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - ``` bash - wget https://repo.anaconda.com/miniconda/Miniconda3-latest-Linux-x86_64.sh - bash Miniconda3-latest-Linux-x86_64.sh - ``` - -1. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -1. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -1. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -1. Re-open a new terminal. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the `#help-installation` channel of the BHS Discord. -1. Type the following to remove the installation script that was downloaded: - - ``` bash - rm ./Miniconda3-latest-Linux-x86_64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -1. You will be following different instructions depending on your distro ([Ubuntu](https://docs.docker.com/engine/install/ubuntu/), [Debian](https://docs.docker.com/engine/install/debian/), [Fedora](https://docs.docker.com/engine/install/fedora/), [CentOS](https://docs.docker.com/engine/install/centos/)). - Make sure to follow the “Install using the repository” method! -1. Once you’ve installed Docker make sure to follow the [post-install instructions](https://docs.docker.com/engine/install/linux-postinstall/) as well. - You only need to do the “Manage Docker as a non-root user” and “Configure Docker to start on boot” steps. -1. Open a new terminal and type `docker run hello-world`. - A brief introductory message should be printed to the screen. diff --git a/content/en/modules/installation/mac.md b/content/en/modules/installation/mac.md deleted file mode 100644 index 79594f87..00000000 --- a/content/en/modules/installation/mac.md +++ /dev/null @@ -1,103 +0,0 @@ -### Bash shell - -You already have it! -Depending on which version of Mac OS you’re running you may need to type `bash` inside the terminal to access it. -To check whether this is necessary, follow these steps: - -1. Open a terminal and type `echo $SHELL`. - - If it reads `/bin/bash` then you are all set! (The Macs now have `/bin/zsh` as default, it is compatible with bash, so you are set too!) - -Note: If you are using Mac Catalina (10.15.X) then it is possible your default shell is NOT CORRECT. -To set the default to bash, type `chsh -s /bin/bash` in the terminal, enter your password when prompted, and then close + re-open the terminal. - -### Git - -You may already have it! -Try opening a terminal and typing `git --version`. -If you do not see something like “git version X.XX.X” printed out, then follow these steps: - -1. Follow [this link](https://sourceforge.net/projects/git-osx-installer/files/git-2.23.0-intel-universal-mavericks.dmg/download?use_mirror=autoselect) to automatically download an installer. -1. Double click the downloaded file (`git-2.33.0-intel-universal-mavericks.dmg`) and then double click the `git-2.33.0-intel-universal-mavericks.pkg` icon inside the dmg that is opened. -1. Follow the on-screen instructions to install the package. - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button. -1. Unzip the downloaded file (e.g., `VSCode-darwin-stable.zip`) and moving the resulting `Visual Studio Code` file to your Applications directory. - -#### VSCode extensions - -1. Open the Visual Studio Code application -1. Type `Cmd+Shift+P` and then enter "Shell command: Install 'code' command in PATH" into the search bar that appears at the top of the screen. - - Select the highlighted entry. - - A notification box should appear in the bottom-right corner indicating that the command was installed successfully. -1. Type `Cmd+Shift+P` again and then enter "Extensions: Install extensions" into the search bar. - - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -1. A new panel should appear on the left-hand side of the screen with a search bar. - - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Docker - -### Python - -1. Open a new terminal and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - **On X86 MacOs machine :** - - ``` bash - curl -O https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh - bash Miniconda3-latest-MacOSX-x86_64.sh - ``` - - **On ARM MacOs machine :** - - ``` bash - curl -O https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-arm64.sh - bash Miniconda3-latest-MacOSX-arm64.sh - ``` - -1. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -1. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -1. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -1. Re-open a terminal. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the #help-installation channel of the BHS Slack. -1. Type the following to remove the installation script that was downloaded: - - **On X86 MacOs machine :** - ``` bash - rm ./Miniconda3-latest-MacOSX-x86_64.sh - ``` - - **On ARM MacOs machine :** - ``` bash - rm ./Miniconda3-latest-MacOSX-arm64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -1. Go to https://www.docker.com/products/docker-desktop/ and select the right version for your computer. -2. Open the “Docker.dmg” file that is downloaded and drag and drop the icon to the Applications folder -3. Open the Docker application and enter your password. - An icon will appear in the status bar in the top-left of the screen. - Wait until it reads “Docker Desktop is now up and running!” -4. Open a new terminal and type `docker run hello-world`. - A brief introductory message should be printed to the screen. - -(The above step-by-step Docker instructions are distilled from [here](https://docs.docker.com/desktop/install/mac-install/). -If you have questions during the installation procedure please check that link for potential answers!) diff --git a/content/en/modules/installation/nds_check_install.sh b/content/en/modules/installation/nds_check_install.sh deleted file mode 100644 index a201845c..00000000 --- a/content/en/modules/installation/nds_check_install.sh +++ /dev/null @@ -1,115 +0,0 @@ -#!/usr/bin/env bash - -# Script to run after following all NDS install instructions to make sure that -# everything was installed correctly! -# -# Usage: -# -# $ bash nds_check_install.sh -# -# The script will try and print out any missing programs to the screen with -# brief instructions on how to install them. If everything is installed -# correctly you will see a message printed to screen notifying you of this. -# - -missing= - -function check_installed() { - func=${1} - hash ${func} 2> /dev/null || { - printf "Missing software program: ${func}. " - printf "Check installation instructions\n" - missing=true - } -} - -function get_os() { - UNAME=$( $( command -v uname) -a | tr '[:upper:]' '[:lower:]' ) - - if echo "${UNAME}" | grep -q "microsoft"; then - printf "windows\n" - elif echo "${UNAME}" | grep -q "darwin"; then - printf "darwin\n" - elif echo "${UNAME}" | grep -q "linux"; then - printf "linux\n" - else - printf "unknown\n" - fi -} - - -curr_os=$( get_os ) - -# expected VSCode extensions -extensions=( - ms-azuretools.vscode-docker - ms-python.python -) -if [ "${curr_os}" == "windows" ]; then - extensions+=(ms-vscode-remote.remote-wsl) -fi - -# expected importable python package -packages=( - flake8 - IPython - jupyter - jupyterlab - matplotlib - nibabel - nilearn - numpy - pandas - scipy - seaborn -) - -# check basic installations -check_installed git -check_installed conda -check_installed python -check_installed code -check_installed docker - -# check vscode extensions - -if [ "${curr_os}" == "windows" ]; then - cmd.exe /c "code --list-extensions" > /tmp/vscode_ext 2> /dev/null - vscode_ext=$( cat /tmp/vscode_ext ) -else - vscode_ext=$( code --list-extensions ) -fi -for ext in ${extensions[@]}; do - if [[ $vscode_ext != *${ext}* ]]; then - ext=$( echo "${ext}" | tr '[:upper:]' '[:lower:]' ) - printf "Missing VSCode extension: " - printf "install with $ code --install-extension ${ext}\n" - missing=true - fi -done - -# check python packages -for package in ${packages[@]}; do - python -c "import ${package}" 2> /dev/null || { - package=$( echo "${package}" | tr '[:upper:]' '[:lower:]' ) - printf "Missing Python package: " - printf "install with $ conda install ${package}\n" - missing=true - } -done - -# congratulations, you did it! -if [ -z ${missing} ]; then - if [ "${curr_os}" != "windows" ]; then - python -c 'print("\U0001f389" * 3, end=" ")' - fi - printf "Everything seems to be installed correctly! " - if [ "${curr_os}" != "windows" ]; then - python -c 'print("\U0001f389" * 3)' - else - printf "\n" - fi - printf "Congratulations, you're all ready for the NDS course!\n" -fi - -exit 0 diff --git a/content/en/modules/installation/win00.png b/content/en/modules/installation/win00.png deleted file mode 100644 index f63c6cc3..00000000 Binary files a/content/en/modules/installation/win00.png and /dev/null differ diff --git a/content/en/modules/installation/win01.png b/content/en/modules/installation/win01.png deleted file mode 100644 index 24610102..00000000 Binary files a/content/en/modules/installation/win01.png and /dev/null differ diff --git a/content/en/modules/installation/win02.png b/content/en/modules/installation/win02.png deleted file mode 100644 index d3ed74d5..00000000 Binary files a/content/en/modules/installation/win02.png and /dev/null differ diff --git a/content/en/modules/installation/win03.png b/content/en/modules/installation/win03.png deleted file mode 100644 index 0fccb8e8..00000000 Binary files a/content/en/modules/installation/win03.png and /dev/null differ diff --git a/content/en/modules/installation/win04.png b/content/en/modules/installation/win04.png deleted file mode 100644 index c38b0928..00000000 Binary files a/content/en/modules/installation/win04.png and /dev/null differ diff --git a/content/en/modules/installation/win05.png b/content/en/modules/installation/win05.png deleted file mode 100644 index f7e9428a..00000000 Binary files a/content/en/modules/installation/win05.png and /dev/null differ diff --git a/content/en/modules/installation/win06.png b/content/en/modules/installation/win06.png deleted file mode 100644 index 6fa942ef..00000000 Binary files a/content/en/modules/installation/win06.png and /dev/null differ diff --git a/content/en/modules/installation/win07.png b/content/en/modules/installation/win07.png deleted file mode 100644 index 2d430be7..00000000 Binary files a/content/en/modules/installation/win07.png and /dev/null differ diff --git a/content/en/modules/installation/win08.png b/content/en/modules/installation/win08.png deleted file mode 100644 index 51f90e3c..00000000 Binary files a/content/en/modules/installation/win08.png and /dev/null differ diff --git a/content/en/modules/installation/win09.png b/content/en/modules/installation/win09.png deleted file mode 100644 index d463f7bf..00000000 Binary files a/content/en/modules/installation/win09.png and /dev/null differ diff --git a/content/en/modules/installation/windows.md b/content/en/modules/installation/windows.md deleted file mode 100644 index 5e7fa9f2..00000000 --- a/content/en/modules/installation/windows.md +++ /dev/null @@ -1,123 +0,0 @@ -### Prerequisites - -1. These installation instructions require Windows 10 version 21H1 or higher, or Windows 11 21H2 or higher. Please check with **Windows Update** to make sure your system is updated. -2. You should enable Virtualization in your BIOS setting. Please click `ctrl+alt+del` then click `Task Manager`, navigate to "Performance" tab and select CPU. Please make sure the Virtualization is `Enabled`. - ![win00](win00.png) - Note: If the Virtualization is “Disable”, you have to reboot your PC and get into BIOS setting to turn on the Virtualization function. Depending on your PC or motherboard manufacturer (ASUS, Acer, Dell, … etc), there are different ways to get into BIOS settings, so that we cannot provide common step-by-step instructions to help you turn on the Virtualization. If you have a problem on BIOS settings, please consult your friends or local TAs, or reach out on the `#help-installation` channel on our Discord server. - -### Windows Subsystem for Linux (WSL) -Windows Subsystem for Linux (WSL) will install a Linux distribution (it is Ubuntu 22.04.1 LTS by default), then users can directly run Linux applications and Bash command-line tools on Windows. But, it should be noted that the Linux subsystem (i.e. Ubuntu) is an independent environment that has their own file structure and text command, which you will learn from another mandatory module. Some applications, such as VScode and Docker, can automatically integrate with WSL when you installed those on Windowns. But most applications, such as Python and probably your analysis softwares, should be installed under WSL. Please be cautious with these instructions in the future. - -1. Search for `Windows Powershell` in your applications; right click and select `Run as administrator`. - Select `Yes` on the prompt that appears asking if you want to allow the app to make changes to your device. - ![win01](win01.png) - -2. Type `wsl --install` into the Powershell and then press `Enter`. - ![win02](win02.png) - - You should see the messages about installing WSL, please wait and follow next step. - - If WSL help text prompted and no installing takes place, you might already have WSL installed. Check if you have `Ubuntu` in your applications. Or, try `wsl --install -d Ubuntu` to install another Linux distribution. - -3. A meesage will prompt to ask you to reboot the computer. - ![win03](win03.png) -4. Once your computer has rebooted, a Ubuntu window will pop up. If no window popped up, search for and open Ubuntu from your applications. If you cannot find Ubuntu, try step 2 again. -5. It will show the message about installing Ubuntu, you will then be prompted to `Enter new UNIX username`. You can use any combination of alphanumeric characters here for your username, but a good choice is `` (e.g., `jsmith` for John Smith). You will then be prompted to enter a new password. (Choose something easy to remember as you will find yourself using it frequently.) - ![win04](win04.png) -6. You will see the message to inform you that the installation is successful, and you can now close the window. - ![win05](win05.png) -7. The final step is to check if we missed anything. Please search for powershell and run as administrator again. Then type `wsl -l -v` and press enter. Please make sure you have Ubuntu in the list, and the version is 2. - ![win06](win06.png) - - If the version is not 2, please type `wsl --set-version Ubuntu 2` to update the WSL to version 2. This is necessary for installing Docker on WSL. -8. Finally, in the same powershell window, type `wsl --update`. Hopefully, there is no updates. Then, we can move on to the next step. - -(The above step-by-step WSL instructions are distilled from [here](https://learn.microsoft.com/en-us/windows/wsl/install) and [here](https://learn.microsoft.com/en-us/windows/wsl/install-manual). -If you have questions during the installation procedure those resources may have answers!) - -### Windows Terminal -Microsoft have [Windows Terminal](https://aka.ms/terminal) that will provide better functionality for command-line interface. This application is now built-in on Windows 11. We will demostrate how to open terminal for WSL (it is Ubuntu by default). - -1. Click [here](https://aka.ms/terminal) and download. Then, you can search and open **Windows Terminal** in your applications. -2. By default, it will open a PowerShell for Windows system. For this course, we will use bash terminal on WSL. You can click the down arrow and select Ubuntu to open the terminal. - ![win07](win07.png) - - If you would like to open Ubuntu terminal by default, you can change the default profile in Settings. - -From this point on whenever the instructions specify to "open a terminal" please assume you are supposed to open the terminal for Ubuntu. - -### Bash shell - -You already have it, now that you’ve installed the WSL! - -### Git - -You already have it, now that you’ve installed the WSL! - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button, then run the `.exe` file on Windows. -2. Leave all the defaults during the installation with the following exception: - - Please make sure the box labelled "Register Code as an editor for supported file types" and "add to PATH" are selected. -3. VScode is now installed on your Windows, and also integrated with your WSL. You can now open VScode either on Windows or WSL. - -#### VSCode extensions - -1. Let's try to open VScode on Windows system and install necessary extensions. Search and open VScode on your Windows application. -2. Press `Ctrl+Shift+P` in the new window that opens and type "Extensions: Install extensions" into the search bar that appears at the top of the screen. - - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -3. A new panel should appear on the left-hand side of the screen with a search bar. - - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Docker - - WSL -4. Once the WSL extension is installed, you will see a new icon appear at the bottom left corner. You can now access to WSL by this icon. Click on it and select "connect to WSL". The whole VScode will be refreshed and then connected to WSL. - ![win08](win08.png) -5. Press `Ctrl+Shift+P` in the new window that opens and type "Extensions: Install extensions" into the search bar that appears at the top of the screen. You will find that the three extensions are not installed on WSL. Please also install the three extensions, and be cautious that Windows and WSL are isolated systems that the most of extensions, softwares or packages should be installed separately. -6. Close the VScode. Let's try another way to open VScode on WSL. Open the terminal for WSL (it is Ubuntu by default), then type `code .` into the terminal and press `Enter`. Check the icon botom left, you will find that VScode is now on WSL. - - You can get back to Windows by clicking the icon, and selecting "Close remote connection". - -### Python - -1. Open a new terminal for WSL and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - ``` bash - wget https://repo.anaconda.com/miniconda/Miniconda3-latest-Linux-x86_64.sh - bash Miniconda3-latest-Linux-x86_64.sh - ``` - -2. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -3. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -4. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -5. Re-open the Ubuntu application. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the #help-installation channel on the BHS Discord. -6. Type the following to remove the installation script that was downloaded: - - ``` bash - rm ./Miniconda3-latest-Linux-x86_64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -1. Download and run the latest [Docker Desktop installer](https://docs.docker.com/desktop/install/windows-install/). When you see the configuration, please turn on "Use WSL 2 instead of Hyper-V" (this option is not available on some Windows versions). Then the installer will ask you to log out or reboot. -2. After login, search and open Docker Desktop, it will take a while to initialize the Docker. The initialization will be done when a tutorial guide shows up. You can skip the tutorial and move on to the next step. -3. Docker Desktop will automatically integrate into WSL. We should test if docker is sucessfully installed on WSL. Open the terminal for WSL (i.e. Ubuntu), once you see a `$` prompt type `docker run hello-world`. A brief introductory message should be printed to the screen, and you have sucessfully installed Docker on Windows and WSL. - ![win09](win09.png) - -**Note**: If you restart your computer (or somehow otherwise shut down the Docker VM) you will need to re-open the "Docker Desktop" application before your `docker` commands will work again! -If you are having problems running `docker` commands in the terminal, try re-opening the "Docker Desktop" application. - -(The above step-by-step instructions are distilled from [here](https://docs.docker.com/desktop/install/windows-install/) and [here](https://learn.microsoft.com/en-us/windows/wsl/tutorials/wsl-containers). -If you have questions during the installation procedure please check those links for potential answers!) diff --git a/content/en/modules/introduction_to_terminal/bash_shell.png b/content/en/modules/introduction_to_terminal/bash_shell.png deleted file mode 100644 index 46320bbc..00000000 Binary files a/content/en/modules/introduction_to_terminal/bash_shell.png and /dev/null differ diff --git a/content/en/modules/introduction_to_terminal/correction/corrige.md b/content/en/modules/introduction_to_terminal/correction/corrige.md deleted file mode 100644 index 9590225c..00000000 --- a/content/en/modules/introduction_to_terminal/correction/corrige.md +++ /dev/null @@ -1,111 +0,0 @@ -#### Short answers -**What are some of the main advantages of using the shell?** -Possible responses -- High action-to-keystroke ratio -- Support for automating repetitive tasks -- Capacity to access remote machines - -**What are some of disadvantages?** -- Response : Textual nature and how cryptic its commands and operation - -**Name a few command lines that enable to read/write/operate on files. What are they used for?** -- Response : Just to name a few : ls, pwd, cd, mv, cp, mkdir - -**What is an option, also called flag or switch?** -- Response : Options change the behavior of a command - -**What are arguments in a command line?** -- Response : These tell the command what to operate on! - - -**Can you tell the difference between relative and absolute paths?** -Response : The top of the file system is the root directory, it holds the ENTIRE FILE SYSTEM. Inside are several other directories - -**What is Nano?** -- Response : A textfile editor - -**You want to move a file to a folder and avoid overwriting another file with the same name. How can you make this move safely? -True/False** -- Response : You can ls the content of the directory to make sure names are not exactly the same. Also, you could refer to the -i flag for "interactive" moving (with warnings!). - -#### TRUE/FALSE - -**We are always located somewhere in the file system** - - True -**It is possible to be located in more than one place at once** - - False -**You can choose multiple options after a command** - - True -**Changing one directory at a time is the same as providing the full path to the final destination** - - True -**Environmental variables are preceded by $** - - True (in most cases) - -**Good naming conventions of files include special characters** - - False - -#### Exercises - -**Exercice 1** - - No: . refers to the current working directory - No: / refers to the root directory - No: Amanda's home directory is /Users/amanda - No: this goes up two levels, to Users - Yes: ~ refers to the home directory, which is Users/amanda. - No: this would navigate to the hom directory inside Users/amanda/data (if it exists) - Yes: unnecessarily complicated, but correct - Yes: this is a shortcut to go back to the user's home directory! - Yes: this goes up one directory, to /Users/amanda - -**Exercise 2** - -2.1. - - No: there is a directory backup in Users - No: this is the content of /Users/thing/backup, but .. means we are one level up from that - No: for the same reason as (2) - Yes: ../backup refers to /Users/backup - -2.2. - - No: pwd is not the name of a directory, it is a command. - Yes: ls without any arguments will list the contents of the current directory. - Yes: providing the absolute path of the directory will work. - -**Exercice : Moving files to a new folder** - - mv sucrose.dat maltose.dat ../raw - -**Exercise : Renaming files** - - No: this would create a file with the correct name but would not remove the incorrectly named file - Yes: this would rename the file! - No, the . indicates where to move the file but does not provide a new name. - No, the . indicates where to copy the file but does not provide a new name. - -**Exercise : Moving and copying** - - No: proteins-saved.dat is located at /Users/jamie - Yes! - No: proteins.dat is located at /Users/jamie/data/recombine - No, proteins-saved.dat is located at /Users/jamie - -**Exercise : Copy with multiple filenames** - - When given multiple filenames followed by a directory all the files are copied into the directory. - When give multiple filenames with no directory, cp throws an error: - cp: target morse.txt is not a directory - -**Exercise : List filenames matching a pattern** - - No: This will give ethane.pdb methane.pdb octane.pdb pentane.pdb - No: this will give octane.pdb pentane.pdb - Yes! - No: This only shows file starting with ethane diff --git a/content/en/modules/introduction_to_terminal/filesystem.png b/content/en/modules/introduction_to_terminal/filesystem.png deleted file mode 100644 index 4d2030bd..00000000 Binary files a/content/en/modules/introduction_to_terminal/filesystem.png and /dev/null differ diff --git a/content/en/modules/introduction_to_terminal/index.md b/content/en/modules/introduction_to_terminal/index.md deleted file mode 100644 index 32213a1b..00000000 --- a/content/en/modules/introduction_to_terminal/index.md +++ /dev/null @@ -1,203 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "A brief introduction to the bash shell" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [bash shell, terminal] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This tutorial aims at introducing students to the use of command line terminal which offers more flexibility than built-in graphical user interfaces. We hope to provide students with an understanding of the basic command lines and advantages of working with the bash shell." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bash_shell.png" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * The [installation](/modules/installation) module. - - Windows: Ubuntu application (Windows Linux Subsystem) - - Mac/Linux: Terminal - -Your environment should be ready to go, everything required was set up during the installation! -In the video, you will be working with a dataset from [Software Carpentry](https://swcarpentry.github.io/shell-novice/index.html). -Click on this link, and navigate to the section [Download files](https://swcarpentry.github.io/shell-novice/index.html#download-files). -Download [shell-lesson-data.zip](https://swcarpentry.github.io/shell-novice/data/shell-lesson-data.zip), -unzip it, and move the file to your Desktop. - -Important: Note that if you are working with Windows Subsystem for Linux (WSL), paths will be a bit different than with Mac/Linux. You will want to use : `/mnt/c/Users/${USERNAME}/Desktop/` - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. -If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources - -This module was presented by [Ross Markello](https://rossmarkello.com/) during the QLSC612 course in 2021. - -All the tutorial notes related to the video below are available [here](https://github.com/school-brainhack/course-materials-2020/blob/master/lectures/11-may/03-intro-to-shell/introduction-to-shell.ipynb). - -The video of the presentation is available below (duration 1h13). Follow along with the video of the presentation, typing the command line into your terminal. - - - -## Exercises - -### Test your knowledge - -Once you've completed the tutorial, try testing your understanding by answering the following questions. - -Short answers - - - *What are some of the main advantages of using the shell?* - - *What are some of disadvantages?* - - *Name a few command lines that enable to read/write/operate on files. What are they used for?* - - *What is an option, also called flag or switch?* - - *What are arguments in a command line*? - - *Can you tell the difference between relative and absolute paths?* - - *What is Nano?* - - *You want to move a file to a folder and avoid overwriting another file with the same name. How can you make this move safely?* - -True/False - - - *We are always located somewhere in the file system* - - *It is possible to be located in more than one place at once* - - *You can choose multiple options after a command* - - *Changing one directory at a time is the same as providing the full path to the final destination* - - *Environmental variables are preceded by `$`* - - *Good naming conventions of files include special characters* - -## Exercise - -Practice makes perfect. - -**Exercise 1** -Starting from `/Users/amanda/data`, which of the following commands could Amanda use to navigate to her home directory, which is `/Users/amanda`? - - a) cd . - b) cd / - c) cd /home/amanda - d) cd ../.. - e) cd ~ - f) cd home - g) cd ~/data/.. - h) cd - i) cd .. - - -**Exercice 2** - -This is how your filesystem is organised. - -![filesystem.png](filesystem.png) - -**2.1.** -Based on the previous diagram, if `pwd` displays `/Users/things`, what will `ls -F ../backup` display? - - a) ../backup: No such file or directory - b) 2012-12-01 2013-01-08 2013-01-27 - c) 2012-12-01/ 2013-01-08/ 2013-01-27/ - d) original/ pnas_final/ pnas_sub/ - -**2.2.** -Using the filesystem diagram, if `pwd` displays `/Users/backup`, and `-r` tells `ls` to display things in reverse (alphabetical) order, what command(s) will result in the following output: - - pnas_sub/ pnas_final/ original/ - - a) ls pwd - b) ls -rF - c) ls -rF /Users/backup - - -**Exercise 3** -After running the following commands, Jamie realizes that she put the files `sucrose.dat` and `maltose.dat` into the wrong folder. The files should have been placed in the raw folder.* - - $ ls -F - analyzed/ raw/ - - $ ls -F analyzed - fructose.dat glucose.dat maltose.dat sucrose.dat - - $ cd analyzed - -Fill in the blanks to move these files to the raw/ folder (i.e. the one she forgot to put them in): - - $ mv sucrose.dat maltose.dat ____/____ - -Hint: the .. refers to the parent directory (i.e., one above the current directory) - -**Exercice 4** -What is the output of the closing `ls` command in the sequence shown below: - - $ pwd - /Users/jamie/data - $ ls - proteins.dat - $ mkdir recombine - $ mv proteins.dat recombine - $ cp recombine/proteins.dat ../proteins-saved.dat - $ ls - - - a) proteins-saved.dat recombine - b) recombine - c) proteins.dat recombine - d) proteins-saved.dat - -**Exercice 5 : Copy with Multiple Filenames** -In the example below, what does `cp` do when given several filenames and a directory name? - - $ mkdir backup - $ cp amino-acids.txt animals.txt backup/ - -What does cp do when given three or more filenames? - - $ ls - amino-acids.txt animals.txt backup/ elements/ morse.txt pdb/ planets.txt salmon.txt sunspot.txt - $ cp amino-acids.txt animals.txt morse.txt - - -**Exercise 6: List filenames matching a pattern** -When run in the proteins directory, which ls command(s) will produce this output? - - ethane.pdb methane.pdb - - a) ls *t*ane.pdb - b) ls *t?ne.* - c) ls *t??ne.pdb - d) ls ethane.* - -Hint: you can try these out using the dataset you downloaded earlier! - -**Exercise 7 : Renaming files** -Suppose that you created a plain-text file in your current directory to contain a list of the statistical tests you will need to do to analyze your data, and named it: statstics.txt - -After creating and saving this file you realize you misspelled the filename! You want to correct the mistake and remove the incorrectly named file. Which of the following commands could you use to do so? - - cp statstics.txt statistics.txt - mv statstics.txt statistics.txt - mv statstics.txt . - cp statstics.txt . - - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -If you are curious to solidify your capabilities for using the shell, you can check this tutorial "Effective use of bash" by Ankur Sinha organized for the [INCF/OCNS software working group](https://ocns.github.io/SoftwareWG/2021/06/09/software-wg-tutorials-at-cns-2021-online-bash-git-and-python.html). - -You can also try out this tutorial which inspired much of the content you saw today, while exploring the shell in further detail. It covers pipes and filters, loops, shell scripts, finding things: [The Unix Shell](https://swcarpentry.github.io/shell-novice/01-intro/index.html). diff --git a/content/en/modules/machine_learning_basics/index.md b/content/en/modules/machine_learning_basics/index.md deleted file mode 100644 index be7fac80..00000000 --- a/content/en/modules/machine_learning_basics/index.md +++ /dev/null @@ -1,66 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Machine learning basics" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [machine learning, machine learning basics] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of machine learning using Jupyter Notebook." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "machine_learning.png" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - * the [python scripts](/modules/python_scripts) module. - * the [python data analysis](/modules/python_data_analysis) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access -to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## Resources -The tutorial slides and video portion of this module were presented by Estefany Suarez and Jacob Vogel during Brainhack School 2020. - -The tutorial slides are available [here](https://github.com/neurodatascience/course-materials-2020/tree/master/lectures/14-may/03-intro-to-machine-learning). - -The notebook for the exercise is available [here](https://github.com/brainhackorg/school/blob/master/content/en/modules/machine_learning_basics/machine_learning.ipynb) - -The video presentations are available below. The first video (Estefany Suarez and Jacob Vogel) is here: - - -## Exercise - - * Watch the video presentation by Estefany Suarez and go over the slides. - * Download the [notebook](https://github.com/brainhackorg/school/blob/master/content/en/modules/machine_learning_basics/machine_learning.ipynb) - * Follow the tutorial within the Jupyter Notebook and run the code. Feel free to play around with the code to see what happens! - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources -Want to dive deeper into machine learning? - -If you are curious to learn more, you can check this tutorial "Understanding and diagnosing your machine-learning models" by Gael Varoquaux [here](http://gael-varoquaux.info/interpreting_ml_tuto/index.html). - -You can also take a look at the MAIN 2021 educational tutorial on model selection & validation as well as supervised learning notes [here](https://main-educational.github.io/material.html) - -Additional examples, tutorials, and documentation can be found at the [Scikit-Learn website](https://scikit-learn.org/stable). diff --git a/content/en/modules/machine_learning_basics/machine_learning.ipynb b/content/en/modules/machine_learning_basics/machine_learning.ipynb deleted file mode 100644 index 3ad2d197..00000000 --- a/content/en/modules/machine_learning_basics/machine_learning.ipynb +++ /dev/null @@ -1,862 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Machine Learning in Python for Neuroimaging\n", - "\n", - "This notebook, prepared by Désirée Lussier, is to provide an introduction to machine learning for BrainHack School 2022. It has been adapted from Brainhack Global MTL 2019 traintrack tutorial (https://github.com/BrainhackMTL/global2019-traintrack/blob/master/machine_learning.ipynb) by Désirée Lussier which was modified from the MAIN 2019 training given by Alexadre Hutton (https://github.com/main-training/main-training-nilearn-ml/blob/master/01_intro_ml.ipynb; https://github.com/main-training/main-training-nilearn-ml/blob/master/01_intro_ml_slides.odp) and sklearn tutorial (http://scipy-lectures.org/packages/scikit-learn/index.html). \n", - "\n", - "This training is meant to give a brief overview of the basics of machine learning in Python3. For more complete training or other specific examples please see the additional BrainHack School modules (https://school.brainhackmtl.org/modules/) above MAIN courses (https://github.com/main-training) and documentation for Scikit Learn (https://scikit-learn.org/stable/)." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Training Outline" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "__Machine Learning with Scikit Learn__
\n", - "
  • Machine learning classification examples
  • \n", - "
  • Model evaluation
  • \n", - "
  • Model complexity
  • \n", - "\n", - "\n", - "# What is machine learning?" - ] - }, - { - "attachments": { - "machine_learning.png": { - "image/png": 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- } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "In __machine learning__ models with parameters which are __optimized__ according to previously-seen data.\n", - "\n", - "Machine learning (ML) can be divided into subcategories:\n", - "\n", - "## Supervised Learning\n", - "We have observations __X__ we want to use __to predict Y__

    \n", - "__X__: data, features, inputs
    \n", - "__Y__: target, labels, outputs
    \n", - "The goal is to find a model which best predicts __Y based on X__:
    \n", - "Y = f(X)
    \n", - "\n", - "![Picture1.png](attachment:Picture1.png)\n", - "\n", - "Models are further divided:
    \n", - "
  • Classification: Predicting ordinal numbers; determining classes for inputs
  • \n", - "
  • Regression: Predicting continuous values
  • \n", - "\n", - "## Unsupervised Learning\n", - "We have observations __X__
    \n", - "The goal is to __extract information about X__
    \n", - "E.g.: finding a representation, cluster the data\n", - "\n", - "![Picture2.png](attachment:Picture2.png) ![Picture3.png](attachment:Picture3.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "ML models are typically developed in some variation of:
    \n", - "
  • Parameter training
  • \n", - "
  • Model evaluation
  • \n", - "
  • Model selection
  • \n", - "
  • Model generalization
  • \n", - "\n", - "Let's start off by taking a look at some classification examples:" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Scikit-learn: Classification" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Import relevant packages:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": {}, - "outputs": [], - "source": [ - "import sklearn\n", - "import numpy as np\n", - "from matplotlib import pyplot as plt" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Scikit-learn (\"sklearn\") uses a common interface for its estimators (models). You create an instance of a model, fit it to your data by using model.fit(data, target), and you can then use it to make predictions using model.predict(new_data)." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Classification with Iris Dataset" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Sklearn contains a number of example datasets. In this section, we'll look at the iris dataset, which contains information about different flowers and we will try to predict its species based on a few of the plant's features. Load the iris dataset and print its shape:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(150, 4)\n" - ] - } - ], - "source": [ - "from sklearn.datasets import load_iris\n", - "iris = load_iris()\n", - "print(iris.data.shape)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Sklearn uses the data structure convention of (n_samples, n_features). The iris dataset has 150 samples, with each sample having 4 features. \n", - "Let's look at the first few samples:" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[[5.1 3.5 1.4 0.2]\n", - " [4.9 3. 1.4 0.2]\n", - " [4.7 3.2 1.3 0.2]\n", - " [4.6 3.1 1.5 0.2]\n", - " [5. 3.6 1.4 0.2]]\n", - "['sepal length (cm)', 'sepal width (cm)', 'petal length (cm)', 'petal width (cm)']\n" - ] - } - ], - "source": [ - "print(iris.data[0:5])\n", - "print(iris.feature_names)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's also look at the target, or label of the data:" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0\n", - " 0 0 0 0 0 0 0 0 0 0 0 0 0 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1\n", - " 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 2 2 2 2 2 2 2 2 2 2 2\n", - " 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2 2\n", - " 2 2]\n", - "['setosa' 'versicolor' 'virginica']\n" - ] - } - ], - "source": [ - "print(iris.target)\n", - "print(iris.target_names)" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# From: http://scipy-lectures.org/packages/scikit-learn/auto_examples/plot_iris_scatter.html\n", - "# The indices of the features that we are plotting\n", - "x_index = 1\n", - "y_index = 3\n", - "\n", - "# this formatter will label the colorbar with the correct target names\n", - "formatter = plt.FuncFormatter(lambda i, *args: iris.target_names[int(i)])\n", - "\n", - "plt.figure(figsize=(5, 4))\n", - "plt.scatter(iris.data[:, x_index], iris.data[:, y_index], c=iris.target)\n", - "plt.colorbar(ticks=[0, 1, 2], format=formatter)\n", - "plt.xlabel(iris.feature_names[x_index])\n", - "plt.ylabel(iris.feature_names[y_index])\n", - "\n", - "plt.tight_layout()\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Classification: k nearest neighbours: kNN" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "K nearest neighbors (kNN) is one of the simplest learning strategies: given a new, unknown observation, look up in your reference database which ones have the closest features and assign the predominant class. Let’s try it out on our iris classification problem:" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "# Get the data and target\n", - "from sklearn import neighbors\n", - "iris = load_iris()\n", - "X, y = iris.data, iris.target" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['virginica']\n" - ] - } - ], - "source": [ - "# Instantiate the kNN model\n", - "knn = neighbors.KNeighborsClassifier(n_neighbors=1)\n", - "knn.fit(X, y)\n", - "# What kind of iris has 3cm x 5cm sepal and 4cm x 2cm petal?\n", - "print(iris.target_names[knn.predict([[3, 5, 4, 2]])])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "And that's it! Our model, \"knn\" is now a trained classifier." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We can plot our class boundaries for our kNN classifier (from http://scipy-lectures.org/packages/scikit-learn/auto_examples/plot_iris_knn.html)" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\desir\\AppData\\Local\\Temp/ipykernel_7628/1884370761.py:25: MatplotlibDeprecationWarning: shading='flat' when X and Y have the same dimensions as C is deprecated since 3.3. Either specify the corners of the quadrilaterals with X and Y, or pass shading='auto', 'nearest' or 'gouraud', or set rcParams['pcolor.shading']. This will become an error two minor releases later.\n", - " plt.pcolormesh(xx, yy, Z, cmap=cmap_light)\n" - ] - }, - { - "data": { - "text/plain": [ - "(4.2, 8.0, 1.9, 4.5)" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "from matplotlib import pyplot as plt\n", - "from sklearn import neighbors, datasets\n", - "from matplotlib.colors import ListedColormap\n", - "\n", - "# Create color maps for 3-class classification problem, as with iris\n", - "cmap_light = ListedColormap(['#FFAAAA', '#AAFFAA', '#AAAAFF'])\n", - "cmap_bold = ListedColormap(['#FF0000', '#00FF00', '#0000FF'])\n", - "\n", - "iris = datasets.load_iris()\n", - "X = iris.data[:, :2] # we only take the first two features. We could\n", - " # avoid this ugly slicing by using a two-dim dataset\n", - "y = iris.target\n", - "\n", - "knn = neighbors.KNeighborsClassifier(n_neighbors=1)\n", - "knn.fit(X, y)\n", - "\n", - "x_min, x_max = X[:, 0].min() - .1, X[:, 0].max() + .1\n", - "y_min, y_max = X[:, 1].min() - .1, X[:, 1].max() + .1\n", - "xx, yy = np.meshgrid(np.linspace(x_min, x_max, 100),\n", - " np.linspace(y_min, y_max, 100))\n", - "Z = knn.predict(np.c_[xx.ravel(), yy.ravel()])\n", - "Z = Z.reshape(xx.shape)\n", - "plt.figure()\n", - "plt.pcolormesh(xx, yy, Z, cmap=cmap_light)\n", - "\n", - "# Plot also the training points\n", - "plt.scatter(X[:, 0], X[:, 1], c=y, cmap=cmap_bold)\n", - "plt.xlabel('sepal length (cm)')\n", - "plt.ylabel('sepal width (cm)')\n", - "plt.axis('tight')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Classification: Logistic Regression" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Let's look at a different classifier: Logistic Regression (despite its name, it does classification)" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['virginica']\n" - ] - } - ], - "source": [ - "from sklearn.linear_model import LogisticRegression\n", - "X, y = iris.data, iris.target\n", - "logit = LogisticRegression(multi_class='auto', solver='liblinear')\n", - "logit.fit(X, y)\n", - "# As before: What kind of iris has 3cm x 5cm sepal and 4cm x 2cm petal?\n", - "print(iris.target_names[logit.predict([[3, 5, 4, 2]])])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We get the same result as we did before. However, we're now faced with a critical question: How good are these models? How do we know how well they perform? Are these models reliable?" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Model Evaluation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Dataset splitting" - ] - }, - { - "attachments": { - "Picture4.png": { - "image/png": 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" - } - }, - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Datasets are typically divided into two or three subsets:

    \n", - "Training
    \n", - "
  • Used to optimize model parameters

  • \n", - "Validation
    \n", - "
  • Used to compare the performance of models
  • \n", - "
  • Model parameters are not directly exposed to this set

  • \n", - "Test set
    \n", - "
  • Used to evaluate generalization

  • \n", - "\n", - "![Picture4.png](attachment:Picture4.png)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Sklearn provides us with many useful tools for manipulating and separating datasets. We'll first look at train_test_split, which splits data into training/test sets." - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "X shape: (150, 4)\n", - "y shape: (150,)\n" - ] - } - ], - "source": [ - "from sklearn.model_selection import train_test_split\n", - "X, y = iris.data, iris.target\n", - "print('X shape: {}'.format(X.shape))\n", - "print('y shape: {}'.format(y.shape))" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "X_train shape: (90, 4)\n", - "X_test shape: (60, 4)\n", - "y_train shape: (90,)\n", - "y_test shape: (60,)\n" - ] - } - ], - "source": [ - "# Split into training / testing sets. \n", - "# We can specify the proportion we want in each set using the train_size and/or test_size parameters\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, train_size=0.6, test_size=0.4)\n", - "print('X_train shape: {}'.format(X_train.shape))\n", - "print('X_test shape: {}'.format(X_test.shape))\n", - "print('y_train shape: {}'.format(y_train.shape))\n", - "print('y_test shape: {}'.format(y_test.shape))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "We now have two sets: one set we use to optimize our models, and another set to evaluate how they perform. Let's recreate our previous classifiers. \n", - "Sklearn estimators have the *score* method, which allows us to quickly evaluate the model performance on a particular dataset:" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "kNN accuracy: 0.9333333333333333\n", - "logit accuracy: 0.9333333333333333\n", - "logit performs better!\n" - ] - } - ], - "source": [ - "# Instantiate and train our models\n", - "knn = neighbors.KNeighborsClassifier(n_neighbors=1)\n", - "knn.fit(X_train, y_train)\n", - "logit = LogisticRegression(multi_class='auto',solver='liblinear')\n", - "logit.fit(X_train, y_train)\n", - "\n", - "# Evaluate our models!\n", - "knn_score = knn.score(X_test, y_test)\n", - "logit_score = logit.score(X_test, y_test)\n", - "print('kNN accuracy: {}'.format(knn_score))\n", - "print('logit accuracy: {}'.format(logit_score))\n", - "\n", - "if(knn_score > logit_score):\n", - " print('knn performs better!')\n", - "else:\n", - " print('logit performs better!')\n", - " " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Try the following and rerun the previous cells: \n", - " 1) Modify the \"n_neighbors\" parameter for the kNN classifier \n", - " 2) Change the \"train_size\" and \"test_size\" parameters for the data split (they must sum to <= 1) \n", - " 3) Add \"stratify=y\" to train_test_split so that the labels are balanced in the training and test sets \n", - " 4) *Do nothing and just rerun them* " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Your model performance depends on the type of model you select and how much data is available for training/evaluation. The fourth point highlights something which is deceptively simple: your model performance also depends on which data points are present in your training and validation sets. \n", - " \n", - "The problem is similar when delving into model *hyperparameters*. Hyperparameters are parameters that are not directly optimized by the data, but that can have a huge impact on model performance. Hyperparameters are determined either by heuristic domain-specific information acquisition (\"guessing\") or preferably cross-validation." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Cross-Validation" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Cross-validation is important for a number of reasons:
    \n", - "
  • Evaluating model performance variability
  • \n", - "
  • Determining hyperparameters
  • \n", - "
  • Getting reviewers to leave you alone about doing cross-validation

  • \n", - "\n", - "K-fold cross-validation (CV) is one example.
    \n", - "To do K-fold CV:
    \n", - "
  • Take your training set
  • \n", - "
  • Divide it into K equal subsets (“folds”)
  • \n", - "
  • Train on (K-1) folds, and evaluate on the remaining fold
  • \n", - "
  • Repeat K times for all folds
  • " - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Sklearn provides us with convenient functions for doing cross-validation: cross_val_score \n", - "The function defaults to Kfold CV, but other methods are available through sklearn.model_selection" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Logit cross-validation scores: [1. 0.88888889 0.94444444 0.94444444 0.94444444]\n", - "Mean: 0.9444444444444444\n", - "knn cross-validation scores: [1. 1. 1. 1. 0.88888889]\n", - "Mean: 0.9777777777777779\n" - ] - } - ], - "source": [ - "# Import cross validation function:\n", - "from sklearn.model_selection import cross_val_score\n", - "# Create the classifier:\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, train_size=0.6, test_size=0.4)\n", - "logit = LogisticRegression(multi_class='auto', solver='liblinear')\n", - "logit_scores = cross_val_score(logit, X_train, y_train, cv=5)\n", - "print('Logit cross-validation scores: {}'.format(logit_scores))\n", - "print('Mean: {}'.format(np.mean(logit_scores)))\n", - "knn = neighbors.KNeighborsClassifier(n_neighbors=1)\n", - "knn_scores = cross_val_score(knn, X_train, y_train, cv=5)\n", - "print('knn cross-validation scores: {}'.format(knn_scores))\n", - "print('Mean: {}'.format(np.mean(knn_scores)))" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Model Complexity" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Bias / Variance Tradeoff" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "__Model complexity__ refers to the number of tunable parameters in a model. More complex models are able to represent more complicated relationships between the input and output. " - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# From: http://scipy-lectures.org/packages/scikit-learn/auto_examples/plot_bias_variance.html\n", - "from sklearn.pipeline import make_pipeline\n", - "from sklearn.preprocessing import PolynomialFeatures\n", - "from sklearn.linear_model import LinearRegression\n", - "\n", - "model = make_pipeline(PolynomialFeatures(degree=2), LinearRegression())\n", - "# Generate some synthetic data\n", - "def generating_func(x, err=5):\n", - " return np.random.normal(np.power(x+1, 3), err)\n", - "X = 2*np.random.random(1000)\n", - "y = generating_func(X)\n", - "X_train, X_test, y_train, y_test = train_test_split(X, y, train_size=0.5)\n", - "plt.figure()\n", - "plt.scatter(X, y)" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Fit polynomials of increasing degrees:\n", - "from sklearn.model_selection import validation_curve\n", - "degrees = np.arange(1, 21)\n", - "model = make_pipeline(PolynomialFeatures(), LinearRegression())\n", - "\n", - "# Vary the \"degrees\" on the pipeline step \"polynomialfeatures\"\n", - "train_scores, validation_scores = validation_curve(\n", - " model, X[:, np.newaxis], y,\n", - " param_name='polynomialfeatures__degree',\n", - " param_range=degrees)\n", - "\n", - "# Plot the mean train score and validation score across folds\n", - "plt.plot(degrees, validation_scores.mean(axis=1), label='cross-validation') \n", - "plt.plot(degrees, train_scores.mean(axis=1), label='training') \n", - "plt.legend(loc='best') \n", - "plt.xlabel('polynomial degrees')\n", - "plt.ylabel('explained variance')\n", - "plt.title('Validation curve');" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "The plot is typical for machine learning models, and demonstrates the bias/variance tradeoff. The training performance (orange) peaks at a value, then decreases, indicating that the complex models are overfitting the training data.\n", - "\n", - "**Bias error** refers to the error due to incorrect assumptions about the model. For example, fitting a data that follows x^3 using a model that uses x^2 will have some error that can't be improved by additional data. \n", - "**Variance** refers to error caused by variance in the training set; a model whose parameters change significantly with small changes in the training set is susceptible to *overfitting*. \n", - " \n", - "**Task**: In the previous cells, try varying the amount of data, the degree of the polynomial in the generating function, and the error on the data to see the effect of these factors." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Regularization" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Regularization is a way to limit model complexity to what is helpful. This is done to avoid over-fitting and increase the interpretability of the model. It balances model performance with restrictions on model parameters.\n", - "\n", - "[Ridge regression](https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.Ridge.html) uses linear regression (as before) along with a ridge regularizer (l2 loss on the weights)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.linear_model import Ridge\n", - "degrees = np.arange(1, 21)\n", - "model = make_pipeline(PolynomialFeatures(), Ridge(alpha=1))\n", - "\n", - "# Vary the \"degrees\" on the pipeline step \"polynomialfeatures\"\n", - "train_scores, validation_scores = validation_curve(\n", - " model, X[:, np.newaxis], y,\n", - " param_name='polynomialfeatures__degree',\n", - " param_range=degrees)\n", - "# Plot the mean train score and validation score across folds\n", - "plt.plot(degrees, validation_scores.mean(axis=1), label='cross-validation') \n", - "plt.plot(degrees, train_scores.mean(axis=1), label='training') \n", - "plt.legend(loc='best') \n", - "plt.xlabel('polynomial degrees')\n", - "plt.ylabel('explained variance')\n", - "plt.title('Validation curve');" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "Although the curves look similar to before, the variation with the polynomial degrees is much less drastic than before. Regularization is an effective way of trading variance for bias.\n", - "Many sklearn estimators use regularization by default: our logistic regression from a previous exercise, for example, uses l2 regularization." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.6" - } - }, - "nbformat": 4, - "nbformat_minor": 2 -} diff --git a/content/en/modules/machine_learning_basics/machine_learning.png b/content/en/modules/machine_learning_basics/machine_learning.png deleted file mode 100644 index b776fb73..00000000 Binary files a/content/en/modules/machine_learning_basics/machine_learning.png and /dev/null differ diff --git a/content/en/modules/machine_learning_neuroimaging/correction.ipynb b/content/en/modules/machine_learning_neuroimaging/correction.ipynb deleted file mode 100644 index d678835b..00000000 --- a/content/en/modules/machine_learning_neuroimaging/correction.ipynb +++ /dev/null @@ -1,4262 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "collapsed": true, - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "# Machine learning to predict age from rs-fmri\n", - "\n", - "Goals:\n", - "* Extract data from several rs-fmri images\n", - "* Use that data as features in a machine learning model to predict age. \n", - "* Integrate what we've learned in the previous lecture to build a minimally biased model and test it on a left out sample.\n", - "\n", - "Link to slides: https://github.com/neurodatascience/course-materials-2020/blob/master/lectures/14-may/03-intro-to-machine-learning/IntroML_BrainHackSchool.pdf" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "outputs": [], - "source": [ - "# Lets fetch the data!\n", - "from nilearn import datasets\n", - "data = datasets.fetch_development_fmri()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "How many individual subjects do we have?" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "155" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "len(data.func)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "In order to do our machine learning, we will need to extract feature from our rs-fmri images. Specifically: \n", - "* Extract signals from a brain parcellation \n", - "* Compute a correlation matrix, representing regional coactivation between regions.\n", - "\n", - "We will practice on one subject first, then we'll extract data for all subjects" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Retrieve the atlas for extracting features and an example subject" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Since we're using rs-fmri data, it makes sense to use an atlas defined using rs-fmri data\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "source": [ - "This paper has many excellent insights about what kind of atlas to use for an rs-fmri machine learning task. See in particular Figure 5.\n", - "https://www.sciencedirect.com/science/article/pii/S1053811919301594?via%3Dihub" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Let's use the MIST atlas (Urchs et al. 2019) \n", - "* Created here in Montreal using the BASC method (Bellec et al., 2015). \n", - "* Has multiple resolutions, for larger networks or finer-grained ROIs. \n", - "\n", - "Let's use a 64-ROI atlas to allow some detail, but to ultimately keep our connectivity matrices manageable\n", - "\n", - "Here is a link to the MIST paper: https://mniopenresearch.org/articles/1-3" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Atlas ROIs are located in nifti image (4D) at: /Users/mepicard/nilearn_data/basc_multiscale_2015/template_cambridge_basc_multiscale_nii_sym/template_cambridge_basc_multiscale_sym_scale064.nii.gz\n" - ] - } - ], - "source": [ - "parcellations = datasets.fetch_atlas_basc_multiscale_2015(version='sym')\n", - "atlas_filename = parcellations.scale064\n", - "\n", - "print('Atlas ROIs are located in nifti image (4D) at: %s' %\n", - " atlas_filename)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Let's have a look at that atlas" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/nilearn/plotting/img_plotting.py:300: FutureWarning: Default resolution of the MNI template will change from 2mm to 1mm in version 0.10.0\n", - " anat_img = load_mni152_template()\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 5, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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lZAYHgJaWFgB6zhrBX6vVUM0KLRx33HGr92EdHBw+EEa0kHZwcHAYidj+6XkAtAVGCIHTzwWAFCJTPDzPQxCYwCm9UfvJadoak2YKg9E60zTFOhcsBQCMGuUxzdhaBLn7Zd9Dz2SVr3T8xJ03/leOUlS7E2P6bNtM8ZWD/5P6aI7fc/t5uecz993wkj76XH7nQMRxjOd/chfSNKVrX5qiqT6lEFjSatsw2nMcx7bCllJkJ+i67uO49bK5CPb/K77yla+sfNAHCSNKSL90YQ3z588HoH127aWPAZ5mrdERhYIiC8HKmgmhyHydpgrKmBelJM2k/Muv2gkLQGQmRZmmCJbqCe794I+5smnms+d5lI6gWLqAShX1Z/MF+9Kke3mdX+WiFGu/ngIAaK+NBQD88aHXyay1y/nTP+ywOQwAZs6cCQD4/Ha/pGNf2MG4QTyq1QsAwRVfQbMIW8HNlvUa/CzwMQhClMrWLWOw4V63Y12pmZb6xvTRouX7HsJQny+lNaEnSUKpNS/d/jK18+fOP9GifPzxx3/wQXBYbSiVtHWNv2/F/LRCAEliBKZe+xR0OpNUeXOz53nkahNCNPXx8vtw16A+V7EgWNtms89aiDdGaBvhXmyfC2P9LH6Ow5s/h/7H8oub+Z4kSc6Ezp+pFJYwbsIEDGWMCCH929/+FgAwqWtHtI1qA4CMASdqONe8Wy1DBR2jiSAU0uy4z3Z63CetGN2dAJvAbBVVYHRu0vpt4Hl0vfQUbQL4rlVf30jxYwI0WlpaKMr3ueeeI5/1F77whX7HyGHgYKK0efWetjY9L6UUNmARIrepIxpFtjDpeYHss/WzJYkN6jEbUGoTdqEmvx07x/eDHKOU9TvmF2IvS2FZb7316Ld0ww03UOaBM4kPL5z+E7tEnXPa6m1730N/qFOe7GRFb7aJbKlUcseBuHkjq4gtT9O0pH+++FcAbNOiycZ2JGBECOlRj2ytP7Q0frfZ/H3R0lJ5X+0Fl2pOWT/wiTcWXv/sOP22c5luRykFmS2EjduGRmy2YF+oVOGlKXes9Ny+uyZhVO8odO387Pvun8Oax25bX5LbfDXExDBEVZ2CJ7+lLThm/nxQVH6zL/w4Rt/eK59HK8IWtY+QJhJVIsRBjD++99CHatPhg+Oqq66C92lrnuWaIRdYPPpZ5JSBfBlKCBTmqA1szQXUGihFVkitQVsxYs5PkyR3LT9uzk/T1EagN1FKeF+K4EqTEc5csUlVmktLbPYcSil4voeWlhZcddVVOPLII5vea7Ax7IX0vffei3VaP0l/c5YdQPO71jMtIPB90qQlvNzENIw7Mk3JBC1ZsBg3A+W13H52bznTk63nmiS2faUE3Ze3paMRE6SJ9akAoDztwA+Y6V2hrbUNkzfZBPfeey+++MUvrnC8HNYsrrrqKpTLZQDaXxgEflYHV7/nOI5YnjxLk0HePOd5HkQcQ0gJT8im51CZP1ZSkJvEdVgvwIkkgHxtYGOuNG2nFPHrwfc9us7sUTUZRR3jx4/H1Vdf7QLNBhgzFgFvbrM7RqXcimI+S1tmklv+mDUmhyYHi0KRm5Wj3uv1ZfIVWrc8dh/f93PppdQG2LochrSe8T5Wu67NXD/9kIQD6JlyI6SUqMw9KG/B7OcSbsniJS6LkeRRFOXN50MMw1ZIG6L0XXbZBb1P6WOe75GvNkkT+PDhez4tivV6RL5npfT5Bua6VNhdHy8yDrC5kCODZy+X/RqUst/wCeV5nk6DgPZ/S7YAK2bKTBk5vEEYZLVSPZtqkKoUSeZH3HjjjWlcjjlmmBHUDmNceeWV9H4rlYrO0YQRhjITbCZNxJq14ziyixrTdqJIC/K4WkUYhBCB+ZkKRFGcXRuTqyQ3hwpzU2UahVJgQteez9dpUxDBnGM1NH1v038hBHzfR1tbGyZk/jxDxLNkyRKX7uXgsBoxbIU0AGz4wq7oeXdcgy672YKvIkmt8Boo+Jfto1OvkAVLNDMVrSF03z5eC/mhHQMxorH7x2bmtOampsIMr01aD1EckW+4Uqlg/TfXTL8qv9kXolqD7/vo+9KHM30bbDd6eyiVkoXo/zr/b7W067BqqNW0BaNcLkMpE6WtKNXTbKaAQkAVBMh4IhRFT3PuBq6kGCilcMA3X83alqhUKnQ+V2SMZUXze+sNZRiGtBnlrHlKKboXcXujkZMiR/sJrVF7HiOLyilK9iO3FlnilpTOV0qhVrXBxkMVw1ZIGy1XQJDFmWsUnpRQWT6ySUWo1er0gnwAMrWLqQ0Qs2ZBnjCvmB8mTa2/gwfwJElC2k2apjZwjGnknieRJKZ9lVvQTUBZmiaIkwRxHEMphZKJxDWVZGTeApAIvRkRSuR+WA5rFiZArFKpoKOjA6WSNnNz7RjIfIAm71l5CIIAQRDkok45Ha3neUjiGCrVJfdMZgCg5zCgfXt+aCN8FVuw+KJmg9S0BYbPc91HmzZDC3jWUh6mTaXbTLUv0iyukyZNAqDpdm+44QYAQGdnJ7797W+v4mg6rAy33HIL5m7xKbS0VMjC1tfXR0LP9wNypcWxFXSelPCyc8y6mcnoBjMvF9I6mLHRvWLa0f9KRpRi5xoXjPkoblGYg9afztdRIvCRMjefOXFKMbhWZSUx9fPHDb9D00bMrVGeLnE5ffp03HKLrkt9wAH9V/saDAwbIf3ShTUsXrwYgCZ1X7d3ZyTQi5xZAJM0YQLMCixKPQl8XaoMQCokHZdS5nZ3fmDJTAxSNgE4tV69Vst9zk0is0hLCY+ibCXVcBVRfsfIierTRPsHgyDILd7Zo9EamqSMui9VWPfZnQEAfz71TaR7vA4A+MxnPrPqA+2wSrjyyiuJEOTfPzozMyXreWPmiTFN68XFvjvf9+D5Hnzfp0o9Ud2avj3PQ6lUQlAqIclq45p2TYoUj9xGZtYGNMlJTPdNSEgLYdwuRb81ChpX1mJukdX30H3QG8e4U8EvS8iynu8bq431PUsKm0/bAgDwMP5IjGr1et0JbAeHD4BhI6QdHBwc1mZMnz4dlUoLpBQIsvgUpRSLcbG82IDNPU6lRGo2cYm25Hz/bK0w3FrQdos5ymbjKITAzZdvyNrWO7oDjn6NCFS4RZIrPsXjZjM467INc0oNb7tZVDfXqovaMaBjOUywbZImOU2an098BGGmAP3qU+gDMP2YFxruORQw5IX0gydqP8joUaOJsKGkSkSu0N3dTbnRhmbTaC4UgeibkH/FAsdsVKtgwWJSShtxnQXcALo+acImQJL5Wzi1Z5IkiDKtx/N9IqSXMiVTtRB2kkg2GXl/dFqDDg6TUlKAG6/zmjNDZZ3s7u6mtltbWoEsNe3xPy3C8q7lmP/xv+Lggw9+H6PvwHHDDTdgly1+DgD43DaKFkrPC63JWACS1oOsnF8cU9qJ8bcJIRCEgTXPJTFeXedbAIAtfrBAmy09D1JaIhxdo9dmDNA8zcyXgJ6nMdXRte4UkVt8FS2s+jwzBwFu1ubatmVv4mZ5iWS5PskbzTIlso87TdopZwW64w7tD1+8eDGOPfbYfsfZwcHBYkgL6VtvvRUbj94NQObLyBYcBUVpLj3dPSTEDHd2nCQIjL8ajP7OS1iQRQobsSrZDlLAujoEAGsu5OlY3C9szJphGBKTU6PvxTQq6aPmA7c+bG6a1GkvHjxpmagoUEIpKm6eJAltWKrVKlrbbIEPModKoH10OyZtsw1uvfVW7L///iseeIccjI9VzxPzvvKbPB6YY9OhDIsdy9lUmlREZO4YEwlerVXJrB1FdToupEQQWq3JkIoIISiHXzIWJz3ndAfCMIDv24AcBe1HViqlCHOuLel+gu5lNDQhQHNTqZQRoVi/i1KCvjcmeaXsRsb3fUyePBmAJuMx/vxvfOMbKxx7hyzt6s05aB//EYpzaZaDrMFzSuwxGxhmd15hGOb8v3R2P+lIfINoNV2V+97MDb0xte1yd+Ksyzakz1xT5+2vSl+o2ExkN8NkERAS0mfj0mRYiq7Gdy/XbpobfzIHh9w7vel9BwNDWkgPFJacep1dFIXA6B+veW1z+Rk3AbCTcNR/H0jfvTT5zhVGBjsMPHbd8iL0mxPvgLQrW7Rb+z/H+K2fxJMD0KORBR2jYtPjeO57Pjah0Rycz5Pm5nEd71CpVJpyOvBALC7QeFqoaR/QcQfF4DEDE+nNN4VSytz5PGCNm9/NvbnVkG8U0sRaI3M0puznytumKmBK0bW8HV56cyhgSApps8v+xCc+georLCE9tROQD7oJBpNSanN3kiCVsmGH6Hm2hrSUIK2oVCrlXy6B+TIKmrGZqJ7n0w8g/9kSCyC3S1TgGrydjB6kZDmqshAsxpCmKU2oKIro+bn2zies53tIkgS+72Prrbd2Wsz7wHXXXYdRo0Zl5B6WM5hHjyaMRYkHdDWzpOj3orVaAUHR0UmaoFbVFpFarUarahiElDEQBAEFoOVZlOyc0lYYM3d8Kstn7q3nnMgttLwogjF9p6kizd73Azqu876bsTfpf7W5Pc6e3y74miNc96ulpQVjxowBoK0UnZ2dAOACy4Yhbrp0A6RpikOOW0P5gw5DU0g7ODg4OFh4voeenh4AQBiWyPLHMwe4q0MrGNmngsU4ZcoOL18KFJgVVd6UXfzb/BtFOjOhxrJbhBAUG1EqlVjGQ0Tm6WJudH/3bXYO/y5lKYr0XbYJthfb42nC3TtZZk69jnqW3jjU0liHpJDeeuutselZJ8G/52bIbMBe2vYOG7ySxKRVe75n8+WUfmEvTLodga9zUTdb8FVqV0oPvq/bePv4K6joQZn5b/ujxVOZD/LVn64HKEX1fOM4xvLlywEAo0ePJt+LJyU2PvXt7FpAZcrHstNvtDy2LO+v6z9nERGAd62XK95ehE4BS+mZzfN7vrU2xEkMP3u9W/x9P61iPaXza6eaH+bD9wA339P/i1iLcd111wHQBCV6QQxyi6DneeR71daZTHtUfKG0sAYZpTVKBShhrR2+76OWFbR/8Zx1aKEolUp2MbMKMxW43+jUt4yOnt0nm6PZtZ70sNEpb1E/KnfvCyjFUrm0Rm5ITsy9+vqqLOVQUX98Rq2bJEnBRw9amHVbIeMZsGOxCTZF2p5p5h0CyZQET3b9HVdeeaVjK2OY0auwaNEiAMDodUbrtahboFqtoqenG4AmM/E8E19gc96LaXYcOTrkzGzM4xL6E1L9EYwUTdLm+4TRGnNLZbP1r0hgwu/D86dX1q/itYCOAOH9UiRHrPXK8z388rI2am/i/fcDAPbYY4+mbQ8khpyQvvfee7HBBhvA830dkWpeUJrYwJp6REKKE5hwpEoLshxJfEZnCADt7e25YIZmUdZpmuZ8KQqgHFSDJE5IMCaxzdOO0wSR4aiFNX1GUZTbQXIfiwl849zc+iT7TPxfAwH7AzB5t0mSUD52kqbEhCYYscGChQsxuenoOZj3peeIeRc2KAyQWQlAs8O3i5wRWHZRUSyYzHzQ741vMM3cCYPQBsXULde3lBI+pY9oAUgEOyyIxtw3iRPI0Pgv+QJrI7pl5qLhLhsAKJdLtGkUQhAhkKa11dfW63W6jgKS/JTmN+cI1+ck7F87dp6nixwopXD99dcDAA477DA4ODgMNSF94AzssHAhkUSsDrw05U4ryAUw+et64UE/u7I1jXHnHQ4pJZadfuOg3N9h1aADxQAgXCPtb7zwLZjo6FcnrfeB2zFas9ko1qM6EL//UoCV3+yr21FYJerQ/eaUEUcRSXdF/vmUNof3bJ+/5qvPZtkXkaTr7vqY7uuW4VZIvAR/7v7T++77SMUbb7xBvnspJFKkgBAol8u0gerrq1JaqbYU2qIoUtrNJYdg1pggCHLxK1wr5hp20cxc1IaFECiXS6hn8TH1ep02lGmaknk+DAPwuJlmedKcfY9n3vANYi4uqUkVrCLjGW1ckyQXIGYUtXK5bO8pJMaNGwcAuOSSSwa9hvrQEtIATRpA//CNzhhHMWkUuQhC5nvgkw2KvXg2R5vRzZlri4iimMyCQFbMIknoXwCo1+oU5FWtVknL1UFqWSCYkKRFAIIKtvP75ityiX4nnnm2fBUjOxbERKYSqDozQWapOIJdwzV6B4urr74an9/OBGjxIvUpWJVwph2D+QU99k7191HUn9DM/IZKLxjlik4r9FnpP57SlCQJRZ7GvX25VC9zPE1S639L9eLU11fNtFp9nPPaSymhZKN5Uy/ylvrRpFKZVMQgCOBJib5MWBh+AJ0q2bixKdLqGvDPQRBg6tSpAIBZs2bhoIMO6mfc1g6EobWoSF8i8AIg0oGFZg3hjITcxJ2mCeLYzkObPqoF6iV9b2Fyx2QANpIbQENKVjMTs5TSrm3ZOnrDJetBCEGuv87Oztwa1d7eDkC7BHnktg3A9Rpcjbz9Yl9y5nE23xWzYpm1MyfopQcVsABkVjXMWDKTJMGJ62wEAPjWhNca+jTQGBpC+sAZWLBwIQBDGJ9ixpWzsyjmTBjW61AIcP4VdZTCks3HS2JLg8hqiEJa7UJJ65toJoyLx2wEb0RmvBfPmaKPR3V40qOF1Gvx0JcVN69UKiRc0zTFCz/WxuRNTn2b8lXjOEIYBg21WvkGY51v6AVv3tVZfqwREsakKOznlBU58AOf+hXHdlPT11dFGJrNg8TeV9+rmxECJ//2twCAL3zhCw3jsrZCsswAvUhkkfRxjL3G7QIg40DO3t+9S/5M1woBks5mjnKO7vw714vpBvPfQJKkeHOqZXTiDRqaWj/wcxtS44qJkxgyi5wOK2Uq06qgz3nt/PVogds480/37HVb1ryguen7WTpP9juy/kLLEkVmagDS81BmC5vpl3nWfZ4OaIxUmpL7J0lT2jd/+WmPlWD1ccfWmoBn83W2wGv36wVyoz02ahwXB4e1BENDSDs4ODg45GBK0xpIKQEpUCqVUa/XsqMp20CBadW28IUuV2ra0JvH0aNHNzU190eSwiOhgyDIBZrx4K/jTl/az9MsxU2XTs8dKVbc4kQ9nAGSa97NtG2zKU3TFMb2qjfRzQPKzEb3gnNtQGQYhnRPrrGPHTu2n+cZOAwZIW20DhNIYgqIG0NhkpVEO+mbAdraWuF5Hs6/oq6jTUvMHGLmG4t6FhCY9PW+zOyRL7phPvPow1fOnQYA6O3ty+d8MlYyeqHMr8GZyPRz6HNev2A6ab6+76OlpYLR7+ZJBIpRlVJKTDsqRpIkmH91KXska+42H0ulkjVlMbu+kIKYyP65za1oa23DyUfrMnG+8SclKT4x8yf6AqdJUzGIMLQ0nzq/V2LG+M9oa4dJJWF+3y+M/RR838fsxQ/n6vKYNngkuH5XNk3G3oe9VB5QxpFFhBvY6kd+bj5z14lZ6JWvtAVm/3sACFSUpfk0rph6PW/a3O/Sl6i9Uhjitm9tRvP+tunazL3v67p9U6kNLE9cp+ZYVwH1UQimPQf0OwEzYUpPkh/zuuuuw+GHH944HiMcfuA3VqRK9bpSLutSkUkS56LwDfIRzx7l2nu+D8/z0FqxrDNF3gnOAmYQRRGtJ4sXL8a6664LAOjp6WnqeuOmd/O5mMaVJAkxR7799ttU/rJUKpHpmW8OuNmaz3dinBQlWq/7s47y5yqXPAqiFQBl7PBNwujRozHYGBJC+u2330aYvRQd+GBrjPLJY/IEiyD6T1ZjlB/n4JWsDBqI25nAJgpEYdsz5kcASOuJ9WvAThgPHpnhPU+QK1NkobSe5zXsYPtj62n2PLwiVrPn5OMwqm0UgiBAGIY5Xzn3rd9www049NBDG9tZi8A3TPZdeOT/8lh0tVKKBLXRABLi6M6/O8/zkSQ2nkKySm086pteuSi8e9qbKfZV/p1LqgSXss1pPqZBx2noNDCzUAWBjzTlWosdC/Pbi+MYtXodtVo9C/zxqEGrXdliCnzRJpdL1RY/CMKAKE093woQBeR/hxmCIMDFF18MAPjOd76DtRptipPDA7ECEgX0NNcaBxo3zlwfQH5N7a9gxofFdj/R8uDvp62A5q4JLjxP/zu0sqH7x5AQ0g4ODg4OjaAYF0aJCYCsen4QaEUiFjlNGrCBi/nUQWQlS/PkIdzEy83cvNzvwixuaM6cOejo6ACgtV6zSeWKRzEOoxmtaBAE6OrqAgA888wzmD59OgBg2rRpTXO1i8QrRUXG87w8Gx7b3HKUSizik1J8rcKi0rS54jNIGBJCWnp2N60r/WQFuYXIvSxjGqnVapSmpcAi9CDIJyEyk/S4Q7oy04nITcaiJgsAizvO0P3J1N4wDHLR3bzOtGGnUcysrpTlfw1L1sfBc6t9X0+kzglnAQDGL/txw3hoth6jhXuYfIQ2Lc67yrIMUeQiyxNPlZ1ctXqNqob5gQ/P9zJqVZv7HUcRjbsxNa2NuLF3Bt566y1gF/23gsJ7D9wOAJi42xGQnsTNs4+CgMCBe18JQL+jMDPZelKiWqthj9H/Bk9K/K7zUTpH/wt8adJnAeTTUbSmq5EkCdKanmuXlN8uKsqmY5QPLT1RVNj1cWE1mNPVIm5Zh4LC9UqhYdE2hWtUnvvY9NPzPNTrdew78wUolSc2IRfQF7Zp6Iuu9KXbiOIYcea84pG5Jtvgl7/VfVwyW49pFIHKLm6afApJkuCpg+7DRRddhBNOOKHJ4Iw89PX10TonIKCMKTdNgWzuaSpkAK2Kfsvo1lcYGIvKrHJXg5+5iJwZmQm9KIqwZMkSAMC8efPw5ptvAgA+8pGPkJDm62nRndiMStb3fbz88svU5qhRowAAkyZNatrPYjvmuNGogYJWTcHfxR+T3ZwQQVYU5czd5lneeeedhn4PNAZVSJvqQp8vVOsxSNOUzGJKKVo0ent7NY1bXVcL4sQm5BOWAkKKXJoR3y0WfRSmgorQ9mMAepdqfBbmPCBLDTOEIiKf6mWOC1ifId9oFElK+K6ymamPp0QQn7ef5zG39xRkXlSpIiHtSc1gJqXM+VL9IICfjc/YsWPpfaxNZu8bb7wR7+z4NkUpA0Cd1aWNojpKslTkA8n7nqX1n2oyEbvBys6gBbSWUSia702TqWLpc4ktbckhRJ7SUTAJzK3gKsnMjAWlwhD15PemdqvATfGCzWvP82iDHMdxblEWRpCzFpulFfq+T5saCIGYRYNLz0Oamoj1iMbR+jR1BDpP33FwWFswqEJ612su0h+y/NDVhfYDlsL3fQo+WFWMfe+/IKXEkjH/2e85p6uFUEqhqnTaVapS1JUWjKEKM1pIoKwq+MkK+LwmdJ6di0ZcFUw6XN+zVqvh6y062d7kn/70l/WG8zf7u6ZE9bNgkXuO1AKoaDYCgI+d/5/YrK+KPx5xwir3Z23A8v+9BeWSnZ83321pK41WXcSM8Z8BkC9t+n7Ic76bbARf5H+aZfkXQCkkJnpVWUKQgtS156BRezn0EwdrTTYT8Nf/7aZ++3H7tzYDAHztspdXue8fFN/8on6MS3/T/zmbXbkLAAWM8JLoN92k34n3b7uht7eXjpsoZoQBVLZR8j0b/ASlWIKcnROZ7aRpNLcBjyNo9n0cx0SgUq1WMXfuXADApptuSvO8P9pOoFFDN22adqrVKrXfn1mbW3qacVz0Rw/acH72bxLHtFlM05QKFUWM2rZUKtH7OPjgwZl4gyqkLasMZ8dh3wlr0uMl1CqVCqrVKuIkRr3b1t71fV+TLGQ7/+LkKfLDcv9Js0maO5/1Q0jQAsljchXscckISYpl07jZvch5a47xH5TpD48iN9fFcay1m4w+0nB9VyoV4j0XUuTKqRbHWvfXy43x2oBrrrkGkyZNwsIw1KQQjArUBADGUYzET+g4j7A35Bxg76tcKjWzQtMxKSVplIL56viyyl0SnpTULwibYZDwbAAeStvkngbWNaIKZ9m0nXw5xMYFMfB9mofVqq2BHTD3TO63lI2Rn2Vs0F2zNo1FDNDWhFrNmhwNe5bPq3kp4M477wQAfPWrlpd/JOGqz+pMiwoLvuLR1VFURzlzT2lLWha85wdQbCLdVOoEYH3MxlrRLGe/2RrJzctJkuQsKO+99x4AbdVsbdUmZi5ciwIz50/P5m1PTw+1o5Stlc7XwmLmDSdRMbAZOBIfP7srd+3BQSE6WyF3H9Neta+PfhWcL/9nO3wKaZri5/Nfx2BhUIX06Rdl/tCyIpJ4KbWGsHXvl3Q0bfbDfrb1bnpZnuehUqnghydUcjVGL3tvLiZMmACg1MAoZtpuVkiDRzzHcYyOxT8CAHxr3DE8+kIHXED/BowZPk0SxuxsjwPAD6ADLRT9D7hi6S/15IBd+It9oHFAXkg3S0UwP6pTjilBCLsxkVLit9+0k5v6KAWEqfbBfrDQNGZNfUcjDbNmzQIALNr5MnRVygjg58ZIeh5ZYfr6+mxgjF/YwDBNVrBjokn6hxFWFUY/WBSV1ISU8Jigyy13bMFq2hewEpm573l/7B+H/eshTX3bHOVPaEFePeSMnNW/XC6TgK3f/X/UL8px/eLHqZ++5+U2ija6PKDxrUcRlMq4yX2f0sekJ3N+RV7mcm1yzTisnRgSgWMODg4Oaztm9Cq88/Y7GDVaB1Bx0hDJcsujKEJfZgaXLF7ApIzeGC7LWUL6S4Hi2nPaJGiKHy+al006bE9PD1UTXFG8QLM85Z6eHmqn2H6zdNSiKb6ZmZsrMnzjba6KExtTUa1WidGyVC7T+EohyAoppdQWSilx0003DYrJe1CE9OmLZgAABdMUA7pIi2SDv3XP3kjTFM+1zc5pkr7v49peHXVYmjSp30Ax83eOI7ufl8snZo5nlooIJFZzEYKOw5jooaNZuVZLUYSsbFtR2+dmQk6zWNRuPc/DbdD+6UhEqKU1HNE6vuFH8oOLrOndIIpsCTmeD/zf307yeeEjGHO2vwAAUPJLufdI5mal8Nsv6B/jf9xzI5kZ01Q1dRUALOq6yXcKIJM1r+y2IvTnXyNtv595vCrIna4UVO7vJjdTmlzF+AS5Rlzkf0/TlBbB+DdPIAxD3HHDf2Uc07xp/cfiA+9EX19m3UqsWVsyxiiuRSsoTLng4wCAnmOa8yYMZ4SlEM1Mw0IICGamNuPeX+R0Me2JrzkGzQRwHMfUdvE4X5PMO67Vak2F86oI7FqtljOhc2tmM2EcszWV+6ebFeAwrjuar6w9ck2Vyzlms2ZFPYwMSNM0s9IOPAZtRZ43bx7tAPkLSpWiThV3dfw/sHNM+hD3h3HwAed+k2ZR15q8vmTvbziyk4SEca1atT7prNg5oP2R5jOUQil7PihrJORCsFar0Rhwgck3F77vN/wI+TMawhdPyhwZRPG8ZkQdcZKQGVZ6HiqBj2nTpuGOO+7Avvvu2zCOIwG33HIL5HbmR80WssIu3QjVIAwQZ9HacRxZBi+l6IefsnnVkKsJ/T59FtxjwNsQJpWmiIK7pd/jTeZ9miQ2ipprUoVzyY0kJWkQejzYOWis96vQuEHwPY9+V/V6nWImpJTkYwZjVNPZC3psKuWA+pbEtma88mwkO18TPM/DL3/5SwDAN7/5zYbnd3C4Oe2BUgoHyPdHeDKUMPLVJgcHB4dhgmINbgOPbX5ypmulbLAqq+hUPI+3WdSgi/E53LzMz20WcFWv13OKVLMANG6R5O3X6/VcCclmWjW3Nhb7VqQI5Upaf8/ue0zpYWNn7mWHNa/sSCnJrD/QGDQhzaOvi6H1TbXBzL+wdc/e9Pf3Szo0vtng8onULAirqJEbTei1117DQw89BADYb6v9seuuuwLQ/gshBI4b/y20tLYSQUkcR5aEXSlbUSjwMfPdS+m+RmP+48N/xHPPPQcA+OxnP4vNNtNpLrzkHH8O3udmaQz0fFnAEg9KKo5dsW0pBESm4f3wF1qr/EZ3Beussw5GKnp7e0mj06ZnfTyFovKNQWg1OgFB2nO9Xtcc2Mj/8AVYCVSm6XEShqJvDGgSFNYEZILLzHbc9JewqlK8QpoJXiyXyxQFzHOyBdf0laLc63pUR61WQ/XgM3L5+c2If4poFjEchiGiKILnab9emjLeABqjxPoCpSRzgQh8WrQB5KK7TX+nXPBxjKtvqY+PEEVaSomP9n4JAODVvNx6RQGBhffHAxghBETpppzFob+A2WbrCoDcumzWxTRNyX/M+bS5ZbLYTjMOcH4ON2sX2zftcv6IovuSR32b/vK1nt+feW7gZZuZLbv3yglpXkrV3PP5UfdASolSqbRGqE1XBYMmpCVLLZHIC1Lub24mdIzxmEc4N2u/aD4uhvbziWBQqVSI+ea5554jRpzddtsNm2yyCaQnkSaJTQ/x8wUTCEwwv/LKK3jwwQcB6IXetF9k+eI/iGapWdx/wmEmIffh9yew+WagmN6gsu9HIvvYbbfp0ozlcplYsHzPI5OudgNkY60C+0pFfp6Z9+EXSG68gtAGAME0H+7H5elYzYQfN58D2gwde4neVGV9KYUlyGx+Sc9jhV1sO4q5WXRxDnOD/GJjrimVSqiUK6h2tEMpUAnWvr6+3G9yZf5GnlYWBkHmkkmIvS+OIssvXtgs21RHS0xUj+qQiRUc/Pds2NIuueQSHH/88f32y8FhuGJYm7t/0ncgAOD0llsG7J5Xdl5Fi5dBswR7AMBAyrrSXY2pNCMvrmbAcfeeByBNEux9360N383KiE0O6ofUZHWimvwrhJRokX/r95yZiy/NWVh4kCKQ1zz629gGQYCD8QYA4MIfaT/eMaf2NZy7ujDmpq8gCHy8d9Bda+weww3mZ8zTS4vKC2m7OS1RkPJSDDhdmSWkmOYJ5JWBer2eI1ZppiUXg71WRDxiruXaqWnfpPUZ8KJIRe25v+fg/VdKASYIkVse2NglSdK/klSINh9oDLiQvuiii/D6J17H2LFjKUK1uJA0i0Tkr6QQ9pLzZXATndF2zPdcu+b3jKKIBG+pVMLOO+8MAPjDH/5AL/13v/sdlS3bdtttscUWW9D13Kxk8MILL+DJJ58EACxfvtyW5gsCar9UKjUI/GI73FTFyUzy2oRAWlJZWcWG5nLjJVnuebOUhjAMUavVcNFFFwHAiOFJNgvAmDFjsCQfZgzAmKn151SlmtELILIapZQOIosaf8j9gTRqZnrsL+ArSRJE2eIUlkpob2+na/ldSlJzORdftPmTZzAUAymbWQRy/c2OK6Wfb9q09QAA48Ypmqc9PT25VBVVaDs3p9i9Pc8KFk4taszqSqWAYHnoucjiBElSy+5pg9vCICAz+MSJExueZ7hhq+69sLRrKZRkc88IT4AsIEmSNLUimk/NlJdmLkQ+T/rj3zbrZVdXFwXF8jUpDMOGioL8X95WsU1dEtau9ab9rq6u3PnNnoFbWZttFMyxAyv3N6yJW713Y8P5vCBIqhRxHXxk+RcBAPX6z3Pul4HEgAvpZoOrlGXN4TlqfDcGMEUxMwc+N/YQRFGEfdLZAIDZx99A5q8g8HNF05ede2PO18B3cUeMeQnQayKicXXqy9eemYQFCxYA0ALVXPv444/j8ccfBwDsuOOOmDRpEgBg4cKFeOyxx+ieZlEqlUq0KN59yCZ4eMyy7Fk7cVOPXlz6K52ZpikOb384N4b1ep2KFaQiExY9+dQM3/fx3NhDctdt9d6NehHN/k7TNDfuQggcM2YdRG0R9vX/ipGCu+66C/M++QsAwOIwhJ/5RjnjFye6jqMIim1kfM/DPf9xIIQQ+MK9Og4ijmMquMI1amZgzhk2eHALmnxfrVbRljE33Zl8C8iIk4o5o804MU3aU4wYPT096O7uBqAFqhGu1Wo1V1zGuGLa29sptWTMmDEQQuDGmevnFqTrf7FuTii88MILOO0ncS4Tor+cVSEEvnrID3Nm/jtv/C/6ncaxZtKq1WoIg5CErkoVkpTV4M7aD8IAgSE5Yax+Y8eOxTXXXAMAOOKIIxrGyMFhuGJYm7sdHBwcRhJ6e/tQKmVV0vqxKvYPvhUCzuk9AIDWqJsFVzXTgLmmywMGFy1alNNujTLQ0tLSr4mcg7dvzm9paaF2arUatb9o0SJsvvnmdC23fvaXE04jUNSgC1q0EMgpL0qpnGYN6FEscmUsW7YM7777Lj7xiU80fb41iQEX0vmIPrP7Rs70nTMTZp+fG3NwLuw/SRKgWs1pGp+7YD8IIXDP8TcCsNHjJgBFSkl+B27uu65Tm64Pv/Y4BCww5VcARRx+bdoMjB8/nq6dP38+AJunbD6be06ZMoU+n/foJcRvO/7GJ+m+nudBHHEpPSv3ifAEfQOe7G/I6JVSZL6WUua0JV5qUAiB58YeAqUUPrL4erqnmd7Ptc1GZueke4wU9PX10TiGQWArPbFzFCxRiV8g6OBR8r/9otZk6/UIM/6fphcl8gdqqxH0XrifEKAIbd/zcFv9aP0Fs/oWrT8cxjxIufkARaLqPtapXu+yZcuIJ7mnp6dpQGJrayvV9N16663JhFz0jW655Za4Z5Zu5+9//zsA4LzL2+j5KEiumRUsg+eZ+V1CrVbH2FlfRRxH6Pn6vfp4xsMPAL4fUGUxISS9JyEENTz5/I+jo7oFXjrqTxjeUDkrBi8L2oyIpEha0gwNAaKFqO7iGtOM09tYFM09DTVrR0cHrRU8mJLPGUMsYs4x53d0dFA73N+9YMGChloGpr+cIKpZtLedpysckuwcXUGwWUpaUU50dnauPdHdfMdkDK+e9HKTyIDv6vh1/YX6R1GEtrY2Ek5mE6BJnlRuJ2YIFsz1nFjCVJVJkgQtmXD90pe+RGbEt956i1KnNthgA7zwwgsAgC222IIWyKVLl2K99bRPb/LrU+yEYhMWqrHQhukP9z8b8B2recbu7u6mfqA0TSkAQ0ppJzcj8OA7ZSklCQwz3sMdd999N4A8i1IuY4CZ/qEUvXefLVpp8dduouRDK8jNpiqvx8ASlTAfcCwlbUgV7DiPHj0aXmTZpZoVK+Ab0s7OTmpz1KhRVHe4yLhn2qlWq7TQvvzyy1Qnl3OTL1u2DE8//TQA4Pnnn8e0adMAADvttBO5dDjzVKlUwi677AIA+NlVT9N9iibwInIR4EKQ5pgkdgPve55NxwIoVdCw5ZkBTNnCyiO/HQYW3xp/bCHNE7C/hnz98pmLLxu4jq0AW71340oF7zkn6n//dtwAdKgfOHO3g4ODwxABp6pMksTWh2cWM66Zmu+yT3RsRdHPxaAzbq0pauadnZ0AdDAX31gZJYVTcUIIqsNuatwbGKIVynfPrjXtzJs3j9rv6uqi+1YqlZzJn2u7RVfAylID9b/Nv+e8GnwjGvghpOdhypQpg6a4DLiQ7u3txT8qv8ak1omklXiVu3PnNCV1L5g/uPnNDF5rayuEENhr5qGQnkTgB7jnuBsBKHScdggEBBaedRW1YV7u4dcel9dYm+zGD7vm2NzfPT3aPHPZ/ufjiSeeAACc+Yfz0JeZoVtbWwAWeyVYYJIhdRds0hU5c9M0xRFj/tw0l1ZXshL0zMYkz6N5+RjxyEVEwN9b9wOQTe76PshOQpKVZEuSBP+PmZ+GK+r1Ol7f9qdI0xRlaWpCCxgVTQgW3Zmm8DN6SghB4VkqV8qRNS4E6pnpO44jhGEIhc/k7q+Uwqy7j0KSJlSr9qAvXZVjjkrSFN+8f1PMmDEDyJRgbuUx5wFaS/3rX/WkWrBgAb3rcrlMue0tLS1kQhw/fjwR7ZRKJbLsTJs2jTTpJ554Au+++y7dx4xHFEWYM2cOAGDu3Lm0mH7qU5/K8UkbLXxUxsZUKpWwbNky6lfTPPA0JSpQnRFjc/gVt0Ww5HIz31WaIjZt8pzpNIVS6bB108ycORNv7PAGOjo6cgK4mVWCk5k0rA3MSiMKx1blM3e1SSlpnnCNc7311iOf8VHtR9pfVGY+BrLqgMIIz5RcOFLZdTeKImrn1VdfxVtvvUX3MPddZ511coJ5Rb55IQQOKN/f7/e6L/2kg8n85oFciJ62Qm5x9veRJAlmPqvXzuOOGzjVesCF9FlnnYWnehUWLVpEQqlIqM7RX64dX7h4FRjy5RoTOhNWghVHkFI2DalXKs2ZLG2krjVmpqki8+JTTz1FvurOtzrR0TGGzrHFGAqMX/Qhv9s0/SkWueDED+bZqKyxsqQpfCz4+fnns0+XJAmQ3dOkA0VRhM7OTpx11lkN1w43xBn/c+DbuAGFAssX28gELKI7X9rRbBrzrgdzXOcjS8QyzrNpGZ9XktLixTdMSikEQYCOjg4EQdBAtlPEn/70J8ydO5f+Ns9Uq9XIp9fb24vly5cDAN5++206p729HVOmTAGgfYHm82c/+1k8+uijALTg5zmqXGD/85//BKA1ns9+9rMAQEJfj6tGEAT0e1iyZAm5ZTiEEMTupDeq+rjv++SiStLU+u+VHY96VGduLOuf9n0PKpVob2/HL3/5S8fl7TBiMCjm7ntO3AuL3l1EFJp7zTxkJVesGLOP09F5QeBTUBDnugWAGXMPgJQCV32oOw0MvvGNh+wfUgJ3ef2f/GERahKJ2cfr1KKXv3v+mrvXIODzLR3wfR9/iPtndvl8SweqsoZyWWstEAKLs+/G9S5drf25+e6jACEGhABlIDHrsg0AAAcd+0bDd3fc8F+Z1UL/vSpBPWstWEQ3p6JUylaz66+QEArHeKolXwsNzDEe5KWbsVq1CZBN05Ry93faaSdrsUNekaKCRKmC9OxnIbL2veaFjXbaaSfce68OGuzs7Mzdt7886GbPZE5tDCVptDDy6PkwCGhTqPurryuVJFk+05UE6K0pDJpPuq+vijBsTtLe7KVwUxwPKBNC5Lh/eaSzDdyRECIzL7LoZwNRUHNzWj3z99iP1sy22Wab4cUXXwQAtLW2UfCVNlObiaGaLkxcv+ZEK8XnFtlrMtpY8UdqPtfrdcqL5eXWuIWhOLbmPvod6B+liQIezvjNb35Di4/0JDzFqjuxcU/SFElizGjmF54PRqS5CWFPYXMgTRXq9TrqqCHMzJMAkCYpkjhBFMf23aosqjtJdNUpKVEul/MuCTT3F86bN4/eYxiGlDFQLpfp8+jRo8n0zS0yaZpSpHdvby8VCxg7diy23357AMD//d//UXAZtzLxebJs2TL87ne/A6AX1q233prOMTCBcePHj8eSJUsQRVFGXGHOkRSt7UvufrBBdfV6DYFvouYVi7ZNKbAvLIWFyOQUHR0d5P4ZTqDfe5KQMOABnxxpmuLsH+rPP/gvRlID5Baz/szd/ZnIzT0NeAGM9vZ2mifjx48nF+Nl711BfazVavhmh+YMSFVKLgrz+dw3ztOuGPsTofc6fvz43DzkmTzGGsP95c02KSuLcgfyc7kYZGjN/PbY6RemiGNjMUuw1YMDv8McvMAxZesa/+qb17DIbZYaIiSlwxTTAoxZrlIpAyEjN2AvMVUpZszdH2EYQkq98Bgt9YYb9sjtUpu+X6UKPrLssxBkOv/B/ecQU1QQhrYdrjoIW5pPKDS9Gd94AIKZWBUCFpFuxqK4M7zn+BszIa194mGYX8CoPGUU5YI6jOUhytrs6+sbERGyxLwl9Hh9vqK1AO6rU0wY+4GfE8BRrIXUe61j4XsexvUtY1fa8wC9aerrq+Lu2sNAVaHn97cD0ItTBMt2BwAPyT9ASomj7tsEo0ePRqlUQowYfX19DbWZzT2MVgGAeN+nTp1Kv4Guri60tbXhx3/+eUOhFps9pt/vRfucjeXLl5Mfuq+vjyK3N910U2rz3XffzWUe8IXdLNCPPvoobQ422EBr0rdcsVEhGn0DAPfgwQcfxKc+e4V5qsJY2g262VjU6jXyafJ0Qins5tOTHm10U5VCZRkNI2H+OjgYuOhuBwcHh0GG1vCAqJB6Z9NVddDc2T/UG8tqtmnK4lQBNDIOKtZ2/j55bbBIl8w3WSa+YMqUKRQ8WK/XG7TWozuO0hajSLfTG3+CrFehegSpEDhl/ZMRBAGu6b4294ymTdN+V1dXjqa0mdVwVXjJ+XGj4ERRRDwRbOjy1kYp2UbeWnGiFcROrUkMXqnKSqUhpxMAatUqbf9bW1tYVHR+cKpVm8u8V/3TAIDZ+B8bOh8EkJn28H521jlNC1YZlkJQFSHN62ojfg2NqeSTyXwJbSY1+ZxC5NtfFRRzqTn3sT0ucgFt5F/N9whKpRSZDqVQygLNjNa9x+zLddtHHbWKvRuayJtfuSlbWbJ9AXjEF20XryiKyNRqUka0NqnPK96Duxbq9Toqu38VgF4o//jXE1CtViniOYoiekfcvP3ss8+S6bhSqeRMcn/7my6qMW7cOGy88cYAtOl74cKFAIBJkyZh4sSJlG9sIGDJgFSaIoXWnMeNG0f9nTNnDpm+29raqExpb28vmceLCyUFcdXrePbZZwFY7myj6ZsxM/Nq++23pwh3n2n7um1mX8yOj7t5X5rD5vulB/8K0pPk99QlOm3wXpwkGHfOVuhItgC+jmEFbR0zZDtZClaa5pyr2sWSF7RxzNKnWDpUkiS5oL0VkZ8U89YNfN+n4MD29nZar4sBt8atlPKgyDRFYkz4UhFJUspSnYow7W+++eaUglWsNpefN419znsqrSuPE0WZ/gthq8rxErOCB22yOdwf49maxoAL6ZkzZ+I/5rxBUdAGZiCC0LJ28cVP7/bMwhWzCVOHoc3KT94EYehlQtrsElcQgs/+VUVhi2wimLQv1m/Bfd9S0qJRTIGgFrOIc9N2f2Ql3EdfrIvN/Zd84qZpkovuNmkuUgrmTrACnNcM5v0IwxAzZ84EMLCpBqsTjWNpI/xzsfbZxzRVqEeZ28IPcvWLjQBXbHPGfdJRFFFwCU/fqNfrWL58OZYtW5YT6GaRqFaruWInJr2qXC7nzM4mYKejowOvvPIKtW1MzVtttVXGfOdlLprs0di8M4toHMdYvnw5Ojo6AIAKqgDaL2gEdkdHB/Whv/xQpSw71tKlOsCutbW1aQ7vxIkTsWS5Wfzs+9CuJvY5O8OTMie89eZWQKXWFYHYxgvovZcwFzft70iE8U0D2pdqZEjgA2G2T+/66eq957Fjj+73u2r6yeyTFcTV5F8h4aEs/5K7vo/OBa5b9uGChw1m9e4OABh1ykHkMqzX6mShSNMU3z9ztdxqwODM3Q4ODg6DDB6gaCxzUEpr0wCiui78o/dENgU1TVKKd9GBs9Y6KZsEnQGNPBTFiGdOF2osJOVyuWnKqmBUyzGLEk9YjI2Ukjgh4iSBZ44LkWP0M+23t7dTfniRFZHuKxrpTYtarqlfHsWx7WMcoV5v5AKXUpLyJIWgmvMeO8618IHEgAvplpaWbKetiFNbQSFJbCS2eW9pqshgJ30JKYEZtU8jiqz5oqfWgzCrCPWF+N9o0H0/QAg90GZHxXfmX//6H6zZZWfWQQEyp0E1r4maM0Glac6kmDuniWkmp+lIgW9c/239rP/zRbq0GNFJ9z7qTf1vvQ5cNhVAZmqCwud7P4l6rYZWvzV7fh/3lSybShLbSGQbz8ZLYloNM0kTMskOVzT4jpjrgSzfrNJSHMc5E/e4tzpzbSkYi4yNwo2Yn0sKDzMu3RBSSFQzzVNr17+HAnDgtv+ij7EfuslnBrQGaqwg3Bw4efJk4ml/8803aX5XKhVMnarnALFSpWkuKFHPTTOXQbWG0zSlNidMmEA51uVymbT2cePGUf+KmjTnqjdkKUYz59YvPex5C40ZAysU+MIqMGaWJtdJGCeJMWKpTDiZV7vuwfvD862rybxxvTb8L4YTenp6iC9CMSEJaG05SXw9ZoEJyMuEtLTjIaUoWCGbB6hyIij+bxGcg8G0acDXsziK0Jd+UvMFsOvNvKlUKhAAauknoVLAk7qCoAr7jyw39y26Wpr1uSisbXvNouQVgoC5wqTEOWc2BuP+8GwrvM3vUSk1KJkDAy6kbfoQ9wdYnm3f93J+BU5AYkyO5lxAp13U2WQwK7CUUi9QuZfJXzLy7dIuSkIZUw374Wd/6vNFnvHMRKSnKl+Gs1nEeG5SCluMgEeY837yKFi+Y6Y2pERfXy9Qq+V4jbUwtrtjGseU1xW2/dE7Vrq4aerHcMJ+++2HG264QZul0wQiafSpJqmtvRwGoR2jghvE7PY5m1Ucx4gzYev5egEVEOhl9cG5P83UIu/s7Mz5x5YsWULHjam5Uqnkai+bdiZMmEApdqasJKDZmqZNm4YojuH7jOiGjYd+1zqwiC/yvb29ePvttwEA2223HfkCTflKAHj99ddpcUqShPqz/vrrY8cddwSQ90U3g2SkJWmS0rRu9I9m57A+imzjnGRao9GySqVSLiKfv7fLL78cAHDMMcessF8ODkMda625+7rr/p12ekfeOHuQewNccYWlWzz66P/Jf/nlzMQyiR0zWjUUwATD7FBfqwVxI9uTw+Dg6v/9E4Aselcp7P/xHQbs3j/94pmrVC1pTcGvHKLv/SGVkLE37YN6FKHtAWPSbUxZG64444wzcPqix7Fw4cIG7VL7mgMWV6IgJdtIsg0PVf7zPLJUFlPoihvwZqZjg2b8FYbJEdAbrjhJkKSJjgnIjvMNqu/7pJCJzOQNALKfan/8vkVwvgeeAgk05j2b5y+VQksfm3golfJt+74xfVsFz4xpkdP7jDPOaNqvNYkBF9L1ej2bCDZ4xPNsGbZi1J6dsAJxXM8GLSYTX5IkOlc6O8cGQmVm69zLzkeSNgvjF2wxSwu7c2MO9nggFoBqVQv7UqlMwSsNUYBG8xbCBrgIS4+olCqYkxqj2hUr7cknpq2I1UMbjzC0EzMIwnxqBrMC8LG2mqLK0UMOV5io01q1hsS3EfImTzwMQq15ZuDja4Y9Lfj/yDwexVQJK4lj1KMItVoNUkqUsvdhSEWiKKLx7+ruQr0esWA/S29rtFVDcALky/lxruyxY8fiySdt2dOWlhZE9TqkLNNiIzIq26KA5jS8fX19pJn6vp8LUjRVsCZOnEiR3mEYkpl98uTJDRG2KqcBm9+jyHEbSCEoqJFDCL7QWtpVITxWMU9StTJedkylKS3+cRyPCA36v89IIaW26+lMFZMfrvDFy3SU/73fei0npIUQWHDmlWhtbc0FJRrw98PRzK3XXzTz1b++niwYUT1CFEU4cO8rcxHSkq1zkgUwCilRU/8GAAiThPzmRRIrgyLB04rO4d8vP+8mCCEw6pSDIKWX22z4vg0AVmkKXXDNbjBUqrDPuM2pbaUUSi8cqt0/Wzfcfo1jwIX0smXLsiAJ5vtFPwJT5CNxpZRUajEITK3kOhFy6GvNblNCrwOCzNFSSlxzzWcb7in0hXRvmjgsWlyxQIiE+XXO3uN0/OEPfwAAPBw9BmWo5ZQimjkTOEHPxH8QLCgib8bO/MMJK8JuLNaJXcD0uXb3/BW1mz4WCfy+8ph9Pl73r58xN+9DKVDK0EhAkibwYZnoTNqVH+hj46/uzhG8CAjgc/qzShULjInJt18ql1DLNmczZm6ISksFbaOAKIoRskIp5p5m3KWQCHwfdz77VL4YhBD42se2oz+NQFu2bBkJ+I6ODkqR8jyPaj8vW7YMUkp8f6dvo6Wlhc43hDbFohNKKXq/y5cvx7/9m140q9Uq+ao5rW5bWxvK5TJO3uhdKFWDEG/ggtcnYsmSJeSLpnu2HgY7yRTqtTpQA5Z3dYE25X7AhDvo/DS1AiQMbSpS6XcCRnarVAKB1fqMiyeOY+t2Wkn5QQeH4YS11tzt4ODgMJRwzsR78OcX/oz/3PoGAIDnvU6bcU2kkWLGpVqDFplF5T9+MR1SStzzrVchhITv6yCpogbMrRvFTUxRi+XWkaZlIJkFQ3oSvvKpOE3MgqyMYqJYm57nmYJYkF5ew23Wh+K9uYLTLIisGOnd9dNZSNMUbScfACCv9OwzbjOkaYonfqHb2CY6l679WF1f/0zpdKRpmqPhHWgMuJA++eSTccFXHsGS95bAy7TF751XywVNGQhhtUTf9+F7+j9RLlNJyLa2Vtr9l8plJKkxoatcJK9u29Zk5VGOVxx0Ibtn3q/DyQF4crzht16+fDmZ6H7w6e9SgNDYsWPJDM3b5NGCRWJ7+7l5VDnLeqXUDACo1exYmOCncrlMpReTNGXBSknDGAOAung2mRTTJMXJU8ZjuMPzPBzxxk1QSqE1i1aXUmL2w1/W3+csMMyUJuy4x1GUc62UM9dKX18f9rp0IwBZxoLvAdVtkEYRlP+PrB3dXhAEqHVuAQAIK/8g7umly5bZCa8Ubnv6/wAAB2z7L2SC3nXXXcn0zfm3W1tbadHgpEDcbN7T00Pznbs5urq6aP62traSNhxFEUV38xzu405ZNwvW3Ij6e0JhrO89WI9pjaXVxHFM9YVLUiKZkf0emkQdAxlfN6MBJmEB7V4ANP0ncaar1JZ9FTaCVzQx0Q4X8BQfz5NkQUjTmPyjQkp4/ZinDXiAH1HkUrte7tqi24sLdC5E6T4QuSBWEWj6ZsUyF4pClCLWwzBvVWR9XxlnRNHyV6xHUHxOXhKz2Rjl72HnlYKVE55n2dgGI/0KGERNure3F5Wy9tmlafFH2xiJq1QKBCFVdClni1hfX5V8VElsJyYJRs+jfDlOvgCA+a/zk5EzfBHnNavxGwQB8R37vk8L6tixYzFu3Dhqn7NGFX9Aze5bfGbbht2F6utjEthxHFsfHQSNi+d5NscysnzG+XgMNknZhqGPBaINZxx66KG467WsNq1ZhPgCzjUCkV8AiAGvVidBUKlUrN9YSIxq0xHN9XpdCxeh6QTJZEuuD7t4tXWUqAiL73skfCjPKIOpsyulRHd3NwD9rjlbGS+kYeZPpVKhKPHu7m6KUQiCgN5ruVwmP3d7ezsWL17c8HxtbW1035TFdnCtiA2f9dvrXCkaIz/06PkS0eg7VAqIolr2HAE8L7/w6udOEJuCHJ5PaVee8qCyjaiQea3vyit1lbGjhjFz3oxLN86xuyVJgtnxz3IarpS6eMyMS7/HNOhzIT0Pt/X99yD2fmjg1bYfI21JkF6uN8lJkuLs6tn6c2RJodI0xVPBqQD02vkvuLB5g4MAZ+52cHBwGCJYvHhxXgPNjpuNjVE+uJD2fR++7zdYHww8z2tKxck11GYUm/ycnLbNvhd8q1Y0VzdRQJrmpSKvsPQX2c217SLfePE+xXKYXOsuUo0W29bjbuIeTNpvSpvZgcbgcXeXyjTItfN/zaKrWag/BC5aoM1o0gOkrGFHPIBSWIKQAid1aLNclGkj/3jzv0hDGDduHHzfx+GH/wFKKfz85zs0UBaa4JlyuZw7zqMiLTmKb6NTmTZWKpWw22670WeuBdsgmDC3y+dmKIM4jklzueaa3eh4tVrFUUf9CQBw7U8PpXMP+d41AIDZP/sTzM8mCHzMrGYkAKnCOfUa9cOYHZM0sRGxSlHA1En1Oo0BJzAYKSDaTvbu+qtVGycxapnWmaoU5UoF9607Fj093Uja9burVCo4+jxtMr70uE/DpAN5voe0vi0AQMiMnKReQ6mczenaxyGzACdRXa4/l57O5epvvvnmxJnMyROCICC3RWtra9PIWx1UqftSKpXonVYqlZy/zpzT0tKSCyILwxAnnrFxFkleNwOTu4cJasxlTxifI++TNQKZ3rFTs1SdexOEMmy8FpYxKk6sBcGTHrWZJxiypVx1TvXwrIT1zjvv0HP9uvbTnDVOSgn4NoAWAL4cngrpSUh4+doBQuCAlh/m/r6556yGOW/QTGAXI8Hzwlb/c9BeV7K6BIKsenEc5wSyxyycuSaamO35Z15+uJhKVuyXEAKvjz7HtMLPsF1hAtv3fcrWEInA9ukFALS778nyKfr+acaUFsfaIjcIGHAh/cADD+Ddjnd1lHb2pjkRPMB2b1DMTKugsiLi1WoV5UoZSumFyPitp06dSqa+crmMhQsXIo4jeJ4kM6B5Qe+88w5FypZKJeIeLhJWGDNlqVQiIc19gNyEzs2kgPVh+L5PpsYgCGjSxXFME2zcuHFkmpw3bx6lv/i+TyZAs5hOmjQJpYyYt1y2xRiCwIfqs2NkFq2UR4h7njX90v+Q1fu1P5gHHngAALD77rtjJMCY/mWa2k0K8n4zE7ldq9Uo0r1UKqGvtw99fb3wfB9pqt+pnidaCAdBQGPdbIefJlrQAzomwESFl8tlbbotjcby5ctJnm2wwQb0rvl8Mf0xKGoL5l/+TGZOjR49Orf5NPO8Vqvl0sFM+729vbn7co0uJva6pMEvCLDY7sKaXkwDA4BAWq2QL6s8TaxcKiHHTGb2BQUOdpmR+CdIRkQKloMDMELM3W8tvwQA0Iwka89LbwUE8FvciqDPx36tNwxw7z44bu89DFAKe16WbRwSS0hvtOp3uvdBkiS4Mz0e/sjhdlhtuGcjYNZf/4RfbGitEzN2/TUAK0xMIFkz3LfuGPT1jTzLwmCg9DumWcUmJ2313uOfG52FZcuW4YsrP3VI4qSTTsJtc/cHAESIbBCrb8lJeLqm53u54KsVUXz2Z11IC6QiXDEq5vMDsFSzyAel5oNc0fQzL3OpFRAbxMaVhGYUpDyQt1maHQ9W6w8CedM3PZ/gKbYJzE4wiuqIohhLFyzASSedtMK21xQGXEhrzVdr0YbEPAgDMscWzR4mSCRJEqpV6vn6ZaWpJkIxNU+BPMlHe3s7/Kqf4wh/7bXXAGhN4c033wSgo11NwNfmm29Oky4MQ4oc7+rqIg06ZRMTAB57TOcj77777qRtGx+Rudb0q7W1NUcU8sILLwAAlixZQtSKo0ePRq1WQ+/oHrS2tZHW3B6207MZkzTlpy7TY2kCbJI0Ic0QAozjmBFbCPsDCMKANJMoinIa20iAMXdHYBpo5vOLoxhxYkn4dcCTHte+viqZWqX0UPX0fKj29eVcNB77KXHaWkCnmtjsBcsX3traptvwfQRhoHOKoS0phhMbsFpnuVzOabfGUsNNgkVzpuHfbm1tJSvTinLg//GPf2D58gk5khcOPvd1wFqmBRvrAaP/zGdW2HeQqjS3IKeJtTxQ1LAQ8LK5zTVm7qJRKY/w1fcoZkwMRxi6WREWCkBkKD4fBe8lSVMhZoRhMZ2K/2vOz1lPmNCTUkI8qOfEQXtfZQPaqrVcpgkHr4VdzNU3/TWlcvkGQ2bFOJq1x9spZsAUmcKMG9R8t6K2+TFPesxyo4M+B5M3Ykho0hfO3RtJmuB768x+X9ctqF6Zy127rfvQ/I9fNU6e/xn9fQBA0pogGmMqo8R4M9swvKzaMENc/oGe4/3gHqXNcd1TtR+6PqFOP5CA7TA57qzqIrmyJnFg+6zcd0d0aAvBL5ccuNJ7f2+qHedm/qmRiFPmPwpAC7qfTPrX3Hczdv01kjjGt17VJn7f99E2Tws0TLh4pW0ffdHDEAK4/Du7rnqHSk8D5bYGf+9A4/QfbwkuTXt6pg9aXxwcHBox4EKadroiS6uCXhQDGaBcLud2dVEUMVOHT+dD6R0Rz0PWH/L+bHO8lgVQdXd1UeWiIIuINPc35/b09MDvsD5jo310dnaSf69UKtG1jz76KPX3iSeeIPYm7g+UUlI7pmCCiAW6u7ubBmvFcUx54LVaDW2Zhm20Zu6rLwY+0Y5bgYJLhLA7TOnZceNBImnBbDVcA2+a4aCDDsIdd9wBQJvbeBqeteDYlKZSqURBIpUdS7kNk0lxq1WrqFZ1nIGQEpVyGUkSIwxLxHxlBLDOd7VsWGEYAmGYFe8wwYU25uGll17Cxhtr0op11lmH5nQYhk3S87LAQBakaKw/TzzxBObPnw8A+MpXvkLaQKlUaprzqbUPc1xR2UMhBCRpKDoFEADCIGjwSRc1JqMF89+jV2TgY5sEY2XgZRYVFKWtaV81NW7NwVKXFEzTtN/618MFB9yhK6btddj34Ps+Zsc/y/E66LgSfW7KuKWTNM3RDJthiuMYlZYWShXk5mNzrnnvfH7Jh/y8378JuLkbSuUCwUx/+TrOzwHT2g9uuxYCwKy7dcqc+nf7e2mm8fPnMODf9/VVm+aQSykRJVHDOPI1TwgBMB0piiwvxmBgwIV0V1cX4ormPTY5onEcw/d8/OSNPRGWQlsykSXk67qpJoo5gBSyacAZLRZRTOZDYxAqVyqosElEBB9JiqAU0HVmgTaBZYCuOmR+/FEU0WTggra7uzsXNGQEM4/6np0cjWqvXkSlsGbKeq1OQrXYzyhbvKO6nlxhyQZ5JUmSy/c2+b6lsl2IBQS1HfhBLoDICIbi4mpIM0YK9t13XwDAnXfeaX/0rMyo5/v42bRPAdB54sfNmAkA8D1r9ueLAg8ebG1pRbXah3o9AhQQZoKczOeMNAWlv2dkJrrogDDCNQhI+EybNo3KR/q+nyMzMe+Lm7W5a6Ver5NLp7u7m971smXLciZx8/mcM55HqVTCyWduis7OLiilcPh+v4FSCuuvvz4APffN/H377bfR1dWFa27dC6lS+O1398seLCN/SC0FKhaldpEXTF/ngpll8CRJTJHCKmVpMEnKqH09hNlvVU5mQRgL9bVKKQoCHa445RQdWfzrBQcRVSr3nwohKLAxSu1axAVjmqY0ln5GDdvV1YXx48fTvGyWusSFtIfmLg/Amo+5ebwIcqUFzYNl+Lxd0X36o3kt1sX2fZ8FNVpyEimFdcvwdZ/9DhpSsJR1G2y08cb4SvZOBgNDwtzt4ODg4NAce/knQWTxI7Pjn+W+M1r2Xv73PtQ9/D9mCs8qeL9m3X0kff7KHpeswvlHQQA4cO8rc9fzDai+NcsQ+IPdIJio/fSzjX7t1Ymng+9nnywhT/rkvvj4nnuu0fuuDAMupN9++230je7TaSvZSKgktcU2hE3J4tF/PNhE12G2yf18Z1jtywK9urvQkpkvKX0kq0erbyOINjOVdsfvBz4F24RhmAtKM+bQcrmc243xYA0TZMRN6Jr83zIHGQsCtxr4gU9acFrop1U69LFly5Zhbu9cADrtLBf0kZ1bCkvWPK4Utc0DNLjpl2tmQgiqMTzS8NWvfhU3vWb/XrBAm4OFEFTNDGBpgbmAFg9pqt9dqVSmPOI0TdDS0oKWlhbEcWQDysx7E8IGsfi2jrripjzYPOGenh5suummAJAL+OHMdUVTn9EaXnrpJTJrcw3kkUceIZa8RYsW0eK49dZbZ58FNtxQ05yefPLJAIALLtB5o3Pnzs3dp729PZvf9v7UHymZxsw6yDRmgJnqWWUxblni2iI8BZXloauCVkVWVCEQRxG6u7uHNcsYR09PD9EMiyzg0/xHv1ulUwqNqZdrlyaAUUkJxawwRe1XuyD1Z7O2AlmKIlWGa8yRBjIOCOMyY+blJI6thQ96Hpv7hllxpKKG3SxXmlPIcjZIv5+4HTvnFVlflJJU2lMIGziWpAlUZLVwW9TIjp2xSg0mBlxIH3fccbjgjQcwb/48y50s7C4qSRIy63LBxXmW9SUC3/cP0QOeracf6wF6e225Pz5pzDXcR2YWh39778e5CMGopO//1FNP4ROf+AQATZ9IuZ1BgAULFgBAzv+VJAkdX2+99XJ+P2M+7vjb/uRvDAJbI/Yv4/4TibJ+4GJEq+4zqI9njdIL0Vjf0pACwCbsupOm3WO/MDvDNMW5cz4PIKvqlE36Eyb9OmdePO644zBScc9G7I+NptDHma99GoCm6/S8FjpuKi35vh1bKQVaWnTQ4vLly9HW1opvXPB7eJ6PK0/8bHZOtsFMU1oA4HkkjJM0pUVIJSn+86s69Wbu3LnkKuFpJ0EQ5BYps3BGUYR58+bRtZ2dnXSOWchOO+20FY7JI79vPGZSTs4//3zaoI4fPx6jR4/GA6cfZp8JNv5NpSlgTJgTWSStUtaUXSSrkLZCmW0v7080d0qShKKJBbvXU1NPx+uvvw4sXLjC51wbcfbzh2PChAlrpO2b7z4KURThoExLHikInj84+/TsoPYDcOZuBwcHhyGJDTbYAIsWLaK/zSaGW+aM7zVSllDJ/Mv9xitiERRCNC1KEkf2PlQLAXntFkIrU362gWyWagVoHcGwLZoSsTzQFwBp7TyNTkppz4cl8+kvK8XLBcsaP3SKJDEWKBsk53ke5enHcUzBYmmaopbFhAwFZWXQhHSSJKQlB35gNQqlEMURXpsACGEDx7ZYpqP5XqUNYWPqyj/GKNRa2vCxZTqPlWvNpm3ODGWaqNfruchmQ885atQoPPnkkwCAj370o2R6mj9/Ph5//HEAeSKANE3pOAAylS9fvhzPPPMMtblkyRIAuogBj66mIg8COROgNXdnpnHPQ2trhY2DnbCvTrChr8fW97ZjGkXY+N3sB56rRc1oT6M6Hn/ycXR2duLQ6Yc2jO9IB7kYeC45BJnKdGCiedcxmVrLZRuZXSoJHHH+77PjZVz+nc8gSRQLlLLm8zRN9MJU2wZSSsrbHzVqVNNgHqUUmQj5YlipVLDZZpsB0Bac559/HgDw+uuv44wzzvjQ43LyySdj1iyd8jdhwgStofd4WXS6DVTSfUyR1dHQflTz3FKA0W4UzPZW26ZfNQsC5eABPhFj7FvcuXjEmLk5jAWuvb2dqmAB9v2bfxOR5LI4eD3w/sos5ljieM5x9hKiKCKrBc9Q8IM894R5xwJoarLO/tC/H7CIf2WvTdKE3IA6eyW7b4EWlOd6F/OkzXMD2tJlAyWT3PzkVQh5ho8JOgMU/Yb2HGR/NDCIQjqqW8KM3M5MZb4QpQfUTMJ6ZCNg+eTSaSOGU9tDEPjwfV22siGxXwBSWb+vaadUKpF5MUkSiqxdtmwZmbPnzJmDTTbZBICm8Pz0p7Vp9OWXXyYf9ujRo8mX2NLSQlSgc+bMyaW/TJw4kc7nJSzNTlKliqVPcRNrJlCDMoJsd1mvR+R7CYIwR0LBUyDiOEYcZykNzfzdQsCTHsrlMubMmdPkjY18mJHOpWNICc+zPxOzU9fUxIalyUeYVXuKooj82WmaEuFGSpGm9jOgFzwkATqXLUNXl57HkydPzpHy8PQRg5aWltzfpr9BEGD77bfP+tV/dO77heEQr9VqKJVKJCw92tgYoeu9v9RvLpg5BA8Ht5BSQIpsbITNePja1772Pm46PHCPvBAXzL4Ae//H3miP2yGlpACxWGTCGisvn9jxv1MRVfScTLxGjVkpPk9YLEDYcGq/uPnuo5AkCfb9j0tXeE4QBFhB0Djh7j2168eTHipZedg97rg9dw7fSBNWQbf4R6gDxJQCraOe51M96TRN8TRuWHlDA4RBEdInbXAPLpp9ER6ZcZvuBIsf6O8H/toEoJ9I/gY8MwaI6kC2GUOzCP4ksUEnO3euYsfXIJ4ZY/upVHOKU7Mme9KUc3h/eHVC41iYMTg22gtxFONI/OgDtDwysOfZOhfSDwI8/F9TVnL2h0R1G0ClgDc8PU4vjDoTvu/TBnjTZT9cyRWrD8+36Xv19fVhabdOtxp5IlrjpJNOgqorvPPOOwiCAJGK8pqj71PgVjFNy2ziSqXSCmts5+hECwuwyU+XIiBZyE3DUtpAM+lZutKkwHxHG00vz/hlLIZxYrna+SY5X7DF5lj3Z+42G+dSqYRaloKrx4LCh5kly2rsSVJHFOsNTxRFg0YB2gyDtkKccMIJ+NMrNwMAq4dcDCoBaYlRpEhLFMLmzlWrVftCvQQyqzwkPS9H5gHoCWdeBI9wbG9vp5fe1dVF2nO1WiW60K222ioXLW1M31tuuSWZx9va2ijARilF2vlWW21F5yxZsoTaF0KQGcr3bVCQvj4LFvJ9Gh8ic4Gg6ENdK9pMtBQtLZVs7CSdH0URfRZCMEGdN5UbK8IJJ5yAtRGcktJGYCukMPPLI606DAOWu5vPnyYyEyjESQLf9yCEnW8yq3MulMDSpXpjEEURkYeMHj26gXBC38dyA3DiBp77qZQiC86WW265OoYFAPDNb34TAHDeeecRfW1raytZhTgxBmD6xRroZ/edO5pb1IGchsSCJ83vpLu7e0Rq0EWIUGDdDdfFrFmzEH0qQrlcLuQXG8GF3Lwxa1x/FhXuMiHuBN4q80PXozqCbH5KSMTKcADInKXn1nuO1ufX6+jJgnjRwuZHmp+3zT5HcWRJcjKSGvOAzUhz+Fq+znV6Azfv8LNQLlu+AksmpOgpzRBuE52LJE3wwJ814+BBBx3UdLwGC4O6jd/t99o28eAeN7CBtmXFkiS1qQHSvkQhJKW0KJWCBzeAzG86lH7X1pKNzq200GR5qLuXhPfEiRPJxBtFEZmviylVHJxIwgRl8IhbvtnwfZ/aeffdd6n9KIrw2Hp6x1ZSoU2ZUClFBieJrcRlSfDtc6Zs0ktpU304O5X2ydhxsX20gv/Ap07B3LlzMQ/zsLbivtP1hqxSKaOSCeNYxTn5wss9EmsW9Pvec68wx5AkpcSVG+hF7Ldv/gWANhd3Lu/Eb4/8GN59dzG8Dc17tj4/TqLDyRw4KU6REY67dswcXxHRxAfFqaeemvv7rLPOAgAs3UT/lqdMmUJuLF7JqsgDbdPURFOtiAuhOI7JXVStVtG74A0AwNe//vXV9VgODkMWw9PW5uDg4LCWIUkS3B1dgJaghdjAvhSeQpYcISSk1IQnPDD2XdGXa8fkmnOLXrO4B57+J1OJak1zUPiez4KymP+MKQDahA76bAr/qFjl1HWzWYvjmM4J/IAC04qpt0mSoHUqyJQNAJWKZVzszko+r3Pdmbl7vHPoj7LPKSksU645A0ma4vWdX0dfX9+QpUIeVCFtwtv/8Mr14PVi7e6bv3RejDxFHEd0Dn/rVutRiKI66nWZ0z7CrLoRNwEtXryYXtDbb79N5sI0TUnrrdVqZMrmfazX68SVLKUkkzif+NVqNaedm/bffvttqI/ZdizNqacpJrPj5kdlzPdSlpCPqrHjZcYlCPzC2DVWGdPf2/z0oZBuMFiYOXMmsIdJAUlhxlSPoyUTsekbPtLYLBTashFF2jzo09wSRJ6wvEu//2VLl0F6EkuWLMmRMwAga8vo0aNzJDNmXvAgMvOdQbNqSbza2prCmWee2XDsZz/TrFiTJk1CR0cHAP1sXJPm4HPSPFNvby/xJR9wwAGrvd/DEYceeihUXWHJkiVsLK1JGkJAMl+0DZrPl34s8kfwuvY8VcvzPBKcuevTlOYnb7shz50J4GbzlhMoFXPnTTBx0VRfr9cRRAJxkpC/2jyPx6pgFalEbVS4gBCGKEUCrHLYoYcOzYyWIaFJ7/fEiZg6dSpmTj89d1wLOv1ZL3xGoDBmndzLUIUfvMJD3XaHJKXEd+eer9v+6NmUXvCXqScinhRj+hMnoaurixiXAODcc3XE39y5czF16lQA2pRsJumyZcsoGrxeZ5WsgoAWyblz59KCw0klLrnkEqjMPH3kS2eRr69cLhP/cHd3N365yZlmQPRT5jYmPM8wRcpcBRQN7nmImD+7GQZiQR+KuPrqqxH/+y3wvqCQJCa9KmFxDpZlTPvzzYavhj1naOEZhqFeTHzjH7YlQn/96p80R3ClJTsksHx5JwXr8PS9Q36lK3V17rVXLieWn8MJcoolBw04X/dg4Hvfa05RefHFFwMAOjo6yCQeRRE9kzNfr14smtW7yuf+/ms6mrpcKudIjUxxojiOaY348v23fah+mchtLaRtLrMRtmEYwm8imn6/3/6o1qr48v9+uPsbv3WCoak5FzEkhLSDg4ODw6qhr6+PrC4xs8RIKZGyjSSzN+eup8QlpsWa2vNpkLAKZWxLr+znIAxyGq7Jb06ShKx9CdNQkyShevYpUx5CVrM+SRLUDXuj4n20/U7TBEmcIElinY+fMdXZPhaCE1mwIacL5XnSacYhYTgKhiKGhJB+8803MWXKFBz7+o+JlQbQk85Mxvb2dsi65TY2TDw9PT2kSbS2thKBiOd5dI6JBFy+fDnURH3ups/8gCbp0qVL8c4772Au5uL444/P9e3739c5dZdccgndZ8yYMbT7X7x4MZmve3t7afIGQUDa8KuvvkrtcBx//PG4/HL9rN3TuslU3tfXR/fq6enBsa//GIDVkCZOnEgTbfHixejp6cF1W/4YqVL41ms/pnN+OvEEfV3gk76dJAmOm3MOjYsZg7+9+bdmr2bEI80qYfGUlTS10dI6gM/Sb3424zZoaWmFCI1JThJBTJIkxAmfUMlKG+hVKpcwWrRjm222wTPPPJM3d7fquf5ewskX8lV7eL+5/4+T4ph5snjx4tUwQqsP3/nOdwa7CyMC06ZNo7Ut9fP6oKZD1sRIRjPlzgXF6Fm56ObzNyC6Zsmsd6w6lvTIVyylZKZkRk7iJVRut1Sy5V4VFAlnT0ryD+f91ClLtZLUZpwkSDOfMi9w2ux5OA2t6ZtpmwvpJI7R09ODgw8+GEMVQ0JIn3baabj++usBaCIHs+C0tbVRilKtVsuV6eM5gEZIellJNvPZ+JCNObqjo0Pz+0ITkhiO43q9jmOOOWaFfTz++ONxySW64gsvutHT00M+6VqtljNHmkWyKPg5zH2vvfZa6k97ezuxkk2bNo3Gg/vE+XPqyFktLHjJQuOfllLmSE7MJK3X68Q1vjJu55GKWq0GmaTZ2Fl3CpX5FIJ+7EmcoFLRqXdQgOc3konwvFFaeAQzSSu9gRszZgzGjh1Lc2TcuHH54hI8l5TVojbgQT2AbZ9HTg+WudthzcFsDA1mxz+DpzwsmtVLxVjeRV+/ecRFtE4TCKNVO3dFuHvPA4hRDNBzdlm2nnW0tzMhzVjoVgFffvRWyzBXj1D9gLXCjYk7TdNhY+Y2GBJC2uHD4/Dnf6CFOGMJOmWR9gGSzxR6U9GJIcDeMoSQ/r99UKpUEP/7Lf2e8/kZAeJEApV+T3lf2PL0X2C95V2oZz4/PwiALOfYwWFlMJu7yZMna7NtkkAKAdUkEAtSQhhNMk0RUwUtXe0pSVMiRGnIkzYas+chzYJZeRS3oR8NgyBnVlYAWZSk5xHXg+RV0gCkWb41BEirlp7V1IubDdPPKEngZfcyzyOFgFKCPVsji5VK0xzj3+LFi/HHP/4Rn/vc5xrOHSoQqhh1Msi44447iCikUqlQtGEURZaqkfld6vU6URZ2dHSQydj3fdK8zXVKKaoWtGjRIpx44okD9FTvDxdeeCGRRKyzzjoNxBZhGJImHUURaUytra0UCcw1Ks/zaFyq1SpZHpYvX4599913YB5qiOPyyy+H+PydAEzQXZ6gZM8ZIUrlUi6S1TIX2VKr0pPEwU7fK6uZ+75PmkR3dxdpBu3t7eTamXPxabm53izdpUgJau4VhiFZZP71X/91NYyMw1DG/37/KYzLLHt8rnB4UupNILJAvXodrdNsiV8Fhd9+5hAAeq77jALSEPPU6nXUMoshP4dnkaRKUSBvFMfEOz5q1CgExkokpd0QKEW8DnFsAwhL5TJK2Tr2lb/eQX2JI8sZUY/qtpaBCdYNQ9QXZvwGjHecg+fu31W9YbVw269pDDlNet9998VvfvMb+tsIFA4pZY6wwSxY3NSsWbYKFHdJQgJtqApoQPdt5syZAHQai3lWItNnO8Eosuw8vu/nTNnNdpKAHVMnoC36+vpQofli68l6nuYzL5dDSM/6xzj3u4Agx58QwjKXGUGvpPVTxwkr+GJNf6VSiQJdeF1gvugWU5cMuE+6VCrl6j87ODgMbww5Ie3g4ODgsGrY6dyP4xe/+AX+5d1ddaWsbCMvGF1nytjekiRBnCRIEkFWnEql0jTX2bQDaAuNZFwWXhOKZlPoCND0n2TBZIGYgC4EZO7lsVgZo537gd+Ua5wHqUnpkbJRMUQsSULFQvgzK6bhK6Xwh1ArgWecNPS1aGCICukvfelLAIDbb7+dTN9SStKUkyQhMzifVAsXLiSu7SAIGjTst956a9gQdph+XnnllVhvvfUAgEzWnFRjyZIlNEY87aFareYizc3x5cuXY7/99hu4BxkmOPHEEzHztdkAjDvFWCs0c5KCymnPSWrL3CVJYmvtQtiobkaCQtGzaYKoboj/rQvD93xWKpNHmqcNhA7mOA8WM26Orq4uCgZ0WDvw7W9/Gwuv7cEbb7xB9QK4QANAVhqyuvRDipODAATRMjPeeKicX9kQntSZ9TJla1GtVtV89eb+RvDLkAhJZGitVKw4HwxRUBF5pjPLXc6tUTzg0pzf3d2Nb//3t5s/7xDFkBTSBvvttx/OP1+Tj1QqlRzBBJ+M3MRr/CB8oTM+a/PdcML8+fOpOIeJdOcLNI9o7+zszE1GPl5m18mJWhzyOG6jP9PnCy64AABw7V47o1KtYNfq6SiVS7lAFsXSRyjnFIqOx4jpPB7dTQEyUqJUtrmib13yAwBAUq/n0lqahY0UmeOMIH/mmWeGzUbUYfVh0tdbcefMP2GzzTbDlCc3aXpO6zSBIAKC+oeP5h5umL/tKwCAl156CZ/AVoPcm/eHIS2kHRwcHBxWDccddxzOP/98tHZOQrlSJs1XIMsJTgR8z0cis5z97HsdTKXbUGA50YptBhtSuqzW67GYGNKkpQQyxcBnVk0dMS5tE8q0q3Kpi2Sq5mmGsJXq4jim/tP9PR9Voz0nCSkv9XodTz/9NIDhqaQMuejuD4OzzjqrKZfwSMba+MwDjXPPPRf73PgA2traEAbW5MdB5unEmtnMOqbTTixHuqFaTNMULVnue7lcxptGk04SW5eXBQnywEDzN6D9hU899RQAOFeGAxZe24OXX3oJozI3mCETaZ2qWb6IFz6bS729vXhgj28AyEr8UplWS9XJ/bqALS/se54tH5lYOt00SdG5PON9GN1OTGSc214pRYxpCfNZc3/6Vx69nZWNtb+t7u5uyoaQzK239HX920qShAqIdC1fjp3P2/aDDuegY0QJaQeHNYYZR+HlV15BaFL8giDHjLeiYhfcRB7HMe3wq3196BgzBoBeYOZcfFruOiDv7+YsY57n0YL15JNPDtniAA6Dg7POOgsHrH8gAJ3SZLTN4SakeW33NMtx/vL/3rbKQvrVzZ7G888/P6wVGWfudnBYFdxzJX51zjkYkwnV9vZ27Hrx7aul6RfOPUFXi+ovgMfB4X3izDPPxOM/fwIAMGbsWAq0rddqjJvbRn8bTokwLFFMhQmWBDJzeWoDsahiXxjaHGi2GRWMZY9bynMb1iSh+9ZZHIYnPctQ5kmI1G4U6vW6Ti9VqoHopF6rsWC1GpYuXYq//e1vFF8yXOGEtIPDKuL0022VtrPOOgvbZ6Qhnu+jtUUH9QVhYMlMciVUjY/NpqakSsH3PAoI5DnRRtvmAZDVapVobZMkwfz58wEM7Zx/h8HDv3x3BwBA9wO9mPPGGwCA0e3txD4WM43a8GwnaWprOAvkSHrMcZWmtiCHl0CZ7AMW5BhnLGjms28EqlI46GZ9fr2ewJSFvmE/5O5LtLyJoODuJNVCva9ahUpT0poNUYtSCg+VdYbGcd/TwZOfwQ4ffACHCJyQdnD4ADjzzDPx0q0PA9AmP6ojDsu7TSlVsAtNHEfkKyuFpVxkNq+zy2HaXrBggSOgcXBYy+CEtIODg8MIRtvuLdgKW9LfF154oT6epbECyOXiG7O2EMLSLHs+DrlVi4vrv1bP+ZCpwh5LDZ3w52MwLtts7vr6TLS2hbjpgESfwyxMRns+6jejIKXEjQfEgAJiaWmPediU53l4bvQzusLgWH3MpKie+L0TsQVGXvqhE9IODh8Qm226KQDka9EKS/Vp/lWwZP+ceanSUgEKxCVAPlhMsiAaY+p2cPgwaOYeOeflKwAAge9TUJgnZVaqVVfYM+xgvufZOS4FmbWVUojqlqP+a1/7GgBg7lmXZpzhCWRZkp9bSgk/MPfyID0J3zdpV1lQphDEwZ3EMaI0Ra1Ww1FHHbV6B2UIwwlpB4cPinuuBAAkW/87CVhPeJabm+V9Gv9fHCdoqeioVN/TxTYMF73xwymlcnzspi75t789vJiSHEYmDr7FJ2171oF518zWL58FAHgP7zVed6uHcsnLF7h+H9jqpbPw7rvvfrCLhzGckHZwcHBYyzFt2jQA0NSiWSCjCAIKMksYtSaHSlMkmVZdr9exZMkSAMD+++9P50ydug7eyYq+CCFsZLguLk0w9J2cUTFVikzrr7zyylrJpvcB9zQfDvPnz8eMGTOoDOOcOXOanvfee+9hwoQJ2GmnnQa2gw5DHnfccQc++clPoqWlBbvsssug9uXOg3bDw9/9GupRXWvPAmT2FtBlVWu1Omq1OoIwQHv7aLS3j7bnCVtyz/d9eFmuqpQSQRDgn//8J/75z38O6jM6rB3YYIMNMGHiREyYOBFLly5FX18f+vr6EEcR4ijW5SLjiPL961GEnt4e9PT2oK+vD/vvv39OQBtMmzoV06ZORV9vH3p7etHb04t6VKd2ojiiUpRxFNF9ly5dSv1ZGwU0MEiatJQSe+yxB0477TR88pOf7Pe8U089FVtssUX/BPAOay3Gjh2LE044AS+++CL++Mc/DmpfTj31VPz85z9H1dTbLdT0rdVqiGNtyu4YM4bCZqSQRIGYMBpDnna1dOlSR1TisMZxSMs9DccufuhibLjhhgCQFS5qrBq1zas/pvK/nZ2dwOZNGv+GLT380HXXob29HQCw88s/bzj1k/MuzGnkr7/+Og7Z6jvv82lGFlYqpM8//3z87W9/w1133UXHjj/+eHieh4suuugD3XTSpEk49thjc0E0Rfz1r3/Fc889h6OOOgrXXHPNB7qPw9DEa6+9hh122AEPPvggtt12W8ybNw8f/ehH8atf/WqVteLddtsNAHD11VevwZ6+P9xzxH9gnXXWoUUIALb90RVNz33n0v9ErVazpj8HhyGG73wnLxxf+LXOy/ekR2bqXXfd9X21efjhh9s/rr4JL7+iC19A6ajyu+++Gz/+8Y8/cJ9HIlYqpA866CD86Ec/wrJly9DR0YE4jnH77bfjvvvuw7HHHotbbrml6XXrrbcennnmmQ/UqSRJ8K1vfQtXXXUVnn322Q/UhsPQxUYbbYTzzjsPBx54IP7+97/j8MMPx2GHHYZddtlljc2pNY3vfve7AIDzzjsPpZKubCWEwKbdPUjShHxsQRCQ5mzM2YBONTEWI2PyBoCnn34a22+//UA/joNDA7a44IXV2+A3foNNC4eceG7ESoX0lClT8KlPfQp33nknjjzySNx///0YP348tttuO2y33Xa47LLLVnunfvGLX2DHHXfEdttt54T0CMWRRx6Je++9FzvuuCOEELjnHm1uu+yyy9bInBoonHrqqfkDDz2Pl19+xRYNKlAZGmtSkiS2apEQlNb1jW98Y8122MHBYUhjlQLHDj30UMyaNQsAMGvWLBx88MGrfINHHnkEbW1taGtrw5ZbbrnS8+fNm4df/OIXOPvss1f5Hg7DE0ceeSSee+45HH/88aR9Ojg4ODhYrJKQ3nvvvfHMM8/gueeew29/+1sceKCurnL00UeTAC7+ZwTyzjvvjO7ubnR3d+P5559f6b0ef/xxzJ8/Hx/5yEcwefJkfOc738Hjjz+OyZMn58r0OQxvdHd344QTTsARRxyBH/3oR3jvPZ1XuSpzarhh0003gRBC/5dRhCqlCU6SrHKQ+dsc22233cjv7uDgsPZilUtVHnnkkXjssccwfvz41RJNW61WkSQJ2tra8OKLL2L99ddHuVym6iUGt99+O2655RbMnj0bkydP/tD3dRgaOOKII9DV1YU77rgDRx11FJYtW4Y77rhjla9PkgRRFOH666/HLbfcggceeAAe49AeanhtKy1wJ06YCAWFt7La0RzG3P3YY4+9L2uVg4PDyMUq50kfeuihePbZZ1fb4lGpVIg7dvPNN0elUgGgC5RPnjyZ/mtvb0cQBE5AjyDMnj0b999/P664Qkc+X3jhhXjyySdx8803r3IbN910EyqVCo455hg88sgjqFQqOPLII9dUlx0cHBwGBausSb/11lvYfPPNsWDBAowePXpN98vBYUTimWeeoRxogNfcFWRB2nnnnQelbw4ODkMPqySk0zTFiSeeiOXLl+Paa68diH45OIxYnHLKKfTZ/PzOP//8weqOg4PDEMZKU7B6enowadIkrL/++rj//vsHok8ODg4ODg4OeB/mbgcHBwcHB4eBxaAU2HBwcHBwcHBYOZyQdnBwcHBwGKJwQtrBwcHBwWGIwglpBwcHBweHIQonpB0cHBwGGOeffz622morjBo1ChtssEFDCt706dOJ8KmtrQ277777IPXUYbCx0hQsBwcHB4fVC6UUbrzxRnz0ox/Fa6+9ht133x3rrrsuvva1r9E59957r+Nvd3CatIODg8P7xe23354r/lIqlbDLLrus8vWnnHIKtt12W/i+j8022wx77bUXHn300TXXYYdhCyekHRwcHN4n9ttvP6ruN2/ePGy44YbYf//9ce6556Kjo6Pf/5pBKYVHHnmkocrbgQceiAkTJmD33XfHP/7xjwF4KoehCEdm4uDg4PABkaYpZsyYgXXXXReXX375B2rjzDPPxN13343HH3+c6qo/+uij2HbbbaGUwsUXX4yLL74YL774Yr+C3mHkwglpBwcHhw+I0047DX/5y1/w4IMPfqAyqTNnzsTPfvYzPPLII5g2bVq/522++eY4//zz8cUvfvHDdNdhGMKZux0cHBw+AG677Tbceuut+NWvfkUC+pxzzsn5qov/cVx77bU499xz8dBDD61QQAO6SprTp9ZOOE3awcHB4X3iqaeewu67744//OEP2Gabbd739TfffDO+973v4eGHH8YWW2yR++6tt97C22+/jR122AFpmuKSSy7BT3/6U7z44osYN27canoCh+ECp0k7ODg4vE/Mnj0bS5cuxU477URa8p577rnK159xxhlYsmQJdthhB7r+6KOPBgB0dXXhmGOOwZgxYzB16lTcf//9uO+++5yAXkvhNGkHBwcHB4chCqdJOzg4ODg4DFE4Ie3g4ODg4DBE4YS0g4ODg4PDEIUT0g4ODg4ODkMUTkg7ODg4ODgMUTgh7eDg4ODgMEThhLSDg4ODg8MQhRPSDg4ODg4OQxROSDs4ODg4OAxROCHt4ODg4OAwROGEtIODg4ODwxCFE9IODg4ODg5DFE5IOzg4ODg4DFE4Ie3g4ODg4DBE8f8BJ6XEyctuT3wAAAAASUVORK5CYII=\n", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from nilearn import plotting\n", - "\n", - "plotting.plot_roi(atlas_filename, draw_cross=False)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "Great, let's load an example 4D fmri time-series for one subject" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "/Users/mepicard/nilearn_data/development_fmri/development_fmri/sub-pixar123_task-pixar_space-MNI152NLin2009cAsym_desc-preproc_bold.nii.gz\n" - ] - } - ], - "source": [ - "fmri_filenames = data.func[0]\n", - "print(fmri_filenames)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Let's have a look at the image! Because it is a 4D image, we can only look at one slice at a time. Or, better yet, let's look at an average image!" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "from nilearn import image \n", - "\n", - "averaged_Img = image.mean_img(fmri_filenames)\n", - "plotting.plot_stat_map(averaged_Img)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Extract signals on a parcellation defined by labels\n", - "Using the NiftiLabelsMasker\n", - "\n", - "So we've loaded our atlas and 4D data for a single subject. Let's practice extracting features!\n" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/nilearn/input_data/__init__.py:27: FutureWarning: The import path 'nilearn.input_data' is deprecated in version 0.9. Importing from 'nilearn.input_data' will be possible at least until release 0.13.0. Please import from 'nilearn.maskers' instead.\n", - " warnings.warn(message, FutureWarning)\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.fit_transform] loading data from /Users/mepicard/nilearn_data/basc_multiscale_2015/template_cambridge_basc_multiscale_nii_sym/template_cambridge_basc_multiscale_sym_scale064.nii.gz\n", - "Resampling labels\n" - ] - } - ], - "source": [ - "from nilearn.input_data import NiftiLabelsMasker\n", - "\n", - "masker = NiftiLabelsMasker(labels_img=atlas_filename, \n", - " standardize=True, \n", - " memory='nilearn_cache', \n", - " verbose=1)\n", - "\n", - "# Here we go from nifti files to the signal time series in a \n", - "# numpy array. Note how we give confounds to be regressed out \n", - "# during signal extraction\n", - "conf = data.confounds[0]\n", - "time_series = masker.fit_transform(fmri_filenames, confounds=conf)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "So what did we just create here?" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "numpy.ndarray" - ] - }, - "execution_count": 9, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "type(time_series)" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(168, 64)" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "time_series.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "What are these \"confounds\" and how are they used? " - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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    " - ], - "text/plain": [ - " trans_x trans_y trans_z rot_x rot_y rot_z \\\n", - "0 -0.000233 -0.076885 0.062321 0.000732 0.000352 0.000841 \n", - "1 -0.006187 -0.078395 0.056773 0.000112 0.000187 0.000775 \n", - "2 -0.000227 -0.069893 0.083102 0.000143 0.000364 0.000716 \n", - "3 0.002492 -0.074707 0.060337 0.000202 0.000818 0.000681 \n", - "4 -0.000226 -0.084204 0.085079 0.000183 0.000548 0.000682 \n", - "\n", - " framewise_displacement a_comp_cor_00 a_comp_cor_01 a_comp_cor_02 \\\n", - "0 0.000000 -0.099871 -0.007286 0.001780 \n", - "1 0.055543 -0.019437 -0.042308 0.016735 \n", - "2 0.054112 0.009096 -0.053206 -0.030388 \n", - "3 0.057667 0.060195 -0.083195 0.003578 \n", - "4 0.051438 0.049833 -0.089819 -0.020825 \n", - "\n", - " a_comp_cor_03 a_comp_cor_04 a_comp_cor_05 csf white_matter \n", - "0 -0.008073 0.030945 -0.022393 439.699409 451.645460 \n", - "1 -0.012099 0.088777 -0.006171 439.471640 451.103437 \n", - "2 -0.052925 0.019922 0.014776 439.744498 450.981505 \n", - "3 -0.037011 0.026946 0.002505 440.772620 450.600261 \n", - "4 -0.079329 0.008516 -0.000938 440.115442 450.678959 " - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "import pandas\n", - "conf_df = pandas.read_csv(conf,sep='\\t')\n", - "conf_df.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(168, 15)" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "conf_df.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Compute and display a correlation matrix\n" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(64, 64)" - ] - }, - "execution_count": 13, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from nilearn.connectome import ConnectivityMeasure\n", - "\n", - "correlation_measure = ConnectivityMeasure(kind='correlation')\n", - "correlation_matrix = correlation_measure.fit_transform([time_series])[0]\n", - "correlation_matrix.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Plot the correlation matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "metadata": { - "rise": { - "scroll": true - }, - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import numpy as np\n", - "# Mask the main diagonal for visualization:\n", - "np.fill_diagonal(correlation_matrix, 0)\n", - "\n", - "# The labels we have start with the background (0), hence we skip the\n", - "# first label \n", - "plotting.plot_matrix(correlation_matrix, figure=(10, 8), \n", - " labels=range(time_series.shape[-1]),\n", - " vmax=0.8, vmin=-0.8, reorder=False)\n", - "\n", - "# matrices are ordered for block-like representation" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Extract features from the whole dataset\n", - "\n", - "Here, we are going to use a for loop to iterate through each image and use the same techniques we learned above to extract rs-fmri connectivity features from every subject.\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "the number is 0\n", - "the number is 1\n", - "the number is 2\n", - "the number is 3\n", - "the number is 4\n", - "the number is 5\n", - "the number is 6\n", - "the number is 7\n", - "the number is 8\n", - "the number is 9\n" - ] - } - ], - "source": [ - "# Here is a really simple for loop\n", - "\n", - "for i in range(10):\n", - " print('the number is', i)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "[0, 1, 2, 3, 4, 5, 6, 7, 8, 9]" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "container = []\n", - "for i in range(10):\n", - " container.append(i)\n", - "\n", - "container" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Now lets construct a more complicated loop to do what we want" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "First we do some things we don't need to do in the loop. Let's reload our atlas, and re-initiate our masker and correlation_measure" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "from nilearn.input_data import NiftiLabelsMasker\n", - "from nilearn.connectome import ConnectivityMeasure\n", - "from nilearn import datasets\n", - "\n", - "# load atlas\n", - "multiscale = datasets.fetch_atlas_basc_multiscale_2015()\n", - "atlas_filename = multiscale.scale064\n", - "\n", - "# initialize masker (change verbosity)\n", - "masker = NiftiLabelsMasker(labels_img=atlas_filename, standardize=True, \n", - " memory='nilearn_cache', verbose=0)\n", - "\n", - "# initialize correlation measure, set to vectorize\n", - "correlation_measure = ConnectivityMeasure(kind='correlation', vectorize=True,\n", - " discard_diagonal=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Okay -- now that we have that taken care of, let's run our big loop!" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "**NOTE**: On a laptop, this might a few minutes." - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "finished 1 of 155\n", - "finished 2 of 155\n", - "finished 3 of 155\n", - "finished 4 of 155\n", - "finished 5 of 155\n", - "finished 6 of 155\n", - "finished 7 of 155\n", - "finished 8 of 155\n", - "finished 9 of 155\n", - "finished 10 of 155\n", - "finished 11 of 155\n", - "finished 12 of 155\n", - "finished 13 of 155\n", - "finished 14 of 155\n", - "finished 15 of 155\n", - "finished 16 of 155\n", - "finished 17 of 155\n", - "finished 18 of 155\n", - "finished 19 of 155\n", - "finished 20 of 155\n", - "finished 21 of 155\n", - 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all_features.append(correlation_matrix)\n", - " # keep track of status\n", - " print('finished %s of %s'%(i+1,len(data.func)))" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "# Let's save the data to disk\n", - "import numpy as np\n", - "\n", - "np.savez_compressed('MAIN_BASC064_subsamp_features',a = all_features)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "In case you do not want to run the full loop on your computer, you can load the output of the loop here!" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "feat_file = 'MAIN_BASC064_subsamp_features.npz'\n", - "X_features = np.load(feat_file)['a']" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(155, 2016)" - ] - }, - "execution_count": 23, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "X_features.shape" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Okay so we've got our features." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "We can visualize our feature matrix" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'subjects')" - ] - }, - "execution_count": 24, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "\n", - "plt.imshow(X_features, aspect='auto')\n", - "plt.colorbar()\n", - "plt.title('feature matrix')\n", - "plt.xlabel('features')\n", - "plt.ylabel('subjects')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "## Get Y (our target) and assess its distribution" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
    \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
    participant_idAgeAgeGroupChild_AdultGenderHandedness
    0sub-pixar12327.06AdultadultFR
    1sub-pixar12433.44AdultadultMR
    2sub-pixar12531.00AdultadultMR
    3sub-pixar12619.00AdultadultFR
    4sub-pixar12723.00AdultadultFR
    \n", - "
    " - ], - "text/plain": [ - " participant_id Age AgeGroup Child_Adult Gender Handedness\n", - "0 sub-pixar123 27.06 Adult adult F R\n", - "1 sub-pixar124 33.44 Adult adult M R\n", - "2 sub-pixar125 31.00 Adult adult M R\n", - "3 sub-pixar126 19.00 Adult adult F R\n", - "4 sub-pixar127 23.00 Adult adult F R" - ] - }, - "execution_count": 25, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# Let's load the phenotype data\n", - "import pandas\n", - "\n", - "pheno = pandas.DataFrame(data.phenotypic)\n", - "pheno.head()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Looks like there is a column labeling age. Let's capture it in a variable" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "y_age = pheno['Age']" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Maybe we should have a look at the distribution of our target variable" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", - " warnings.warn(msg, FutureWarning)\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 27, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "sns.distplot(y_age)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "## Prepare data for machine learning\n", - "\n", - "Here, we will define a \"training sample\" where we can play around with our models. \n", - "\n", - "We will also set aside a \"validation\" sample that we will not touch until the end" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We want to be sure that our training and test sample are matched! We can do that with a \"stratified split\". \n", - "\n", - "This dataset has a variable indicating AgeGroup. We can use that to make sure our training and testing sets are balanced!" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "5yo 34\n", - "8-12yo 34\n", - "Adult 33\n", - "7yo 23\n", - "3yo 17\n", - "4yo 14\n", - "Name: AgeGroup, dtype: int64" - ] - }, - "execution_count": 28, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "age_class = pheno['AgeGroup']\n", - "age_class.value_counts()" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "training: 93 testing: 62\n" - ] - } - ], - "source": [ - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Split the sample to training/validation with a 60/40 ratio, and \n", - "# stratify by age class, and also shuffle the data.\n", - "\n", - "X_train, X_val, y_train, y_val = train_test_split(\n", - " X_features, # x\n", - " y_age, # y\n", - " test_size = 0.4, # 60%/40% split \n", - " shuffle = True, # shuffle dataset\n", - " # before splitting\n", - " stratify = age_class, # keep\n", - " # distribution\n", - " # of ageclass\n", - " # consistent\n", - " # betw. train\n", - " # & test sets.\n", - " random_state = 123 # same shuffle each\n", - " # time\n", - " )\n", - "\n", - "# print the size of our training and test groups\n", - "print('training:', len(X_train),\n", - " 'testing:', len(X_val))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Let's visualize the distributions to be sure they are matched" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", - " warnings.warn(msg, FutureWarning)\n", - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", - " warnings.warn(msg, FutureWarning)\n" - ] - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 30, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "sns.distplot(y_train,label='train')\n", - "sns.distplot(y_val,label='test')\n", - "plt.legend()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "## Run your first model!\n", - "\n", - "Machine learning can get pretty fancy pretty quickly. We'll start with a fairly standard regression model called a Support Vector Regressor (SVR). \n", - "\n", - "While this may seem unambitious, simple models can be very robust. And we probably don't have enough data to create more complex models (but we can try later)." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "source": [ - "For more information, see this excellent resource: https://hal.inria.fr/hal-01824205" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "Let's fit our first model!" - ] - }, - { - "cell_type": "code", - "execution_count": 31, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "SVR(kernel='linear')" - ] - }, - "execution_count": 31, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from sklearn.svm import SVR\n", - "l_svr = SVR(kernel='linear') # define the model\n", - "\n", - "l_svr.fit(X_train, y_train) # fit the model" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Well... that was easy. Let's see how well the model learned the data!" - ] - }, - { - "cell_type": "code", - "execution_count": 32, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "\n", - "# predict the training data based on the model\n", - "y_pred = l_svr.predict(X_train) \n", - "\n", - "# caluclate the model accuracy\n", - "acc = l_svr.score(X_train, y_train) \n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Let's view our results and plot them all at once!" - ] - }, - { - "cell_type": "code", - "execution_count": 33, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "accuracy (R2) 0.9998446740477362\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 0, 'Predicted Age')" - ] - }, - "execution_count": 33, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# print results\n", - "print('accuracy (R2)', acc)\n", - "\n", - "sns.regplot(y_pred,y_train)\n", - "plt.xlabel('Predicted Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "HOLY COW! Machine learning is amazing!!! Almost a perfect fit!" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "...which means there's something wrong. What's the problem here?" - ] - }, - { - "cell_type": "code", - "execution_count": 34, - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "training: 69 testing: 24\n" - ] - } - ], - "source": [ - "from sklearn.model_selection import train_test_split\n", - "\n", - "# Split the sample to training/test with a 75/25 ratio, and \n", - "# stratify by age class, and also shuffle the data.\n", - "\n", - "age_class2 = pheno.loc[y_train.index,'AgeGroup']\n", - "\n", - "X_train2, X_test, y_train2, y_test = train_test_split(\n", - " X_train, # x\n", - " y_train, # y\n", - " test_size = 0.25, # 75%/25% split \n", - " shuffle = True, # shuffle dataset\n", - " # before splitting\n", - " stratify = age_class2, # keep\n", - " # distribution\n", - " # of ageclass\n", - " # consistent\n", - " # betw. train\n", - " # & test sets.\n", - " random_state = 123 # same shuffle each\n", - " # time\n", - " )\n", - "\n", - "# print the size of our training and test groups\n", - "print('training:', len(X_train2),\n", - " 'testing:', len(X_test))" - ] - }, - { - "cell_type": "code", - "execution_count": 35, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "from sklearn.metrics import mean_absolute_error\n", - "\n", - "# fit model just to training data\n", - "l_svr.fit(X_train2,y_train2)\n", - "\n", - "# predict the *test* data based on the model trained on X_train2\n", - "y_pred = l_svr.predict(X_test) \n", - "\n", - "# caluclate the model accuracy\n", - "acc = l_svr.score(X_test, y_test) \n", - "mae = mean_absolute_error(y_true=y_test,y_pred=y_pred)" - ] - }, - { - "cell_type": "code", - "execution_count": 36, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "accuracy (R2) = 0.7062614753859224\n", - "MAE = 2.9064809730437093\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 0, 'Predicted Age')" - ] - }, - "execution_count": 36, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# print results\n", - "print('accuracy (R2) = ', acc)\n", - "print('MAE = ',mae)\n", - "\n", - "sns.regplot(y_pred,y_test)\n", - "plt.xlabel('Predicted Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Not perfect, but as predicting with unseen data goes, not too bad! Especially with a training sample of \"only\" 69 subjects. But we can do better! " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "For example, we can increase the size our training set while simultaneously reducing bias by instead using 10-fold cross-validation" - ] - }, - { - "cell_type": "code", - "execution_count": 37, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "from sklearn.model_selection import cross_val_predict, cross_val_score\n", - "\n", - "# predict\n", - "y_pred = cross_val_predict(l_svr, X_train, y_train, cv=10)\n", - "# scores\n", - "acc = cross_val_score(l_svr, X_train, y_train, cv=10)\n", - "mae = cross_val_score(l_svr, X_train, y_train, cv=10, scoring='neg_mean_absolute_error')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We can look at the accuracy of the predictions for each fold of the cross-validation" - ] - }, - { - "cell_type": "code", - "execution_count": 38, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Fold 0 -- Acc = -3.100669235914851, MAE = 3.499732445716964\n", - "Fold 1 -- Acc = 0.6503867717466023, MAE = 2.7341708041749193\n", - "Fold 2 -- Acc = 0.5244446059952845, MAE = 4.4667179799422\n", - "Fold 3 -- Acc = 0.7861963587989191, MAE = 2.0792322601537143\n", - "Fold 4 -- Acc = 0.6013797451350189, MAE = 5.073664324720509\n", - "Fold 5 -- Acc = 0.8383831018310726, MAE = 2.661732547398206\n", - "Fold 6 -- Acc = 0.33984112946074596, MAE = 5.492938869730001\n", - "Fold 7 -- Acc = 0.3375078449169111, MAE = 4.5341559182588975\n", - "Fold 8 -- Acc = -2.5192785147501793, MAE = 3.1544144963281373\n", - "Fold 9 -- Acc = 0.7032021337313058, MAE = 2.895906039877586\n" - ] - } - ], - "source": [ - "for i in range(10):\n", - " print('Fold {} -- Acc = {}, MAE = {}'.format(i, acc[i],-mae[i]))" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We can also look at the overall accuracy of the model" - ] - }, - { - "cell_type": "code", - "execution_count": 39, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2: 0.5755837915750013\n", - "MAE: 3.656286154909079\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 0, 'Predicted Age')" - ] - }, - "execution_count": 39, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.metrics import r2_score\n", - "\n", - "overall_acc = r2_score(y_train, y_pred)\n", - "overall_mae = mean_absolute_error(y_train,y_pred)\n", - "print('R2:',overall_acc)\n", - "print('MAE:',overall_mae)\n", - "\n", - "sns.regplot(y_pred, y_train)\n", - "plt.xlabel('Predicted Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Not too bad at all! \n", - "\n", - "But more importantly, this is a more accurate estimation of our model's predictive efficacy. \n", - "\n", - "Our sample size is larger and this is based on several rounds of prediction of unseen data. " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "For example, we can now see that the effect is being driven by the model's successful parsing of adults vs. children, but is not performing so well within the adult or children group. This was not evident during our previous iteration of the model" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "## Tweak your model" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "It's very important to learn when and where its appropriate to \"tweak\" your model." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Since we have done all of the previous analysis in our training data, it's fine to try out different models. \n", - "\n", - "But we **absolutely cannot** \"test\" it on our left out data. If we do, we are in great danger of overfitting." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "It is not uncommon to try other models, or tweak hyperparameters. In this case, due to our relatively small sample size, we are probably not powered sufficiently to do so, and we would once again risk overfitting. However, for the sake of demonstration, we will do some tweaking. " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We will try a few different examples:\n", - "* Normalizing our target data\n", - "* Tweaking our hyperparameters\n", - "* Trying a more complicated model\n", - "* Feature selection" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Normalize the target data" - ] - }, - { - "cell_type": "code", - "execution_count": 40, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/distributions.py:2619: FutureWarning: `distplot` is a deprecated function and will be removed in a future version. Please adapt your code to use either `displot` (a figure-level function with similar flexibility) or `histplot` (an axes-level function for histograms).\n", - " warnings.warn(msg, FutureWarning)\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0.5, 1.0, 'Log-Transformed Age')" - ] - }, - "execution_count": 40, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# Create a log transformer function and log transform Y (age)\n", - "\n", - "from sklearn.preprocessing import FunctionTransformer\n", - "\n", - "log_transformer = FunctionTransformer(func = np.log, validate=True)\n", - "log_transformer.fit(y_train.values.reshape(-1,1))\n", - "y_train_log = log_transformer.transform(y_train.values.reshape(-1,1))[:,0]\n", - "\n", - "sns.distplot(y_train_log)\n", - "plt.title(\"Log-Transformed Age\")" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Now let's go ahead and cross-validate our model once again with this new log-transformed target" - ] - }, - { - "cell_type": "code", - "execution_count": 41, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2: 0.6503753590244092\n", - "MAE: 0.28516557338254495\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Log Age')" - ] - }, - "execution_count": 41, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# re-intialize the model\n", - "l_svr = SVR(kernel='linear') \n", - "\n", - "# predict\n", - "y_pred = cross_val_predict(l_svr, X_train, y_train_log, cv=10)\n", - "\n", - "# scores\n", - "acc = r2_score(y_train_log, y_pred)\n", - "mae = mean_absolute_error(y_train_log,y_pred)\n", - "\n", - "print('R2:',acc)\n", - "print('MAE:',mae)\n", - "\n", - "sns.regplot(y_pred, y_train_log)\n", - "plt.xlabel('Predicted Log Age')\n", - "plt.ylabel('Log Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Seems like a definite improvement, right? I think we can agree on that. \n", - "\n", - "But we can't forget about interpretability? The MAE is much less interpretable now." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Tweak the hyperparameters" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Many machine learning algorithms have hyperparameters that can be \"tuned\" to optimize model fitting. \n", - "\n", - "Careful parameter tuning can really improve a model, but haphazard tuning will often lead to overfitting." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Our SVR model has multiple hyperparameters. Let's explore some approaches for tuning them" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "SVR?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "One way is to plot a \"Validation Curve\" -- this will let us view changes in training and validation accuracy of a model as we shift its hyperparameters. \n", - "\n", - "We can do this easily with sklearn." - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "from sklearn.model_selection import validation_curve\n", - "\n", - "C_range = 10. ** np.arange(-3, 8) # A range of different values for C\n", - "\n", - "train_scores, valid_scores = validation_curve(l_svr, X_train, y_train_log, \n", - " param_name= \"C\",\n", - " param_range = C_range,\n", - " cv=10,\n", - " scoring='neg_mean_squared_error')\n" - ] - }, - { - "cell_type": "code", - "execution_count": 44, - "metadata": { - "scrolled": true, - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
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    CFoldScoreType
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    " - ], - "text/plain": [ - " C Fold Score Type\n", - "0 0 0 -0.224037 Train\n", - "1 0 1 -0.227223 Train\n", - "2 0 2 -0.217952 Train\n", - "3 0 3 -0.235044 Train\n", - "4 0 4 -0.205235 Train" - ] - }, - "execution_count": 44, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# A bit of pandas magic to prepare the data for a seaborn plot\n", - "\n", - "tScores = pandas.DataFrame(train_scores).stack().reset_index()\n", - "tScores.columns = ['C','Fold','Score']\n", - "tScores.loc[:,'Type'] = ['Train' for x in range(len(tScores))]\n", - "\n", - "vScores = pandas.DataFrame(valid_scores).stack().reset_index()\n", - "vScores.columns = ['C','Fold','Score']\n", - "vScores.loc[:,'Type'] = ['Validate' for x in range(len(vScores))]\n", - "\n", - "ValCurves = pandas.concat([tScores,vScores]).reset_index(drop=True)\n", - "ValCurves.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 72, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 72, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# And plot!\n", - "\n", - "g = sns.catplot(x='Degree',y='Score',hue='Type',data=ValCurves,kind='point')\n", - "plt.xticks(range(11))\n", - "g.set_xticklabels(C_range, rotation=90)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "It looks like accuracy is better for higher values of C, and plateaus somewhere between 0.1 and 1. \n", - "\n", - "The default setting is C=1, so it looks like we can't really improve much by changing C." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "But our SVR model actually has two hyperparameters, C and epsilon. Perhaps there is an optimal combination of settings for these two parameters." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We can explore that somewhat quickly with a grid search, which is once again easily achieved with sklearn. \n", - "\n", - "Because we are fitting the model multiple times witih cross-validation, this will take some time" - ] - }, - { - "cell_type": "code", - "execution_count": 46, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "GridSearchCV(cv=10, estimator=SVR(kernel='linear'),\n", - " param_grid={'C': array([1.e-03, 1.e-02, 1.e-01, 1.e+00, 1.e+01, 1.e+02, 1.e+03, 1.e+04,\n", - " 1.e+05, 1.e+06, 1.e+07]),\n", - " 'epsilon': array([1.e-03, 1.e-02, 1.e-01, 1.e+00, 1.e+01, 1.e+02, 1.e+03, 1.e+04,\n", - " 1.e+05, 1.e+06, 1.e+07])})" - ] - }, - "execution_count": 46, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from sklearn.model_selection import GridSearchCV\n", - "\n", - "C_range = 10. ** np.arange(-3, 8)\n", - "epsilon_range = 10. ** np.arange(-3, 8)\n", - "\n", - "param_grid = dict(epsilon=epsilon_range, C=C_range)\n", - "\n", - "grid = GridSearchCV(l_svr, param_grid=param_grid, cv=10)\n", - "\n", - "grid.fit(X_train, y_train_log)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Now that the grid search has completed, let's find out what was the \"best\" parameter combination" - ] - }, - { - "cell_type": "code", - "execution_count": 47, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{'C': 0.1, 'epsilon': 0.1}\n" - ] - } - ], - "source": [ - "print(grid.best_params_)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "And if redo our cross-validation with this parameter set?" - ] - }, - { - "cell_type": "code", - "execution_count": 48, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2: 0.6503753590244092\n", - "MAE: 0.28516557338254495\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Log Age')" - ] - }, - "execution_count": 48, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "y_pred = cross_val_predict(SVR(kernel='linear',\n", - " C=grid.best_params_['C'],\n", - " epsilon=grid.best_params_['epsilon'], \n", - " gamma='auto'), \n", - " X_train, y_train_log, cv=10)\n", - "\n", - "# scores\n", - "acc = r2_score(y_train_log, y_pred)\n", - "mae = mean_absolute_error(y_train_log,y_pred)\n", - "\n", - "print('R2:',acc)\n", - "print('MAE:',mae)\n", - "\n", - "sns.regplot(y_pred, y_train_log)\n", - "plt.xlabel('Predicted Log Age')\n", - "plt.ylabel('Log Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Perhaps unsurprisingly, the model fit is only very slightly improved from what we had with our defaults. There's a reason they are defaults ;-)\n", - "\n", - "Grid search can be a powerful and useful tool. But can you think of a way that, if not properly utilized, it could lead to overfitting? Could it be happening here?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "source": [ - "You can find a nice set of tutorials with links to very helpful content regarding how to tune hyperparameters while being aware of over- and under-fitting here:\n", - "\n", - "https://scikit-learn.org/stable/modules/learning_curve.html" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Trying a more complicated model" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "In principle, there is no real reason to do this. Perhaps one could make an argument for quadratic relationship with age, but we probably don't have enough subjects to learn a complicated non-linear model. \n", - "\n", - "But for the sake of demonstration, we can give it a shot." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "\n", - "\n", - "We'll use a validation curve to see the result of our model if, instead of fitting a linear model, we instead try to the fit a 2nd, 3rd, ... 8th order polynomial." - ] - }, - { - "cell_type": "code", - "execution_count": 49, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "validation_curve?" - ] - }, - { - "cell_type": "code", - "execution_count": 50, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "from sklearn.model_selection import validation_curve\n", - "\n", - "degree_range = list(range(1,8)) # A range of different values for C\n", - "\n", - "train_scores, valid_scores = validation_curve(SVR(kernel='poly',\n", - " gamma='scale'\n", - " ), \n", - " X=X_train, y=y_train_log, \n", - " param_name= \"degree\",\n", - " param_range = degree_range,\n", - " cv=10,\n", - " scoring='neg_mean_squared_error')\n" - ] - }, - { - "cell_type": "code", - "execution_count": 51, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "
    \n", - "\n", - "\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - "
    DegreeFoldScoreType
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    " - ], - "text/plain": [ - " Degree Fold Score Type\n", - "0 0 0 -0.032529 Train\n", - "1 0 1 -0.032064 Train\n", - "2 0 2 -0.028580 Train\n", - "3 0 3 -0.033800 Train\n", - "4 0 4 -0.028727 Train" - ] - }, - "execution_count": 51, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# A bit of pandas magic to prepare the data for a seaborn plot\n", - "\n", - "tScores = pandas.DataFrame(train_scores).stack().reset_index()\n", - "tScores.columns = ['Degree','Fold','Score']\n", - "tScores.loc[:,'Type'] = ['Train' for x in range(len(tScores))]\n", - "\n", - "vScores = pandas.DataFrame(valid_scores).stack().reset_index()\n", - "vScores.columns = ['Degree','Fold','Score']\n", - "vScores.loc[:,'Type'] = ['Validate' for x in range(len(vScores))]\n", - "\n", - "ValCurves = pandas.concat([tScores,vScores]).reset_index(drop=True)\n", - "ValCurves.head()" - ] - }, - { - "cell_type": "code", - "execution_count": 52, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 52, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# And plot!\n", - "\n", - "g = sns.catplot(x='Degree',y='Score',hue='Type',data=ValCurves,kind='point')\n", - "plt.xticks(range(7))\n", - "g.set_xticklabels(degree_range, rotation=90)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "It appears that we cannot improve our model by increasing the complexity of the fit. If one looked only at the training data, one might surmise that a higher order fit could be a slightly better model. \n", - "\n", - "But that improvement does not generalize to the validation data." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "#### Feature selection" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Right now, we have 2016 features. Are all of those really going to contribute to the model stably? " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Intuitively, models tend to perform better when there are fewer, more important features than when there are many, less imortant features. The tough part is figuring out which features are useful or important." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Here will quickly try a basic feature seclection strategy" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "The SelectPercentile() function will select the top X% of features based on univariate tests. This is a way of identifying theoretically more useful features." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "But remember, significance != prediction, as demonstrated in this figure from Bzdok et al., 2018 *bioRxiv*\n", - "\n", - "![Bzdok2018](https://www.biorxiv.org/content/biorxiv/early/2018/05/21/327437/F1.large.jpg?width=800&height=600&carousel=1)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "We are also in danger of overfitting here. For starters, if we want to test this with 10-fold cross-validation, we will need to do a separate feature selection within each fold! \n", - "\n", - "That means we'll need to do the cross-validation manually instead of using cross_val_predict(). " - ] - }, - { - "cell_type": "code", - "execution_count": 53, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [], - "source": [ - "from sklearn.feature_selection import SelectPercentile, f_regression\n", - "from sklearn.model_selection import KFold\n", - "from sklearn.pipeline import Pipeline\n", - "\n", - "# Build a tiny pipeline that does feature selection (top 20% of features), \n", - "# and then prediction with our linear svr model.\n", - "model = Pipeline([\n", - " ('feature_selection',SelectPercentile(f_regression,percentile=20)),\n", - " ('prediction', l_svr)\n", - " ])\n", - "\n", - "y_pred = [] # a container to catch the predictions from each fold\n", - "y_index = [] # just in case, the index for each prediction\n", - "\n", - "# First we create 10 splits of the data\n", - "skf = KFold(n_splits=10, shuffle=True, random_state=123)\n", - "\n", - "# For each split, assemble the train and test samples \n", - "for tr_ind, te_ind in skf.split(X_train):\n", - " X_tr = X_train[tr_ind]\n", - " y_tr = y_train_log[tr_ind]\n", - " X_te = X_train[te_ind]\n", - " y_index += list(te_ind) # store the index of samples to predict\n", - " \n", - " # and run our pipeline \n", - " model.fit(X_tr, y_tr) # fit the data to the model using our mini pipeline\n", - " predictions = model.predict(X_te).tolist() # get the predictions for this fold\n", - " y_pred += predictions # add them to the list of predictions\n", - "\n", - "\n", - " " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Alrighty, let's see if only using the top 20% of features improves the model at all..." - ] - }, - { - "cell_type": "code", - "execution_count": 54, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2: 0.7275884263323822\n", - "MAE: 0.2486199918876078\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Log Age')" - ] - }, - "execution_count": 54, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "acc = r2_score(y_train_log[y_index], y_pred)\n", - "mae = mean_absolute_error(y_train_log[y_index],y_pred)\n", - "\n", - "print('R2:',acc)\n", - "print('MAE:',mae)\n", - "\n", - "sns.regplot(np.array(y_pred), y_train_log[y_index])\n", - "plt.xlabel('Predicted Log Age')\n", - "plt.ylabel('Log Age')\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "In this case, the transformation *did* result in a slight improvement. Will this generalize to left out data?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "source": [ - "See here for an explanation of different feature selection options and how to implement them in sklearn: https://scikit-learn.org/stable/modules/feature_selection.html\n", - "\n", - "And here is a thoughtful tutorial covering feature selection for novel machine learners: https://www.datacamp.com/community/tutorials/feature-selection-python" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "So there you have it. We've tried many different strategies, but most of our \"tweaks\" haven't really lead to improvements in the model. This is not always the case, but it is not uncommon. \n", - "\n", - "Can you think of some reasons why?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "Moving on to our validation data, we probably should just stick to a basic model, though predicting log age might be a good idea!" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "## Can our model predict age in completely un-seen data?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Now that we've fit a model we think has possibly learned how to decode age based on rs-fmri signal, let's put it to the test. \n", - "\n", - "We will train our model on all of the training data, and try to predict the age of the subjects we left out at the beginning of this section." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Because we performed a log transformation on our training data, we will need to transform our testing data using the *same information!* But that's easy because we stored our transformation in an object!\n" - ] - }, - { - "cell_type": "code", - "execution_count": 55, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "# Notice how we use the Scaler that was fit to X_train and apply to X_test,\n", - "# rather than creating a new Scaler for X_test\n", - "y_val_log = log_transformer.transform(y_val.values.reshape(-1,1))[:,0]" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "And now for the moment of truth! \n", - "\n", - "No cross-validation needed here. We simply fit the model with the training data and use it to predict the testing data\n", - "\n", - "I'm so nervous. Let's just do it all in one cell" - ] - }, - { - "cell_type": "code", - "execution_count": 56, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "accuracy (r2) = 0.6963665987774859\n", - "mae = 0.25413373211166607\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Log Age')" - ] - }, - "execution_count": 56, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "l_svr = SVR(kernel='linear') # define the model\n", - "l_svr.fit(X_train, y_train_log) # fit to training data\n", - "y_pred = l_svr.predict(X_val) # classify age class using testing data\n", - "acc = l_svr.score(X_val, y_val_log) # get accuracy (r2)\n", - "mae = mean_absolute_error(y_val_log, y_pred) # get mae\n", - "\n", - "# print results\n", - "print('accuracy (r2) =', acc)\n", - "print('mae = ',mae)\n", - "\n", - "# plot results\n", - "sns.regplot(y_pred, y_val_log)\n", - "plt.xlabel('Predicted Log Age')\n", - "plt.ylabel('Log Age')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "***Wow!!*** Congratulations. You just trained a machine learning model that used real rs-fmri data to predict the age of real humans." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "The proper thing to do at this point would be to repeat the train-validation split multiple times. This will ensure the results are not specific to this validation set, and will give you some confidence intervals around your results." - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "As an assignment, you can give that a try below. Create 10 different splits of the entire dataset, fit the model and get your predictions. Then, plot the range of predictions.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 57, - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "outputs": [], - "source": [ - "# SPACE FOR YOUR ASSIGNMENT\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "slide" - } - }, - "source": [ - "So, it seems like something in this data does seem to be systematically related to age ... but you might be curious what what those features are? " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "#### Interpreting model feature importances" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Interpreting the feature importances of a machine learning model is a real can of worms. This is an area of active research. Unfortunately, it's hard to trust the feature importance of some models. " - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "skip" - } - }, - "source": [ - "\n", - "You can find a whole tutorial on this subject here:\n", - "http://gael-varoquaux.info/interpreting_ml_tuto/index.html" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "For now, we'll just eschew better judgement and take a look at our feature importances. \n", - "\n", - "While we can't ascribe any biological relevance to the features, it can still be helpful to know what the model is using to make its predictions. This is a good way to, for example, establish whether your model is actually learning based on a confound! Could you think of some examples?" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "We can access the feature importances (weights) used by the model" - ] - }, - { - "cell_type": "code", - "execution_count": 58, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "array([[-0.00873134, -0.01842607, 0.01206372, ..., 0.02364518,\n", - " 0.00578919, 0.00532445]])" - ] - }, - "execution_count": 58, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "l_svr.coef_" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "lets plot these weights to see their distribution better" - ] - }, - { - "cell_type": "code", - "execution_count": 59, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'weight')" - ] - }, - "execution_count": 59, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "plt.bar(range(l_svr.coef_.shape[-1]),l_svr.coef_[0])\n", - "plt.title('feature importances')\n", - "plt.xlabel('feature')\n", - "plt.ylabel('weight')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Or perhaps it will be easier to visualize this information as a matrix similar to the one we started with\n", - "\n", - "We can use the correlation measure from before to perform an inverse transform" - ] - }, - { - "cell_type": "code", - "execution_count": 60, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(1, 64, 64)" - ] - }, - "execution_count": 60, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "correlation_measure.inverse_transform(l_svr.coef_).shape" - ] - }, - { - "cell_type": "code", - "execution_count": 61, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 61, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "from nilearn import plotting\n", - "\n", - "feat_exp_matrix = correlation_measure.inverse_transform(l_svr.coef_)[0]\n", - "\n", - "plotting.plot_matrix(feat_exp_matrix, figure=(10, 8), \n", - " labels=range(feat_exp_matrix.shape[0]),\n", - " reorder=False,\n", - " tri='lower')" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "Let's see if we can throw those features onto an actual brain.\n", - "\n", - "First, we'll need to gather the coordinates of each ROI of our atlas" - ] - }, - { - "cell_type": "code", - "execution_count": 62, - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "outputs": [], - "source": [ - "coords = plotting.find_parcellation_cut_coords(atlas_filename)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "source": [ - "And now we can use our feature matrix and the wonders of nilearn to create a connectome map where each node is an ROI, and each connection is weighted by the importance of the feature to the model" - ] - }, - { - "cell_type": "code", - "execution_count": 63, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 63, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plotting.plot_connectome(feat_exp_matrix, coords, colorbar=True)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "Whoa!! That's...a lot to process. Maybe let's threshold the edges so that only the most important connections are visualized" - ] - }, - { - "cell_type": "code", - "execution_count": 64, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 64, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "plotting.plot_connectome(feat_exp_matrix, coords, colorbar=True, edge_threshold=0.035)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "slideshow": { - "slide_type": "fragment" - } - }, - "source": [ - "That's definitely an improvement, but it's still a bit hard to see what's going on.\n", - "Nilearn has a new feature that let's use view this data interactively!" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "metadata": { - "slideshow": { - "slide_type": "subslide" - } - }, - "outputs": [ - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "execution_count": 65, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "plotting.view_connectome(feat_exp_matrix, coords, edge_threshold='98%',\n", - " edge_cmap='viridis')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Exercises" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "3. Tweak the pipeline in the tutorial, by applying PCA , keeping 90% of the variance, instead of SelectPercentile to reduce the dimensionality of features (feature selection). Refer to scikit-learn documentation." - ] - }, - { - "cell_type": "code", - "execution_count": 68, - "metadata": {}, - "outputs": [], - "source": [ - "from sklearn.decomposition import PCA\n", - "\n", - "model = Pipeline([\n", - " ('dimensionality_reduction',PCA(n_components=0.90)),\n", - " ('prediction', l_svr)\n", - "])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "4. Implement cross-validation, but this time changing to leave-one-out. Here is to give an idea as to where changes need to be made in the code." - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "from sklearn.model_selection import LeaveOneOut\n", - "\n", - "skf = LeaveOneOut()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "5. What are the features we are using in this model? What are the numbers representing the shape of the time series (168, 64), the shape of the connectivity matrix (64 x 64), and of the feature matrix (155, 2016)?\n", - "\n", - "Answer: 168 are the number of time points/measures and 64 is the amount of ROIs. The matrix is 64*64 because we have a connectivity measure (edges) for each pair of ROIs (nodes). We end up with a matrix 155 *2016. We have 155 subjects with 2016 connectivity measures." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "6. Using the performance of the different polynomial fit (MSE) for train and test error, try to explain why increasing complexity of models does not necessarily lead to a better model.\n", - "\n", - "Answer: Increasing the complexity of models can lead to overfitting on the training set. We go from high bias to low bias, and from low variance to high variance, as we add more complexity." - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "7. Remember we talked about regularization in the introduction to machine learning? Variance of model estimation increases when there are more features than samples. This especially relevant when we have > 2000 features ! Apply a penalty to the SVR model." - ] - }, - { - "cell_type": "code", - "execution_count": 77, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "R2: 0.5793281473508589\n", - "MAE: 3.6158984999657733\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/mepicard/miniconda3/lib/python3.9/site-packages/seaborn/_decorators.py:36: FutureWarning: Pass the following variables as keyword args: x, y. From version 0.12, the only valid positional argument will be `data`, and passing other arguments without an explicit keyword will result in an error or misinterpretation.\n", - " warnings.warn(\n" - ] - }, - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Age')" - ] - }, - "execution_count": 77, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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\n", 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    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "from sklearn.svm import LinearSVR\n", - "\n", - "# re-intialize the model\n", - "l_svr = LinearSVR(epsilon=0.5, loss=\"epsilon_insensitive\") \n", - "\n", - "# predict\n", - "y_pred = cross_val_predict(l_svr, X_train, y_train, cv=10)\n", - "\n", - "# scores\n", - "acc = r2_score(y_train, y_pred)\n", - "mae = mean_absolute_error(y_train,y_pred)\n", - "\n", - "print('R2:',acc)\n", - "print('MAE:',mae)\n", - "\n", - "sns.regplot(y_pred, y_train)\n", - "plt.xlabel('Predicted Age')\n", - "plt.ylabel('Age')" - ] - } - ], - "metadata": { - "anaconda-cloud": {}, - "celltoolbar": "Edit Metadata", - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.9.12" - }, - "rise": { - "scroll": true - } - }, - "nbformat": 4, - "nbformat_minor": 1 -} diff --git a/content/en/modules/machine_learning_neuroimaging/functional_connectome.png b/content/en/modules/machine_learning_neuroimaging/functional_connectome.png deleted file mode 100644 index d81b1049..00000000 Binary files a/content/en/modules/machine_learning_neuroimaging/functional_connectome.png and /dev/null differ diff --git a/content/en/modules/machine_learning_neuroimaging/index.md b/content/en/modules/machine_learning_neuroimaging/index.md deleted file mode 100644 index 477c1791..00000000 --- a/content/en/modules/machine_learning_neuroimaging/index.md +++ /dev/null @@ -1,91 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Machine learning for neuroimaging" - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/module_machine_learning_neuroimaging - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://school-brainhack.github.io/module_machine_learning_neuroimaging - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, machine learning, neuroimaging, nilearn] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Application of machine learning to fMRI data analysis using nilearn. This module covers extracting functional connectivity features, building and evaluating predictive models with scikit-learn, and interpreting results in a neuroimaging context. Hands-on exercises apply these methods to ADHD classification." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "functional_connectome.png" ---- - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * [installation](https://school-brainhack.github.io/modules/installation/) module - * [introduction to python for data analysis](https://school.brainhackmtl.org/modules/python_data_analysis/) module - * [introduction to machine learning](https://school.brainhackmtl.org/modules/machine_learning_basics/) module - -Recommended but not mandatory: - * [fmri connectivity](/modules/fmri_connectivity) module - * [fmri parcellation](/modules/fmri_parcellation) module - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## Resources - -This module is built around two Jupyter notebooks and one set of exercises, all available in the [module repository](https://github.com/school-brainhack/module_machine_learning_neuroimaging) and rendered as a [web book](https://school-brainhack.github.io/module_machine_learning_neuroimaging/): - -### Tutorial 1: Functional connectivity with nilearn - -An introduction to extracting functional connectivity features from resting-state fMRI data using nilearn. Topics covered: -- A brief introduction to fMRI and the challenge of feature extraction -- Computing time series from brain atlases with `NiftiLabelsMasker` -- Constructing and visualizing connectomes with `ConnectivityMeasure` - -### Tutorial 2: Machine learning with nilearn - -A complete ML pipeline applied to a developmental fMRI dataset (children vs. adults classification). Topics covered: -- Loading and exploring phenotypic data -- Extracting connectivity features across subjects -- Training a linear SVM classifier with scikit-learn -- Evaluating model performance with cross-validation -- Visualizing and interpreting results - -The dataset used is the **NeuroDev** developmental fMRI dataset, preprocessed and packaged by **Elizabeth Dupre** and now integrated as one of nilearn's main tutorial datasets. - -### Original lecture - -This module builds on a lecture originally delivered by **Jacob Vogel** during the QLSC 612 course in 2020. The original video (2h13) is available below: - - - -## Exercise - -The exercise notebook (`exercises_adhd.ipynb`) has you build a complete ML pipeline to predict **ADHD diagnosis** from functional connectivity data, using the [ADHD200 dataset](https://nilearn.github.io/stable/modules/generated/nilearn.datasets.fetch_adhd.html) available through nilearn. - -The exercise is structured as follows: - -1. **Part 1 — Exploring phenotypic data**: examine clinical and demographic variables (number of subjects, ADHD diagnosis distribution, age, gender). -2. **Part 2 — Extracting functional connectivity features**: use an atlas-based masker to extract time series and compute a connectivity matrix per subject. -3. **Part 3 — Training and evaluating an SVM classifier**: split data, fit a linear SVM, and assess performance with accuracy, a classification report, and a confusion matrix. -4. **Challenge — Cross-validation**: re-evaluate using stratified k-fold cross-validation for a more robust performance estimate. - -**Important**: follow the parameter specifications given in each question exactly — the exercise uses automated grading that compares results to reference values. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## More resources - -- [nilearn documentation](https://nilearn.github.io/stable/) -- [scikit-learn documentation](https://scikit-learn.org/stable/) -- [ADHD200 dataset on nilearn](https://nilearn.github.io/stable/modules/generated/nilearn.datasets.fetch_adhd.html) -- [NeuroDev / development fMRI dataset on nilearn](https://nilearn.github.io/stable/modules/generated/nilearn.datasets.fetch_development_fmri.html) diff --git a/content/en/modules/machine_learning_neuroimaging/regr_image.jpg b/content/en/modules/machine_learning_neuroimaging/regr_image.jpg deleted file mode 100644 index a8dfd2ad..00000000 Binary files a/content/en/modules/machine_learning_neuroimaging/regr_image.jpg and /dev/null differ diff --git a/content/en/modules/mne_python/brain_dynamics.gif b/content/en/modules/mne_python/brain_dynamics.gif deleted file mode 100644 index 6bfd4984..00000000 Binary files a/content/en/modules/mne_python/brain_dynamics.gif and /dev/null differ diff --git a/content/en/modules/mne_python/brain_dynamics.png b/content/en/modules/mne_python/brain_dynamics.png deleted file mode 100644 index bfffc658..00000000 Binary files a/content/en/modules/mne_python/brain_dynamics.png and /dev/null differ diff --git a/content/en/modules/mne_python/index.md b/content/en/modules/mne_python/index.md deleted file mode 100644 index 08f078b6..00000000 --- a/content/en/modules/mne_python/index.md +++ /dev/null @@ -1,103 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Working with MNE-Python and EEG-BIDS" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [MNE, python, EEG, BIDS, brain dynamics] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This repo includes a tutorial for Working with MNE-Python and EEG-BIDS." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_dynamics.gif" ---- - - -## Information - -The estimated time to complete this training module is 2.30h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school.brainhack [at] gmail [dot] com. - -## Resources -This module was presented by Davide Momi during the [Brainhack Toronto](https://brainhackto.github.io/global-toronto-12-2022/), and the associated notebooks are available [here](https://github.com/Davi1990/mne_eeg_workshop). - -The video of the presentation is available below (duration 1h33): - - -## Tutorial -To run the code locally please follow the instructions. - * Download the folder using: -``` -git clone https://github.com/Davi1990/mne_eeg_workshop/ -``` - -``` -cd folder_path_to_the_cloned_repo -``` - - * Install the required dependencies using: -``` -pip install -r requirements.txt -``` - - * Download the required [data folder](https://drive.google.com/drive/folders/1DO-dXfIXzGDzmgcWRMtYvX30ZECYzRYd?usp=sharing). - - * Download the [raw file](https://drive.google.com/file/d/1-RSyaXp2Chx0zLuaAnlgK8o1VMo3enx8/view?usp=share_link). - - * Start a new jupyter notebook. For this follow the instructions below: - - Open the terminal - - Type `jupyter notebook` - - If you’re not automatically directed to a webpage, copy the URL printed in the terminal and paste it in your browser - - Once on the webpage, navigate to the `mne_eeg_workshop` you cloned - - Open the relevant notebook. - -## Exercise - -1. Read through the notebook running all the cells -2. Complete the exercises in the notebook - -**Exercise 1** Check information on the MNE-BIDS file that was saved as part of Tutorial 01 and fill the cells in the notebook with your answers to the questions below. - - How many channels do you have for each type of sensor? - What is the sampling frequency? - Have the data been filtered? - What is the frequency of the line noise? - Is there any bad channel? - - -**Exercise 2** Import a new epoched file and generate a figure of both evoked response and principal components. - - Read the file `sub-s01_task-faceFO_eeg.fif` as an epoched object. - Make a joint plot of the time-series. - Create a variable with the array of the evoked data. - Decompose the data using SVD (use the function `numpy.linalg.svd`) - Make a `matplotlib` figure with 1 row and 5 columns and plot the first 5 components using the function `mne.viz.plot_topomap`. - - -* After finishing your exercises, rename the notebook and save it to your local machine. -* Follow up with your local TA(s) to validate you completed the exercises correctly. -* :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - - - ## More resources - - - Other great resources to get started with NME in python: - - [MNE-Python](https://mne.tools/stable/auto_tutorials/index.html) - - [Neurodesk](https://www.neurodesk.org/tutorials/electrophysiology/eeg_mne-python/) - - diff --git a/content/en/modules/nibabel/NiBabel.py b/content/en/modules/nibabel/NiBabel.py deleted file mode 100644 index 9a903d5b..00000000 --- a/content/en/modules/nibabel/NiBabel.py +++ /dev/null @@ -1,937 +0,0 @@ -# --- -# jupyter: -# jupytext: -# formats: ipynb,py:percent -# text_representation: -# extension: .py -# format_name: percent -# format_version: '1.3' -# jupytext_version: 1.14.5 -# kernelspec: -# display_name: Python 3 (ipykernel) -# language: python -# name: python3 -# --- - -# %% [markdown] slideshow={"slide_type": "slide"} -# # NiBabel -# -#
    -# -# ## Neuroimaging data and file structures in Python -# -# ###### Christopher J Markiewicz -# -# ###### NeuroHackademy 2020 - -# %% [markdown] slideshow={"slide_type": "notes"} -# The goal of this presentation is to familiarize you with some broad classes of neuroimaging data that can be interacted with in Python, using the NiBabel library. -# -# This document is intended to be viewed as a [RISE](https://rise.readthedocs.io/) presentation. It works fine as a notebook, but blocks with images may look strange because they are formatted to work as slides. - -# %% [markdown] slideshow={"slide_type": "slide"} -# # NiBabel -# -# NiBabel is a low-level Python library that gives access to a variety of imaging formats, with a particular focus on providing a common interface to the various volumetric formats produced by scanners and used in common neuroimaging toolkits: -# -# | | | | -# |:---: |:---: |:---:| -# | NIfTI-1 | NIfTI-2 | MGH | -# | MINC 1.0 | MINC 2.0 | AFNI BRIK/HEAD | -# | ANALYZE | SPM99 ANALYZE | SPM2 ANALYZE | -# | DICOM | PAR/REC | ECAT | -# -# It also supports surface file formats: -# -# | | | -# |:--:|:--:| -# | GIFTI | FreeSurfer (FS) geometry | -# |FS labels | FS annotations | -# -# Tractography files: -# -# | | | -# |:--:|:--:| -# | TrackVis (TRK) | MRtrix (TCK) | -# -# As well as the CIFTI-2 format for composite volume/surface data. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Installation -# -# NiBabel is available on [PyPI](https://pypi.org/project/nibabel/): -# -# ```Shell -# pip install nibabel -# ``` -# -# And [conda-forge](https://anaconda.org/conda-forge/nibabel): -# -# ```Shell -# conda install -c conda-forge nibabel -# ``` -# -# *Note*: This notebook assumes NiBabel 3+, which requires a minimum Python version of 3.5. - -# %% slideshow={"slide_type": "subslide"} -import nibabel as nb -print(nb.__version__) - -# %% slideshow={"slide_type": "fragment"} -# Some additional, useful imports -from pathlib import Path # Combine path elements with / -from pprint import pprint # Pretty-printing - -import numpy as np # Numeric Python -from matplotlib import pyplot as plt # Matlab-ish plotting commands -from nilearn import plotting as nlp # Nice neuroimage plotting -import transforms3d # Work with affine algebra -from scipy import ndimage as ndi # Operate on N-dimensional images -import nibabel.testing # For fetching test data - -# %pylab inline - -# %% -# Assume you have download the data to your home directory in ~/data -data_dir = Path.home() / 'brainhackschool_nibabel' / 'data' -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Learning objectives -# -# 1. Be able to load and save different types of files in NiBabel -# 1. Become familiar with the `SpatialImage` API and identify its components -# 1. Understand the differences between array and proxy images -# 1. Acquire a passing familiarity with the structures of surface images, CIFTI-2 files, and tractograms - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Basic I/O -# -# ### Loading - -# %% -t1w = nb.load(data_dir / 'openneuro/ds000114/sub-01/ses-test/anat/sub-01_ses-test_T1w.nii.gz') -bold = nb.load(data_dir / 'openneuro/ds000114/sub-01/ses-test/func/sub-01_ses-test_task-fingerfootlips_bold.nii.gz') - -# %% slideshow={"slide_type": "fragment"} -print(t1w) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Saving -# -# All NiBabel images have a `.to_filename()` method: - -# %% slideshow={"slide_type": "-"} -t1w.to_filename(data_dir / 'tmp/img.nii.gz') - -# %% [markdown] slideshow={"slide_type": "fragment"} -# `nibabel.save` will attempt to convert to a reasonable image type, if the extension doesn't match: - -# %% -nb.save(t1w, data_dir / 'tmp/img.mgz') - -# %% [markdown] slideshow={"slide_type": "fragment"} -# Some image types separate header and data into two separate images. Saving to either filename will generate both. - -# %% -nb.save(t1w, data_dir / 'tmp/img.img') -print(nb.load(data_dir / 'tmp/img.hdr')) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Serialization -# -# Some NiBabel images can be serialized to and deserialized from byte strings, for performing stream-based I/O. - -# %% -bstr = t1w.to_bytes() -print(bstr[:100]) - -# %% -new_t1w = nb.Nifti1Image.from_bytes(bstr) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# Images that save to single files can generally be serialized. NIfTI-1/2, GIFTI and MGH are currently supported. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Spatial Images -# -# For MRI studies, neuroimaging data is typically acquired as one or more *volumes*, a regular grid of values. NiBabel represents these data as *spatial images*, a structure containing three things: -# -# 1. The image *data* array: a 3D or 4D array of image data -# 1. An *affine* matrix: 4x4 array relating voxel coordinates and "world" coordinates -# 1. Image *metadata*: usually a format-specific header -# -# Many file types encode this basic structure. NiBabel will read any of ANALYZE (plain, SPM99, SPM2 and later), NIfTI-1, NIfTI-2, MINC 1.0, MINC 2.0, AFNI BRIK/HEAD, MGH, ECAT, DICOM and Philips PAR/REC, and expose a simple interface: - -# %% -data = t1w.get_fdata() -affine = t1w.affine -header = t1w.header - -# %% [markdown] slideshow={"slide_type": "fragment"} -# Spatial images have some properties that should be familiar from NumPy arrays: - -# %% -print(t1w.ndim) -print(t1w.shape) - -# %% [markdown] slideshow={"slide_type": "slide"} -# ### The data array -# -# The data is a simple NumPy array. It can be accessed, sliced and generally manipulated as you would any array: - -# %% -print(data.shape) -i, j, k = np.array(data.shape) // 2 -fig, axes = plt.subplots(1, 3) -axes[0].imshow(data[i,:,:].T, cmap='Greys_r', origin='lower') -axes[1].imshow(data[:,j,:].T, cmap='Greys_r', origin='lower') -_ = axes[2].imshow(data[:,:,k].T, cmap='Greys_r', origin='lower') - -# %% [markdown] -# Each location in the image data array is a *voxel* (pixel with a volume), and can be referred to with *voxel coordinates* (array indices). -# -# This is a natural way to describe a block of data, but is practically meaningless with regard to anatomy. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# NiBabel has a basic viewer that scales voxels to reflect their size and labels orientations. - -# %% slideshow={"slide_type": "-"} -_ = t1w.orthoview() # Requires matplotlib, occasionally glitchy in OSX setups - -# %% [markdown] -# The crosshair is focused at the origin $(0, 0, 0)$. -# -# All of this information is encoded in the affine: - -# %% -print(affine) - -# %% [markdown] slideshow={"slide_type": "slide"} -# ### Affine transforms -# -# The affine is a 4 x 4 numpy array. This describes the transformation from the voxel space (indices $(i, j, k)$) to a *reference* space (coordinates $(x, y, z)$). These coordinates are, by convention, distance in mm *right*, *anterior* and *superior* of an origin\*. -# -# $$ -# \begin{bmatrix} -# x\\ -# y\\ -# z\\ -# 1\\ -# \end{bmatrix} = -# \mathbf A -# \begin{bmatrix} -# i\\ -# j\\ -# k\\ -# 1\\ -# \end{bmatrix} =\begin{bmatrix} -# m_{1,1} & m_{1,2} & m_{1,3} & a \\ -# m_{2,1} & m_{2,2} & m_{2,3} & b \\ -# m_{3,1} & m_{3,2} & m_{3,3} & c \\ -# 0 & 0 & 0 & 1 \\ -# \end{bmatrix} -# \begin{bmatrix} -# i\\ -# j\\ -# k\\ -# 1\\ -# \end{bmatrix} -# $$ -# -# For an unmodified image, this reference space typically refers to an origin in the isocenter of the imaging magnet, and the directions right, anterior and superior are defined assuming a subject is lying in the scanner, face up. -# -# ![](https://nipy.org/nibabel/_images/localizer.png) -# -# \* *If a file format uses an alternative convention, NiBabel converts on read/write, so affines are always RAS+.* - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### The affine as a series of transformations -# -# -# -# ![](https://nipy.org/nibabel/_images/illustrating_affine.png) -# -# An affine transformation can be decomposed into translation, rotation, scaling (zooms) and shear transformations, applied right-to-left. - -# %% -T, R, Z, S = transforms3d.affines.decompose44(affine) # External library -print(f"Translation: {T}\nRotation:\n{R}\nZooms: {Z}\nMax shear: {np.abs(S).max()}") - -# %% -Tm, Rm, Zm, Sm = [np.eye(4) for _ in range(4)] -Tm[:3, 3] = T -Rm[:3, :3] = R -Zm[:3, :3] = np.diag(Z) -Sm[[0, 0, 1], [1, 2, 2]] = S -np.allclose(Tm @ Rm @ Zm @ Sm, affine) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# NiBabel provides functions for extracting information from affines: -# -# * Orientation (or axis codes) indicates the direction an axis encodes. If increasing index along an axis moves to the right or left, the axis is coded "R" or "L", respectively. -# * Voxel sizes (or zooms) -# * Obliquity measures the amount of rotation from "canonical" axes. - -# %% -print("Orientation:", nb.aff2axcodes(affine)) -print("Zooms:", nb.affines.voxel_sizes(affine)) -print("Obliquity:", nb.affines.obliquity(affine)) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# You can also use it to answer specific questions. For instance, the inverse affine allows you to calculate indices from RAS coordinates and look up the image intensity value at that location. - -# %% -i, j, k, _ = np.linalg.pinv(affine) @ [0, 0, 0, 1] -print(f"Center: ({int(i)}, {int(j)}, {int(k)})") -print(f"Value: ", data[int(i), int(j), int(k)]) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### Don't Panic -# -#
    -# -# If you didn't follow all of the above, that's okay. Here are the important points: -# -# 1. Affines provide the spatial interpretation of the data. -# 2. NiBabel has some useful methods for working with them. -# -# You'll go over this again with Noah Benson in [Introduction to the Geometry and Structure of the Human Brain](https://neurohackademy.org/course/introduction-to-the-geometry-and-structure-of-the-human-brain/). -# -# Matthew Brett's [Coordinate systems and affines](https://nipy.org/nibabel/coordinate_systems.html) tutorial is an excellent resource. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ### Image headers -# -# The image header is specific to each file format. Minimally, it contains information to construct the data and affine arrays, but some methods are useful beyond that. -# -# * `get_zooms()` method returns voxel sizes. If the data is 4D, then repetition time is included as a temporal zoom. -# * `get_data_dtype()` returns the numpy data type in which the image data is stored (or will be stored when the image is saved). - -# %% -print(bold.header.get_zooms()) -print(bold.header.get_data_dtype()) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# For images with fixed header structures, header fields are exposed through a `dict`-like interface. - -# %% -print(header) - -# %% -print(header['descrip']) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# The MGH header is similarly accessible, but its structure is quite different: - -# %% -mghheader = nb.load(data_dir / 'tmp/img.mgz').header -print(mghheader) - -# %% -print(mghheader['Pxyz_c']) -print(mghheader.get_zooms()) -print(mghheader.get_data_dtype()) - - -# %% [markdown] -# Other formats use text key-value pairs (PAR/REC, BRIK/HEAD) or keys in NetCDF (MINC 1.0) or HDF5 (MINC 2.0) containers, and their values are accessible by other means. -# -# Often, we're not particularly interested in the header, or even the affine. But it's important to know they're there and, especially, to remember to copy them when making new images, so that derivatives stay aligned with the original image. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ### Creating new images -# -# Reading data will only take you so far. In many cases, you will want to use the image to compute a new image in the same space. Such a function might take the form: -# -# ```Python -# def my_function(image): -# orig_data = image.get_fdata() -# new_data = some_operation_on(orig_data) -# return image.__class__(new_data, affine=image.affine, header=image.header) -# ``` -# -# Note the `image.__class__` ensures that the output image is the same type as the input. If your operation requires specific format features, you might use a specific class like `nb.Nifti1Image`. -# -# For example, perhaps we want to save space and rescale our T1w image to an unsigned byte: - -# %% -def rescale(img): - data = img.get_fdata() - rescaled = ((data - data.min()) * 255. / (data.max() - data.min())).astype(np.uint8) - - rescaled_img = img.__class__(rescaled, affine=img.affine, header=img.header) - - rescaled_img.header.set_data_dtype('uint8') # Ensure data is saved as this type - return rescaled_img - -rescaled_t1w = rescale(t1w) -rescaled_t1w.to_filename(data_dir / 'tmp/rescaled_t1w.nii.gz') - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Data objects - Arrays and Array Proxies -# -# Recall that the spatial image contains data, affine and header objects. When creating a new image, the `data` array is typically an array. - -# %% -array_img = nb.Nifti1Image(np.arange(244, 268).astype(int32).reshape(2, 3, 4), affine=np.diag([2, 2, 2, 1])) -print(array_img.dataobj) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# When loading a file, an `ArrayProxy` is used for most image types. - -# %% -array_img.to_filename(data_dir / 'tmp/array_img.nii') -proxy_img = nb.load(data_dir / 'tmp/array_img.nii') -print(proxy_img.dataobj) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# An array proxy is an object that knows how to access data, but does not read it until requested. The usual way to request data is `get_fdata()`, which returns all data as floating point: - -# %% -proxy_img.get_fdata(dtype=np.float32) # The default is float64, but you can choose any floating point type. - -# %% [markdown] -# `get_fdata()` provides a very predictable interface. When you need more control, you'll want to work with the `ArrayProxy` directly. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Converting array proxies to arrays -# -# Array proxies are designed to be one step away from a numpy array: - -# %% -arr = np.asanyarray(proxy_img.dataobj) # array will create a copy; asarray passes through arrays; asanyarray passes subclasses like memmap through -print(arr.dtype) -arr - -# %% [markdown] -# Memory maps are arrays that remain on disk, rather than in RAM. This is only possible with uncompressed images. -# -# We can also cast to any type we please, however unwisely. - -# %% -print(np.uint8(proxy_img.dataobj)) # Values over 255 will be truncated -print(np.complex256(proxy_img.dataobj)) # A life less ordinal - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Indexing and slicing array proxies -# -# One of the primary motivations for an array proxy is to avoid loading data unnecessarily. Accessing the array proxy with array indices or slices will return the requested values without loading other data: - -# %% slideshow={"slide_type": "-"} -print(proxy_img.dataobj[0]) -print(proxy_img.dataobj[..., 1:3]) - -# %% [markdown] -# For example, this is useful for fetching a single volume from a BOLD series: - -# %% -vol0 = bold.dataobj[..., 0] -vol0.shape - -# %% [markdown] -# Slicing works with compressed data, as well. Install the [indexed-gzip](https://pypi.org/project/indexed-gzip/) package for significant speedups with gzipped files. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Scaling array proxies -# -# Several image types, including NIfTI, have a slope and intercept (scaling factors) in the header that allows them to extend the data range and/or precision beyond those of the on-disk type. -# -# For example `uint16` can take the values 0-65535. If a BOLD series includes values from 500-2000, we can calculate a slope that will allow us to utilize the 16 bits of precision to encode our desired values. - -# %% -pr = (500, 2000) # Plausible range -nbits = 16 # 16-bits of precision -scl_slope = (pr[1] - pr[0]) / (2 ** nbits) # Resolvable difference -scl_inter = pr[0] # Minimum value -print(scl_slope, scl_inter) -"Saving space by collapsing plotting into one line."; x = np.arange(2 ** nbits); plt.step(x, x * scl_slope + scl_inter); vlim = np.array([120, 150]); plt.xlim(vlim); plt.ylim(vlim * scl_slope + scl_inter); plt.xlabel("On-disk value"); plt.ylabel('"True" value'); _ = plt.show(); - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Let's create an image from some random values in our plausible range: - -# %% -float_img = nb.Nifti1Image(np.random.default_rng().uniform(500, 2000, (2, 3, 4)), # 64-bit float - affine=np.diag([2, 2, 2, 1])) -print(float_img.get_fdata()) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# Save as `uint16` and check its values: - -# %% -float_img.header.set_data_dtype(np.uint16) -float_img.to_filename(data_dir / "tmp/uint16_img.nii") - -uint16_img = nb.load(data_dir / "tmp/uint16_img.nii") -print(uint16_img.get_fdata()) - -# %% [markdown] -# We clearly lost some precision... - -# %% -np.max(np.abs(float_img.get_fdata() - uint16_img.get_fdata())) - -# %% [markdown] -# But what's going on? - -# %% [markdown] slideshow={"slide_type": "subslide"} -# The `ArrayProxy` keeps track of scaling factors: - -# %% -print(f"Slope: {uint16_img.dataobj.slope}; Intercept: {uint16_img.dataobj.inter}") -print(uint16_img.dataobj.get_unscaled()) - -# %% [markdown] -# The scaling is done automatically when the data is accessed, by slice or whole. - -# %% slideshow={"slide_type": "fragment"} -print(np.asanyarray(uint16_img.dataobj)) -print(uint16_img.dataobj[0, 0, 0]) - -# %% [markdown] -# The `ArrayProxy` guarantees that the data has the intended *value*, but the *type* can vary based on the on-disk type and the values of scaling factors. - -# %% slideshow={"slide_type": "fragment"} -print(proxy_img.dataobj[0, 0, 0].dtype) # Our earlier integer image -print(uint16_img.dataobj[0, 0, 0].dtype) - -# %% [markdown] -# `get_fdata()` sweeps these details under the rug and always gives you the same type. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Don't Panic -# -#
    -# -# If you didn't follow all of the above, that's okay. Here are the important points: -# -# 1. When in doubt, use `img.get_fdata()` will fetch all of the data, and it will always be a float -# 2. `img.dataobj` exists if you want to load only some data or control the data type -# 3. Both methods transparently scale data when needed -# -# In the NiBabel docs, [The image data array](https://nipy.org/nibabel/nibabel_images.html#the-image-data-array) gives you an overview of both methods, and [Images and memory](https://nipy.org/nibabel/images_and_memory.html) has even more details. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Slicing images -# -# Slicing array proxies is nice. Wouldn't it be nicer to keep track of the affine and header? -# -# The `slicer` attribute provides an interface that allows you to apply slices to an image, and updates the affine to ensure that the spatial information matches. -# -# Consider the T1-weighted image from earlier: - -# %% -_ = t1w.orthoview() - -# %% [markdown] slideshow={"slide_type": "subslide"} -# We can use the slicer to crop unneeded voxels in the left-right and inferior-superior directions: - -# %% -cropped = t1w.slicer[40:216, :, 50:226] -cropped.orthoview() - -# %% [markdown] -# Note the origin crosshair points to the same structure. The affines now differ in translation: - -# %% -print(cropped.affine - t1w.affine) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# You can even downsample an image, and the zooms will reflect the increased distance between voxels. - -# %% -cheap_downsample = cropped.slicer[2::4, 2::4, 2::4] -print(cheap_downsample.header.get_zooms()) -cheap_downsample.orthoview() - - -# %% [markdown] -# Note that this is a bad idea in *most* circumstances because it induces aliasing. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# The better approach would be to anti-alias and then slice: - -# %% -def blur(img, sigma): # Isotropic in voxel space, not world space - return img.__class__(ndi.gaussian_filter(img.dataobj, sigma), img.affine, img.header) - -better_downsample = blur(cropped, sigma=1.5).slicer[2::4, 2::4, 2::4] -better_downsample.orthoview() - -# %% [markdown] slideshow={"slide_type": "subslide"} -# For non-spatial dimensions, slices or indices may be used to select one or more volumes. - -# %% slideshow={"slide_type": "-"} -tp15 = bold.slicer[..., :5] -tp1 = bold.slicer[..., 0] -print(f"BOLD shape: {bold.shape}; Zooms: {bold.header.get_zooms()}") -print(f"Time pts 1-5 shape: {tp15.shape}; Zooms: {tp15.header.get_zooms()}") -print(f"Time pt 1 shape: {tp1.shape}; Zooms: {tp1.header.get_zooms()}") -np.array_equal(tp15.get_fdata(), bold.dataobj[..., :5]) - -# %% [markdown] -# Aliasing considerations apply to time series as well, so be careful with down-sampling here, too. - -# %% [markdown] slideshow={"slide_type": "slide"} -#
    Break!
    - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Surface Images -# -# Although the scanner samples data in three dimensions, some brain structures are better represented as a convoluted sheet than a volume. Data may be usefully resampled onto a cortical sheet, but in the process, it loses the intrinsic geometry of a 3D array. -# -# To represent data on a surface, you need the following structures: -# -# 1. The surface *mesh* -# 1. Vertices: a list of coordinates in world space -# 1. Faces: a list of 3-tuples of indices into the coordinate list -# 2. The *data* array: a 1D or 2D array of values or vectors at each vertex -# -# Unlike spatial images, these components are frequently kept in separate files. -# -# *Terminological note*: You are likely to encounter multiple names for each of these. *Vertices* may be called *coordinates* or a *point set*. *Faces* are often called *triangles*. When a data array is plotted on the surface, it might be called a *texture*. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Image-specific interfaces -# -# The two supported surface formats at present are GIFTI and FreeSurfer geometry files. Unlike spatial images, there is not yet a common interface for working with surface-based data. -# -# FreeSurfer encodes a great deal of information in its directory structure and file names, allowing the necessary data arrays to have relatively simple formats. -# -# GIFTI is more of an interchange format, and so has a rich metadata structure and can store different kinds of data. - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### Surface meshes -# -# To load a surface mesh in a FreeSurfer directory, use `nb.freesurfer.read_geometry`: - -# %% -fs_verts, fs_faces, fs_meta = nb.freesurfer.read_geometry(data_dir / 'ds000228-fmriprep/sourcedata/freesurfer/sub-pixar001/surf/lh.pial', read_metadata=True) -print(fs_verts[:2]) -print(fs_faces[:2]) -pprint(fs_meta) - -# %% [markdown] -# NiBabel does not have any viewer for surfaces, but Nilearn has plotting utilities: - -# %% -_ = nlp.plot_surf((fs_verts, fs_faces)) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Let's do the same thing with GIFTI. Here, the file-level metadata is minimal: - -# %% -gii_pial = nb.load(data_dir / 'ds000228-fmriprep/sub-pixar001/anat/sub-pixar001_hemi-L_pial.surf.gii') -pprint(gii_pial.meta.metadata) # .meta maps onto the XML object, its .metadata property exposes a Python dict - -# %% [markdown] -# The vertices and faces are stored as separate data arrays, each with their own metadata. These can be queried by NIfTI *intent code*: - -# %% -pointset_darray = gii_pial.get_arrays_from_intent('pointset')[0] -triangle_darray = gii_pial.get_arrays_from_intent('triangle')[0] -pprint(pointset_darray.meta.metadata) -pprint(triangle_darray.meta.metadata) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# The actual values are stored as the `.data` attribute: - -# %% -gii_verts, gii_faces = pointset_darray.data, triangle_darray.data -print(gii_verts[:2]) -print(gii_faces[:2]) - -# %% [markdown] -# This API can be cumbersome, if all you want is the NumPy arrays. Thanks to a project started at Neurohackademy 2019, the `agg_data()` (aggregate data) method will find the requested data array(s) and return just the data: - -# %% -gii_verts, gii_faces = gii_pial.agg_data(('pointset', 'triangle')) -print(gii_verts[:2]) -print(gii_faces[:2]) -_ = nlp.plot_surf((gii_verts, gii_faces)) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### Surface-sampled data -# -# For data sampled to the surface, FreeSurfer has a few data types: - -# %% -# Morphometry -curv = nb.freesurfer.read_morph_data(data_dir / 'ds000228-fmriprep/sourcedata/freesurfer/sub-pixar001/surf/lh.curv') -# Annotations -labels, color_table, names = nb.freesurfer.read_annot(data_dir / 'ds000228-fmriprep/sourcedata/freesurfer/sub-pixar001/label/lh.aparc.annot') -# MGH files... -mgh = nb.load(data_dir / 'ds000228-fmriprep/sourcedata/freesurfer/sub-pixar001/surf/lh.w-g.pct.mgh') -print(curv.shape) -print(labels.shape) -print(mgh.shape) - -# %% -fig, axes = plt.subplots(1, 3, subplot_kw={'projection': '3d'}) -_ = nlp.plot_surf((fs_verts, fs_faces), curv, axes=axes[0]) -_ = nlp.plot_surf((fs_verts, fs_faces), labels, axes=axes[1]) -_ = nlp.plot_surf((fs_verts, fs_faces), mgh.get_fdata(), axes=axes[2]) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# GIFTIs will be GIFTIs. This one is a BOLD series sampled to the `fsaverage5` surface: - -# %% -bold_gii = nb.load(data_dir / 'ds000228-fmriprep/sub-pixar001/func/sub-pixar001_task-pixar_hemi-L_space-fsaverage5_bold.func.gii') - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Each time point is an individual data array with intent `NIFTI_INTENT_TIME_SERIES`. `agg_data()` will aggregate these into a single array. - -# %% -data = bold_gii.agg_data('time series') -data.shape - -# %% [markdown] slideshow={"slide_type": "fragment"} -# We can plot the mean BOLD signal. This time we will use a FreeSurfer surface, which Nilearn knows what to do with: - -# %% -_ = nlp.plot_surf(str(data_dir / 'ds000228-fmriprep/sourcedata/freesurfer/fsaverage5/surf/lh.inflated'), data.mean(axis=1)) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# ### Don't Panic -# -#
    -# -# If you didn't follow all of the above, that's okay. Here are the important points: -# -# 1. Practical considerations make dealing with surfaces a multi-file affair -# 2. The data structures are common (vertices, faces, per-vertex data arrays), but the arrangement can vary -# 3. For working with FreeSurfer files, learn to traverse the directory and identify file types -# 4. For working with GIFTI, learn to query the file for its contents -# -# Hopefully next year, we'll be able to talk about a common interface that will simplify things. - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## CIFTI-2 -# -#
    -#
    -#
    -# From Glasser, et al., 2016. doi:10.1038/nn.4361 -#
    -#
    -# -# CIFTI-2 is a file format intended to cover many use cases for connectivity analysis. -# -# Files have 2-3 dimensions and each dimension is described by one of 5 types of axis. -# -# * Brain models: each row/column is a voxel or vertex -# * Parcels: each row/column is a group of voxels and/or vertices -# * Scalars: each row/column has a unique name -# * Labels: each row/column has a unique name and label table -# * Series: each row/column is a point in a series (typically time series), which increases monotonically -# -# For example, a "parcellated dense connectivity" CIFTI-2 file has two dimensions, indexed by a brain models axis and a parcels axis, respectively. The interpretation is "connectivity from parcels to vertices and/or voxels". - -# %% [markdown] slideshow={"slide_type": "subslide"} -#
    -# -#
    -# -# On disk, the file is a NIfTI-2 file with an alternative XML header as an extension, schematized here. -# -# NiBabel loads a header that closely mirrors this structure, and makes the NIfTI-2 header accessible as a `nifti_header` attribute. - -# %% -cifti = nb.load(data_dir / 'ds000228-fmriprep/sub-pixar001/func/sub-pixar001_task-pixar_space-fsLR_den-91k_bold.dtseries.nii') -cifti_data = cifti.get_fdata(dtype=np.float32) -cifti_hdr = cifti.header -nifti_hdr = cifti.nifti_header - -# %% [markdown] slideshow={"slide_type": "fragment"} -# The `Cifti2Header` is useful if you're familiar with the XML structure and need to fetch an exact value or have fine control over the header that is written. - -# %% -bm0 = next(cifti_hdr.matrix[1].brain_models) -print(bm0.voxel_indices_ijk) -print(list(bm0.vertex_indices)[:20]) - -# %% [markdown] slideshow={"slide_type": "fragment"} -# Most of the time, the `Axis` format will be more useful: - -# %% -axes = [cifti_hdr.get_axis(i) for i in range(cifti.ndim)] -axes - - -# %% [markdown] slideshow={"slide_type": "subslide"} -# The simplest way to get a handle on CIFTI-2 data is to use it. Let's take an axis and a data block and repackage the voxels as a regular NIfTI-1 image: - -# %% -def volume_from_cifti(data, axis): - assert isinstance(axis, nb.cifti2.BrainModelAxis) - data = data.T[axis.volume_mask] # Assume brainmodels axis is last, move it to front - volmask = axis.volume_mask # Which indices on this axis are for voxels? - vox_indices = tuple(axis.voxel[axis.volume_mask].T) # ([x0, x1, ...], [y0, ...], [z0, ...]) - vol_data = np.zeros(axis.volume_shape + data.shape[1:], # Volume + any extra dimensions - dtype=data.dtype) - vol_data[vox_indices] = data # "Fancy indexing" - return nb.Nifti1Image(vol_data, axis.affine) # Add affine for spatial interpretation - - -# %% -volume_from_cifti(cifti_data, axes[1]).orthoview() - - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Now we can extract the values on a surface vertex. This time, as a simple numpy array: - -# %% -def surf_data_from_cifti(data, axis, surf_name): - assert isinstance(axis, nb.cifti2.BrainModelAxis) - for name, data_indices, model in axis.iter_structures(): # Iterates over volumetric and surface structures - if name == surf_name: # Just looking for a surface - data = data.T[data_indices] # Assume brainmodels axis is last, move it to front - vtx_indices = model.vertex # Generally 1-N, except medial wall vertices - surf_data = np.zeros((vtx_indices.max() + 1,) + data.shape[1:], dtype=data.dtype) - surf_data[vtx_indices] = data - return surf_data - raise ValueError(f"No structure named {surf_name}") - - -# %% -_ = nlp.plot_surf(str(data_dir / "Conte69.L.inflated.32k_fs_LR.surf.gii"), - surf_data_from_cifti(cifti_data, axes[1], 'CIFTI_STRUCTURE_CORTEX_LEFT').mean(axis=1), - cmap='plasma') - - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Finally, combine into a function that will break a CIFTI-2 matrix into a volume and two surface components: - -# %% -def decompose_cifti(img): - data = img.get_fdata(dtype=np.float32) - brain_models = img.header.get_axis(1) # Assume we know this - return (volume_from_cifti(data, brain_models), - surf_data_from_cifti(data, brain_models, "CIFTI_STRUCTURE_CORTEX_LEFT"), - surf_data_from_cifti(data, brain_models, "CIFTI_STRUCTURE_CORTEX_RIGHT")) - - -# %% slideshow={"slide_type": "fragment"} -vol, left, right = decompose_cifti(cifti) -print(vol.shape, left.shape, right.shape) - -# %% [markdown] slideshow={"slide_type": "slide"} -# ## Tractography -# -#
    -#
    -#
    -# From DIPY documentation -#
    -#
    -# -# Diffusion MRI uses estimates of the directional flow of water to detect white matter tracts. These tracts are represented as a series of points in world space. -# -# NiBabel represents tractogram files as a collection of these things: -# -# 1. A *tractogram*, which is: -# 1. A set of *streamlines*: each streamline is a series of coordinates describing a path -# 1. Streamline-level data: a set of data arrays associated with each streamline -# 1. Point-level data: a set of data arrays associated with each point of each streamline -# 1. An *affine* matrix: 4x4 array relating voxel coordinates of a reference image and world coordinates -# 1. File-level metadata: a format-specific header -# -# Files of this type are considered `TractogramFile`s. Like `SpatialImage`, the goal is to provide a uniform interface where possible. -# -# The two currently-supported file types are TCK (MRtrix) and TRK (TrackVis). We will load some very small ones that were created for testing: - -# %% -tck = nb.streamlines.load(Path(nb.testing.data_path) / 'standard.tck') -trk = nb.streamlines.load(Path(nb.testing.data_path) / 'complex.trk') - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Like a spatial image, printing the tractogram file gives an overview: - -# %% -print(trk) - -# %% [markdown] -# ### The streamlines API -# -# The overall API is as follows: - -# %% -# File-level -tractogram = trk.tractogram -trk_affine = trk.affine # Describes relation between voxels and coordinates in an associated image -trk_header = trk.header - -# All streamlines -streamlines = tractogram.streamlines -data_per_point = tractogram.data_per_point -data_per_streamline = tractogram.data_per_streamline - -# One streamline at a time -tractogram_item = tractogram[2] # Most to look at -streamline_coords = tractogram_item.streamline -streamline_data = tractogram_item.data_for_streamline -point_data = tractogram_item.data_for_points - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### A single streamline -# -# When looking at an individual streamline, the objects are familiar: NumPy arrays and Python dictionaries. - -# %% -print(streamline_coords) -pprint(streamline_data) -pprint(point_data) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# #### All streamlines -# -# When looking at all streamlines, the objects are custom. These deal with issues arising from the fact that each streamline may have a different number of coordinates, so N-dimensional arrays are not appropriate. - -# %% -print(streamlines) -print(data_per_streamline) -print(data_per_point) - -# %% [markdown] -# The dictionaries operate like normal dictionaries, providing NumPy array and `ArraySequence` values. - -# %% -print(data_per_streamline['mean_curvature']) -print(data_per_point['fa']) - -# %% [markdown] slideshow={"slide_type": "subslide"} -# Each component is also indexable by integer: - -# %% -print(streamlines[2]) -pprint(dict(data_per_streamline[2])); print() # For space -pprint(dict(data_per_point[2])) - -# %% [markdown] -# As we can see, there are a few ways to get at the same data, based on whether you prefer to operate by streamline or by data element (such as `fa`). - -# %% [markdown] slideshow={"slide_type": "slide"} -# # Summary -# -#
    -# -# You made it! -# -# ## Learning objectives (reprise) -# -# 1. Be able to load and save different types of files in NiBabel -# * `nb.load`, `nb.save`, `img.to_filename()`, `img.to_bytes()`, `img.from_bytes()` -# 1. Become familiar with the `SpatialImage` API and identify its components -# * `img.get_fdata()`/`img.dataobj` -# * `img.affine` -# * `img.header` -# 1. Understand the differences between array and proxy images -# * Arrays are what it says on the tin. -# * Proxies conserve memory and automatically scale values -# * `get_fdata()` and `dataobj` provide tradeoffs between consistency and control -# 1. Acquire a passing familiarity with: -# * Surfaces: Meshes and per-vertex data, idiosyncratic -# * CIFTI-2: 2-3D NIfTI with some interesting axes; brainmodels can be decomposed into volume and surface components -# * Tractograms: Streamlines are paths in space, and data can be attached to the point or the path diff --git a/content/en/modules/nibabel/index.md b/content/en/modules/nibabel/index.md deleted file mode 100644 index b5fcbce7..00000000 --- a/content/en/modules/nibabel/index.md +++ /dev/null @@ -1,161 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Neuroimaging data and file structures in Python" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [python, neuroimaging, data analysis] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of neuroimaging file format with Nibabel." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "reggie.png" ---- - - -## Information - -The estimated time to complete this training module is 1h30m for the basic content and 1h for the optional advanced content. - - - **Basic** - Be able to load and save different types of neuroimaging files in Nibabel. Know how to work with volumetric data. - - **Advanced** - Understand the difference between array and array proxy images. - - **Optional** - Acquire a passing familiarity with the structures of surface images, CIFTI-2 files and tractogram. - -The prerequisites to take this module are: - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - * the [DataLad](/modules/datalad) module. - * the [python data analysis](/modules/python_data_analysis) module (recommended for Python familiarity). - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. -If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources - -We will watch the presentation **NiBabel: Neuroimaging data and file structures in Python** from Neurohackademy 2020 by Chris Markiewicz. - -The original presentation and the practical notebook can be found [here](https://github.com/effigies/nibabel-presentations). -In this exercise, we will use the notebook in the brainhack school repository. Follow the instructions below to run both. - -### Downlad data and jupyter notebook - -You will need to install the example dataset with [DataLad](/modules/datalad). - -```bash -# download open neuro dataset -mkdir ~/brainhackschool_nibabel -cd ~/brainhackschool_nibabel -mkdir data -cd data -datalad install ///openneuro -cd openneuro -datalad get -r ds000114/sub-01 - -cd ~/brainhackschool_nibabel/data -datalad install git@github.com:OpenNeuroDerivatives/ds000228-fmriprep.git -cd ds000228-fmriprep -datalad get -r sourcedata/freesurfer/sub-pixar001/surf -datalad get -r sourcedata/freesurfer/fsaverage5 - - -datalad get sub-pixar001/anat/sub-pixar001_hemi-L_pial.surf.gii -datalad get sub-pixar001/func/sub-pixar001_task-pixar_hemi-L_space-fsaverage5_bold.func.gii -datalad get sub-pixar001/func/sub-pixar001_task-pixar_space-fsLR_den-91k_bold.dtseries.nii - -# get the surface data from midnight scan club -cd ~/brainhackschool_nibabel/data -wget -c https://raw.githubusercontent.com/MidnightScanClub/MSCcodebase/master/Utilities/Conte69_atlas-v2.LR.32k_fs_LR.wb/Conte69.L.inflated.32k_fs_LR.surf.gii - -# get the tutorial -cd ~/brainhackschool_nibabel -wget -c https://raw.githubusercontent.com/school-brainhack/school-brainhack.github.io/main/content/en/modules/nibabel/requirements.txt -wget -c https://raw.githubusercontent.com/school-brainhack/school-brainhack.github.io/main/content/en/modules/nibabel/NiBabel.py - -# make a temporary directory to dump things -mkdir ~/brainhackschool_nibabel/data/tmp -``` - -### Set up environment - -You will need to create the environment with the `requirements.txt` file. - -``` -pip install virtualenv - -cd ~/brainhackschool_nibabel/ -virtualenv env -source env/bin/activate -pip install -r requirements.txt # install the environment -``` -From here you can launch `jupyter notebook` and navigate to the presentaion `Nibabel.py`, or launch the notebook directly using: -``` -jupyter notebook Nibabel.py -``` - -## Material - -Follow the `Nibabel.py` notebook along with the presentation. - -The time stamps of this video are as follows. -You need to watch all the basic content to complete the excercise. -You can skip the optional sections. - - - 0:00 Introduction - - 0:44 Brief introduction to NiBabel / some Neurohackademy related business - - 2:01 Start of the talk - - 3:01 Installation of NiBabel - - 6:01 Learning objective of the original presentation - - 7:32 Basic file input/output (I/O) (basic) - - 12:03 Data array of spatial image (basic) - - 20:11 Affine (basic) - - 32:13 Header (basic) - - 36:55 Create an image (basic) - - 39:57 Break - - 47:27 Array and array proxy (advanced) - - 1:06:52 Slicing image (basic) - - 1:13:13 Question time - - 1:14:17 Surface image (optional) - - 1:25:36 CIFTI-2 image (optional) - - 1:30:22 Tractogram (optional) - - 1:34:38 Summary and ending - -The video presentation is available below: - - - -## Exercise - - * Watch the video presentation by Chris Markiewicz and go over the `Nibabel.py` notebook. - - * In a separate notebook, complete the following exercises: - - * Use the nilearn library function `fetch_atlas_difumo` to get the 64 parcellation image. As we learned in the video, the data in this image is just a number array and you can maniputate it with numpy. Please extract the 16th region, binarize it, and save it as a new nifti image. - - * Use the slicer object to view the new nifti file we created in the three different views. - - * Bonus: in 200 words, describe the conceptual differences between array and array proxy images. - - * Follow up with your local TA(s) to validate you completed the exercise correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources - -Nilearn has some high level wrappers for nibabel I/O function, we encourage you to have a look: -https://nilearn.github.io/stable/manipulating_images/input_output.html#understanding-neuroimaging-data - -Here are all the links mentioned in the presentations: - -- https://nipy.org/nibabel/coordinate_systems.html -- https://nipy.org/nibabel/nibabel_images.html#the-image-data-array -- https://nipy.org/nibabel/images_and_memory.html -- https://neurohackademy.org/course/introduction-to-the-geometry-and-structure-of-the-human-brain/ diff --git a/content/en/modules/nibabel/reggie.png b/content/en/modules/nibabel/reggie.png deleted file mode 100644 index 78620d94..00000000 Binary files a/content/en/modules/nibabel/reggie.png and /dev/null differ diff --git a/content/en/modules/nibabel/requirements.txt b/content/en/modules/nibabel/requirements.txt deleted file mode 100644 index d06acd40..00000000 --- a/content/en/modules/nibabel/requirements.txt +++ /dev/null @@ -1,8 +0,0 @@ -nibabel -jupytext -notebook -rise -nilearn -matplotlib -transforms3d -pytest diff --git a/content/en/modules/open_data/index.md b/content/en/modules/open_data/index.md deleted file mode 100644 index a4177871..00000000 --- a/content/en/modules/open_data/index.md +++ /dev/null @@ -1,65 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Open data" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [open data, open science] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of open data and open resource discovery." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "open_data.png" ---- - - -## Information - -The estimated time to complete this training module is 1.5h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module was presented by Sebastian Urchs during Brainhack School 2020. - -The presentation slides are available [here](https://docs.google.com/presentation/d/19pp-SwWI-Fi72BCsht_7SAj-uFp0-ijBqRc31sy2-Ag). - -Jupyter Notebook to follow is [here](https://mybinder.org/v2/gh/school-brainhack/bhs_nilearn_example/HEAD?labpath=nilearn_demo.ipynb). If you are not able to run the notebook through mybinder, you can download it from -this [link](https://github.com/surchs/bhs_nilearn_example/blob/master/nilearn_demo.ipynb), and run it locally inside a [virtual environment](https://virtualenv.pypa.io/en/latest/). - -The video presentation is available below: - - - -## Exercise - - * Watch the video presentation by Sebastian Urchs and go over the slides. - * Find an open neuroimaging dataset via one of the resource links described in the presentation that has at least 40 participants and including phenotypic information that could be useful to your project (age, gender, cognitive scores, diagnoses, etc.) - * Download at least one of these participants and their accompanying phenotypic information. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources -### Open Access Data -- [FCP-INDI](http://fcon_1000.projects.nitrc.org/) -- [OpenNeuro](https://openneuro.org/) -- [Canadian Open Neuroscience Portal](https://portal.conp.ca/) -- [openMorph](https://github.com/cMadan/openMorph) -- [Nilearn Data Set](https://nilearn.github.io/stable/modules/datasets.html) - -### Handling the Data -- [DataLad](http://handbook.datalad.org/en/latest/#) diff --git a/content/en/modules/packaging/index.md b/content/en/modules/packaging/index.md deleted file mode 100644 index 3f3d4337..00000000 --- a/content/en/modules/packaging/index.md +++ /dev/null @@ -1,61 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to python packaging with `pipy`" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [python, packaging] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this module, you will learn how to package python modules using `pypi`. This will let you install some of your own code with `pip`, dealing cleanly with dependencies, as well as share publicly a package." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "python_packaging.png" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * [Installation module](/modules/installation). - * [Introduction to python for data analysis](/modules/python_data_analysis/) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -This module was presented by Valérie Hayot-Sasson during BrainHack School 2020. The slides are available [here](https://docs.google.com/presentation/d/18aMOZBbKEKTHtiZZA5bRPOBwxOVoPLRT1c5FaQZYLQI/edit?usp=sharing). - -The video of the presentation is available below (57:51): - - -## Exercice - - * To run this exercise, you will need a small python module. You can create a toy python module by following this [tutorial](https://www.tutorialspoint.com/python/python_modules.htm). It would be better to start creating one (or a couple of) module(s) for your project, so you work directly with a meaningful code base. - * Add your module to a new git repository under your personal account. This is not necessary, but putting code on git control should be second nature at this stage :) Note that the module will read in a folder inside the repository. The top level directory is for configuration files for the project, not the code itself. - * Create and populate a `README.md` file - * Create and populate a `license.txt` file - * Fill a `requirements.txt` file. Include everything needed for development, including e.g. `jupyter-notebook` and `pytest`. - * Fill a `pyproject.toml` file. Start from a [template](https://martin-thoma.com/pyproject-toml/). These two last steps are much more meaningful if you are working with a code base for your project, rather than a toy module with no dependencies. - * Configure the meta-data of your project with `setup.cfg`. Check the [documentation of pypi](https://packaging.python.org/tutorials/packaging-projects/#configuring-metadata) for more info. - * Add on `__init.py__` in your module folder. See this [example](https://careerkarma.com/blog/what-is-init-py/) - * Try installing your package locally by running `pip install -e .` in your repository. - * **Optional**: You can try to create the distribution files and publish this package on a test server of `pypi`. This step is described in this [tutorial](https://packaging.python.org/tutorials/packaging-projects/#generating-distribution-archives). The pypi test server is made to test how publishing a package works - so don't worry if this is just a test or if you make mistakes, the server exists for that purpose. If you upload the package on pipy itself, anybody will be able to install your software by typing `pip install ` but beware! `pipy` is a community resource, and you should only publish serious, well tested projects on there. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - - * The official `pipy` [packaging documentation](https://packaging.python.org/tutorials/packaging-projects). - * The [guidelines for modern packaging](https://gist.github.com/effigies/9bbb424535d6a1d838d6325191c0a736) by [Chris Markiewicz](https://github.com/effigies). diff --git a/content/en/modules/packaging/mri_schematic.svg b/content/en/modules/packaging/mri_schematic.svg deleted file mode 100644 index a2ce59d6..00000000 --- a/content/en/modules/packaging/mri_schematic.svg +++ /dev/null @@ -1,943 +0,0 @@ - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - image/svg+xml - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - aimant - - bobines de gradient - - antenne de tête multi-cannaux - - table mobile - - tunnel - - - diff --git a/content/en/modules/packaging/python_packaging.png b/content/en/modules/packaging/python_packaging.png deleted file mode 100644 index cb6a3b5d..00000000 Binary files a/content/en/modules/packaging/python_packaging.png and /dev/null differ diff --git a/content/en/modules/packaging/python_packaging.svg b/content/en/modules/packaging/python_packaging.svg deleted file mode 100644 index 76146895..00000000 --- a/content/en/modules/packaging/python_packaging.svg +++ /dev/null @@ -1,2149 +0,0 @@ - - - - - - - - - - image/svg+xml - - - - - - - - - - diff --git a/content/en/modules/project_management/fig_redpen_blackpen.jpg b/content/en/modules/project_management/fig_redpen_blackpen.jpg deleted file mode 100644 index 87ebba11..00000000 Binary files a/content/en/modules/project_management/fig_redpen_blackpen.jpg and /dev/null differ diff --git a/content/en/modules/project_management/index.md b/content/en/modules/project_management/index.md deleted file mode 100644 index 236adc00..00000000 --- a/content/en/modules/project_management/index.md +++ /dev/null @@ -1,140 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Project management" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [open data, fair, license, standards, github] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning about the importance and benefits of project management adhering to community standards to achieve shareable science." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fig_redpen_blackpen.jpg" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - * the [open data](/modules/open_data) module. - * the [terminal](/modules/introduction_to_terminal) module. - * the [Git and GitHub](/modules/git_github) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school.brainhack [at] gmail [dot] com - -## Resources - -This module was presented by [Elizabeth Dupre](https://elizabeth-dupre.com/#/) during the QLSC 612 course in 2020, with content adapted from presentations by [Chris Gorgolewski](https://twitter.com/chrisgorgo). - -The slides are available [here](https://github.com/neurodatascience/course-materials-2020/blob/master/lectures/13-may/01-standards-for-project-management/NDS2020_ShareableScience.pdf). - -The video of her presentation is available below: - - - -## Exercise - -### Your understanding of project management - -Prepare your answers in an online document (e.g. using hackmd.io). - * Let's pick a license... - * you want to share code and make sure it can be used as widely as possible, but you still get credited. Which license do you pick and why? - * you want to share data, get credited, allow for modifications but not commercial usage. Which license do you pick and why? - * Pick a public dataset and explain if it is FAIR. You can pick from the list below if you need inspiration. - * [ADNI](http://adni.loni.usc.edu/) - * [UK biobank](https://www.ukbiobank.ac.uk/) - * [CIMAQ](http://www.cima-q.ca/en/home/) - * Find an example of a neuroimaging paper described on the open science framework (or somewhere else), with 1. Code available? 2. Documentation for data analysis available? 3. Data available? For each aspect, summarize briefly the standards followed (if any). - - -### Create a project template for your Brainhack School project - -We have learned about the community standard of data sharing in the previous exercise and how that improves communication and collaboration with researchers. -The same principle can be applied to your analysis code. Using a consistent project template will help when your project grow in the long run. -For this section, please prepare your answer as a GitHub repository. -We will follow the first lesson [Set up your project](https://goodresearch.dev/setup.html) in the [Good Research Code Handbook](https://goodresearch.dev/index.html) - -:memo: Please skip the [Install a project package](https://goodresearch.dev/setup.html#install-a-project-package) section. We recommend to revisit this part after completing the [python packaging](/modules/packaging) module. - -The end result will be a logically organized project skeleton that's synced to version control. -The instructor should be able to verify your progress through 1. a public GitHub repository and 2. clone and test your project on their own machine. - - * Pick a short and descriptive name for your project.... - * Create a folder in your home directory. - * You should have created a GitHub account when you completed the installation module. Now we want to create a GitHub repository of the same name, for convenience. - * Now you should see some suggestions on the GitHub page to help you initialise the project repository. Which one should you use? - - * The next step is to create a virtual environment and an associated file describing the environment, so you can reinstall everything if you need to start fresh. - * Create a conda environment of the same name of your project. - * Activate this environment and install the same packages you did in the [installation](/modules/installation) module. - * Export this environment and save it as a file named `environment.yml` at the root of your project repository. - * Now commit and push this environment file to your GitHub repository. - -* Next, let's create a `.gitignore` file with the help of GitHub magic. - * On your GitHub repository page, click on `Add file` - `create new file`. - * Now enter `.gitignore` into the file name. You will see a drop down menu appear on the right hand side. - * Pick the python template. Commit this file. - * Now use the terminal and pull this change to your local directory. - - :bulb: With the same principle, you can also create a `LICENSE` file through GitHub. - - * Next we will populate the directory with a project skeleton and some basic descriptions. - * Create the directories described in the lesson with command `mkdir`. - * Try to add these changes to git. You should notice empty directories are not added, this is because git will only push files. - * To work around this issue, let's create a file named `.gitkeep` in each of the empty directory using command `touch`. - * Now try to add and commit these files again. - - * (Optional) Creating a project package - Creating a project package can be difficult for the first time, but the pay off is substantial: your project structure will be clean, you won’t need to change Python's path, and your project will be pip installable. This is the standard approach in the data science world. - This is a minimal demo for a installable package. We encourage you to revisit [Install a project package](https://goodresearch.dev/setup.html#install-a-project-package) after completing the [python packaging](/modules/packaging) module. - * Create a file under `src/` named `helloworld.py`, with one line `print('hello world')`. - * Create a file under `src/` named `__init__.py`. - * Create a `setup.py` file in the root directory with the following lines: - ``` - from setuptools import find_packages, setup - - setup( - name='src', - packages=find_packages(), - ) - - ``` - * Finally, activate the project virtual environment you created earlier. Install your package: - ``` - pip install -e . - ``` - * To verify the completion of this part, you should be able to run the following code from a python kernel as long as the virtual environment is activated: - ``` - import src.helloworld - >>> hello world - ``` - -* Follow up with your local TA(s) to validate you completed the exercise correctly. -* :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -If you are curious to learn more about BIDS, check the [BIDS specifications](https://bids-specification.readthedocs.io/en/stable/). There will also be a training module on BIDS in week 2. -We encourage you to revisit [Install a project package](https://goodresearch.dev/setup.html#install-a-project-package) after completing the [python packaging](/modules/packaging) module. - -Some documentation on standards for project organization: - * the entire "the Turing way" documentation is relevant, but the section on [project design](https://the-turing-way.netlify.app/project-design/project-design.html) is the most important for this training module. - * the [YODA principles](https://handbook.datalad.org/en/latest/basics/101-127-yoda.html). - * the [Good Research Code Handbook](https://goodresearch.dev/) has lots of resources to help you learn industry standard research code management. - -Check out [this repository](https://github.com/SIMEXP/fmriprep-denoise-benchmark) which follows the principle of the project set up in the Good Research Code Handbook. - -Finally, a [blog post](http://ivory.idyll.org/blog/2015-on-licensing-in-bioinformatics.html) on choosing a license for open science projects by Titus Brown. diff --git "a/content/en/modules/python_data_analysis/correction_\303\240jour.ipynb" "b/content/en/modules/python_data_analysis/correction_\303\240jour.ipynb" deleted file mode 100644 index 77e50387..00000000 --- "a/content/en/modules/python_data_analysis/correction_\303\240jour.ipynb" +++ /dev/null @@ -1,476 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": null, - "id": "0ac80fdb", - "metadata": {}, - "outputs": [], - "source": [ - "# Andréanne Proulx, 2021-07-26\n", - "# PSY6983 Python for data analysis exercice" - ] - }, - { - "cell_type": "code", - "execution_count": 164, - "id": "27cfaae6", - "metadata": {}, - "outputs": [], - "source": [ - "# 1. imports\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "from sklearn.datasets import load_iris\n", - "%matplotlib inline" - ] - }, - { - "cell_type": "code", - "execution_count": 165, - "id": "3c4870e3", - "metadata": {}, - "outputs": [], - "source": [ - "# 2. load data\n", - "iris = load_iris()" - ] - }, - { - "cell_type": "code", - "execution_count": 166, - "id": "f193e175", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "data": { - "text/plain": [ - "dict_keys(['data', 'target', 'frame', 'target_names', 'DESCR', 'feature_names', 'filename'])" - ] - }, - "execution_count": 166, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# 3. Explore the dataset using .keys()\n", - "iris.keys()" - ] - }, - { - "cell_type": "code", - "execution_count": 167, - "id": "c8c38d2e", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "The shape of the data is : (150, 4)\n", - "The type of the data is : float64\n" - ] - } - ], - "source": [ - "# 4. Print the shape and type of data\n", - "shape = iris[\"data\"].shape\n", - "type = iris[\"data\"].dtype\n", - "\n", - "print(\"The shape of the data is : {}\".format(shape))\n", - "print(\"The type of the data is : {}\".format(type))" - ] - }, - { - "cell_type": "code", - "execution_count": 168, - "id": "1d64ca02", - "metadata": {}, - "outputs": [], - "source": [ - "# 5. Store 'data' and 'features_names' in variables\n", - "data = iris[\"data\"] # same as iris.feature_names\n", - "feature_names = iris[\"feature_names\"] # same as iris.feature_names" - ] - }, - { - "cell_type": "code", - "execution_count": 169, - "id": "2d9550d9", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " sepal length (cm) sepal width (cm) petal length (cm) petal width (cm)\n", - "0 5.1 3.5 1.4 0.2\n", - "1 4.9 3.0 1.4 0.2\n", - "2 4.7 3.2 1.3 0.2\n", - "3 4.6 3.1 1.5 0.2\n", - "4 5.0 3.6 1.4 0.2\n", - ".. ... ... ... ...\n", - "145 6.7 3.0 5.2 2.3\n", - "146 6.3 2.5 5.0 1.9\n", - "147 6.5 3.0 5.2 2.0\n", - "148 6.2 3.4 5.4 2.3\n", - "149 5.9 3.0 5.1 1.8\n", - "\n", - "[150 rows x 4 columns]\n" - ] - } - ], - "source": [ - "# 6. Create a dataframe with the data and use feature_names for column names\n", - "df = pd.DataFrame(data,columns= feature_names)\n", - "print(df)" - ] - }, - { - "cell_type": "code", - "execution_count": 170, - "id": "ca246903", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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    sepal length (cm)sepal width (cm)petal length (cm)petal width (cm)
    count150.000000150.000000150.000000150.000000
    mean5.8433333.0573333.7580001.199333
    std0.8280660.4358661.7652980.762238
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    " - ], - "text/plain": [ - " sepal length (cm) sepal width (cm) petal length (cm) \\\n", - "count 150.000000 150.000000 150.000000 \n", - "mean 5.843333 3.057333 3.758000 \n", - "std 0.828066 0.435866 1.765298 \n", - "min 4.300000 2.000000 1.000000 \n", - "25% 5.100000 2.800000 1.600000 \n", - "50% 5.800000 3.000000 4.350000 \n", - "75% 6.400000 3.300000 5.100000 \n", - "max 7.900000 4.400000 6.900000 \n", - "\n", - " petal width (cm) \n", - "count 150.000000 \n", - "mean 1.199333 \n", - "std 0.762238 \n", - "min 0.100000 \n", - "25% 0.300000 \n", - "50% 1.300000 \n", - "75% 1.800000 \n", - "max 2.500000 " - ] - }, - "execution_count": 170, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "# 7. Get statistics for this dataframe using .describe()\n", - "df.describe()" - ] - }, - { - "cell_type": "code", - "execution_count": 171, - "id": "16499c48", - "metadata": {}, - "outputs": [], - "source": [ - "# 8. Keep only the first 50 rows only\n", - "df_50 = df[:50][:]" - ] - }, - { - "cell_type": "code", - "execution_count": 174, - "id": "de578594", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "5.843333333333334\n", - "0.828066127977863\n" - ] - } - ], - "source": [ - "# 9. Create an empty list to store extreme values for sepal length\n", - "extreme_values = []\n", - "\n", - "# Get column \"sepal length\" \n", - "sepal_length = df[\"sepal length (cm)\"]\n", - "\n", - "# get mean\n", - "mean = sepal_length.mean()\n", - "print(mean)\n", - "\n", - "# get std\n", - "std = sepal_length.std()\n", - "print(std)\n", - "\n", - "# use for loop to iterate over every row\n", - "for length in sepal_length:\n", - " \n", - " # compute the standardized value -> formula = (value - mean)/std\n", - " e_t = (length - mean) / std\n", - " \n", - " # if > 3.9 standard deviation, consider extreme\n", - " if abs(e_t) > 3.9:\n", - " \n", - " # append extreme value\n", - " extreme_values.append(length)" - ] - }, - { - "cell_type": "code", - "execution_count": 175, - "id": "4b6e3674", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[]\n" - ] - } - ], - "source": [ - "# No extreme values are found\n", - "print(extreme_values)" - ] - }, - { - "cell_type": "code", - "execution_count": 182, - "id": "a3770195", - "metadata": {}, - "outputs": [], - "source": [ - "# 10. what about other features? This is basically repeating the previous operations, but on a different column. Try automating this by writing a function.\n", - "\n", - "def find_extreme_values(df, column, extreme = 3.9):\n", - " '''\n", - " Find extreme values for a given column\n", - " \n", - " Args\n", - " \n", - " \n", - " returns\n", - " \n", - " '''\n", - " \n", - " # initialize empty list to contain extreme values\n", - " extreme_values = []\n", - " \n", - " # get column\n", - " col = df[column].astype(float)\n", - " \n", - " # compute mean\n", - " mean = col.mean()\n", - " \n", - " # compute std\n", - " std = col.std()\n", - " \n", - " for row in col:\n", - " \n", - " # compite standard deviation\n", - " e_t = (row-mean)/std\n", - " \n", - " #print(e_t)\n", - " \n", - " if abs(e_t) >= extreme:\n", - " \n", - " #print(abs(e_t))\n", - " \n", - " # add to df \n", - " extreme_values.append(e_t)\n", - " \n", - " return extreme_values" - ] - }, - { - "cell_type": "code", - "execution_count": 183, - "id": "9a8e8219", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "[]" - ] - }, - "execution_count": 183, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "find_extreme_values(df, \"sepal width (cm)\", extreme = 3.9)" - ] - }, - { - "cell_type": "code", - "execution_count": 137, - "id": "bb514153", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Text(0, 0.5, 'Y')" - ] - }, - "execution_count": 137, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
    " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# 11-13. boxplot distribution\n", - "plt.boxplot(df)\n", - "\n", - "# add title\n", - "plt.title(\"TITLE\")\n", - "plt.xlabel(\"X\")\n", - "plt.ylabel(\"Y\")\n", - "plt.savefig(\"iris_boxplot.png\")" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "84fcc886", - "metadata": {}, - "outputs": [], - "source": [ - "# All done. Check " - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.8.5" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/content/en/modules/python_data_analysis/index.md b/content/en/modules/python_data_analysis/index.md deleted file mode 100644 index 0678f0e5..00000000 --- a/content/en/modules/python_data_analysis/index.md +++ /dev/null @@ -1,116 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to Python for data analysis" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Python, data analysis] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This tutorial aims at introducing students to the programming language Python for data analysis. By the end of this module, students will be familiar with Python basic syntax and understand why Python serves well the purpose of data analysis." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "python.png" ---- - - -## Information - -The estimated time to complete this training module is 4h. - -The prerequisites to take this module are: - -* You should already have everything installed for this module! -* We will be using Jupyter Notebook which is a web application that allows you to create and share documents that contain live code, equations, visualizations and explanatory text. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access -to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Before starting: - -1. Open the terminal -2. Type jupyter notebook -3. If you're not automatically directed to a webpage copy the URL printed in the terminal and paste it in your browser -4. Once on the webpage, click "New" in the top-right corner and select "Python 3" -5. You have Jupyter notebook - -The little box you see once in the notebook is called a "cell." You can enter (multi-line) code by typing in the cell, and then run the code by pressing "Shift+Enter." -To create a new cell, press the "+" button on lefthand side of the toolbar at the top of the screen! - -You are ready for this tutorial and you are strongly encouraged to type along the presentation! - -## Resources -This module was presented by [Ross Markello](https://rossmarkello.com/) during the QLSC 612 course in 2020. - -All the tutorial notes related to the video below are available [here](https://github.com/neurodatascience/course-materials-2020/blob/master/lectures/12-may/01-python-for-data-analysis/python-for-data-analysis.ipynb). - - - - -## Exercises -For this part, we will use the famous scikit-learn dataset iris which consists of 3 different types of irises’ (Setosa, Versicolour, and Virginica) with information about petal and sepal length and width stored in a 150x4 numpy.ndarray. - -1. Before starting to write some code, you want to set-up the environment so that it load the required modules. In a Jupyter Notebook import the following libraries: - - # imports - import pandas as pd - import numpy as np - import matplotlib.pyplot as plt - from sklearn.datasets import load_iris - %matplotlib inline - - -2. Load the iris dataset - - iris = load_iris() - - -3. Explore the dataset using .keys() -4. Print the shape and type of 'data' -5. Store 'data' and 'features_names' in distinct variables -6. Create a pandas dataframe with 'data' and use 'feature_names' for column names -7. Get the summary statistics for this dataframe using .describe() -8. Subset the dataframe to keep only the first 50 rows -9. Try to answer this question using the entire dataframe : Are there any extreme sepal length values? - * Reminder : extreme value are > 3.9 standard deviation. (value - mean) / std. For this one, you might need to use a for loop. -10. What about other features of the flowers? Try automating the previous operation by writing a function name find_extreme_values() -11. Read about the boxplot function in matplotlib to get familiar with python documentation. What does it tell us? -https://matplotlib.org/stable/api/_as_gen/matplotlib.pyplot.boxplot.html -12. Use this function to plot the boxplot distribution for features. Try adding a title and name for axis. -12. Save dataframe in csv format and the plot as png. - -Note: Internet is your best friend. Remember that whenever you are stuck, resources and blogs can help you figure it out (Stack Overflow). - -If you are done, you can play around with different functions (ex. other plotting functions). Try to answer interesting questions you might have using the data. - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - -## More resources - -There are hundreds of excellent resources online for learning Python and/or data science. A few good ones: - -- [CodeAcademy](https://www.codecademy.com) offers interactive programming courses for many languages and tools, including Python and git -- [A Whirlwind Tour of Python](https://jakevdp.github.io/WhirlwindTourOfPython/) is an excellent intro to Python by Jake VanderPlas; Jupyter notebooks are available [here](https://github.com/jakevdp/WhirlwindTourOfPython) -- Another excellent and free online book is Allen Downey's "Think Python" -- Object Oriented Programming in Python 3 -(https://realpython.com/python3-object-oriented-programming/) -- Jake Vanderplas's Python Data Science Handbook is also available online as a set of notebooks -- [Kaggle](https://www.kaggle.com) maintains a nice list of data science and Python tutorials - -- Neuromatch Academy also has great tutorials available for Python in a computational neuroscience context. - - Tutorial 1: https://compneuro.neuromatch.io/tutorials/W0D1_PythonWorkshop1/student/W0D1_Tutorial1.html - - Tutorial 2: https://compneuro.neuromatch.io/tutorials/W0D2_PythonWorkshop2/student/W0D2_Tutorial1.html -- Introduction to Python in French (https://www.youtube.com/watch?v=cjFxd-0idHo) - -If you are curious, eiger to learn more, you can also try out this tutorial which inspired much of the content you saw today: [Introduction to Python](https://neurohackademy.org/course/introduction-to-python-2/) diff --git a/content/en/modules/python_data_analysis/python.png b/content/en/modules/python_data_analysis/python.png deleted file mode 100644 index 678b2ae9..00000000 Binary files a/content/en/modules/python_data_analysis/python.png and /dev/null differ diff --git a/content/en/modules/python_scripts/correction/cypher_script.py b/content/en/modules/python_scripts/correction/cypher_script.py deleted file mode 100644 index 1d51c58c..00000000 --- a/content/en/modules/python_scripts/correction/cypher_script.py +++ /dev/null @@ -1,40 +0,0 @@ -import argparse -from useful_functions import process_message - - -def main(input_path, key, mode, output_path): - with open(input_path, "r") as message_file: - message = message_file.read() - encrypt = mode == "encryption" - processed_message = process_message(message, key, encrypt) - with open(output_path, "w") as out_file: - out_file.write(processed_message) - - -if __name__ == "__main__": - parser = argparse.ArgumentParser() - parser.add_argument( - "-i", - dest="input_path", - type=str, - required=True, - help="Path to the input file.", - ) - parser.add_argument( - "-o", - dest="output_path", - type=str, - required=True, - help="Path to the output file.", - ) - parser.add_argument("-k", dest="key", type=str, required=True, help="Key.") - parser.add_argument( - "-m", - dest="mode", - type=str, - required=True, - choices=["encryption", "decryption"], - help="Wether to encrypt or decrypt the message.", - ) - args = parser.parse_args() - main(args.input_path, args.key, args.mode, args.output_path) diff --git a/content/en/modules/python_scripts/correction/useful_functions.py b/content/en/modules/python_scripts/correction/useful_functions.py deleted file mode 100644 index 7b7b6fa1..00000000 --- a/content/en/modules/python_scripts/correction/useful_functions.py +++ /dev/null @@ -1,47 +0,0 @@ -def encrypt_letter(letter, key): - letter_index = ord(letter) - key_index = ord(key) - new_index = (letter_index + key_index) % 1114112 - return chr(new_index) - - -def decrypt_letter(letter, key): - letter_index = ord(letter) - key_index = ord(key) - new_index = (letter_index - key_index) % 1114112 - return chr(new_index) - - -def process_message(message, key, encrypt): - processed_message = "" - process_letter = encrypt_letter if encrypt else decrypt_letter - for i, letter in enumerate(message): - key_letter = key[i % len(key)] - processed_key = process_letter(letter, key_letter) - processed_message += processed_key - - return processed_message - - -if __name__ == "__main__": - # Test 1 - test_letter = "l" - test_key = "h" - decrypted_letter = decrypt_letter(encrypt_letter(test_letter, test_key), test_key) - - if test_letter == decrypted_letter: - print("first test passed") - else: - print("first test failed") - - # Test 2 - message = "word" - key = "key" - - encrypted_msg = process_message(message, key, encrypt=True) - decrypted_msg = process_message(encrypted_msg, key, encrypt=False) - - if decrypted_msg == message: - print("second test passed") - else: - print("second test failed") diff --git a/content/en/modules/python_scripts/index.md b/content/en/modules/python_scripts/index.md deleted file mode 100644 index cf1f7699..00000000 --- a/content/en/modules/python_scripts/index.md +++ /dev/null @@ -1,134 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Writing scripts in python" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [python, scripts] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Learning the basics of python scripts' structure. Turning jupyter notebooks into scripts that can be run from anywhere. Introduction to the argument parser." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "python-file-icon.jpg" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access -to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -Contact your local TA if you have questions on this module, or if you want to check that you completed successfully all the exercises. - -## Resources -This module is based on [Greg Kiar](https://github.com/gkiar)'s [QLSC 612 course](https://youtu.be/zpOQENxs1G4) in 2020, with [slides](https://docs.google.com/presentation/d/1n2RlMdmv1p25Xy5thJUhkKGvjtV-dkAIsUXP-AL4ffI/edit#slide=id.g362da58057_0_1) from Joel Grus' talk at JupyterCon 2018. - -The video is available below: - - - -## Exercise - -* Watch the video and follow along the hands on part to do the exercise. If you prefer to do the execercise on your own, the instructions are also written below. - -
    - -

    Click to show the exercise instructions ⬇

    - -In this exercise we will program a key-based encryption and decryption system. We will implement a version of the [Vigenere cipher](https://en.wikipedia.org/wiki/Vigen%C3%A8re_cipher), but instead of just using the 26 letters of the alphabet, we will use all the unicode characters. - -The Vigenere cipher consists in shifting the letters of the message to encrypt by the index of the corresponding letter in the key. For example the encryption of the letter B with the key D will result in the letter of new_index = index(B) + index(D) = 2 + 4 = 6, so it will be the 6th letter which is F. - -:warning: Note that here by index I mean the index of the letter in the alphabet and not the index of the letter in the string. - - -You pair up the letters of the message with the ones of the key one by one, and repeating the key if it is shorter than the message. For example if the message is `message` and the key is `key`, the pairs will be : -``` -(m,k), -(e,e), -(s,y), -(s,k), -(a,e), -(g,y), -(e,k) -``` - -For the indices of the letter, we will not use the the number of the letter in the alphabet, but the unicode index of the letter, which is easily obtained with the native python function `ord`. The reverse operation of getting a letter from its unicode index is obtained with native python function `chr`. There are 1114112 unicode characters handled by python, so we'll have to make sure we have indices in the range 0 to 1114111. To ensure that, we can use values modulo 1114112, i.e. `encrypted_index = (ord(message_letter) + ord(key_letter)) % 1114112`. - -### Step 1: Create relevant functions in `useful_functions.py` - - In that file, implement the following functions : - * `encrypt_letter(letter, key)` : return the encrypted letter with the key, e.g. `encrypt_letter("l", "h")` should return `'Ô'`. - * `decrypt_letter(letter, key)` : return the decrypted letter with the key, e.g. `decrypt_letter("Ô", "h")` should return `'l'`. - * `process_message(message, key, encrypt)`: return the encrypted message using the letters in `key` if encrypt is `True`, and the decrypted message if encrypt is `False`. For example : -``` -process_message('coucou', 'clef', True) -'ÆÛÚÉÒá' - -process_message('ÆÛÚÉÒá', 'clef', False) -'coucou' -``` - -After creating these function, try to call them in your python terminal or in a JupyterNotebook to try things out. -Are the functions performing as you expected? - -To reliably make sure that the `process_message `function works correctly, let's add a test at the end of the `useful_functions.py` file. -* Define a `message` variable with a word (e.g. `message = "word"`), then a `key` variable with an other word (e.g. `key = "key"`). -* Use `process_message` to generate the encryption of the `message` variable with the `key` in an `encrypted_msg` variable. -* Use the `process_message` function again to decrypt the `encrypted_msg` variable (still using the same `key`) in a `decrypted_msg` variable. -* Verify that `message == decrypted_msg` by printing "Test passed" if it is true and "Test failed" if it is false. - -Now we have a proper test of our `process_message` function, and we can run it by executing the `useful_functions.py` script. However we don't want to run the test when we just import the functions from the file, so we will need to use the `if __name__ == "__main__":` statement. -* Put the test in an `if __name__ == "__main__":` block. - -Now we have our functions and a test to validate them, we can conclude the first part of the exercise. - -### Step 2: Create a file `cypher_script.py`: - -* use the Argparse library introduced in the video so that a user can call the script with four arguments : `-i`, `-o`, `-k` and `-m`. `-i` will contain the path to the input text files containing the message. `-o` will contain the path for the output file where the processed message will be written. `-k` will be a string directly containing the key. `-m` will be the mode: a string that can take the value `"encryption"` or `"decryption"` to tell the script if you want to encrypt or decrypt the input message. -* The script should import the functions from `useful_functions.py` and use them in its main function to encrypt or decrypt the text in the input file using the text in the key file as the key, and save the results in the output file. So calling `python cypher_script.py -i msg_file.txt -o msg_encrypted.txt -k my_key -m encryption` should create a `msg_encrypted.txt` file. -* Don't forget to write the code under `if __name__ == "__main__"`. Even though in this file it won’t make a difference, it is never too early to get used to good practices. - -
    - -
    - -
    - -### Last step: verify your implementation - -Finally, decrypt the file obtained with : -``` -wget https://raw.githubusercontent.com/school-brainhack/school-brainhack.github.io/main/content/en/modules/python_scripts/message_encrypted.txt -``` -with the following key : -``` -my_super_secret_key -``` -Can you see something cool in the decrypted file ? - - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - - -## More resources - -If you are curious to learn more advanced capabilities for the Argparse library, you can check this [Argparse tutorial](https://docs.python.org/3/howto/argparse.html). - -To learn more about python in general, you can check the [tutorials of the official python documentation](https://docs.python.org/3/tutorial/) and choose the topic you want to learn. I also recommend the [porgramiz tutorials](https://www.programiz.com/python-programming) which have nice videos. Finally for even nicer and fancier videos there is the excellent [python programming playlist](https://www.youtube.com/playlist?list=PLi01XoE8jYohWFPpC17Z-wWhPOSuh8Er-) from the youtube channel Socratica. diff --git a/content/en/modules/python_scripts/message.txt b/content/en/modules/python_scripts/message.txt deleted file mode 100644 index 0b6406e0..00000000 --- a/content/en/modules/python_scripts/message.txt +++ /dev/null @@ -1,21 +0,0 @@ - | : . | - | ' : ' | - | . | ' | | - .--._ _...:.._ _.--. , ' | - ( , ` ` , ) . | - '-/ \-' | | - | o /\ o | :| - \ _\/_ / : ' | - /'._ ^^ _.;___ | - /` `""""""` `\= | - /` /= .| -; '--,-----'= | -| `\ | . | -\ \___ : | -/'. `\= | -\_/`--......_ /= | - |`-. /= : | - | : `-.__ /` . | - |jgs . ` | '| - | . : ` . | | -Art by Joan G. Stark diff --git a/content/en/modules/python_scripts/message_encrypted.txt b/content/en/modules/python_scripts/message_encrypted.txt deleted file mode 100644 index 0972778c..00000000 --- a/content/en/modules/python_scripts/message_encrypted.txt +++ /dev/null @@ -1 +0,0 @@ -™“•…’“…ƒ’ᔋ…™™™“•…’“ám’…”‹…™™“•á’†“…’…”‹… ™ï…’“…ƒ’…”‹…õ™“•ì…’š…ƒî…”Ûu…™§Œ £Ï…э¡“ “Óʓ¦š§Ÿ•Œ’Û}…ƒš…”‹‹…ٍ™“•…’¿“…’…‹…§õi“•ŒŸŽ“…ƒ’…”‹…™™“ѝŒ’’á~‹…™õ“䐅’ŽÏ…ƒ’Ô”煙™“•ªá|“…ƒ’Á”‹…™ÌՎҕ…’¢…’…›‹…õw™“•”™Ò…ƒ’ÃÒ‹…Ø›´¾ÒԐ…’“…ß|…”šÅ™™ӗ’‡”•Ń’…”‹ÅÕª™“ñz…¡¿“…ƒ’…”‹…™™“•…’“…’¯…”ço´™“•…’“…ƒ’Œ¡Œ—’¦š¦Œš²…’ïoߒ…”‹…™™“•…’“Å¿’…ð‹…™›™Û}ѐ…’“…ƒ’…”‹…™™“•ÌÄѾ“Ÿƒ’…ðišŒ§™“•…’“…ƒ’…”‹…™™¿Ï²…îiÏĒҒ¡™“§›§¾“•…’“…ƒ’…”ލ…™éƒ“•…’“…ƒ’…𿘓™™“•…¡œ“Ÿƒîo”‹…™™“•…î­…ߓӾ‹”ٍ§“•ìo’“…ƒ’…”‹…™éãÆæ•ž…’Ӆߒ…”’Ⴭ™“•…’“…ƒî…”‹…³Ù“•ž…î“ám³×èÍޙ·èÀᕷ“’²çÆÕÝo \ No newline at end of file diff --git a/content/en/modules/python_scripts/python-file-icon.jpg b/content/en/modules/python_scripts/python-file-icon.jpg deleted file mode 100644 index 5164fe9b..00000000 Binary files a/content/en/modules/python_scripts/python-file-icon.jpg and /dev/null differ diff --git a/content/en/modules/python_visualization/index.md b/content/en/modules/python_visualization/index.md deleted file mode 100644 index 4ff5b9b0..00000000 --- a/content/en/modules/python_visualization/index.md +++ /dev/null @@ -1,76 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to data visualization in Python" - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/module_python_visualization - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [visualization, python, matplotlib, seaborn, plotly] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this module, we will introduce the basics of plotting in python with some of most commonly used packages such as matplotlib and seaborn." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "plotting.png" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * [Installations](/modules/installation) - * [Introduction to python for data analysis](/modules/python_data_analysis) module. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access -to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources - -This module is built around one Jupyter notebook and one set of exercises, all available in the [module repository](https://github.com/school-brainhack/module_python_visualization). - -## Original lecture -This module was first presented by Jacob Vogel during the QLSC 612 course in 2020, and the associated notebook is available [here](https://github.com/neurodatascience/course-materials-2020/blob/master/lectures/14-may/01-data-visualization/python_visualization_for_data.ipynb). (Note: if you did the BIDS module, the dataset to download is the same - ds000228! A few functions now throw warnings, you can ignore these, or fix them if you like.) - -The video of the presentation is available below (1h09): - - -## Exercise - -In the exercise notebook (`exercise_visu_en.ipynb`), you will have to create static and interactive visualization to explore the phenotypic and fMRI data from the **ADHD200** dataset available through nilearn. - -The exercise is structured as follows: -1. **Part 1 : Exploring phenotypic data**: you will visualize some clinical and demographic variables of the ADHD200 dataset. -2. **Part 2 : Exploring fMRI data**: you will explore the functional fMRI data from the ADHD200 dataset through visualizations. - -**Important**: follow the parameter specifications given in each question exactly — the exercise uses automated grading that compares results to reference values. - -Follow up with your local TA(s) to validate you completed the exercises correctly. - -## More resources - -- Other great resources to get started with plotting in python: - - [dartbrains](https://dartbrains.org/Introduction_to_Plotting/) - - [neurohackademy](https://github.com/neurohackademy/visualization-in-python/blob/master/visualization-in-python.ipynb) - - [PythonDataScienceHandbook](https://nbviewer.jupyter.org/github/jakevdp/PythonDataScienceHandbook/blob/master/notebooks/04.00-Introduction-To-Matplotlib.ipynb) - - [matplolib tutorial - rougier](https://github.com/rougier/matplotlib-tutorial) - -- Interactive plotting: - - [Interactive plots and the spectrum of data visualization](https://www.youtube.com/watch?v=FwM_6oZo_2g&t=1s) - - [Plotly](https://plotly.com/python/) - - [Bokeh](https://docs.bokeh.org/en/latest/index.html) - - [Altair](https://altair-viz.github.io/) - -- Gallery: - - [seaborn gallery](https://seaborn.pydata.org/examples/index.html) - - [Python Graph Gallery](https://python-graph-gallery.com/) diff --git a/content/en/modules/python_visualization/plotting.png b/content/en/modules/python_visualization/plotting.png deleted file mode 100644 index 2be175f9..00000000 Binary files a/content/en/modules/python_visualization/plotting.png and /dev/null differ diff --git a/content/en/modules/spinal_cord/index.md b/content/en/modules/spinal_cord/index.md deleted file mode 100644 index bff6d7c6..00000000 --- a/content/en/modules/spinal_cord/index.md +++ /dev/null @@ -1,74 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Introduction to spinal cord MRI analysis" - -# Your project GitHub repository URL -github_repo: - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [spinal cord, spinal cord toolbox] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This tutorial introduces basics of spinal cord MRI data analysis using the Spinal Cord Toolbox. -The tutorial will cover the installation of the Spinal Cord Toolbox, the processing of spinal cord MRI data, and the visualization of the results." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "spinal_cord_mri.png" ---- - - -## Information - -The estimated time to complete this training module is 3h. - -The prerequisites to take this module are: - * the [installation](/modules/installation) module. - - Windows: Ubuntu application (Windows Linux Subsystem) - - Mac/Linux: Terminal - * the [introduction to the terminal](/modules/introduction_to_terminal) module. - -Contact Jan Valosek if you have questions on this module, or if you want to check that you completed successfully all the exercises. - -## Resources - -The main resource for this module is the 2023 Spinal Cord Toolbox Course given by Prof. Julien Cohen-Adad and his team at [NeuroPoly lab](https://neuro.polymtl.ca). - -The workshop is available on YouTube: - - - -For the purpose of this module, we will focus on the following chapters of the workshop: - - * 18:39 `2. Installation` - * 31:37 `3. Segmentation` - * 47:35 `4. Vertebral labeling` - * 1:07:30 `5. Shape-based analysis` - * 1:31:03 `6. Registration to template` (only up to 1:48:00) - -The slides are available [here](https://docs.google.com/presentation/d/1t40Fd0fS0SwWR5FU_GWKEvHkB9d96LVddLQW6L3QAx0/edit?usp=sharing). - -## Exercise - - * Watch the selected chapters of the Spinal Cord Toolbox Course. - * Install the Spinal Cord Toolbox on your local machine. - * Download the sample data as described in the `2. Installation` chapter. - * Do the segmentation of the spinal cord using two methods (e.g., `sct_deepseg_sc`, `sct_propseg`, `sct_deepseg`) and compare the results. TIP: to visualize the results, you can use viewer of your choice (e.g., `fsleyes`, `itk-snap`) or python (`nibabel` and `matplotlib`). - * Perform the vertebral labeling. - * Compute cross-sectional area (CSA) of the spinal cord at the C2-C3 levels. - * Do the registration of the T2w image to the template. - * Follow up with your local TA to validate you completed the exercises correctly. - * 🎉 🎉 🎉 you completed this training module! 🎉 🎉 🎉 - -## More resources - -If you want to learn more about spinal cord MRI data analysis and Spinal Cord Toolbox, please check: - * the [Spinal Cord Toolbox documentation](https://spinalcordtoolbox.com) - * the [Spinal Cord Toolbox tutorials](https://spinalcordtoolbox.com/user_section/tutorials.html#) \ No newline at end of file diff --git a/content/en/modules/spinal_cord/spinal_cord_mri.png b/content/en/modules/spinal_cord/spinal_cord_mri.png deleted file mode 100644 index 8a57319c..00000000 Binary files a/content/en/modules/spinal_cord/spinal_cord_mri.png and /dev/null differ diff --git a/content/en/modules/testing/index.md b/content/en/modules/testing/index.md deleted file mode 100644 index dc15238b..00000000 --- a/content/en/modules/testing/index.md +++ /dev/null @@ -1,61 +0,0 @@ ---- -type: "modules" # DON'T TOUCH THIS ! :) - -# Title of your project (we like creative title) -title: "Software testing and continuous integration" - -# Your project GitHub repository URL -github_repo: "https://github.com/gkiar/intro2testing" - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [testing, continuous integration, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Introduction to testing practices for software development and in particular continuous integration, with a guided hands-on example." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "testing.png" ---- - - -## Information - -The estimated time to complete this training module is 2h. - -The prerequisites to take this module are: - * the [Using git and github](/modules/git_github) module. - * the [A brief introduction to the bash shell](/modules/introduction_to_terminal) module. - -It is highly recommended to also have done the [python script](/modules/python_scripts) module, but that's not strictly necessary. - -If you have any questions regarding the module content please ask them in the relevant module channel on the school Discord server. If you do not have access to the server and would like to join, please send us an email at school [dot] brainhack [at] gmail [dot] com. - -## Resources -The [slides](https://drive.google.com/file/d/1M3nr4D0-cPCjHjL23vk-BXth2TqHshtj/view?usp=sharing) are adapted from the original QLSC 612 course in 2020 by [Greg Kiar](https://twitter.com/g_kiar) - -The video of the presentation is available below: - - - -## Exercise - - * Fork [this repo](https://github.com/school-brainhack/testing_CI_module) for the hands on part. - * Watch the video, and follow along the hands on material. You will implement the unit tests and the github action to execute the unit test. - * Follow up with your local TA(s) to validate you completed the exercises correctly. - * :tada: :tada: :tada: you completed this training module! :tada: :tada: :tada: - - **Bonus and addendum** : During the first part of the video I said we would implement unit tests, an integration test and an installation test. I forgot about the integration test during the hands on so I leave it to you as a bonus exercise, which corresponds to writing a test for the main function, since it integrates the other three functions. For the installation test, this one comes for free with the github action, as the action runs in a virtual machine and has to re-install the dependencies each time. - -## More resources - -To learn more about pytest and all the nice things it offers, refer to the [pytest documentation](https://docs.pytest.org/en/6.2.x/contents.html#toc). You can also check tutorials such as [this one](https://www.guru99.com/pytest-tutorial.html) or watch [this PyConDE keynote](https://www.youtube.com/watch?v=CMuSn9cofbI). - -
    - -Illustration by Nikita Golubev. diff --git a/content/en/modules/testing/testing.png b/content/en/modules/testing/testing.png deleted file mode 100644 index 0646bd74..00000000 Binary files a/content/en/modules/testing/testing.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/AcousticVsSemantic.png b/content/en/project/AD-Audio-Classifier-Regression/AcousticVsSemantic.png deleted file mode 100644 index 49e53560..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/AcousticVsSemantic.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/AudioPreproc.png b/content/en/project/AD-Audio-Classifier-Regression/AudioPreproc.png deleted file mode 100644 index 1d70b197..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/AudioPreproc.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/ClassifierResults.png b/content/en/project/AD-Audio-Classifier-Regression/ClassifierResults.png deleted file mode 100644 index 9a5a4445..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/ClassifierResults.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/CookeTheftEnhance.png b/content/en/project/AD-Audio-Classifier-Regression/CookeTheftEnhance.png deleted file mode 100644 index 5c41e745..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/CookeTheftEnhance.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/Interspeech2021.png b/content/en/project/AD-Audio-Classifier-Regression/Interspeech2021.png deleted file mode 100644 index 2858c2b0..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/Interspeech2021.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/R2Results.png b/content/en/project/AD-Audio-Classifier-Regression/R2Results.png deleted file mode 100644 index 0afaba10..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/R2Results.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/VoiceHackGag.png b/content/en/project/AD-Audio-Classifier-Regression/VoiceHackGag.png deleted file mode 100644 index fa18e109..00000000 Binary files a/content/en/project/AD-Audio-Classifier-Regression/VoiceHackGag.png and /dev/null differ diff --git a/content/en/project/AD-Audio-Classifier-Regression/index.md b/content/en/project/AD-Audio-Classifier-Regression/index.md deleted file mode 100644 index 1d8334a8..00000000 --- a/content/en/project/AD-Audio-Classifier-Regression/index.md +++ /dev/null @@ -1,97 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-14" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Detection of Alzheimer's through Acoustic and Semantic Markers" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Matías Caccia, Jeremías Inchauspe, Paloma Georgopulos] - -# Your project GitHub repository URL -github_repo: https://github.com/MatiasCaccia/BrainHack2024 - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://udesa.edu.ar/cnc - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [alzheimer, speech-analysis, acoustic-markers, semantic-markers] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. -summary: "Our project aims to identify acoustic and semantic markers from the speech of Alzheimer's patients to detect the disease and estimate MMSE scores using machine learning models. This approach offers a scalable and cost-effective method for early diagnosis." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "AcousticVsSemantic.png" ---- - - -## Project definition - -### Background - -Inspired by the need for scalable and cost-effective diagnostic methods for Alzheimer's disease (AD), our project at BrainHack 2024 focuses on identifying acoustic and semantic markers in the speech of patients. Alzheimer's disease is characterized by a gradual decline in cognitive functions, and early detection is crucial for managing the disease. Speech analysis offers a non-invasive and reliable data source for this purpose. - -### Objectives - -1. **Extract acoustic and semantic markers from patient speech** to detect the presence of Alzheimer's. -2. **Estimate MMSE scores** based on voice characteristics and semantic indicators from conversations. -3. **Corroborate cognitive decline** using the most relevant linguistic features. - -### Tools - -The project utilizes several tools and technologies: - * **Speech pre-processing**: Noise reduction, volume normalization. - * **Feature extraction**: Acoustic features like pitch, formants, loudness, and MFCC; Semantic analysis using Sentence-BERT and KeyBERT. - * **Machine learning models**: XGBoost, Random Forest, SVM, and Logistic Regression for classification and regression tasks. - -### Data - -The dataset used is the **Pitt Corpus from DementiaBank**, employed in the ADReSS Challenge at Interspeech 2021. It includes: -- 156 low-quality interview audios. -- Transcriptions in CHAT format. -- Metadata such as age, gender, condition, and MMSE scores. -- Audios are from interviews of patients describig the "Cookie Theft Picture" - -![Link Name](./CookeTheftEnhance.png) - -### Deliverables - -At the end of this project, we will have: - - A detailed report on the methodology and findings. - - Visualizations of data and results, including bar graphs, scatter plots, and network graphs. - - Code and documentation for reproducibility, available on GitHub. - -## Results - -### Progress overview - -Our project demonstrated that acoustic features are critical for classifying Alzheimer's, with Logistic Regression achieving 79% accuracy. The regression of MMSE scores was more challenging due to limited data, with the best model being SVM. - -### Tools I learned during this project - - * **Speech processing techniques** for noise reduction and feature extraction. - * **Machine learning models** for both classification and regression tasks. - * **Semantic analysis** using advanced NLP models like Sentence-BERT and KeyBERT. - -### Results - -#### Classification - -![Link Name](./ClassifierResults.png) - -- **Best model**: Logistic Regression with 79% accuracy. -- **Key features**: Duration and number of pauses, MFCC, and spectral flux. - -#### Regression - -![Link Name](./R2Results.png) - -- **Best model**: SVM with R² of 0.32, MSE of 25.76, MAE of 3.82, and RMSE of 5.07. -- **Key features**: Proportion of adverbs and nouns, text similarity score. - -## Conclusion and Acknowledgement - -This study highlights the potential of speech analysis for early detection and cognitive assessment in Alzheimer's patients. The approach using acoustic and semantic features combined with machine learning models shows promising results. We acknowledge the contributions of our team and the support from BrainHack 2024. - - diff --git a/content/en/project/ADHD-Prediction/atlas.png b/content/en/project/ADHD-Prediction/atlas.png deleted file mode 100644 index ad4dc54b..00000000 Binary files a/content/en/project/ADHD-Prediction/atlas.png and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/brain_image.jpeg b/content/en/project/ADHD-Prediction/brain_image.jpeg deleted file mode 100644 index b2e65030..00000000 Binary files a/content/en/project/ADHD-Prediction/brain_image.jpeg and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/classifier_performance_comparison.png b/content/en/project/ADHD-Prediction/classifier_performance_comparison.png deleted file mode 100644 index c3e697de..00000000 Binary files a/content/en/project/ADHD-Prediction/classifier_performance_comparison.png and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/confusion_matrices.png b/content/en/project/ADHD-Prediction/confusion_matrices.png deleted file mode 100644 index d43f5e27..00000000 Binary files a/content/en/project/ADHD-Prediction/confusion_matrices.png and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/features.png b/content/en/project/ADHD-Prediction/features.png deleted file mode 100644 index b8f074fc..00000000 Binary files a/content/en/project/ADHD-Prediction/features.png and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/index.md b/content/en/project/ADHD-Prediction/index.md deleted file mode 100644 index 7f6f2576..00000000 --- a/content/en/project/ADHD-Prediction/index.md +++ /dev/null @@ -1,95 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-21" # Date you first upload your project. -# Title of your project (we like creative title) -title: "ADHD diagnosis prediction using machine learning" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Iangola Andrianarison] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2024/andrianarison_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [machine learning ,fmri, classification, adhd] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project trains machine learning classification models to make predictions of adhd diagnosis from brain fRMI connectivity measures which are obtained from a resting state ADHD dataset . The main goals of this project are to get more practice with machine learning tools and to learn how work with brain data more precisely fMRI data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_image.jpeg" ---- - - -## Project definition - -### Background - -I am a MSc student at the University of Montreal studying computer science. I completed my BSc in neuroscience at the University of Toronto and I am interested in the intersection between the two fields and hoping to learn more about the application of machine learning in neuroscience. - -This project's goal is to train classification machine learning models to make predictions of ADHD diagnosis from fMRI data in order to learn how to work with fMRI brain data and become more familiar with machine learning tools. - -### Tools - -The project rely on the following technologies: - * Git and Github for version control - * Python libraries such as ScikitLearn for machine learning, Nilearn for fMRI connectivity analysis and Pyplot, Ploty Express and Seaborn for data visualization - * Jupyter Notebook - -### Data - -The data used for this project is the Nitric ADHD resting-state dataset which is preprocessed and available through Nilearn. The preprocessed data contains data from 30 subjects (13 ADHD, 17 control). - -Information about the dataset: https://nilearn.github.io/dev/modules/description/adhd.html - -Information on how to access the data : https://nilearn.github.io/dev/modules/description/adhd.html - -### Deliverables - - - Jupyter notebook containing the code and visualization plots for the exploration of the data as well as the fMRI connectivity analysis - - Python script for the training, testing and evaluation of the machine models - - Figures and results summarizing the performances of the models - - [Github repo](https://github.com/brainhack-school2024/andrianarison_project) - -## Results - -### Tools I learned during this project - - * **Machine learning with scikitlearn** - * **Github workflow** - * **Getting fMRI connectivity using nilearn** - * **Data visualization using pyplot, ploty express and seaborn** - -### Results - -#### Getting connectivity data using nilearn - -Brain connectivity measures were obtained using nilearn. The BASC multiscale atlas with 64 regions of interest (ROIs) was used for masking. - -Information about the atlas can found at: https://nilearn.github.io/dev/modules/description/basc_multiscale_2015.html - -A plot of the atlas can be seen below: -![atlas](atlas.png) - -A region x region correlation matrix was obtained for each subject. These matrices were used as features for the machine learning models (targets are adhd diagnosis). The feature matrices for adhd and controls subjects can be seen below: -![features](features.png) - -#### Classification models performances - -For each model, the accuracy score (# corrected prediction / total # predictions) and F score (2 * (precision * recall / precision + recall)) were calculated. The best models were the decision tree and the random forest with accuracy score of 0.67 and F1 score of 0.75. -![performances](classifier_performance_comparison.png) - -A confusion matrix for each model was obtained and can be seen below. The matrices shows the counts of true positive, true negative, false positive, and false negative predictions for each model. -![confusion_matrices](confusion_matrices.png) - -## Conclusion and acknowledgement - -Because of the very small size of the data, the results of this project are not significant in term of making predictions using machine learning. To have more meaningful results a much bigger dataset would be needed so that the models can train with low risk of overfitting and underfitting. However, completing this project was still meaningful in terms of learning how to use to tools and working with neuroscience data for the first time. - -Thank you to all the instructors, teaching assistants and organizers for this learning opportunity. diff --git a/content/en/project/ADHD-Prediction/matrices.png b/content/en/project/ADHD-Prediction/matrices.png deleted file mode 100644 index 518f4f74..00000000 Binary files a/content/en/project/ADHD-Prediction/matrices.png and /dev/null differ diff --git a/content/en/project/ADHD-Prediction/mp.textClipping b/content/en/project/ADHD-Prediction/mp.textClipping deleted file mode 100644 index 144bc1d1..00000000 Binary files a/content/en/project/ADHD-Prediction/mp.textClipping and /dev/null differ diff --git a/content/en/project/ADHD_frontoparietal_network/index.md b/content/en/project/ADHD_frontoparietal_network/index.md deleted file mode 100644 index 7ca06fae..00000000 --- a/content/en/project/ADHD_frontoparietal_network/index.md +++ /dev/null @@ -1,90 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-15" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Analysing Variability in Frontoparietal Activity in Children with and without ADHD" - -# Name of the collaborator -names: [Hu Ding Xuan] - -# Your project GitHub repository URL -github_repo: https://github.com/nauxgnid/hu_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -image: "sub-8150_run-02_rdlpfc_seed_map.png" - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [adhd, fmri, connectivity, differences] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This study examines dorsolateral prefrontal cortex (dlPFC) and posterior parietal cortex (PPC) connectivity and dlPFC BOLD time series in ADHD versus typically developing (TD) children during the cued stop-signal task (CSST) using fMRI data from OpenNeuro ds005899. It is hypothesised that stronger dlPFC-PPC connectivity will be found in the ADHD group." - -image: "rdlpfc_timeseries_run-01.png" ---- - - -## Project definition - -### Background - -Childhood ADHD is one of the most prevalent neurodevelopmental disorders worldwide. Hallmarks of ADHD include hyperactivity, impulsivity and deficits in sustaining attention and behavioural control. However, its diagnostic heterogeneity makes it difficult to pinpoint its neural basis. Thus, capturing moment-to-moment brain fluctuations through fMRI has the potential to shed light on the neurobiological basis of the variability and inconsistency of ADHD symptoms. For my project, the analysis of the frontoparietal network will be focused on the dorsolateral prefrontal cortex and right posterior parietal cortex. The dlPFC is important for implementing control strategies, while the right PPC is found to be associated with more severe inattention symptoms. Understanding connectivity differences in these regions can reveal neural mechanisms driving ADHD symptoms during inhibitory tasks. - -### Tools - -The project relied on the following technologies: - * Jupyter Notebook - * `datalad` for downloading datasets - * `fmriprep` for preprocessing - * `nilearn` for ROI masking, BOLD signal extraction, Pearson correlations, brain connectivity maps - * `matplotlib` & `seaborn` for plotting and visualiation - * `scipy` for Welch’s t-tests - -### Data -* Dataset: [OpenNeuro ds005899](https://openneuro.org/datasets/ds005899/versions/1.0.2) -* Used only sub-7565 and sub-8150 for single-subject comparison analysis due to time constraints -* CSST, 2 runs per subject (TR=0.49s) - -### Deliverables -* Jupyter notebook -* GitHub repository with a READme, directories -* Processed fMRI data -* Figures: time series plots, heatmaps, brainmaps - -## Results - -### Progress overview -* Extracted time-series from 2 ROIs (dlPFC & PPC) using `NiftiSpheresMasker` in `nilearn` -* Computed 2x2 Pearson correlation matrix for right dlPFC and right PPC -* T-tests to examine group connectivity differences using `scipy` -* Generated whole-brain connectivity maps seeded from the right dlPFC - -### Tools I learned during this project - - * `fmriprep` for preprocessing fMRI data - * Correlation matrix construction - * `nilearn` to visualise and analyse data - -### Results - -#### Deliverable 1: Time Series Plots -The right dlPFC time series analysis revealed no significant group differences. - -#### Deliverable 2: Pearson Correlation Matrix -Results indicated a stronger correlation in ADHD subject 7565 of 0.69 compared to typically developing subject 8150 of 0.2. - -#### Deliverable 3: Seed-based Connectivity Maps -Results in subject 7565 showed a strong positive correlation of 0.73 with the right PPC and negative correlations down to -0.73 in the left hemisphere. 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If alone, simple put your name within [] -names: [Béatrice P.De Koninck & Pénélope Pelland-Goulet] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/ADHDsubtypes_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. - - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [eeg, machine learning, adhd subtypes] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "ADHD subtypes are a controversial aspect of ADHD literature. Most subtypes classifications are based on behavioral and cognitive data but lack biomarkers. -Using a multimodal dataset comprised of EEG data as well as self-reported symptoms and behavioral data, we tried to predict the DSM subtypes of each of our 96 participants. Since ADHD has been noted to present itself differently across sexes, we also tried to predict sex. At-rest eeg data and behavioral data proved to be poor predictors of the DSM subtypes. However, self-reported symptoms were a rich predictor of ADHD subtype. Additionally, predicting sex using EEG data yielded the highest decoding accuracies." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "eeg_generaltopo.PNG" ---- - - -### Background - -Attention deficit/hyperactivity disorder (ADHD) is one of the most common neurodevelopmental disorders among children and adolescents ([Volkow, 2016](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4827421/)). It manifests itself through a variety of cognitive and behavioral symptoms, such as (but not limited to) hyperactivity, lack attention, impulsivity, lack of inhibition and diminished working memory ([Wilens, 2010](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3724232/)). Long-term follow-up studies revealed that in 40 to 60% of children with ADHD, the disorder persists into adulthood ([American Psychiatric Association, 2012](https://psycnet.apa.org/fulltext/2011-28648-001.html); [Hechtman, L., 1999](https://onlinelibrary.wiley.com/doi/10.1002/(SICI)1098-2779(1999)5:3%3C243::AID-MRDD11%3E3.0.CO;2-D); [Klein, RG et al. 2012](https://pubmed.ncbi.nlm.nih.gov/23070149/)). Subtype classification of ADHD has not reach consensus within the literature and research on the correlates of ADHD subtypes show incoherent findings. The most common grouping of adhd subtypes (which is also the DSM categorization) are (1) inattentive, (2) impulsive/Hyperactive and (3) mixed. Those subtypes are for the majority based on criteria derived from behavioral and-self-report data and lack of neurophysiological assessment is prominent([Hegerl et al. 2016](https://pubmed.ncbi.nlm.nih.gov/27178310/); [Olbrich, Dinteren & Arns, 2015](https://pubmed.ncbi.nlm.nih.gov/26901357/)). - -### Project definition - -This project will aim to investigate the prediction potential of subtypes of ADHD between different types of measurements, those being behavioral measures, self-reporting measures and electrophysiological (EEG) data. More specifically, Principal components analysis (PCA) will be applied in order to achieve dimension reduction and k-nearest neighbor clustering will be used to predict the DSM ADHD subtypes according to each data type. An investigation of the predictive capacity of our 3 data types will be made, as well as observations about the potential prediction of gender using our dataset. For eeg data, an supplementary investigation will be conducted to compare prediction potential of ADHD subtypes according to electrode pools (paired according to brain regions) for brain oscillations of interest (measuring sepctral power). - -### Data - -The sample consisted of 96 college students with an ADHD condition. Different types of measurements are included in this data sample. EEG data recording was performed using a 19-channel electrode cap (international 10-20 system) and consisted of eyes-opened at-rest recording of 5-minute duration. Time-frequency analyses were conducted for each electrode in order to extract amplitude means for each frequency band. Neuropsychological assessment measures included were Conners questionnaire (self-report) and IVA-II behavioral test. -For classification comparison, ADHD subtypes identified by the Conners questionnaire are used. Those subtypes are hyperactive, inattentive and mixed, as described by the DSM-IV. More information about EEG preprocessing can be found [here](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/eeg_preprocessing.md). - -#### Methods - -**Sample** : - * Women (n = 57) - * Men (n = 39) - * Adhd subtype : hyperactive (n = 2), inattentive (n = 48), mixed (n = 46) - -#### Types of measures - -**Conners questionnaire** : standardized questionnaire. Comprizes 66 items about ADHD symptoms and behaviors. Answers are given using a Likert scale (0 = not at all/never and 3 = very often/very frequent). The items are compiled into 4 scales; - - * inattention/memory (IM) - * hyperactivity/restlessness (HR) - * impulsivity/emotional lability (IE) - * problems with self concept (SC) (refers to self esteem). - - These four scores are used as the 4 self report symptoms measures. Test-retest correlation for 18-29 years old ranges from 0,8 to 0,92 depending on items. - -**IVA-II** : Behavioral test. Participants are presented with visual and auditive stimuli (numbers). If the stimulus is 1, whether it is visual or auditive, subjects must click as quickly as possible. If the stimulus is 2, whether it is visual or auditive, subjects must refrain from clickling. Stimuli are presented in a randomized order and at random time. 2 main scales are extracted, comprising 2 subscales each. 1st main scale is Attention Quotient (AQ) and its subscales are AQ auditive and AQ visual. 2nd main scale is Response Control Quotient (RCQ) and its subscales are RCQ auditive and RCQ visual. - -**Electroencephalography (EEG)** : 19 electrodes caps were used, positioned according to the 10-20 international system and referenced to both ear lobes. Recordings lasted 5 minutes, were participants were instructed to be as still as possible and to keep their eyes opened. The Mitsar System 201 and WinEEG (Mitast) software were used for recording. Test-retest and split-half correlations were higher than 0,9. - - -### Deliverables predicted - -At the end of this project, we will have: - - - A Jupyter notebook markdown describing thoroughly all the steps of our project - - Python script of main analyses - - Complete published repository access to all commits and changes of our projects - - An interactive platform to present the different data and analysis - -### Progress overview - -* As of may 26 2020; the data has been preprocessed and organized into pandas dataframes. -* As of may 29 2020; the jupyter notebook for data visualization is well advanced; and we are working on our SNF. -* As of june 1st; we decided to let go of our SNF analysis and concentrate our efforts on clustering, PCA and visualization, as it seems far more appropriate to our data. -* As of june 8th; we have completed our data analysis and data visualization, what is left to do before final submission is some reorganisation of our repository and simplification of our code. - - -## Results - -We were interested in sex differences and ADHD subtype differences, so we started by plotting their scalp distribution. White electrodes indicate the significant differences (computed via Mann-Whitney non parametric test and corrected with Bonferroni). - -Here is the scalp plot showing sex differences. - -![Sex differences on spectral power according to frequency bands](eeg_gender1.PNG) - -And here are the scalp plots showing subtype differences. - -![Subtype differences on spectral power according to frequency bands](eeg_subtype2.PNG) - -PCA analysis and KNN classification yielded interesting results. First, we compared the performance of a k-nearest neighbors classification using PCA as features versus using the data without dimension reduction. Here are the results: -First, we tried to predict ADHD subtype (inattentive vs combined) using eeg data, separating pools of electrodes. None of the classifications were statistically higher than chance level (50%). - -![KNN results for electrode pools](electrodes_pool_classif.PNG) - -These results might not be surprising, considering PCA resulted in very similar principal components which are hard to distinguish, for all electrode pools. Here's an example of 2D visualization of PCA, on the frontal electrode pool. - -![PCA 2D visualization for frontal electrode pool ](PCA_FRONTAL.png) - -Second, we tried to predict ADHD subtype again, this time using Conners scale (cognitive data) and IVA-II (behavioral data) separately, with and without PCA. Conners scale could predict ADHD subtype with a precision of 73,68%, with or without PCA. IVA-II classificaiton was not significally higher than chance level (50%). - -![KNN results for Conners and behavioral measures ](cog_behav_classif.PNG) - -Finally, we also tried predicting sex according to Eeg distribution. This classification yielded the best results, with and without PCA. - -![KNN results for the prediction of sex based on eeg data ](sex_classif.PNG) - -Here's an example of a confusion matrix output, in this case for the classification of sex (using PCA): - -![Confusion matrice](confusion_matrix_example.PNG) - - -### Tools used during this project - - * Git and GitHub - * Bash shell - * Dimension reduction via PCA - * Machine learning ( KNN classification) - * Jupyter Notebook/Jupyter Slides - * Python packages : pandas, SNFpy, scikit-learn, numpy, scipy, etc. - * Visualization packages (via python): seaborn, plotly, matplotlib, hytools, etc. - -### Deliverables - -#### Week 3 deliverable: data visualization - -This [deliverable](https://github.com/brainhack-school2020/SNF_ADHDsubtypes_project/blob/master/Interactive_plots_deliverable.ipynb) was done entirely as a team. Penelope developed the visualization for Conners (cognitive data) and IVA-II (behavioral data) (interactive plots of distribution for each data type), and Beatrice developed the script for eeg data visualization (interactive plot with facets of spectral power distribution as well as an example of 2D visualization of PCA). Scalp plots were created jointly. - -Please make sure to see the [requirements_week3deliverable.txt](https://github.com/brainhack-school2020/SNF_ADHDsubtypes_project/blob/master/requirements_week3deliverable.txt), to pull [Data](https://github.com/brainhack-school2020/SNF_ADHDsubtypes_project/tree/master/Data) file (with all the necessary files) and follow instruction in the notebook (linked). The excel_files folder has to be moved from the Data folder to the same directory as the notebook, in order for the path to stay the same. - -### Final deliverables - -* [main_analyses.ipynb](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/main_analyses.ipynb): jupyter notebook of all data wrangling, some interactive data visualization, and complete PCAs, KNN analyses (with comparisons of KNN without PCAs) on all 3 types of data -* [Viz.ipynb](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/Viz.ipynb) : jupyter notebook of all the visualisation and descriptive stats made for all 3 datasets -* [Scalp_Plots.ipynb](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/Scalp_Plots.ipynb) : jupyter notebook for scalp plots visualization and stastitical analysis (section with topography maps with significance masks for electrode comparisons). -* [preprocessing.py](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/preprocessing.py) : File with all functions needed to run all the notebooks created -* [requirement.txt](https://github.com/brainhack-school2020/ADHDsubtypes_project/blob/master/requirement.txt) : libraries required for this project - - -### Conclusion and acknowledgement - -We would like to thank greatly the entire Brainhack school team for the initiative and amazing learning experience ! Another big thanks to the intructors for their patience and wise suggestions! - -### References - -1. [Galarnyk, M. (2017, December 4th). PCA using Python (scikit-learn). Retrieved from https://towardsdatascience.com/pca-using-python-scikit-learn-e653f8989e60](https://towardsdatascience.com/pca-using-python-scikit-learn-e653f8989e60) -2. [Harel, Y. (2020, May 25). hytools. Retrieved from https://github.com/hyruuk/hytools/tree/master/hytools](https://github.com/hyruuk/hytools/tree/master/hytools) -3. [Hasler, R., Perroud, N., Meziane, H. B., et al. (2016). Attention-related EEG markers in adult ADHD. Neuropsychologia.87:120‐133. doi:10.1016/j.neuropsychologia.2016.05.008](https://pubmed.ncbi.nlm.nih.gov/27178310/) -4. [Ingram, S., Hechtman, L. & Morgenstern, G. (1999). Outcome issues in ADHD: Adolescent an dadult long-term outcome. Developmental Disabilities Research Reviews.5(3), 243-250. https://doi.org/10.1002/(SICI)1098-2779(1999)5:3<243::AID-MRDD11>3.0.CO;2-D](https://onlinelibrary.wiley.com/doi/abs/10.1002/%28SICI%291098-2779%281999%295%3A3%3C243%3A%3AAID-MRDD11%3E3.0.CO%3B2-D)4. -5. [La Malfa, G., Lassi, S., Bertelli, M., Pallanti, S., Albertini, G. (2008) Detecting attention-deficit/hyperactivity disorder (ADHD) in adults with intellectual disability The use of Conners' Adult ADHD Rating Scales (CAARS). Res Dev Disabil.29(2):158‐164. doi:10.1016/j.ridd.2007.02.002](https://www.sciencedirect.com/science/article/pii/S0891422207000200?via%3Dihub) -6. [Navlani, A. (2018, August 2nd). KNN Classification using Scikit-learn. Retrieved from https://www.datacamp.com/community/tutorials/k-nearest-neighbor-classification-scikit-learn](https://www.datacamp.com/community/tutorials/k-nearest-neighbor-classification-scikit-learn) -7. [Olbrich, S., van Dinteren, R., Arns, M. (2015). Personalized Medicine: Review and Perspectives of Promising Baseline EEG Biomarkers in Major Depressive Disorder and Attention Deficit Hyperactivity Disorder. Neuropsychobiology.72(3-4):229‐240. doi:10.1159/000437435](https://pubmed.ncbi.nlm.nih.gov/26901357/) -8. [Sandford, J. A., & Turner, A. (2000). Integrated visual and auditory continuous performance test manual. Richmond, VA: Brain Train.](https://www.braintrain.com/iva2/) -9. [Sharma, A. (2020, January 1st). Principal Component Analysis in Python. Retrieved from https://www.datacamp.com/community/tutorials/principal-component-analysis-in-python](https://www.datacamp.com/community/tutorials/principal-component-analysis-in-python) -10. [Sibley, M. H., Pelham, W. E., Jr., Molina, B. S. G., Gnagy, E. M., Waschbusch, D. A., Garefino, A. C., . . . Karch, K. M. (2012). Diagnosing ADHD in adolescence. Journal of Consulting and Clinical Psychology, 80(1), 139-150. http://dx.doi.org/10.1037/a0026577](https://psycnet.apa.org/fulltext/2011-28648-001.html) -11. [Wilens, T. E., & Spencer, T. J. (2010). Understanding attention-deficit/hyperactivity disorder from childhood to adulthood. Postgraduate medicine, 122(5), 97–109. https://doi.org/10.3810/pgm.2010.09.2206](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3724232/) -12. [Volkow, N. D., & Swanson, J. M. (2013). Clinical practice: Adult attention deficit-hyperactivity disorder. The New England journal of medicine, 369(20), 1935–1944. https://doi.org/10.1056/NEJMcp1212625](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4827421/) - - diff --git a/content/en/project/ADHDsubtype-project/sex_classif.PNG b/content/en/project/ADHDsubtype-project/sex_classif.PNG deleted file mode 100644 index 9b6e1d1d..00000000 Binary files a/content/en/project/ADHDsubtype-project/sex_classif.PNG and /dev/null differ diff --git a/content/en/project/Age_ADHD_Project/aging_with_eeg.png b/content/en/project/Age_ADHD_Project/aging_with_eeg.png deleted file mode 100644 index daf8794e..00000000 Binary files a/content/en/project/Age_ADHD_Project/aging_with_eeg.png and /dev/null differ diff --git a/content/en/project/Age_ADHD_Project/index.md b/content/en/project/Age_ADHD_Project/index.md deleted file mode 100644 index 9e06ed69..00000000 --- a/content/en/project/Age_ADHD_Project/index.md +++ /dev/null @@ -1,96 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-19" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Age-Dependent EEG patterns for Predicting Treatment Response in ADHD" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Ingrid Campbell, Amanda/Tianyi Liu] - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/Age_ADHD_Project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [adhd, eeg, age, brainhack] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project we use EEG patterns to predict treatment responses for individuals with ADHD across different age groups. Project reports are incorporated in the BHS [website](https://school.brainhackmtl.org/project)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "aging_with_eeg.png" ---- - -## Project definition - -### Background - -Attention deficit hyperactivity disorder (ADHD) is one of the most common neurodevelopmental and psychiatric disorders. ADHD is characterized by significant neurophysiological differences that can be observed in electroencephalography (EEG) recordings. -EEG is a neuroimaging technique used to extract features and patterns, such as power spectral bands, where there are five bands that represent different functional characteristics (delta, theta, alpha, beta, gamma). For example, the theta band is associated with deep sleep and the beta band is associated with awake states and concentration. The theta-beta ratio is a well-known pattern in ADHD along with the alpha peak frequency associated with focus. -A promising development in EEG research is the use of artificial intelligence (AI) and machine learning (ML) as an advanced signal processing tool. There are also age-related changes in quantitative EEG in ADHD. However, there is a lack of personalized treatment recommendations based on EEG patterns and age for individuals with ADHD - - - -### Tools - -The "project template" project will rely on the following technologies: - * Python programming for signal processing and statistics: numpy, scipy, FOOOF - * R for implementing regression and Random Forest algorithms and visualization: caret, randomForest, ggplot2 - * Jupyter notebooks + local laptops for teamwork collaboration, handling data and metadata - * Github for project management, collaboration and pull requests. - -### Data - -The data used in this project can be downloaded from https://brainclinics.com/resources/tdbrain-dataset/introduction/downloads upon creation of a BrainClinics account. The TDBrain database is an extensive clinical EEG dataset (n=1274) with 19 electrodes collected over two decades from participants ranging age 5 to 89 years old. The database is publicly available and was originally published by Van Dijk 2022 in Scientific Data. The dataset has since been reanalyzed in several publications. At this link, metadata, raw EEG data, and preprocessing pipeline for artifact identification was provided. The raw EEG data was recording from resting state periods (2 minutes of eyes closed followed by 2 minutes of eyes open). The ADHD cohort (n=274) included a sub-cohort with treatment responses of neurofeeback treatment. - -### Deliverables - -At the end of this project, we have: - - Workflows in Python - - Workflow in R - - Individual reports - -## Results - -### Progress overview - -The project was created by Ingrid Campbell and Amanda/TianYi Liu during Brainhack school 2025. This is the first version. - -### Tools I learned during this project - - * **Clinical EEG preprocessing and signal processing** Using signal processing techniques such as artifact detection and removal, epoching, power band feature extraction (of 2019 features from electrodes Fp1, Fp2, F3, F4, Fz, Cz, C3, C4), along with FOOOF, and data cleaning to handle missing data. - * **Meta data extrapolation** The meta data included demographics (age, gender, education), NEO-FFI personality data, behavioural measures, and treatment responses to ADHD and neurofeedback. - * **Feature selection** Using bootstrap validation to find the optimal number of features and top features to discriminate between age in participants with ADHD. Using random forest classifier - * **Age-dependent analysis** age group stratification then pattern visualization. Examining age and EEG correlations as well as random forest classification model performance. - * **Github collaboration** - -### Results - -#### Deliverable 1: Develop age-dependent models to predict treatment responses across different age groups - -To assess the age-specificity of EEG-based treatment response, we analyzed how age correlates with key EEG biomarkers and compared the relationships between ADHD treatment responders and non-responders. We found that older individuals (age range 36-55) with ADHD are significantly more likely to respond to neurofeedback treatment, responders (n=50) and non-responders (n=1). Youngest individuals (age range 6-17) had 14 responders and 40 non-responders. Middle aged individuals (age range 17-36) had 4 responders and 48 non-responders. - -#### Deliverable 2: Determine whether responders show distinct EEG signatures at different developmental stages - -By processing EEG data and machine learning models to identify the EEG signature of neurofeedback response across age development, we found that central delta relative power, central-paretal center frequency, and age were among the top EEG features that showed distinct EEG signatures between developmental stages. The random forest model using bootstrapping validation had a strong predictive accuracy performance with AUC of 0.865 of discriminating between responders and non-responders. Interestingly, the random forest classifier identified age was one of the top-most important features, along with delta frequency band at the frontal lobe electrodes, where patients with ADHD typically generate an abundance of low-frequency delta or theta brain waves. - -#### Deliverable 3: project gallery - -There is a project gallery, apart of the BHS 2025 github and website. You can still check out the repository [2025 BHS github age_eeg_pattern](https://github.com/brainhack-school2025/age_eeg_pattern) - -The repository of this project can be found [here](https://github.com/mtl-brainhack-school-2019/ecg_pupillometry_pipeline_kaufmann). The objective was to create a processing pipeline for EEG data. The motivation behind this task was to learn how to process EEG signals, develop AI tools to analyze and apply to a neurodevelopmental disorder. The repo features: - * analysis_code: for preprocessing data loading, data cleaning and EEG feature extraction, merging the meta data demographics with the EEG features, a preprocessing notebook for statistical analysis and creating age-grouped dataframes and running analyses, including the pipeline for running the random forest model, bootstrap validation and age-stratified analyses. - * Notebooks for all analyses. - * Detailed requirements files, making it easy for others to replicate the environment of the notebook. - * An overview of the results in the markdown document along with a report by Ingrid Campbell at https://github.com/school-brainhack/Age_ADHD_Project - - -## Conclusion and Acknowledgement - -As the brain matures, brain frequencies measured by EEG are found to decrease, which is supported by literature[2](https://www.sciencedirect.com/science/article/abs/pii/S0167876008007459). Our results align with this as age was a topmost optimal feature: theta and delta bands are represented in the most important features that are age correlated. -The dataset and preprocessing code can be found at the [Brainclinics Foundation](https://brainclinics.com/resources/tdbrain-dataset/introduction/downloads). 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If alone, simple put your name within [] -names: [Arunim Guchait] - -# Your project GitHub repository URL -github_repo: https://github.com/ArunimGuchait/BrainHack-School-2023-Project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, fslvbm, dMRI Analysis in Python, athletes] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project investigates the neural correlates of athletic performance using fMRI, dMRI, and FSLVBM to compare grey matter volume and white matter connectivity between athletes and non-athletes. The study aims to identify brain regions associated with athletic performance, explore white matter connectivity differences, and examine the relationship between brain structure and specific athletic skills. The dataset included nine Indiana University football players and nine controls." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "project_image.png" ---- - - -## Project definition - -### Background - -The relationship between athletic performance and brain structure and function has been a topic of interest in the field of neuroscience. Understanding the neural correlates of athletic performance can provide valuable insights into the development of training programs and interventions to enhance physical and cognitive abilities. In this project, I propose to use functional magnetic resonance imaging (fMRI), diffusion MRI (dMRI), and FSL's Voxel-Based Morphometry (FSLVBM) to investigate the differences in grey matter volume and white matter connectivity between elite athletes and non-athletes. I will perform the analysis using Python-based tools, such as Nilearn and Dipy. - -### Tools - -This project relied on numerous tools such as: -1. Git and Github for Version Control -2. FSLVBM to preprocess and analyse grey matter volume differences -3. FSL FIRST tool for automatic segmentation of a number of subcortical structures. -4. Python-based tools, such as Dipy and Nilearn, to preprocess the data, perform tractography analysis, and investigate white matter connectivity differences -5. Google Colab and Jupyter Notebook - -### Data - -I've used a publicly available dataset on college-level athletes for this project. From the dataset, I have chosen data of nine Indiana University (IU) football players (American football) and nine controls (non-athletes) and wish to carry out an AmFB>NonAth comparison as well as NonAth>AmFB comparison. - -Please check the Participants' Info Used in this Project here: -Results/Participants_INFO.csv - -Information about Dataset: -https://www.nature.com/articles/s41597-021-00823-z - -Link to download the dataset: -https://brainlife.io/pub/5f2c3765beafe924c962dd8d - -### Deliverables - -At the end of this project, these files will be made available: -- Reproducible project workflow, detailed in the GitHub repository with codes -- Jupyter notebooks of the analysis codes and visualisations -- Figures of the results - -## Results - -### Progress overview - -**Data Preprocessing** -> MRI data have been preprocessed using FSL tools. - -![Data Preprocessing](Images/005.png) - -**Voxel-Based Morphometry (VBM) Analysis** -> Grey matter volume differences between athletes and non-athletes have been investigated using FSLVBM [FMRIB's Software Library - Voxel-Based Morphometry] - -OUTPUT - -NonAth>AmFB - -Showing the local differences in grey matter volume between the two groups: - -![VBM_Analysis](Images/010.png) - -To obtain statistical data, identify the region of significant difference and validate that: - -[1] E2 - Running randomise and displaying cluster-based thresholding results -> Reference: https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/FSLVBM/UserGuide - -OUTPUT - -![VBM_Analysis](Images/011.png) - -[2] Reporting Cluster Information -> Reference: https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/Cluster#reporting - -OUTPUT - -![VBM_Analysis](Images/012.png) - -**Vertex Analysis** -> Automated segmentation of subcortical structures in the brain has been completed using FSL FIRST [a model-based segmentation/registration tool] tool. - -OUTPUT - -![Vertex_Analysis](Images/001.png) - -Using this vertex analysis, marked differences in shape have been found in the two following areas: - -[1] Left-Putamen - -![Vertex_Analysis](Images/L_Puta_first_02.png) - -[2] Left-Thalamus - -![Vertex_Analysis](Images/L_Thal_first.png) - -### Future Work -**dMRI Analysis in Python** -> White matter connectivity will be explored using tractography methods implemented in Python-based tools such as Dipy and Nilearn. - -### Tools I learned during this project - -During the BrainHack School Project, I learned the following tools: - -* **Python:** I learned how to use Python to analyse and manipulate data. -* **FSLVBM:** I learned how to operate FSLVBM to analyse grey matter volume differences between groups. -* **Nilearn:** I learned how to utilise Nilearn to perform functional MRI analysis and visualise data. -* **Dipy:** I learned how to use Dipy to perform diffusion MRI analysis and tractography. -* **Git and Github:** I learned how to use Git and Github for version control and collaboration. -* **Bash Terminal:** I learned how to employ the Bash Terminal to navigate and manipulate files and directories. -* **FSL FIRST tool:** I learned how to utilise the FSL FIRST tool for subcortical segmentation. -* **Google Colab and Jupyter Notebook:** I learned how to use Google Colab and Jupyter Notebook for interactive coding and data analysis. - -## Conclusion and acknowledgement -Regarding the project, there are some promising results I've got. The short time at BrainHack School is overwhelming and challenging. But I am pleased with the new skills and knowledge I have gained throughout the program. I'll continue working on this project and try to investigate more athletes from different types of sports. - -I sincerely thank my advisor Professor Neil Muggleton and all the instructors and TAs (special shout-out to the Taiwan Hub) who have generously shared their expertise and provided guidance and support throughout the program. Thank you so much for this amazing opportunity. - -## References -### Tools / Tutorials -**FSLVBM** - -1. https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/FSLVBM -2. https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/FSLVBM/UserGuide -3. https://www.youtube.com/watch?v=L1B3Wm-wnyQ&ab_channel=FSLCourse - -**dMRI Analysis in Python** - -1. https://school-brainhack.github.io/modules/dmri_intro/ -2. https://davi1990.github.io/talks/2021-11-05-dMRI_analysis_in_Python -3. https://carpentries-incubator.github.io/SDC-BIDS-dMRI/aio/index.html - -**Relevant Research Papers** - -1. https://www.frontiersin.org/articles/10.3389/fnhum.2014.00594/full -2. https://www.sciencedirect.com/science/article/pii/S0960982214009798 diff --git a/content/en/project/Arunim_Guchait_project/project_image.png b/content/en/project/Arunim_Guchait_project/project_image.png deleted file mode 100644 index 89378fb8..00000000 Binary files a/content/en/project/Arunim_Guchait_project/project_image.png and /dev/null differ diff --git a/content/en/project/AuditoryMultimodal/data_pipeline.png b/content/en/project/AuditoryMultimodal/data_pipeline.png deleted file mode 100644 index a5905002..00000000 Binary files a/content/en/project/AuditoryMultimodal/data_pipeline.png and /dev/null differ diff --git a/content/en/project/AuditoryMultimodal/index.md b/content/en/project/AuditoryMultimodal/index.md deleted file mode 100644 index b40a6a85..00000000 --- a/content/en/project/AuditoryMultimodal/index.md +++ /dev/null @@ -1,435 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-11" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Combine EEG/MRI/Behavioral data-sets to learn more about Music/Auditory system" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Marcel Farres Franch] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/BHS-AuditoryMultimodal - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [EEG, fMRI, music, auditory-perception, preprocessing, fmriprep] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project I aim to combine data from different modalities (fMRI, EEG, and behavioral) to understand more about sound and music processing. My main focus in this project was to try to reproduce some of the results from a published paper starting form raw data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "data_pipeline.png" ---- - - -# Combine EEG/MRI/Behavioral data-sets to learn more about Music/Auditory system - -![SEff](https://imgs.xkcd.com/comics/selection_effect.png) - - - -## Summary - -I'm currently a PhD student of the IPN at McGill University. - -In this project I aim to combine data from different modalities (fMRI, EEG, and behavioral) to understand more about sound and music processing. - -My main focus in this project was to try to reproduce some of the results from a published paper starting form raw data. - -The overall goal of the current project is to be able to organize, pre-process and do some basic analyses form a fMRI study. - -## Project definition - -### Background - -In my current PhD project one of the end results should be a open multimodal behavioural and neuroimaging dataset characterizing healthy human auditory processing. -It aims to allow researchers address individual differences in auditory cognitive skills across brain functions and structures, and it will serve as a baseline for comparison with clinical populations. -To achieve that, our core objectives are to create a standardized framework with which to administer a battery of curated tasks. -After acquiring the data from 70 young adults and we intend to share our framework, analysis pipelines, stimuli with linked descriptors, and metadata with the community through open data repositories. The dataset contains cognitive and psychophysical tasks, as well as questionnaires designed to assess musical abilities, speech, and general auditory perception. It also includes EEG and fMRI recorded during resting state, as well as naturalistic listening to musical stimuli and speech. - -During this BrainHanks School project I wanted to understand what are the needs as a researcher to easily make use of public available data and learn the basics of pre-processing raw fMRI data. - -### Learning Goals - -I have good experience analyzing highly process data... but how you get there? - -* Raw data → BIDS formatted raw data - -* BIDS formatted raw data → BIDS formatted preprocess data - -* Basic Data quality control - -* Basic analysis - -* Implement other people analysis and reproduce results - -(but it is a 2 and a half week project...) - -![Estimating Time](https://imgs.xkcd.com/comics/estimating_time.png) - -### Tools - -The project will rely on the following technologies: - -* fmriprep - -* pandas - -* nipype - -* bids - -* bids-validator - -* nilearn - -* numpy - -* pathlib - -* jupiter lab - -* [OpenNeuro](https://openneuro.org/) - -### Data - -The first step was to search for candidates open datasets. I prioritized music/auditory related, as it is closer to my PhD project. - -Next there is a list of interesting datasets I found, which I choose 2 to work during this course: - -#### Chosen - -* Forrest Gump: A very interesting study that use naturalistic stimuli to understand more about how our brain interacts with the real complex world. More information in the dedicated [web-side](http://studyforrest.org/). Here you can find the [list of 29 publications](http://studyforrest.org/publications.html) that use the data made publicly available. - - I was particularly interested in the first 20 subjects that perform a music task (Listening to music (7T fMRI, cardiac & respiratory trace). - - I wanted to replicate the analyisis and findings of [this paper](https://f1000research.com/articles/4-174/v1). - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 37 | bold, T1w, T2w, angio, dwi, fieldmap | Forrest Gump, objectcategories, movielocalizer, retmapccw, retmapcon, retmapexp, movie, retmapclw, coverage, orientation, auditory perception | Maybe the most promising example | - - - -* Neural Processing of Emotional Musical and Nonmusical Stimuli in Depression: Study looking how people with depression process differently musical stimuli. - - Same idea as the previous study, replicate results reported in [this paper](https://pubmed.ncbi.nlm.nih.gov/27284693/) using the publicly available data. - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 39 | T1w, bold | Music, Non-Music listening | missing stims | - - - -#### Other Options - -* A dataset recording joint EEG-fMRI during affective music listening. - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 21 | T1w, channels, eeg, events, bold | GeneratedMusic, classicalMusic, genMusic01, genMusic02, washout, genMusic03 | Could be very noisy EEG but also promising | - - - - * Article - -* Decoding Musical Training from Dynamic Processing of Musical Features in the Brain. - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 36 | bh bold | music listening | Non standard format | - - - -* Neuroimaging predictors of creativity in healthy adults - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 66 | T1w, T2w, dwi, bold, fieldmap | Rest | Interesting to study resting state, good number of subjects | - - - -* Functional Connectivity of Music-Induced Analgesia in Fibromyalgia - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 40 | T1w, dwi, bold | pre-control, pre-music, post-control, post-music | healthy and Fibromyalgia patients listening to music | - - - - - -* Music BCI (006-2015) - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 10 | eeg | oddball 3 music instruments | not much to extract maybe | - - - - Publication: - * - -* OpenMIIR - Music imagery information retrieval - - - - - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 10 | eeg | imagery | very short musical exerts | - - Existing Publications: - - * - - * Sebastian Stober. Towards Studying Music Cognition with Information Retrieval Techniques: Lessons Learned from the OpenMIIR Initiative. In: Frontiers in Psychology Volume 8, 2017. - doi: 10.3389/fpsyg.2017.01255 - - * Sebastian Stober. Learning Discriminative Features from Electroencephalography Recordings by Encoding Similarity Constraints. In: Proceedings of 42nd IEEE International Conference on Acoustics, Speech and Signal Processing (ICASSP’17), Pages 6175-6179, 2017. - doi: 10.1109/ICASSP.2017.7953343 - - * Sebastian Stober; Thomas Prätzlich & Meinard Müller. Brain Beats: Tempo Extraction from EEG Data. In: 17th International Society for Music Information Retrieval Conference (ISMIR’16), 2016. - available from: - - * Sebastian Stober; Avital Sternin; Adrian M. Owen & Jessica A. Grahn. Deep Feature Learning for EEG Recordings. In: arXiv preprint arXiv:1511.04306 2015. - available from: - - * Avital Sternin; Sebastian Stober; Jessica A. Grahn & Adrian M. Owen. Tempo Estimation from the EEG Signal during Perception and Imagination of Music. In: 1st International Workshop on Brain-Computer Music Interfacing / 11th International Symposium on Computer Music Multidisciplinary Research (BCMI/CMMR’15), 2015. - available from: - -* The neural basis of spoken word perception in older adults - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 61 | T1w, T2w, bold, events | LISTEN02, REPEAT02, REPEAT01, LISTEN01 | Interesting, need to read more about the data. there are 375 different monosyllabic words | - - - -* A dataset recorded during development of an affective brain-computer music interface: - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 19-10-9 | channels, eeg, events | music listening and reported arousal and valance | Low subj number but interesting data | - - * - - * - - * - -* An EEG dataset recorded during affective music listening - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 31 | channels, eeg, events | music listening | Very little information about what files where use | - - - - Possible article: - - * - -* Sherlock_Merlin waiting bids validator - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 37 | mri | listen and see movie (A/B groups) | Very interesting, stimuli are provided | - - - -* Milky-Vodka - (2 different stories ) - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 54 | T1w, bold, events | Milky, Synonyms, Scrambled, Vodka | stims available, | - - - -* Audiovisual Learning MEG Dataset - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 30 | coordsystem, channels, events, meg | The auditory and visual stimuli were 12 Georgian letters and 12 Finnish phonemes | mapping things? | - - - -* Auditory localization with 7T fMRI - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 10 | T1w, PD, T2star, dwi, bold, events, fieldmap | rest, auditory, TODO: full task name for rest, TODO: full task name for auditory | need to be down sampled | - - - -* FFR ?. - - - -#### Interesting but not related - -* Go-nogo categorization and detection task - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | | | | | - - - -* A multi-modal human neuroimaging dataset for data integration: simultaneous EEG and MRI acquisition during a motor imagery neurofeedback task - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 10 | T1w, eeg, bold | eegNF, fmriNF, motorloc, eegfmriNF, MIpre, MIpost | Not interested | - - - - - -* TUH EEG Corpus Too big for the 3 weeks. - - - -* Dataset: rsfMRI before and after one session EEG NF vs Sham NF - - - -* Data relating "Alpha/beta power decreases track the fidelity of stimulus-specific information" - - - -* Real-time EEG feedback on alpha power lateralization leads to behavioral improvements in a convert attention task - - - -* EEG meditation study - - - -* EEG study of the attentional blink; before, during, and after transcranial Direct Current Stimulation (tDCS) - - - -* Simultaneous EEG-fMRI - Confidence in perceptual decisions - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 24 | T1map, bold, events, eeg | motion direction of random dot kinematograms | | - - - -* Audiocue walking study - - - -* Auditory and Visual Rhythm Omission EEG - - - -* Auditory and Visual Oddball EEG-fMRI - - | N | Type | Tasks | Comments | - |--------|-----------|----------|----------| - | 17 | T1w, inplaneT2, bold, eeg, events | auditory oddball with button response to target stimuli, visual oddball with button response to target stimuli| | - - - -#### NOT Accessible - -I also find some very interesting datasets that I was not able to access directly and in the period of 3 weeks I was still waiting for them. - -I was a little frustrated with the process, making me realize how important is real Open Data. - -* DEAP: A Database for Emotion Analysis Using Physiological Signals: - - website: [https://www.eecs.qmul.ac.uk/mmv/datasets/deap/] - - paper: [https://www.eecs.qmul.ac.uk/mmv/datasets/deap/doc/tac_special_issue_2011.pdf] - - (Not Accessible without explicit permission, which we are missing for no) - -### Deliverables - -At the end of this project, we have: - -* Scripts to download the dataset ([HERE](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/scripts/download-for-test.sh) and [HERE](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/scripts/download-for-all.sh)). - -* Scrips to pre-process the data using fmriprep in a cluster ([HERE](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/scripts/run-fmriprep-test.sh) and [HERE](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/scripts/run-fmriprep-all.sh)). - -* fmriprep report on the pre-processing ([HERE](http://htmlpreview.github.io/?https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/fmri-prep-results/sub-control01.html)). - -* Basic processing of 1 subject ([HERE](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/BHS_AuditoryMultimodal-ds000171.ipynb)) with some need to be improve analysis. - -### Project plan / Objectives - -* [x] Download multiple interesting datasets (local and to the server) - - * [x] **fMRI** studyforrest - - * [x] **fMRI** Neural Processing of Emotional Musical and Nonmusical Stimuli in Depression - - * [x] **EEG** An EEG dataset recorded during affective music listening - - * [x] **EEG-fMRI** A dataset recording joint EEG-fMRI during affective music listening - -* [x] Explore fMRI datasets - -* [ ] ~~Explore EEG datasets~~ (Not enough time) - -* [ ] ~~Replicate results for each dataset.~~ (Not enough time) - - * [x] ~~fMRI ~~ (data need pre-processing and the dataset was not fully BIDS compatible) - - * [x] fMRI - - * [x] Preprocess data. - - * [X] Do some basic visualizations. - - * [ ] Do connectivity and activation analysis mus/no-mus stimuli (IN Progress) - - * [ ] ~~Reproduce figures from the paper~~ (Not enough time) - - * [ ] ~~EEG ~~ (Not enough time) - - * [ ] ~~EEG-fMRI ~~ (Not enough time) - -* [ ] ~~Extract commune information from the different datasets~~ (Not enough time) - -* [ ] ~~Analyse data coming from the different datasets together~~ (Not enough time) - -* [x] Proper code documentation and add necessary comments - -* [x] Create and share conda env. - -### Installation instructions - -1. Clone the repo to your computer: - - `git clone https://github.com/brainhack-school2020/BHS-AuditoryMultimodal.git` - -2. Install fMRI prep using [this instructions](https://fmriprep.readthedocs.io/en/stable/installation.html) - -3. Download and preprocess the data using [these scripts](https://github.com/brainhack-school2020/BHS-AuditoryMultimodal/blob/master/scripts/) (you can grab a coffee or two... these may take a while). - -4. Create a virtual-env - `python3 -m venv bhs-auditory` - -5. Install requirements - `pip install -r requirements.txt` - -6. Open the notebook - `jupyter lab BHS_AuditoryMultimodal-ds000171.ipynb` - -## Conclusion - -After the multiple problems I found trying to process the data, reproduce the analyses, and limitations imposed by the missing of information form the dataset I am more aware of what I will need to do to efficiency share my data/analyses in the near future. - -Don't be that researcher... - -![ML](https://imgs.xkcd.com/comics/machine_learning.png) diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_structure.png b/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_structure.png deleted file mode 100755 index 30953b81..00000000 Binary files a/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_structure.png and /dev/null differ diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_with_ears.png b/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_with_ears.png deleted file mode 100755 index b126f1cb..00000000 Binary files a/content/en/project/Auditory_data_Bids_and_Graphs/BIDS_with_ears.png and /dev/null differ diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/P01-Baseline_2_Bilateral.png b/content/en/project/Auditory_data_Bids_and_Graphs/P01-Baseline_2_Bilateral.png deleted file mode 100644 index 1e222a54..00000000 Binary files a/content/en/project/Auditory_data_Bids_and_Graphs/P01-Baseline_2_Bilateral.png and /dev/null differ diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/P01-Matrix_test_FR_Condition_2_(may_2021).png b/content/en/project/Auditory_data_Bids_and_Graphs/P01-Matrix_test_FR_Condition_2_(may_2021).png deleted file mode 100644 index 6a9b3e3c..00000000 Binary files a/content/en/project/Auditory_data_Bids_and_Graphs/P01-Matrix_test_FR_Condition_2_(may_2021).png and /dev/null differ diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/fortier_project_BIDS_structure.png b/content/en/project/Auditory_data_Bids_and_Graphs/fortier_project_BIDS_structure.png deleted file mode 100755 index c91fe389..00000000 Binary files a/content/en/project/Auditory_data_Bids_and_Graphs/fortier_project_BIDS_structure.png and /dev/null differ diff --git a/content/en/project/Auditory_data_Bids_and_Graphs/index.md b/content/en/project/Auditory_data_Bids_and_Graphs/index.md deleted file mode 100644 index 70ad833c..00000000 --- a/content/en/project/Auditory_data_Bids_and_Graphs/index.md +++ /dev/null @@ -1,199 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2021-08-25" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Generating a BIDS compatible dataset and interactive graphs from the Projet Courtois NeuroMod's hearing test data" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Eddy Fortier, Lili El Khalil] - -# Your project GitHub repository URL -github_repo: https://github.com/PSY6983-2021/fortier_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Auditory tests, Interactive graphs, BIDS] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In a longitudinal study, the amount of data and figures to manage and create quickly becomes too massive to be manually handled. The goal of this project is to create tools to take an auditory test database and automatically format it into a BIDS compatible dataset and generate interactive graphs." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "BIDS_with_ears.png" ---- - - -## Project definition - -### Background - -The Projet Courtois NeuroMod is a longitudinal fMRI data acquisition project where participants get scanned almost every week. -One risk associated with intensive protocols like this one is the chronic exposure of the participants to high noise levels during the scan sessions. -This is why it is important to regularly monitor their auditory health to ensure that the research protocol is not causing any damage to the participants' hearing. -Part of the auditory perception team's job is to do this monitoring task. -To do so, the participants go through different clinical tests every month to keep track of the evolution of their auditory health. -For some of these tests, such as the pure-tone audiometry test, the data is more easily interpreted when rendered into graphic displays. -But with these repeated tests comes important amount of data to process. -A first task that could be interesting to do would be, in order to go through the data processing more efficiently, to build an automated pipeline to generate the graphs. - -### Example of audiogram - -![P01-Baseline 2, Bilateral.png](P01-Baseline_2_Bilateral.png) - -### Example of Matrix test results graph - -![P01-Matrix test FR, Condition 2 (may_2021).png](P01-Matrix_test_FR_Condition_2_(may_2021).png) - -A second task that could be interesting to do would be to try and use this database to try and fingerprint the participants based on their results to the tests. -Since every person's hearing is unique and is affected by the individual auditory experience, it could be interesting to try that kind of machine learning classification task. - -The third task that could be interesting to do is regarding the dataset formatting. -Since the dataset is not currently BIDS compatible, it could be interesting to create a jupyter notebook to automatically create a BIDS format database from the data. - -### Example of a BIDS compatible file structure reformatting - -figure reference: - -Gorgolewski, K. J., Auer, T., Calhoun, V. D., Craddock, R. C., Das, S., Duff, E. P., Flandin, G., Ghosh, S. S., Glatard, T., Halchenko, Y. O., Handwerker, D. A., Hanke, M., Keator, D., Li, X., Michael, Z., Maumet, C., Nichols, B. N., Nichols, T. E., Pellman, J., … Poldrack, R. A. (2016). The brain imaging data structure, a format for organizing and describing outputs of neuroimaging experiments. *Scientific data*, *3*, 160044. https://doi.org/10.1038/sdata.2016.44 - -[![Illustration of a BIDS structured dataset](BIDS_structure.png)](https://www.nature.com/articles/sdata201644) - -### Tools - -The plan is to use the following tools from the BrainHack School's tutorials in this project: - -- Python scripts to execute the graph generation and machine learning tasks -- The Bash terminal environment to work on the python scripts and run them -- Git and GitHub for the collaborative work and the version control of the project -- Plotting libraries such as Matplotlib, Seaborn or Plotly -- Machine learning libraries for the fingerprinting task -- Jupyter Notebook to build and execute the BIDS formatting script -- The BIDS validator to make sure that the formatting worked -- Markdown to build this project report - -### Data - -The dataset used for this project was acquired through multiple sessions with each participant between November 2018 and August 2021. -Multiple clinical tests were performed including: -- Otoscopic inspection of the external auditory canal and tympanic membrane -- Tympanometry -- Stapedial reflex test -- Pure-tone audiometry - - Regular clinical frequencies range (from 250 Hz to 8 kHz) - - Ultra-high frequencies extended range (from 9 kHz to 20 kHz) -- Matrix speech-in-noise perception test - - In the primary language of the participant: French or English (for all participants) - - In the second language of the participant: French or English (for 5 out of the 6 participants) -- Otoacoustic emissions - - Transitory evoked otoacoustic emissions (TEOAE) - - Distortion product otoacoustic emissions (DPOAE) with a L1/L2 ratio of 65/55 dB SPL - - Growth function (DP Growth) with 2 kHz, 4 kHz and 6 kHz - -Baselines were acquired for each of these tests. -Three different combinations of those tests were then designed as experimental conditions and randomly assigned to each of the participant in a way that they will all do each of those conditions four times over the course of a twelve months protocol. -The specific dataset used for this project includes results from the tympanometry, the stapedial reflex test, the pure-tone audiometry and the Matrix speech-in-noise perception test. - -### Deliverables - -By the end of The BrainHack School, we aimed to have the following: - -- A README.md file to present the project -- A [GitHub repository](https://github.com/PSY6983-2021/fortier_project) documenting the project -- Python scripts to create graphs and execute machine learning tasks -- Jupyter notebooks with code and explanations for the BIDS formatting task -- A [slideshow](https://docs.google.com/presentation/d/1TveZjzR9TDlGQA-XrLYjqPEb2E-x2vvl0kyfu43ljaQ/edit?usp=sharing) presentation showing the project objectives - -## Results - -### Lili El Khalil's progress review - -A script that helped in building a BIDS format for organizing our data. As I divided my data into subject, which are the participants. -Then for each subject the number of sessions they participated and in each session we have the four tests done. The four tests are : Tymp, Reflex, PTA and MTX. -At the lower level, in each test folders, you can find the results obtained for each run of the test. - -#### Tools and skills that were developed during this project - -Many of these contribute in my part of the project: - -- Jupyter Notebook: an environment used to write the code -- Windows Subsystem for Linux/Bash: Edit text files such as this README.md -- Python Libraries: os, numpy and pandas -- Git: Track file changes -- GitHub: Organize team project - -#### Deliverables - -Jupyter Notebook - -The notebook contains the code used in order to be able to create BIDS compatible files from our data. - -![fortier_project_BIDS_structure.png](fortier_project_BIDS_structure.png) - -README.md - -This README.md file contains all the project details done by each one of us - -### Mr. Fortier's progress overview - -A first iteration of functional python scripts to generation single test graphs and test overview graphs for each of the Projet Courtois NeuroMod participants is now available in the code folder of this repository. -These scripts were also linted using flake8 and passed all the generic requirements of this linter. -Unfortunately, it was not possible to create a machine learning task script on top of the graph generation scripts due to time constraint and restrictions linked to the collaborative nature of this project. - -#### Tools/skills that were developed during this project (and challenges encountered...) - -- **Python scripts**: It was a first attempt to code in python using scripts instead of the Jupyter Notebook controlled environment. -- **Python scripts**: It was also a first attempt at using multiple scripts for a single task and importing functions across them. -- **Git and Github**: This project is the first attempt at building a complete project from the start, using Git's functions and a Github repository. -- **Plot.ly's `graph_objects` tools**: This project was a first on many front regarding Plot.ly. - - It was a first attempt at doing interactive figures/graphs. - - It was a first contact with Plot.ly's library. - - It was a challenge to be able to build graphs that fully represent the particularities of the two different types of figure produced in this project: `plotly.express` might have been easier to use than `plotly.graph_objects`, but it was not as capable to fully build the vision planned for this project. - - It was an important challenge to navigate in the impressive documentation of the `plotly.graph_objects` library. It is a powerful, extensively customizable tool, but it is also very complex. -- **flake8 linter**: It was the first use of a linter to proof read the scripts' code format. -- **Binder**: It has been a difficult journey to try to figure out a way to make available here examples of the interactive figures generated by this project. Unfortunately, Github doesn't allow for html figures to be embedded into markdown files to be displayed. Binder was a way to go around it. -- **Jupyter Notebook**: In order to display the interactive figures through the use of Binder, two notebooks were created and adapted from the original graph_generator.py code. - -#### Deliverables - -- First, this README.md file describes multiple aspects of the project. -- Second, the Github repository where this README.md file sits allows people to consult the evolution of the project. - - Two python scripts generating the graphs needed for this project are available in the `code/` folder. - - Two Binder based Jupyter Notebooks allow people to consult an interactive sample graph for each of the types of graph generated by the scripts. - The links to access them are in this README.md file. - - A requirements.txt file allows the Binder platform to properly run the graph generating Jupyter Notebooks. - -### Example of interactive HTML audiogram - - - -[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/PSY6983-2021/fortier_project/HEAD?filepath=code%2FPTA_sample_figure_generator.ipynb) - -### Example of Matrix test interactive HTML graph - - - -[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/PSY6983-2021/fortier_project/HEAD?filepath=code%2FMTX_sample_figure_generator.ipynb) - -## Conclusion - -In conclusion, most of the goals of this project were reached: only the machine learning task was left behind. -This project includes: -- a README.md file presenting the project -- a LICENSE file -- a requirements.txt file to be used by a Binder platform to run Jupyter Notebooks -- two python scripts to generate interactive graph figures -- two Jupyter Notebooks to be loaded using a Binder platform -- one Jupyter Notebook to create and format a BIDS compatible dataset from the original dataset's spreadsheet format -- images and html sample figures to be displayed by the README.md file - -We would like to thank the BrainHack School 2021 team of mentors for their availability and their help on this journey. diff --git a/content/en/project/B0_field_mapping/Corrected_CM.png b/content/en/project/B0_field_mapping/Corrected_CM.png deleted file mode 100644 index f3276552..00000000 Binary files a/content/en/project/B0_field_mapping/Corrected_CM.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/Corrected_EPI.png b/content/en/project/B0_field_mapping/Corrected_EPI.png deleted file mode 100644 index c7b7d89d..00000000 Binary files a/content/en/project/B0_field_mapping/Corrected_EPI.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/Cover.png b/content/en/project/B0_field_mapping/Cover.png deleted file mode 100644 index f7afa8f3..00000000 Binary files a/content/en/project/B0_field_mapping/Cover.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/EPI_AP.png b/content/en/project/B0_field_mapping/EPI_AP.png deleted file mode 100644 index d706c57e..00000000 Binary files a/content/en/project/B0_field_mapping/EPI_AP.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/EPI_PA.png b/content/en/project/B0_field_mapping/EPI_PA.png deleted file mode 100644 index afa19650..00000000 Binary files a/content/en/project/B0_field_mapping/EPI_PA.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/EPI_field_map.png b/content/en/project/B0_field_mapping/EPI_field_map.png deleted file mode 100644 index f14e693d..00000000 Binary files a/content/en/project/B0_field_mapping/EPI_field_map.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/GRE_sequence_diagram.png b/content/en/project/B0_field_mapping/GRE_sequence_diagram.png deleted file mode 100644 index d44b705c..00000000 Binary files a/content/en/project/B0_field_mapping/GRE_sequence_diagram.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/Uncorrected_CM.png b/content/en/project/B0_field_mapping/Uncorrected_CM.png deleted file mode 100644 index 22bebfe1..00000000 Binary files a/content/en/project/B0_field_mapping/Uncorrected_CM.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/Uncorrected_connectivity.png b/content/en/project/B0_field_mapping/Uncorrected_connectivity.png deleted file mode 100644 index d4d2195d..00000000 Binary files a/content/en/project/B0_field_mapping/Uncorrected_connectivity.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/corrected_connectivity.png b/content/en/project/B0_field_mapping/corrected_connectivity.png deleted file mode 100644 index ce8856e3..00000000 Binary files a/content/en/project/B0_field_mapping/corrected_connectivity.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/double_echo.png b/content/en/project/B0_field_mapping/double_echo.png deleted file mode 100644 index af2321b3..00000000 Binary files a/content/en/project/B0_field_mapping/double_echo.png and /dev/null differ diff --git a/content/en/project/B0_field_mapping/index.md b/content/en/project/B0_field_mapping/index.md deleted file mode 100644 index 0cc17f1d..00000000 --- a/content/en/project/B0_field_mapping/index.md +++ /dev/null @@ -1,222 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-08" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Unveiling the Power of B0 Field Mapping: A Comprehensive Tutorial and Analysis in MRI" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Behrouz Vejdani Afkham] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/Vejdani_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [B0 field mapping, rs-fMRI, EPI undistortion, connectivity] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aimed to create a detailed tutorial on B0 field mapping principles in MRI and demonstrate the estimation methods interactively. Additionally, it explored the importance of B0 field maps in MRI by comparing the connectivity matrix of rs-fMRI with and without using the B0 field map in the processing pipeline." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Cover.png" ---- - - -## About me - - - -
    Behrouz Vejdani Afkham -
    - -I am currently a first-year PhD student at Polytechnique Montreal, specializing in biomedical engineering. My previous academic background includes a major in Medical Imaging from Tehran University of Medical Sciences, which has provided me with a solid foundation in neuroimaging tools and methods. However, as part of my PhD program, I am now required to familiarize myself with cutting-edge data science packages specifically designed for neuroimaging data analysis. These packages aim to streamline the entire process and help me achieve my research goals more efficiently. - -## Project Overview -The objective of my project is to develop a comprehensive tutorial on the principles of B0 field mapping in MRI. Additionally, I aim to explain the existing approaches for calculating B0 field maps in an interactive manner. Furthermore, I will investigate the significance of B0 field maps in MRI by comparing the connectivity matrix of rs-fMRI (resting-state functional MRI) from a single subject with and without utilizing the B0 field map during the processing pipeline. - -## Introduction -In magnetic resonance imaging (MRI), achieving a homogeneous distribution of the main magnetic field (referred to as B0) is crucial for obtaining high-quality images without significant geometric distortions or undesirable signal dropout [1]. B0 field inhomogeneity can arise from various factors such as manufacturing imperfections or the presence of large metallic objects near the magnet. However, the most common cause of field perturbations is the difference in magnetic susceptibility (χ) among tissues within the human body. Magnetic susceptibility describes the extent to which a specific tissue becomes magnetized within the B0 field. Even with the process of shimming, which aims to compensate for magnetic inhomogeneity, it is challenging to achieve complete homogenization of the B0 field, especially at air-tissue interfaces where the susceptibility difference is particularly pronounced [2]. - -While the achieved homogeneity after shimming is generally satisfactory for most anatomical images, even subtle remaining B0 offsets can significantly affect the acquisition of Echo Planar Imaging (EPI) sequences. EPI is a commonly used sequence in functional MRI (fMRI), making it crucial to find ways to correct for these distortions to avoid erroneous interpretation of results. The solution to this issue lies in retrospectively correcting EPI images using a B0 field map, which involves shifting pixels in the phase-encode direction [3]. A B0 field map is a quantitative image representing the intensity of the B0 offset in hertz (Hz) or radians per second (rad/s). There are three methods to calculate the B0 field map: double-echo Gradient Echo (GRE) sequence, multi-echo GRE sequence, and EPI-derived field mapping. The latter method requires acquiring two EPI images with opposite phase-encoding directions. - -## Background - -### Sources of B0 offset -The regions of the brain that experience the most significant variations in the main magnetic field, B0, are primarily located at the skull base. This is due to the high χ difference between the paramagnetic air in sinuses and the diamagnetic brain tissues. Paramagnetic materials tend to enhance the B0 field by aligning towards it, while diamagnetic materials weaken the B0 field by aligning in the opposite direction. - -

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    - -***Courtesy of Allen D. Elster, MRIquestions.com*** - -Consequently, these local susceptibility differences cause variations in the precessional frequency of spins, also known as the Larmor frequency (ω0). As a result, phase accumulation occurs over time. Therefore, the greater the difference in χ or the longer the duration, the more spread-out the phases become. The relationship between the Larmor frequency, the B0 field offset and phase accumulation can be described as follows: - -

    ω0 = γB0

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    ω = ω0 + (ω0⋅Δχ)

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    ϕ = ∫ω(t) dt

    - -### Phase wrap concept -The B0 offset affects magnitude and phase images differently. In magnitude images, the signal decays exponentially with increasing B0 offset, while phase accumulation increases in a linear manner. - -Click [here](https://brainhack-school2023.github.io/Vejdani_project/FID.html) to see the interactive figure. - -As a result, the reconstructed phase map from the complex MRI signal contains information about the B0 field variation. However, due to the involvement of various sources in phase variations, the phase maps can only provide an approximation of the ΔB0 field. Most of these sources do not change with different echo times, except for the phase induced by B0 inhomogeneity, which scales with the echo time. Therefore, to obtain a ΔB0 field map, at least two phase maps with different echo times need to be acquired. -While MRI-based B0 mapping can be performed using any MRI pulse sequence, the fast gradient-echo (GRE) method is commonly used due to its speed, ease of use, and inherent sensitivity to B0 offsets. The pulse sequence diagram for GRE is as follows: - - -

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    - -***Courtesy of Allen D. Elster, MRIquestions.com*** - -One problem with phase images is that any frequency beyond 1/ΔTE will wrap into the range of -π to π. This is because phase is calculated using inverse tangent and cannot accommodate values outside this range. - -Click [here](https://brainhack-school2023.github.io/Vejdani_project/Phase_evolution.html) to see the interactive figure. - -To avoid phase wrapping, the echo time for the first phase data and the ΔTE (difference in echo times) for the linear fitting approach are typically kept low enough. Consequently, you would expect to observe fewer phase wraps with lower echo times, and an increasing number of wraps with longer echo times and larger B0 offsets (e.g., in the skull base). Additionally, geometric distortion has a more pronounced effect in the phase encoding direction where the sampling rate is lower. - -Click [here](https://brainhack-school2023.github.io/Vejdani_project/phase_wraps.html) to see the interactive figure (Note that phase enconding is along AP direction in these images). - -## Main Objectives - -- Illustration of three previously-mentioned methods of B0 mapping -- Comparison of fMRI connectivity matrix with and without EPI undistortion - -## Personal Objectives - -- Emphasize on reproducibility of the analysis pipeline. -- Learn more about advanced visualization of the neuroimaging data. -- Understanding of fMRI connectivity concepts and processing steps. - -## Tools -- Jupyter notebook for coding and visualization -- Git and Github for Version Control -- DataLad for data Reproducibility -- Singularity container using NeuroDesk for Reproducibility -- FSL command line tools for EPI undistortion using Neurodesk -- Shimming toolbox for standard multi-echo field mapping -- Python Packages: `matplotlib`, `seaborn`, `nilearn`, `plotly`, `Nibabel`, `scipy`, `Pandas` - -## Data - -The data utilized in this project were obtained from three different sources. For the double echo GRE and EPI field mapping I utilized a dataset that is part of the fmriprep data examples available on Open Neuro, accessible [here](https://github.com/OpenNeuroDatasets/ds001600). -The second dataset used for Multi-echo GRE field mapping was obtained from our lab. Although we are not permitted to distribute this dataset, users can still follow the steps outlined in calculating the field maps, as the resulting images and analysis procedures are self-explanatory. -The third dataset employed for the fMRI comparison, both with and without distortion correction, originates from National Taiwan University and is also available on Open Neuro, accessible [here](https://github.com/OpenNeuroDatasets/ds000172.git). -It's worth noting that the notebook includes instructions for cloning the dataset and retrieving the necessary files using Datalad, enabling anyone to replicate the analysis steps. - -## Project Deliverables - -- A Github repository -- A Jupyter notebook -- An explanatory markdown document - -## Results -### Double-echo GRE field mapping -To calculate a field map using the double-echo GRE method, one needs to subtract two consecutive phase maps and divide the result by the difference in echo times between them. However, when dealing with the second phase image, there is a possibility of phase wrapping. When the real phase evolution is larger (e.g., for Δν = 250 Hz and ΔTE = 3.0 ms, resulting in Δφ = 1.5π), the calculated phase will wrap to -0.5π. In general, phase wrapping introduces an incorrect estimation of the local magnetic field. In this specific example, -0.5π would be equivalent to a -83 Hz offset not +250 Hz offset. This highlights the impact of phase unwrapping on the accurate determination of the local magnetic field. So, simply subtracting the phase maps in this case would yield erroneous phase values, as the second phase map is wrapped to a lower phase value compared to the first phase. - -To address this issue, there are two recommended approaches. The first is to spatially unwrap both phase images before performing the subtraction [5]. This ensures that the phase values are correctly aligned and eliminates the wrapping effect. Alternatively, a better approach is to calculate the complex difference between the two phase images and then perform spatial unwrapping on the resulting complex difference image. This method is already implemented in the shimming toolbox [6]. By taking the complex difference, we can reduce the need for additional spatial unwrapping, which is known to be error-prone. These concepts can be visualized in the following figure: - -

    - -

    - -### Mutli-echo GRE field mapping -To calculate a field map using the Multi-echo GRE method, we employ the slope of the linear regression of phases versus echo times. Accurate estimates of magnetic field offsets are achieved by utilizing an increased number of evolution delays and extending the duration of these delays. While the acquired phase during longer delays may be wrapped, the initial delay is typically chosen in such a way that no phase wrapping occurs. -Based on the linear phase-time trend established by the first delay(s), subsequent delays can be unwrapped by adding or subtracting an integer multiple of 2π to the calculated phase. This unwrapping process ensures that the phases are correctly aligned and removes the effects of wrapping. You can refer to [here](https://brainhack-school2023.github.io/Vejdani_project/Phase_evolution.html) for further details. Once all phases have been temporally unwrapped, a linear least-squares fit of the phase-time curve is performed, providing the best estimate of the magnetic field offset. This linear regression analysis allows us to determine the relationship between the phase and time, enabling accurate characterization of the magnetic field offset. -However, the order of performing temporal and spatial unwrapping is crucial. In the following figure, we can compare the results of field maps calculated with the order of temporal+spatial unwrapping and reverse (spatial+temporal unwrapping). - -

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    - - -### EPI field mapping -EPI images can be utilized to approximate a field map by acquiring two volumes with opposite phase encoding directions. The difference in distortion between these two acquisitions is then utilized in a least squares algorithm to estimate the field map. Although the resulting field map may exhibit some artifacts, as demonstrated in the following images, it is still sufficient to correct for distortion to some extent. -

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    - -To perform this step, FSL command line tools such as TOPUP, FUGUE, and FLIRT are employed for the analysis. These tools enable the processing and correction of distortion in the EPI images, contributing to improved image quality. - -### rs-fMRI with and without distortion correction -For the last part of the project, the third dataset is employed, which consists of resting-state functional MRI (rs-fMRI) data and the unwrapped phase difference image. rs-fMRI allows us to investigate brain regions that exhibit correlated temporal activity, forming functional networks. In order to analyze these networks, various brain regions from a known atlas are selected, and their signal time series are compared to construct a matrix known as the connectivity matrix. -A figure of this atlas can be seen [here](https://brainhack-school2023.github.io/Vejdani_project/atlas.html). - - - -The connectivity matrix represents the strength of functional connections between different regions of the brain. To quantify these connections, a Pearson correlation is calculated between the time series of different regions in the matrix. The resulting correlation values are encoded using a color bar to visualize the connectivity patterns. Finally, the process of brain masking and retrieving connectivity data was accomplished for a single subject using the nilearn library[7]. - -The results are as follows: - -

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    - -Click [here](https://brainhack-school2023.github.io/Vejdani_project/connectivity_corrected.html) for interactive plot. - -

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    - -Click [here](https://brainhack-school2023.github.io/Vejdani_project/connectivity_uncorrected.html) for interactive plot. - -To see the overlayed rs-fMRI images on standard MNI space click [here](https://brainhack-school2023.github.io/Vejdani_project/MNI_overlay.html). - -As evident from the observations, the lack of a field map to rectify the geometrical distortion in the EPI images leads to a reduced number of functional connections detected in the frontal and temporal lobes, which are particularly affected by a substantial B0 offset. - -## Conclusions - -In conclusion, these findings highlighted the significance of field mapping in mitigating distortions and improving the detection of functional connections. The integration of advanced tools like nilearn facilitated the calculation and visualization of functional connectivity matrices. Overall, this project underscores the crucial role of field mapping and distortion correction for enhancing the accuracy and reliability of functional connectivity studies. - - -## Acknowledgements - -I extend my sincere gratitude to the Brainhack team of 2023 for their unwavering support throughout the duration of the course. I have learned a lot throughout this course. Also, I would like to express my special appreciation to Dr. Eva Alonso Ortiz for her valuable support and expertise, which proved instrumental in the successful completion of this project. - - -## References - -1. Poot, D.H.J. et al. (2010) ‘Improved B0 field map estimation for high field EPI’, Magnetic Resonance Imaging, 28(3), pp. 441–450. Available at: https://doi.org/10.1016/j.mri.2009.12.020. - -2. Clare, S., Evans, J. and Jezzard, P., 2006. Requirements for room temperature shimming of the human brain. Magnetic Resonance in Medicine: An Official Journal of the International Society for Magnetic Resonance in Medicine, 55(1), pp.210-214. - -3. Kim, T., Lee, Y., Zhao, T., Hetherington, H.P. and Pan, J.W., 2017. Gradient‐echo EPI using a high‐degree shim insert coil at 7 T: Implications for BOLD fMRI. Magnetic resonance in medicine, 78(5), pp.1734-1745. -4. Webb, A.G. (ed.) (2016) Magnetic Resonance Technology: Hardware and System Component Design. Cambridge: Royal Society of Chemistry (New Developments in NMR). Available at: https://doi.org/10.1039/9781782623878. - -5. m. Jenkinson, fast, automated, n-dimensional phase-unwrapping algorithm, Magn. Reson. Med., 2003, 49, 193–197. - -6. D'Astous, A., Cereza, G., Papp, D., Gilbert, K.M., Stockmann, J.P., Alonso‐Ortiz, E. and Cohen‐Adad, J., 2023. Shimming toolbox: An open‐source software toolbox for B0 and B1 shimming in MRI. 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If alone, simple put your name within [] -names: [Erjun Zhang, Brainhack School 2020] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/BHS_Project_dMRI - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Diffuision MRI reconstruction, MRI Visualization, MRI Analyzation, Machine Learning] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project is about diffusion magnetic resonance (MR) data processing and analysis. It mainly consists of three parts: brain diffusion MR data preprocessing, diffusion MRI images reconstruction, data visualization and left and right hemispherical preprocessed MR images classification. The whole procedures can be found in [this Jupyter Notebook file](https://github.com/brainhack-school2020/BHS_Project_dMRI/blob/master/dMRI%20Reconstruction%20Project.ipynb). Explanations about procedures results and other details are given in it. With reproducibility being a primary concern, this project was completed by using open-source software/tools (Python, FSL, DIPYPE...) and dataset (dHCP and PRIME)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bhs2020.png" ---- - - -## Project definition - -### Background - -Low blood sugar is a common problem in both children and adults. Existing research showed that it may lead to serious both transient and permanent structural abnormalities on brains. Magnetic resonance imaging (MRI), specially diffusion MRI, has a higher in vivo sensitivity to lesions in soft tissues compared to other imaging modalities, and has potential to identify and quantify brain structure changes. Some of these changes are not appraient enough,even for experienced experts. Machine learning is a useful method to discover potential features. - -Currently, there are some open-source software to reconstruct and analyze diffusion MRI data. However, only using these tools, one, like me as a new student in this field, may get confused about operations and principle behind them. This seriously stops people to reach their long-term goals in their diffusion MRI project. - -Thus, I began this project to preprocess dMRI data, reconstruct diffusion MR images and do some analysis by using machine learning. The goals are as following: - -* Get preprocessed diffusion MR images from raw data; -* Reconstruct diffusion tensor images from the preprocessed data; -* By using machine learning, try to classify two hemispherical brains from preprocessed diffusion images. - - - -### Tools - -The "Diffusion MRI reconstruction project" will rely on the following tools: - * Python3: coding language used to complete this project (Python2 also needed for some special packages). - * Github and git: to organize this project and make version control - * Jupyter Notebook: to file code, visualizations and results - * [Markdown](https://guides.github.com/features/mastering-markdown/), to structure the text in README and Jupyter Notebook - * Visual Studio Code: to be code editor - * Nipype: to use FSL command preprocessing image data - * DIPY: to be used as diffusion tensor imaging (DTI) fitting and denoising - * matplotlib, plotly and ipython widgets: data visualization - * Linux (Ubuntu 20.04) - -### Data - -This project used data from online dataset offered by: -1. [The Developing Human Connectome Project](http://www.developingconnectome.org/second-data-release/). It consists of over 800 neonatal scans and over 250 fetal scans and can be used for data analysis after image reconstruction. -2. [PRIME](http://fcon_1000.projects.nitrc.org/indi/PRIMEdownloads.html): used this dataset to reconstruct diffusion Images. This also can be downloaded [here](https://drive.google.com/file/d/1zgxynxjUCETBC6MAl4rfh0sL0WhFtKA9/view?usp=sharing) directly. -3. Since during preprocessing, we used epi data with two opposite phase-encoding directions to correct distortions, other data can also be used as the source data if it meets this requirement. -4. Data used for analysis is generated from image data after preprocessing. The final data can be found in this [github project folder](https://github.com/brainhack-school2020/BHS_Project_dMRI/blob/master/brain_water.csv). - -### Deliverables - -At the end of this project, we will have: Jupyter notebook will be developed, allowing diffusion MR reconstruction and data analyzation. Weekly Deliverables are as following: - - - Week 1: [Assignment 2](https://github.com/zhangerjun/Zhang-EJ-QLS612) - - Week 2: [README file](https://github.com/brainhack-school2020/BHS_Project_dMRI/blob/master/README.md) - - Week 3: [Data visualization](https://github.com/brainhack-school2020/BHS_Project_dMRI/tree/master/Visualization) - - Week 4: [Project report](https://github.com/brainhack-school2020/BHS_Project_dMRI) and [project prosentation](https://github.com/brainhack-school2020/BHS_Project_dMRI/blob/master/BHS_dMRI_Project.pdf) - -## Results - -### Progress overview - -Since May 11, this project goes well and three goals of this project have been reached. This is just to let me be familiar with steps and tools of diffusion MRI processing. Next, I will combine different processing methods into this project. Specifically, I would like to look deep into DTI model fitting and try to replace it by a new model created by myself. - -### Tools I learned during this project - -1. Python - * FSL, Nipype.interfaces, DIPY - * matplotlib, plotly, ipywidgets - * Function definition and calling -2. Markdown - * Format this README file - * Insert figures and animation - * LaTex to edit mathematical equations -3. Github - * Version control - * Project organization -4. BIDS -5. Jupter notebook -6. Found and learnt to use some small but useful tools - * [Peek](https://github.com/phw/peek) for GIF making - * [Gedit](https://wiki.gnome.org/Apps/Gedit) to edit code or markdown -7. Medical file format (NII) and data structure (BIDS) -8. Statistical method and machine learning - -### Results - -#### Data Visualization (see [gif figure](https://github.com/brainhack-school2020/BHS_Project_dMRI/tree/master/Visualization) below): - - 3D volume slices image - - Interactive widgets use to show preprocess results - - Interactive widgets use to show reconstruction results -
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    - -## Conclusion and acknowledgement - -This project started with medical imaging data format, then preprocessed the diffusion weighted images, which includes MP-PCA denoising, FSL TOPUP distortion correction and head movement correction. After this, DTI images were reconstructed from these preprocessed images successfully. Additionally, a dataset for left and right hemispheres classification was generated from these preprocessed images. By using the KNN method, classification accuracy of 92% was reached. As a starter, I will continue this project in the future. Soon, self-made models, instead of DTI model, will be used to reconstruct diffusion images. After that, I would like to use machine learning methods to classify potential changes of brain microstructures. - - -Thanks to [Brainhack Summer School 2020](https://school.brainhackmtl.org/) and all instructors. Specifically, I would like to thank my instructors Noor, Greg and Agah for your advice, instruction and encouragement. I feel so lucky to find and take this summer school. During this short one month, I touched so many new skills and tools and began my first neuroscience project. I would also like to thank all the summer school students, just because of you, I know how wonderful the neuroscience world is and how active the neuroscience group is! diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/BLUPproject_website.png b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/BLUPproject_website.png deleted file mode 100644 index 378ba660..00000000 Binary files a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/BLUPproject_website.png and /dev/null differ diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/BLUPproject.png b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/BLUPproject.png deleted file mode 100644 index 3d94a667..00000000 Binary files a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/BLUPproject.png and /dev/null differ diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/Result_step5.png b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/Result_step5.png deleted file mode 100644 index ffe1bd15..00000000 Binary files a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/Result_step5.png and /dev/null differ diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/illustration_genetic.png b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/illustration_genetic.png deleted file mode 100644 index f0ded597..00000000 Binary files a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/illustration_genetic.png and /dev/null differ diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/piechart_trainingtest.png b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/piechart_trainingtest.png deleted file mode 100644 index 506dcdad..00000000 Binary files a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/Slide_content/piechart_trainingtest.png and /dev/null differ diff --git a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/index.md b/content/en/project/BLUP_Brain-Learning-Unicorn-Project/index.md deleted file mode 100644 index d00b3c7e..00000000 --- a/content/en/project/BLUP_Brain-Learning-Unicorn-Project/index.md +++ /dev/null @@ -1,233 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Brain Learning Unicorn Project" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Elise Douard] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/EliseD_BLUP_Brain-Learning-Unicorn-Project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://brainhack-school2020.github.io/EliseD_BLUP_Brain-Learning-Unicorn-Project/ - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Structural MRI, Brain volumes, Genetic, Open-science, Machine learning, UKBioBank, Random forest, gradient-boosted tree, plotly] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Can a model predict the genetic profile of an individual based on brain regions volumes? There is growing evidence suggesting that genetic variations formally associated to neurodevelopmental disorders have significant effects on brain structures. In this project, the performance of three classifiers will be compared when predicting the genetic status of individuals from brain region volumes in a highly imbalanced dataset (UK BioBank cohort)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "BLUPproject_website.png" ---- - - -# BLUP: Brain Learning Unicorn Project - -Click [HERE](https://brainhack-school2020.github.io/EliseD_BLUP_Brain-Learning-Unicorn-Project/) to see this readme as a website. - -### ***Can a model predict the genetic profile of an individual based on brain regions volumes?*** - -*Trying to deal with new stuff learned at the amazing Brainhack school* - -Author: Elise Alix Douard - -Other project contributors: -BHS, Hannah Kiesow [@hannahmaykiesow](https://twitter.com/hannahmaykiesow) (also working on UKBiobank), Kuldeep Kumar [@meetkd007](https://twitter.com/meetkd007) (extracting data from UKBB servers) - -## Personal presentation - -Welcome to this project dear unicorn student ! - -

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    - -I am Elise, Ph.D. student in neurosciences at the UdeM since near to 4 years, and working on **the contribution of genetic to neurodevelopmental disorders** as autism. I don't really fit in a specific domain (genetic/cognitive neurosciences/psychology). I guess it is what we call a *unicorn student*? Currently, I am working with genetic data (Copy Number Variants), clinical phenotypes and doing a lot of statistics and graphs on R. But my initial formation was in cognitive neurosciences where I started to work with multimodal data (combination of Arterial Spin Labelling MRI data and Eye-tracking data). - -Since I started my Ph.D., I never used MRI data nor python, and I am here to take a revenge on that. - -**Skills:** - -- Data management (feed me with multimodal data plz) -- Statistics -- Debugging codes - -# Project definition - -## Background - -

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    - -Copy number variants (CNVs) are a family of structural variation of the chromosomes. They can be either a loss or a gain of a chromosome portion in comparison to a genome of reference. Sometimes, CNVs can be pathogenic, meaning that they are formally associated to neurodevelopmental or psychiatric disorders, such as autism spectrum disorders (ASD), Schizophrenia (SZ) or intellectual disability (ID). Such pathogenic CNVs have been associated to significant alterations of brain volume ([Modenato et al., 2020](https://www.medrxiv.org/content/10.1101/2020.04.15.20056531v1.full) ; [Martin-Brevet et al., 2018](http://www.sciencedirect.com/science/article/pii/S000632231831401X) ; [Maillard et al., 2015](https://www.nature.com/articles/mp2014145)) or connectivity ([Moreau et al., 2019](https://www.biorxiv.org/content/10.1101/862615v1.full)). Notably, there were common alterations of the insula volume when comparing structural brain alterations due to pathogenic CNVs and due to a neurodevelopmental disorder (e.g. ASD or SZ) ([Cauda et al., 2017](https://onlinelibrary.wiley.com/doi/abs/10.1002/aur.1759) ; [Goodkind et al., 2015](https://jamanetwork.com/journals/jamapsychiatry/fullarticle/2108651)). - -## Problematic - -Can a model predict the genetic profile of an individual based on brain regions volumes? - -## Aims - -- **Main goal**: - -This project aims to feed a machine learning model with brain volumes to predict if an individual is carrier of a potentially pathogenic CNV. - -

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    - -- **Subgoals**: - -- [x] Making minimal change to the distribution shape of the volumes -- [x] Dealing with imbalanced dataset reflecting the reality of the prevalence of pathogenic CNVs in the general population - -- **Personal goals**: - -- [x] Learn how to properly share scientific content -- [x] Learn how to python instead of R -- [x] Learn how to interactive plot -- [x] Learn how to machine learning - -# Methods - -## Data - -### Raw data - -For this project, 35,759 individuals from [UK Biobank](https://www.ukbiobank.ac.uk/) with genetic and derived brain volume data were available. -- MRI data (features): All individuals have derived-brain volumes preprocessed on Freesurfer using Desikan parcellation (68 regions) [[cf. documentation for processing pipeline details](https://biobank.ctsu.ox.ac.uk/crystal/crystal/docs/brain_mri.pdf)]. -- Genetic data (labels): 1,265 individuals (3.5% of the cohort) were carriers of at least one of 93 potentially pathogenic CNV identified by [Kendal et al. (2019)](https://www.cambridge.org/core/journals/the-british-journal-of-psychiatry/article/cognitive-performance-and-functional-outcomes-of-carriers-of-pathogenic-copy-number-variants-analysis-of-the-uk-biobank/0D144F6880A46DC94EE27ADEACB5942B). These individuals will constitute the carriers class, all the other will be in the controls class. -- Confounders: age, sex, total intracranial volume (TIV) and site of MRI acquisition were available for all individuals. - -### Data transformation - -For all individuals, the 68 region volumes were adjusted for potential confounder effects. - -**Table 1:** Description of the confounders - -| Goup | N | Mean age (sd) | Mean TIV (sd) | N Female | N Male | N Site 1 | N Site 2 | N Site 3 | -|:------|:-----:|:---------:|:------:|:---------:|:---------:|:---------:|:---------:|:---------:| -| Carriers | 1265 |63.8 (7.4)| 1540824.3 (150493.6) | 671 | 594 | 781 | 320 | 164 | -| Controls | 34494 | 64.1 (7.6) | 1549091.7 (151512.6) | 18280 | 16214 | 21411 | 8607 | 4476 | - -### Final dataset: training and test sets - -A subgoal of the project was to make minimal changes to the features used in the machine learning models. The final volumes used as features were the ones adjusted for the confounder effects without z-scoring. -Another subgoal was to deal with imbalanced dataset which reflect the reality of carriers prevalence in the general population. As an alternative, the imbalance was reduced by pseudo-randomly resampling the controls. The final dataset included the 1,265 carriers and twice more controls. - -Click on the following images to open interactive pie-charts: - -**Figure 1**: Proportion of controls and carriers in the training and test sets used for the machine learning models. - -

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    - -## Machine learning model used - -- Random Forest Classifier using `sklearn.ensemble.RandomForestClassifier` [[documentation]](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.RandomForestClassifier.html) -- Random Forest with Random Undersampling using `imblearn.ensemble.BalancedRandomForestClassifier` [[documentation]](https://imbalanced-learn.readthedocs.io/en/stable/generated/imblearn.ensemble.BalancedRandomForestClassifier.html) -- Gradient-Boosted Classification Tree using `sklearn.ensemble.GradientBoostingClassifier` [[documentation]](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.GradientBoostingClassifier.html) - -## Step followed for the three machine learning models - -- Step 1: Training the model on the training set -- Step 2: Test the model on a validation set -- Step 3: Cross validation (n fold = 10) -- Step 4: Playing with the hyperparameters `max_depth` and `n_estimators` (and `learning_rate` for the gradient-boosted tree classifier) -- Step 5: Testing the model on the test set - -## Tools (used and learned) - -The project rely on the following technologies: -- Visual Studio Code -- Git/Github -- Python (libraries: `pandas`, `numpy`, `nilearn`, `nibabel`, `sklearn`, `scipy`, `random`, `seaborn`, `plotly`, `matplotlib`, `ipywidgets`, `itertools`) -- Jupyter notebook (Including Markdown, Python code and Slides using the Rise extension) - -## Deliverables - -In this GitHub repository: -- README: Readme file for this project repository -- Welcoming_vid.mp4: A non-relevant video of welcoming -- Prep_visualization_ML_allinone.ipynb: Jupyter notebook with all the instructions and code lines for the data preparation and visualization, the machine learning models training and testing and the results visualization -- requirements.txt: List of all the package used for this project -- Slides_Final_week.ipynb: Jupyter notebook using Rise extension for the final presentation of the project -- Data_for_plots/: Data used for two interactive figures (3D Desikan parcellation map and pie-cart of the sex and site distribution in the carriers and controls) -- Interactive_plots/: Folder with the html object of the interactive figures -- Slide_content/: Images used for the Slides_Final_week.ipynb file - -### Week 3 deliverable: data visualization - -link to the blog created for the assignment: https://elise-douard.github.io/EliseAD_BLUP_BlogPage/ - -# Results - -## Results of the models - -**Figure 2**: Results after testing the models (step 5) -

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    - -As you can see in the Figure 2, none of the models were better than chance to classify the carriers and the controls. -BUT it is not a problem because... I learned a lot doing this project! - -## Progress overview - -### Week one: -- Learning tons of new concepts - -### Week two: -- 18 may 2020 Creating the README file -- 20 May 2020 5 min presentation of the project draft using README file -- 21 may 2020 Starting to play with data on python and creating the main jupyter notebook - -### Week three: -- 29 may 2020 Finalization of data preparation (removing confounders) and visualization, starting ML part - -### Week four: -- 3 may 2020 Starting slides on jupyter notebook using Rise extension and creating project illustrations on adobe illustrator -- 5 may 2020 Final presentation of the project with UKBioBank data and the results of the machine learning models - -### Week five: -- 8 may 2020 Final push of the blog for the visualization assignment -- 12 may 2020 Final push of the project on Github and the website - -# Conclusion and acknowledgement - -This BHS project allows me to learn a lot of concepts and tools concerning the open science. It was also a nice introduction to machine learning models. Hopefully, I will spread the word and I will surely include all these new tools in my practice. I am more than grateful toward all the instructors, mentors and students, who shared their knowledge. - -

    Thanks for this enriching experiment!

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    Source: https://media.giphy.com/

    - -# References - -Cauda F. et al., “Are Schizophrenia, Autistic, and Obsessive Spectrum Disorders Dissociable on the Basis of Neuroimaging Morphological Findings?: A Voxel-Based Meta-Analysis.” *Autism Research* 10, no. 6 (2017): 1079–95. https://doi.org/10.1002/aur.1759. - -Goodkind M. et al., “Identification of a Common Neurobiological Substrate for Mental Illness.” *JAMA Psychiatry* 72, no. 4 (April 2015): 305–15. https://doi.org/10.1001/jamapsychiatry.2014.2206. - -Kendall K. M. et al., “Cognitive Performance and Functional Outcomes of Carriers of Pathogenic Copy Number Variants: Analysis of the UK Biobank.” *The British Journal of Psychiatry* 214, no. 5 (May 2019): 297–304. https://doi.org/10.1192/bjp.2018.301. - -Maillard A. M. et al., “The 16p11.2 Locus Modulates Brain Structures Common to Autism, Schizophrenia and Obesity.” *Molecular Psychiatry* 20, no. 1 (February 2015): 140–47. https://doi.org/10.1038/mp.2014.145. - -Martin-Brevet S. et al., “Quantifying the Effects of 16p11.2 Copy Number Variants on Brain Structure: A Multisite Genetic-First Study.” *Biological Psychiatry*, 84, no. 4 (2018): 253–64. https://doi.org/10.1016/j.biopsych.2018.02.1176. - -Modenato C. et al., “Neuropsychiatric Copy Number Variants Exert Shared Effects on Human Brain Structure.” *MedRxiv*, April 17, 2020, 2020.04.15.20056531. https://doi.org/10.1101/2020.04.15.20056531. - -Moreau C. et al., “Neuropsychiatric Mutations Delineate Functional Brain Connectivity Dimensions Contributing to Autism and Schizophrenia.” *BioRxiv*, (2019), 862615. https://doi.org/10.1101/862615. diff --git a/content/en/project/BiosignalEmotions/bash.png b/content/en/project/BiosignalEmotions/bash.png deleted file mode 100644 index e3e08fcd..00000000 Binary files a/content/en/project/BiosignalEmotions/bash.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/free_brain_emotions.jpg b/content/en/project/BiosignalEmotions/free_brain_emotions.jpg deleted file mode 100644 index c1a2cb62..00000000 Binary files a/content/en/project/BiosignalEmotions/free_brain_emotions.jpg and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/git.png b/content/en/project/BiosignalEmotions/git.png deleted file mode 100644 index fcab24ab..00000000 Binary files a/content/en/project/BiosignalEmotions/git.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/hardware.png b/content/en/project/BiosignalEmotions/hardware.png deleted file mode 100644 index e23f381e..00000000 Binary files a/content/en/project/BiosignalEmotions/hardware.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/index.md b/content/en/project/BiosignalEmotions/index.md deleted file mode 100644 index d8d9182c..00000000 --- a/content/en/project/BiosignalEmotions/index.md +++ /dev/null @@ -1,208 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Biosignal processing for automatic emotion recognition" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Danielle Benesch, Achraf Kabbabi] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020 - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [classification, emotion, eeg, ecg] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Can we automatically detect changes in emotions given a user's biosignals? In this project, we used multimodal biosignal data to predict the target emotion of audiovisual stimuli." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "free_brain_emotions.jpg" ---- - - -## Project definition - -### Background - -#### About us - -##### Danielle - -I started my research master's this January, and my thesis project will involve the automatic classification of biosignals among other things. My background is in cognitive science, and while I've already learned about the basics of machine learning and neuroinformatics, I would like to improve my skills by working on a practical project with real data. - -##### Achraf - -I am currently studying Biomedical Engineering at Polytechnique Montréal (M.Eng) and am enrolled in the Brain Hack School 2020 adventure for growing my technical skills as well as networking. I have been modestly introduced to NeuroImaging before enrolling in the biomedical engineering path and would like to broaden my knowledge of the field and sharpen my skills in it. - -#### About the project - -Psychological stress has been found to be associated with changes in certain biosignals. Features extracted from these biosignals have increasingly been used for predicting an individual's emotional state, including the EEG alpha asymmetry index, heart rate variability, and skin conductance response [(Giannakakis et al., 2019)](https://s3.amazonaws.com/academia.edu.documents/60215566/2019_Giannakakis_Review_on_psychological_stress_detection_using_biosignals20190806-1688-7kttp7.pdf?response-content-disposition=inline%3B%20filename%3DReview_on_psychological_stress_detection.pdf&X-Amz-Algorithm=AWS4-HMAC-SHA256&X-Amz-Credential=ASIATUSBJ6BALIEFO2U4%2F20200521%2Fus-east-1%2Fs3%2Faws4_request&X-Amz-Date=20200521T161015Z&X-Amz-Expires=3600&X-Amz-SignedHeaders=host&X-Amz-Security-Token=IQoJb3JpZ2luX2VjENj%2F%2F%2F%2F%2F%2F%2F%2F%2F%2FwEaCXVzLWVhc3QtMSJHMEUCIQCDcDSZcyT6u4Lc7Hc16sNh2InzAcekbrsiPyXV2UtM%2FQIgKLX0wumug7pgD59QsVol60DUF42liQhPUKjn7NITiNEqtAMIMBAAGgwyNTAzMTg4MTEyMDAiDDW7xJRp4wDPxgLtryqRA6P76YemmmJBvBnoRuW0%2BGaK9mS1Z61PKckoR8jxyxtvu45NdtS2qyfCAlopFhEH9zMMwHKKs7dwPdwbXuLt6HSQ06bRW8RTtGFE%2FooJvC9%2BZY2Pff1h%2Bnk8HW%2FM%2FDjlP5AzkmDpJ0KUO04PFxoqqBvFFIIy83iafxPVE0fly3fktUhE0kKsuOnBOjyABMzUPYI3nqjej%2BiJ8QpCQbqXx6r8YAuNJ5Nr4LGP2SVFKXA787KJnsrmD1uisIdjqLnjhzXaDZreoeukKMOF3yjQ1xG7srPW%2FWzoFSxLP79bNDEq54MJ145kg2i6vw8UqgdmDmNXjl3y7cLYLSJ%2BEFWkvYHCySYan1qdnjJDbTFYMm7GnRPM%2FVFfe6iwkPDI4gdwKyHnPH4JkEMvI2b7l%2FasmhHHjA932H5ziezXh%2FsJZNi5PdK26OwxxGM3MfiMjBpnf%2FtT%2FDPsq4B9i2i0azwQNiJYgDgw74VA%2BQJEtGPQnHaJjM%2FLud%2BMz35zKh%2BYRUMQqwFWPUOhA6EdYUgYcOUPWY7KMNexmvYFOusBM0Sz5ZgfGF1vsvoowJ42W%2BMbymHSuGfWGkUFug4P8pS02TC2eB9GPSMyN9CHbQ7PV2%2BbWVsPGBeqUtNSe6xOLqVR9goW4K3xWjw1cnSopEyUpXU%2F8C3qsCfUPGEUT2sw05J9F%2BlBBdSD7nZ4pH9SZxKFq5A6JRhzRcKIT11ba4UUznzwcBY6X%2FYgz3PpQYOl%2Bet5MFCw%2F3BcjRgR7nGytsLHNC9LmHGg9YAeQ7N%2Fo9%2BAGVVm6RDXpOeqExF7NkcKDofYQidkfUS6iGhOfdUA%2Fl1IkH4s%2BRbeATH2yeIOsIdEB%2FGqV8vOlEkrPg%3D%3D&X-Amz-Signature=62de6e2c0bd6f2dc619c179bf22988be24a3abdcbe8bbed4fd2c4dfdd2c6b780). This research has allowed for the development of technologies that can respond to users' emotions [(Carroll et al., 2013)](https://ieeexplore.ieee.org/abstract/document/6681439) and motivated the creation of multiple datasets containing emotion-correlated biosignal data [(Wiem & Lachiri, 2017)](https://pdfs.semanticscholar.org/3750/b635d455fee489305b24ead4b7e9233b7209.pdf). In this project, we were broadly interested in the task of emotion recognition, using a publicly available dataset to explore how we could predict emotions using biosignals. - -### Tools - -Tools and techniques we used: - 1. Bash and Python Bash Python - 2. Git and GitHub GitHub - 3. Preprocessing and feature extraction with Scipy and Neurokit Scipy NeuroKit - 4. Data visualization with Plotly Plotly - 5. Machine learning with Scikit-learn Scikit-learn - -### Data - -At the start of the project, we considered using the following databases: - - - [DREAMER: A Database for Emotion Recognition through EEG and ECG Signals from Wireless Low-cost Off-the-Shelf Devices](https://ieeexplore.ieee.org/document/7887697) - - Biosignal data: EEG and ECG - - Emotion data: Rating on valence-arousal-dominance scale provided by participants and tags for the "target emotion" of the stimuli - - [The MAHNOB-HCI-Tagging database](https://mahnob-db.eu/hci-tagging/) - - Biosignal data: EEG (in the form of BDF files), ECG, respiration amplitude, and skin temperature - - Emotion data: Rating on valence-arousal scale provided by participants, and for some of the data, emotion tags (e.g. amused) selected by participants - - [An EEG dataset recorded during affective music listening](https://openneuro.org/datasets/ds002721/versions/1.0.1) - - Biosignal data: EEG - - Emotion data: Rating on valence-arousal scale provided by participants (though it's not immediately clear where this can be downloaded) - - [AffectiveROAD system and database to assess driver's attention.](https://affect.media.mit.edu/share-data.php) - - Biosignal data: BVP, EDA, ECG, respiration rate, skin temperature - - Emotion data: "Stress metric" provided by observing experimenter - -Ultimately, we decided to use the [DREAMER](https://ieeexplore.ieee.org/document/7887697) dataset which must be requested from the authors [here](https://zenodo.org/record/546113). - -The dataset contains EEG and ECG data from 23 participants were shown 18 videos intended to elicit 9 different emotions - as well as "neutral videos" thought to have no valence for "baseline" data. Biosignal data was collected using the Emotiv EPOC wireless EEG headset and the Shimmer2 ECG sensor. We were especially interested in how accurately we could classify emotions using biosignal data collected by portable, inexpensive devices due to the potential of automatic emotion recognition incorporated into wearables. An image of the equipment is shown below [(from Katsigiannis & Ramzan, 2018)](https://ieeexplore.ieee.org/document/7887697). - -

    - DREAMER_hardware -

    - -More information on how the data were collected can be found in the PDF [DREAMER_info](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/docs/DREAMER_info.pdf) (downloaded from [Zenodo](https://zenodo.org/record/546113)) or in the paper by [Katsigiannis and Ramzan (2018)](https://ieeexplore.ieee.org/document/7887697). - -### Deliverables - -We were able to complete: - - Data preprocessing and feature extraction for at least one biosignal. - - - [x] [Python script](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/DREAMER_main.py) - - - Visualization of the relationship between the extracted features and the emotion data. - - - [x] [Jupyter notebook](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/DREAMER_Achraf.ipynb) - - - [x] Both [interactive](https://brainhack-school2020.github.io/Biosignal-Emotions-BHS-2020/HR_fear_anger_calm.html) and [static](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/RMSSD_fear_anger_calm.png) visualizations - - - Training a classifier to predict the emotion data. - - - [x] [Python script](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/DREAMER_main.py) - - - [x] [Evaluation of classifier performance](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Classification/DREAMER_classifier_comparison.ipynb) - - - [x] [Shell script](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/run.sh) - -More information about the contents of this repository and instructions for how to run them can be found in [the "repoInfo" Markdown file](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/docs/repoInfo.md) located in [the docs folder](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/tree/master/docs). - -The project presentation is available [here](https://gitpitch.com/brainhack-school2020/Biosignal-Emotions-BHS-2020). - -### Progress & Results - -We first preprocessed the biosignals and explored the relationship of extracted features with the emotion data, then we evaluated the performance of a number of classifiers. We created a minimal python script that performs the data preprocessing, feature extraction, and the classifier evaluation. - -#### Achraf: Preprocessing and feature extraction - -The preprocessing scripts I wrote were inspired by [Jiaqi1008's repository](https://github.com/Jiaqi1008/Emotion_detection). The DREAMER dataset being a .mat file, I used the library Scipy to load it: it contained EEG data, ECG data, and subjective ratings. The preprocessing for EEG data consisted of extracting the maximum of the Power Spectrum Density (PSD) for the EEG signals for three bands (theta, alpha, beta), for each of the 14 electrodes used. The library Scipy was used for filtering and PSD extraction (Welch's method). The preprocessing for ECG data was done thanks to the library [Neurokit2](https://github.com/neuropsychology/NeuroKit) by first preprocessing the data with the ecg_process() method then by extracting the features with the ecg_intervalrelated() method. The features extracted were the Mean Heart Rate and various Heart Rate Variability (HRV) metrics. I tested those preprocessing pipelines in notebooks first, then I wrote a script [DREAMER_main.py](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/DREAMER_main.py) implementing them. An output example of the script in a terminal can be found [here](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/ComputeCanadaScriptExample_Preprocessing.png) - -#### Danielle: Evaluation of classifiers - -I was interested in training a classifier to detect stress, but at the beginning of the project, I wasn't sure how exactly we should use the data to do so. I wanted to be able to compare my results to others, but there appears to be a wide range of ways to evaluate stress detection, further complicated by the fact that research on automatic emotion recognition and stress detection has relied on different models of emotion [(Wiem & Lachiri, 2017)](https://pdfs.semanticscholar.org/3750/b635d455fee489305b24ead4b7e9233b7209.pdf). - -We first considered predicting self-reported valence and arousal scores, but then we explored the data and looked at the relationship between some of the features we extracted and valence/arousal. It seemed like these features did not indicate changes in valence or arousal as much as we'd hoped. It would be interesting to see how well we could predict valence and arousal using different methods of preprocessing, feature extraction, scaling, thresholding etc., but for the sake of this project, we thought we'd start with an easier classification problem. - -In the paper describing DREAMER [(Katsigiannis & Ramzan, 2018)](https://ieeexplore.ieee.org/document/7887697), Table I contains the "target emotion" of each video clip with the video ID. The target emotion was not included in the .mat file downloaded from Zenodo, so I [added this information to each datapoint based on the video ID](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Data/load_emotion_data.py). Including this information allowed us to predict the emotions that were intended to be evoked by each stimulus, rather than self-reported emotions. - -There were 9 different target emotions: "calmness", "surprise", "amusement", "fear", "excitement", "disgust", "happiness", "anger", and "sadness". Before determining whether we could predict the full sprectrum of emotions, I wanted to see whether we could distinguish "calmness" from two emotions on the opposite side of the spectrum: "anger" and "fear". This constituted a binary classification task: "calmness" vs. "not calmness". - -To try to get an idea of how the classifiers would perform given biosignal data from completely new people, I evaluated the classifiers using [Group 10-Fold Cross-Validation](https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.GroupKFold.html), with the groups being the participants - meaning that the training set and validation set always consisted of data from separate participants. However, we should note that we used the entire dataset for data exploration; there was no held-out test set that we only used solely for evaluation. Evaluating the classifiers on another emotion-correlated biosignal dataset may provide a more realistic idea of the classifiers' generalizability. - -I selected a number of classifiers [based on a script from the sci-kit learn documentation](https://scikit-learn.org/stable/auto_examples/classification/plot_classifier_comparison.html): Nearest Neighbors, Support Vector Machine with a linear kernel, Support Vector Machine with an RBF kernel, Gaussian Process, Decision Tree, Random Forest, Multi-layer Perceptron, AdaBoost, and Naive Bayes. The accuracy averaged over the splits for each classifier, with features extracted from both the EEG and ECG data, is shown below: - - -| Name | Mean Accuracy | -|-------------------|---------------| -| Nearest Neighbors | 0.87 | -| Linear SVM | 0.67 | -| RBF SVM | 0.87 | -| Gaussian Process | 0.7 | -| Decision Tree | 0.9 | -| Random Forest | 0.9 | -| Neural Net | 0.73 | -| AdaBoost | 0.98 | -| Naive Bayes | 0.59 | - - -[AdaBoost](https://scikit-learn.org/stable/modules/generated/sklearn.ensemble.AdaBoostClassifier.html), an ensemble method, had the highest mean accuracy. I also measured the average prediction runtime, and AdaBoost was relatively slow compared to the other classifiers (about 5-10 ms, while most of the others were around 1 ms, on my machine). While we didn't get to do this during this project, it would be interesting to see how methods to reduce runtime affect performance. - -#### Week 3 deliverable: data visualization - -##### Danielle's Week 3 deliverables -* Interactive Figure: ["Participant Ratings of Film Clips in Valence-Arousal Space](https://brainhack-school2020.github.io/Biosignal-Emotions-BHS-2020/) - * Bonus: [a jupyter notebook generating this figure...](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/Week3_Emot_Plot_Danielle.ipynb) written while using a [linter](https://pypi.org/project/pycodestyle/), which I know about thanks to [Greg's talk on scripting](https://www.youtube.com/watch?v=zpOQENxs1G4)! [![Binder](https://mybinder.org/badge_logo.svg)](https://gesis.mybinder.org/binder/v2/gh/brainhack-school2020/Biosignal-Emotions-BHS-2020/85279820daf948d114d780e39d609c4f704f8cb1?filepath=Deliverables%2FWeek3_Emot_Plot_Danielle.ipynb) - -

    - -

    - -* Interactive Figure: ["Group 10-Fold Cross Validation with DREAMER data"](https://brainhack-school2020.github.io/Biosignal-Emotions-BHS-2020/DREAMER_group_cross_validation.html) - -

    - -

    - -* Interactive Figure: ["Score vs. Prediction Runtime for all CV Iterations and Classifiers"](https://brainhack-school2020.github.io/Biosignal-Emotions-BHS-2020/classifier_comparison.html) - -

    - -

    - -##### Achraf's Week 3 deliverables -* [A Jupyter Notebook generating static and interactive visuals (ipynb)](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/DREAMER_Achraf.ipynb) and the corresponding [HTML version](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/DREAMER_Achraf.html) -* Static visuals that I found interesting during visual exploration of the data: - * [Arousal patterns](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/Arousal.png) - * [Valence patterns](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/Valence.png) -* Screenshot of terminal outputs of the scripts we wrote for Compute Canada (minimal version): - * [Preprocessing command example](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/ComputeCanadaScriptExample_Preprocessing.png) - * [Classification command example](https://github.com/brainhack-school2020/Biosignal-Emotions-BHS-2020/blob/master/Deliverables/ComputeCanadaScriptExample_Classification.png) - -### Conclusion and acknowledgements - -During the BrainHack School, we hoped to learn as much as we could about modern (neuro)scientific practice, to improve our Python skills through a hands-on multi-disciplinary project, and to exchange information and expertise with the other participants. - -The first week was an intense theoretical and practical overview of many modern tools in neuroimaging, many of which we had very limited experience with or had never even heard of. The second week taught us how important it is to take enough time to clearly define a project and specify goals for it. Starting with a relatively broad project, it was difficult to narrow our goals down to one dataset and method, but ultimately we chose to pick one and see it through to the end. - -The third and fourth weeks were the core of the brain-hacking adventure and taught us many things such as: - -* Improved coding skills: Python notebooks & scripting -* Deeper understanding of machine learning -* Open science tools and practices - -While we weren't able to incorporate all of the tools that we had hoped to use in our project, we are grateful to have been exposed to them. Knowing where we can find [helpful online resources](https://school.brainhackmtl.org/schedule/) on all of the topics covered, we hope to slowly integrate what we've learned into our own work, post-BrainHack. - -We would like to thank the course organizers and our instructors who spent a lot of time helping us with of our project and generally enlightening us: - -* Greg -* Agâh -* Loic -* Yann - -### References - -Carroll, E. A., Czerwinski, M., Roseway, A., Kapoor, A., Johns, P., Rowan, K., & Schraefel, M. C. (2013, September). Food and mood: Just-in-time support for emotional eating. In *2013 Humaine Association Conference on Affective Computing and Intelligent Interaction* (pp. 252-257). IEEE. - -Giannakakis, G., Grigoriadis, D., Giannakaki, K., Simantiraki, O., Roniotis, A., & Tsiknakis, M. (2019). Review on psychological stress detection using biosignals. *IEEE Transactions on Affective Computing.* - -Katsigiannis, S., & Ramzan, N. (2017). DREAMER: A database for emotion recognition through EEG and ECG signals from wireless low-cost off-the-shelf devices. *IEEE journal of biomedical and health informatics*, 22(1), 98-107. - -Wiem, M. B. H., & Lachiri, Z. (2017). Emotion classification in arousal valence model using MAHNOB-HCI database. *Int. J. Adv. Comput. Sci. Appl. IJACSA*, 8(3). - diff --git a/content/en/project/BiosignalEmotions/neurokit.png b/content/en/project/BiosignalEmotions/neurokit.png deleted file mode 100644 index 6df630d5..00000000 Binary files a/content/en/project/BiosignalEmotions/neurokit.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/plotly.png b/content/en/project/BiosignalEmotions/plotly.png deleted file mode 100644 index a7150902..00000000 Binary files a/content/en/project/BiosignalEmotions/plotly.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/python.png b/content/en/project/BiosignalEmotions/python.png deleted file mode 100644 index 848a7ef1..00000000 Binary files a/content/en/project/BiosignalEmotions/python.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/scikitlearn.png b/content/en/project/BiosignalEmotions/scikitlearn.png deleted file mode 100644 index 52726b91..00000000 Binary files a/content/en/project/BiosignalEmotions/scikitlearn.png and /dev/null differ diff --git a/content/en/project/BiosignalEmotions/scipy.png b/content/en/project/BiosignalEmotions/scipy.png deleted file mode 100644 index 7ef81a9e..00000000 Binary files a/content/en/project/BiosignalEmotions/scipy.png and /dev/null differ diff --git a/content/en/project/Brain-Tumor-Detection/Result1.png b/content/en/project/Brain-Tumor-Detection/Result1.png deleted file mode 100644 index 6785fc2a..00000000 Binary files a/content/en/project/Brain-Tumor-Detection/Result1.png and /dev/null differ diff --git a/content/en/project/Brain-Tumor-Detection/brain_Tumor_image.jpg b/content/en/project/Brain-Tumor-Detection/brain_Tumor_image.jpg deleted file mode 100644 index deafa242..00000000 Binary files a/content/en/project/Brain-Tumor-Detection/brain_Tumor_image.jpg and /dev/null differ diff --git a/content/en/project/Brain-Tumor-Detection/index.md b/content/en/project/Brain-Tumor-Detection/index.md deleted file mode 100644 index 899284a9..00000000 --- a/content/en/project/Brain-Tumor-Detection/index.md +++ /dev/null @@ -1,137 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-18" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Brian Tumor Detection in MRI Using Faster R-CNN" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Yadollah (Amir) Zamanidoost] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/Zamanidoost_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI), click `manage topics`. -# Please only lowercase letters -tags: [MRI,Brain Tumor Detection,Faster R-CNN] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project presents a deep learning-based pipeline for detecting brain tumors in MRI scans using a customized Faster R-CNN architecture." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_Tumor_image.jpg" ---- - ---- - - -## Project definition - - -### Background -Brain tumors are among the most challenging medical conditions to detect and treat. Accurate identification of tumor regions in MRI scans is crucial for diagnosis, surgical planning, and treatment monitoring. Traditional methods rely heavily on expert interpretation, which can be time-consuming and prone to inter-observer variability. Deep learning approaches, especially object detection frameworks like Faster R-CNN, offer a promising alternative by automating tumor localization and classification. In this project, we enhance the classical Faster R-CNN pipeline with a false positive reduction (FPR) stage to improve robustness and reliability. -![Framework Overview](overall_framework.png) - - -### Tools - -- **Programming Language**: Python 3.x -- **Deep Learning Framework**: PyTorch -- **Computer Vision Libraries**: OpenCV, torchvision -- **Annotation Tool**: LabelImg, Nibabel -- **Visualization**: Matplotlib, Seaborn -- **Notebook Environment**: Jupyter Notebook -- **Hardware**: - - **Training RPN**: Tesla V100 GPU (via terminal-based access) - - **Inference and Evaluation**: CPU -- **CUDA**: Used during RPN training for GPU acceleration - -### Data - -This project uses publicly available datasets containing 2D T1-weighted contrast-enhanced MRI images of brain tumors along with their ground-truth labels. The data is sufficient in both quantity and quality to allow for effective training and fine-tuning of object detection models such as Faster R-CNN. - -1. [Brain Tumor Segmentation @ Kaggle](https://www.kaggle.com/datasets/nikhilroxtomar/brain-tumor-segmentation) - - **Original Source & Credit**: [Figshare](https://figshare.com/articles/dataset/brain_tumor_dataset/1512427) - - **Description**: This dataset contains 3064 T1-weighted contrast-enhanced brain MRI images in `.png` format, with manually labeled tumor regions provided via ground-truth masks. - - **Use Case**: Used for training and fine-tuning the Faster R-CNN model. - -All images were preprocessed and annotated for object detection tasks by converting segmentation masks into bounding box labels. - -### Project Deliverables - -At the end of this project, the following materials will be available: - -- A completed and well-documented `README.md`. -- Several Jupyter Notebooks. - - For training the RPN and FPR models using GPU acceleration (Tesla V100). - - For inference, post-processing, and evaluation (executed on CPU). -- Performance metrics including precision, recall, F1-score, and FROC curves. -- The slide presentation introducing the problem, dataset, model architecture, and key findings. - -## Results - -### Progress Overview - -The Faster R-CNN model demonstrates strong localization capability in detecting brain tumors from MRI scans, even with limited annotated data for training. Our custom RPN training and false positive reduction significantly improved precision without sacrificing recall. -![Results1](Result1.png) - -### Tools I Learned During This Project - -Throughout this project, I gained hands-on experience with several essential tools and libraries in deep learning and medical image analysis, including: - -- **PyTorch** – for building and training the Faster R-CNN and custom RPN models - -- **Torchvision** – for using pretrained VGG16 and manipulating datasets - -- **OpenCV** – for image processing and visualization tasks - -- **Matplotlib & Seaborn** – for plotting training metrics and visual results - -- **scikit-learn** – for computing classification metrics like precision, recall, and F1-score - -- **Git & GitHub** – for version control and project collaboration - -- **Markdown** – for documenting the project and creating a structured README - -- **Jupyter Notebooks** – for training, evaluation, and presenting visual results step-by-step - - -### Deliverables -- Developed a two-stage Faster R-CNN + FPR framework for brain tumor detection. - -- Trained and evaluated models using publicly available MRI data. - -- Provided Jupyter notebooks for data prep, model training, inference, and evaluation. - -- Shared trained models and test dataset via Google Drive for reproducibility. - -- Created a slide presentation summarizing the project and results. - -### Future work - -Optimizing the anchor shape using metaheuristic algorithms - - -## Conclusion and acknowledgement - -This project presents a two-stage deep learning pipeline for accurate brain tumor detection in MRI images, combining the Faster R-CNN architecture with a False Positive Reduction (FPR) model. Through fine-tuning and evaluation on open-access datasets, the system achieves promising detection performance, with enhanced precision and reduced false positives. - -Many thanks to the BrainHack School Professor ([Dr. Eva Alonso Ortiz](https://neuro.polymtl.ca/team/faculty/eva-alonso-ortiz.html)), TA (Sebastian Rios), instructors, and fellow participants for their support, feedback, and inspiration throughout this project. - -## References -[1] Brain Tumor Segmentation Dataset (Kaggle version). https://www.kaggle.com/datasets/navoneel/brain-mri-images-for-brain-tumor-detection - -[2] Cheng, J. (2017). Brain Tumor Dataset. Figshare. https://figshare.com/articles/dataset/brain_tumor_dataset/1512427 - -[3] Bhanothu Y, Kamalakannan A, Rajamanickam G. Detection and classification of brain tumor in MRI images using deep convolutional network. In2020 6th international conference on advanced computing and communication systems (ICACCS) 2020 Mar 6 (pp. 248-252). IEEE. - -[4] Ezhilarasi R, Varalakshmi P. Tumor detection in the brain using faster R-CNN. In2018 2nd International Conference on, 2018 2nd International Conference on 2018 Aug 30 (pp. 388-392). IEEE. - -[5] Zamanidoost Y, Alami-Chentoufi N, Ould-Bachir T, Martel S. Efficient Region Proposal Extraction of Small Lung Nodules Using Enhanced VGG16 Network Model. In2023 IEEE 36th International Symposium on Computer-Based Medical Systems (CBMS) 2023 Jun 22 (pp. 483-488). IEEE. - - - diff --git a/content/en/project/Brain-Tumor-Detection/overall_framework.png b/content/en/project/Brain-Tumor-Detection/overall_framework.png deleted file mode 100644 index d70144fa..00000000 Binary files a/content/en/project/Brain-Tumor-Detection/overall_framework.png and /dev/null differ diff --git a/content/en/project/BrainDecoding/Brain.jpg b/content/en/project/BrainDecoding/Brain.jpg deleted file mode 100644 index 478e0cc2..00000000 Binary files a/content/en/project/BrainDecoding/Brain.jpg and /dev/null differ diff --git a/content/en/project/BrainDecoding/Perpective.jpg b/content/en/project/BrainDecoding/Perpective.jpg deleted file mode 100644 index 496abae4..00000000 Binary files a/content/en/project/BrainDecoding/Perpective.jpg and /dev/null differ diff --git a/content/en/project/BrainDecoding/index.md b/content/en/project/BrainDecoding/index.md deleted file mode 100644 index e7898454..00000000 --- a/content/en/project/BrainDecoding/index.md +++ /dev/null @@ -1,52 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-15" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Brain Decoding Using Connectivity Informed Models" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Arian Morteza] - -# Your project GitHub repository URL -github_repo: https://github.com/Aarian/BrainDecoding - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://aarian.github.io/BrainDecoding/intro.html - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Brain Decoding, Graph Neural Networks, Graph Signal Processing, FMRI] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Brain Decoding is the reconstruction of the sensory and other stimuli form the information that has already been encoded and represented in the brain. For example, image genration, and task classification, from brain activity signals could be covered under this topic. In this project, a graph neural netwrok appriach is used to learn the representation of the brain regions activities, and do image classification for the end-user (patient)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "./Brain.jpg" ---- - - -## Brain Decoding, overall perspective -The following provides some details about the Brain Decoding. First the raw data (including, per Voxel FMRI signal, connectome, ...) is preprocessed to a latent space (beta scores, Enc./Dec. and ...), providing a meaningful representation of the input data. Then based on the application including image generation, task classification; the latent space could be cast to the output. -![Link Name](./overall.png) - - - -## **Brain Decoding using Beta scores and Graph Neural Networks** - -For this poject, we have access to the Brain activities, and its parcellation. Then the main task is decode the Brain activites into different classes. Normally as the data per voxcel in the Brain is a Fmri signal, as a preprocesing stage, this data is represented by different techniqes. Here for this project, beta scores as a linear model fitted to the fmri data has the role to represent this data. Therefor after casting the data to the a space called, beta-space, the data has more meaningful representaiton, and also the connectome as the underlying graph connection of the Brain regions is feeded to the Grpah neural netwrok for message passign between different links of the nodes. Eventually, after the trainig, the netwrok is trying to do a classification task based on the training data. Here is the over all procedure for this project: - -![Link Name](./Perpective.jpg) - -## **Tools and Deliverables** -This project relies on the following technologies. - -* The main libraries used for this projects are : `torch-geometric`, `nilearn`, `matplotlib` -* The details of coding and results analysis are fully developed in this [jupyter book](https://aarian.github.io/BrainDecoding/GraphNN_Arian.html). -* Github repo for the code is [here](https://github.com/Aarian/BrainDecoding). - - - -## **Acknowledgements** -I would like to extend my gratitude to the organizers of Brain Hack School for providing this incredible opportunity to delve into such an intriguing and impactful topic. Special thanks go to Dr. Pierre Bellec and Dr. Marie St-Laurent for their invaluable mentorship and guidance throughout this journey. Their expertise and support have been instrumental in my learning and growth, and I am deeply appreciative of their dedication and encouragement. \ No newline at end of file diff --git a/content/en/project/BrainDecoding/overall.png b/content/en/project/BrainDecoding/overall.png deleted file mode 100644 index 6e931daa..00000000 Binary files a/content/en/project/BrainDecoding/overall.png and /dev/null differ diff --git a/content/en/project/BrainDecoding/parcellation.jpg b/content/en/project/BrainDecoding/parcellation.jpg deleted file mode 100644 index 6493a19a..00000000 Binary files a/content/en/project/BrainDecoding/parcellation.jpg and /dev/null differ diff --git a/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/index.md b/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/index.md deleted file mode 100644 index 28f756a9..00000000 --- a/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/index.md +++ /dev/null @@ -1,108 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-8" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Brain Tumor Segmentation via SAM-based fine-tuning on structural MRI images" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Li-Xuan Alex Peng] - -# Your project GitHub repository URL -github_repo: https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI), click `manage topics`. -# Please only lowercase letters -tags: [mri,segmentation,brain_tumor,foundation_model] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project is to learn how to perform brain tumor segmentation using fine-tuning on foundation models, I followed tutorials provided by [MedSAM](https://github.com/bowang-lab/MedSAM) and perform fine-tuning on open datasets." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "qualitative_results.png" ---- - - -## Project definition - -### Background - -Of the most recent research in computer vision, Meta has released a foundation model i.e. [Segments Anything Model (SAM)](https://segment-anything.com/), capable of segmenting arbitrary semantics on any image. -Researchers from the University of Toronto later fine-tune the SAM model on medical images [(MedSAM)](https://arxiv.org/pdf/2304.12306.pdf) and reach a significant improvement on such tasks compared to the original SAM. - - -### Tools - -Computation Resource and Running Environment: - * Packages: CUDA, Numpy, Nilearn, Pytorch, SAM, MedSAM, Seaborn - * Environment: Custom built JupyterLab server running on NV-Docker based container - * Hardware: Nvidia Tesla A100 x2 (For training), Nvidia GTX 1080Ti (For inference) - - -### Data - -The two datasets below that I found in open-access data all provided 2D MRI images with corresponding ground-truth masks. -Empirically, their quantities and qualities are adequate for fine-tuning. -1. [Brain Tumor Segmentation@kaggle](https://www.kaggle.com/datasets/nikhilroxtomar/brain-tumor-segmentation) (Original Source and Credit: [Jun Cheng](https://github.com/chengjun583/brainTumorRetrieval) (For fine-tuning) -This brain tumor dataset containing 3064 T1-weighted contrast-enhanced images (.jpg) -from 233 patients with three kinds of brain tumor: meningioma (708 slices), -glioma (1426 slices), and pituitary tumor (930 slices). -2. [BRaTS 2021 Task 1 Dataset@RSNA-ASNR-MICCAI BraTS Challenge 2021](https://www.synapse.org/#!Synapse:syn25829067/wiki/610863) (For evaluation) -Consist of 1666 scans with T1, T2, and T2-FLAIR MRI images, delivered as NIfTI files (.nii.gz) and their corresponding ground-truth masks. For detailed explanations please refer to BraTS challenge home page. - - -### Deliverables - -At the end of this project, we will have: - - The current markdown document, completed and revised. - - Two Jupyter notebooks, one for fine-tuning and the other for inference and evaluation. All are adopted from [MedSAM](https://github.com/bowang-lab/MedSAM) with my own minor modifications. Available on my [BHS github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI). - - The fine-tuned model checkpoint (.pth) also provided via this [google drive folder](https://drive.google.com/drive/folders/1MbHo0qBfkQYARUhB-DAhbD5a4lhmYNqs?usp=sharing) - - The introduction slides of this project. - -## Results - -### Progress overview - -The SAM foundation model shows an amazing generalization ability to adapt downstream tasks even though the fine-tuning dataset is relatively small in scale. - -### Tools I learned during this project - - * **Docker**: Building JupyterLab running environment using Docker container - * **MRI**: Understand the basic concept of MRI imaging - * **Nilearn**: Pre-process MRI image using Nilearn package - * **Foundation Model**: Understand how foundation model works and perform domain specific adaptation on custom dataset - * **Result Visualization**: Visualize the result in quantitative and qualitative perspectives - - -### Results - -#### Deliverable 1: Introduction Slides - -You can find the introduction slides of this project [here](https://docs.google.com/presentation/d/1SeMZCID98rrUaRF6O2B1kKdpq92b1gFhh22336PCRQY/edit?usp=sharing) - -#### Deliverable 2: Jupyter Notebooks - -You can find jupyter notebooks of this project at my [github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI) - - -#### Deliverable 3: Instructions - -1. For fine-tuning on your own datasets, please follow the tutorial provided by [MedSAM](https://github.com/bowang-lab/MedSAM) -2. For reproducing my training results, please follow this [jupyter notebook](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI/blob/main/Demo_BraTS.ipynb) - -If you have any questions or suggestions, feel free to contact me via email - -## Conclusion and acknowledgement - -Thanks to [BoWang Team from University of Toronto](https://github.com/bowang-lab) for open sourcing their recent research, so I can learn how to fine-tune the model from their work. - -Thanks to SNMG of Dept. CSIE, National Central University, for providing powerful computation resources to make this project practical. - -Thanks to Professor Kevin Chun-Hsien Hsu, Institute of Cognitive Neuroscience, National Central University, giving me the oppotunity to attend BrainHackSchool 2023. - -Thanks to all the Professors, Moderators, TAs and Classmates that make this BrainHackSchool happend! - diff --git a/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/qualitative_results.PNG b/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/qualitative_results.PNG deleted file mode 100644 index 570b9bec..00000000 Binary files a/content/en/project/Brain_Tumor_Segmentation_via_SAM-based_fine-tuning_on_structural_MRI_images/qualitative_results.PNG and /dev/null differ diff --git a/content/en/project/CVAE_ADHD/cover.png b/content/en/project/CVAE_ADHD/cover.png deleted file mode 100644 index 913b07c8..00000000 Binary files a/content/en/project/CVAE_ADHD/cover.png and /dev/null differ diff --git a/content/en/project/CVAE_ADHD/index.md b/content/en/project/CVAE_ADHD/index.md deleted file mode 100644 index b177bb55..00000000 --- a/content/en/project/CVAE_ADHD/index.md +++ /dev/null @@ -1,95 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-13" # Date you first upload your project. -title: "CVAE-based ADHD neuroimaging analysis" -names: [Cian-Ya Lan, Jia-Ling Sun] -github_repo: https://github.com/Cleo-Lan-school/BHS_2025-project -website: -tags: [adhd, mri, cvae, iq] -summary: "This project applies a contrastive variational autoencoder (CVAE) to Burner-preprocessed MRI data from the ADHD-200 dataset to disentangle ADHD-specific brain features from shared anatomical variation. We explore latent representations using RSA and clustering to better understand neuroanatomical heterogeneity in ADHD." -image: "cover.png" ---- - -## Project definition - -### Background - -- Reconstruct 3D brain MRIs using CVAEs. -- Disentangle "salient" ADHD-related features from "background" features common to both ADHD and typically developing children. -- Assess how well the learned latent spaces reflect behavioral and clinical variation using: - - **Silhouette Analysis** - - **Representational Similarity Analysis (RSA)** - -### Tools - -This project used: -- Python (NumPy, Pandas, SciPy, Scikit-learn, Matplotlib, Seaborn) -- Keras (TensorFlow backend) for deep learning -- UMAP for latent space visualization -- Representational Similarity Analysis (RSA) using Kendall’s tau -- Silhouette analysis for latent space separability -- GitHub for version control - -### Data - -This project used the publicly available [ADHD-200 dataset](http://fcon_1000.projects.nitrc.org/indi/adhd200/), specifically the **Burner-preprocessed version**: -- Structural MRI data processed via voxel-based morphometry (VBM) -- Normalized 3D gray matter volumes (64×64×64) -- Accompanied by phenotypic variables: age, sex, diagnosis, subtype, medication, IQ, etc. - -### Deliverables - -At the end of the project, we produced: -- A working CVAE framework for modeling neuroanatomical variation -- Visualizations of latent features and synthetic brain reconstructions -- RSA and clustering results relating brain features to clinical data -- Well-documented code and reproducible analysis notebooks - -## Results - -### Progress overview - -We trained a CVAE model with two latent components: -- `s` (salient features): ADHD-specific anatomical variation -- `z` (background features): common/shared variation - -We evaluated the model using: -- **Silhouette scores** for latent clustering -- **RSA** to correlate latent dimensions with phenotypic variables -- **GMM clustering and BIC** to test for discrete vs. continuous subtype structure - -### Tools I learned during this project - -- Contrastive representation learning in generative models -- Implementation of CVAEs in Keras -- Preprocessing and working with VBM MRI data -- Representational Similarity Analysis -- Model interpretability techniques for brain data - -### Results - -#### Deliverable 1: CVAE analysis - -- Salient features (`s`) were significantly correlated with: - - **ADHD Index** - - **Inattentive and Hyperactive/Impulsive scores** - - **Medication status** and **age** - -- Shared features (`z`) were more related to: - - **IQ**, **gender**, and **scan site** - -#### Deliverable 2: Clustering analysis - -- Gaussian Mixture Models (GMM) with Bayesian Information Criterion (BIC) showed: - - **Lowest BIC at 1 cluster**, suggesting **continuous heterogeneity** - - Results align with dimensional models of psychiatric disorders - -#### Deliverable 3: Code and notebook - -- Full training pipeline in `Train-CVAE-ADHD200.ipynb` -- Visualization and RSA in helper scripts -- Readme documentation and reproducibility checklist included - -## Conclusion and acknowledgement - -This project demonstrates the potential of contrastive deep generative models like CVAEs to disentangle disorder-specific neuroanatomical features from shared variation. Our findings suggest ADHD may be better described along a spectrum rather than discrete subtypes. We thank the Brainhack School instructors and the open neuroimaging community for providing tools and data that made this project possible. diff --git a/content/en/project/Chen_project_2025/cover.png b/content/en/project/Chen_project_2025/cover.png deleted file mode 100644 index bd5500b0..00000000 Binary files a/content/en/project/Chen_project_2025/cover.png and /dev/null differ diff --git a/content/en/project/Chen_project_2025/index.md b/content/en/project/Chen_project_2025/index.md deleted file mode 100644 index b4acd528..00000000 --- a/content/en/project/Chen_project_2025/index.md +++ /dev/null @@ -1,111 +0,0 @@ ---- -type: "project" -date: "2025-06-12" -title: "Brainbeats: Classifying Music Genre with fMRI Connectivity" -names: [Chelsea Xuan Chen] -github_repo: https://github.com/x2583319/Chen_project_2025 -tags: [fmri, music, connectivity, classification] -summary: "Can we predict music genres based on fMRI connectivity patterns alone? This project explores a single-subject decoding approach using ROI-to-ROI correlation matrices and machine learning classifiers on OpenNeuro dataset ds003720." -image: "cover.png" ---- - -## Project definition - -### Background - -Music evokes rich and complex responses in the brain—and I wanted to explore whether functional connectivity patterns alone could reflect the genre of music being heard. Inspired by Nakai et al. (2021), who used voxelwise patterns across five participants to decode music genre, I chose to narrow the focus to a single-subject analysis. - -Due to event file inconsistencies in sub-001 to sub-004, only sub-005 contained intact and correctly labeled annotations across all six runs. My project thus became a pilot proof-of-concept: could trial-wise ROI-to-ROI correlation matrices, extracted via the Schaefer 100-ROI atlas, support genre decoding even within just one brain? - -### Tools - -This project used: - -- Python & Jupyter Notebooks -- `nilearn` for ROI time series extraction and brain visualization -- `scikit-learn` for PCA and classification (SVM, KNN) -- `matplotlib` & `seaborn` for plotting and visual diagnostics - -### Data - -- Dataset: [OpenNeuro ds003720](https://openneuro.org/datasets/ds003720) - Nakai, T., Koide‑Majima, N., & Nishimoto, S. (2021). *Brain and Behavior*, 11(1), e01936. - -- Used only `sub-005` due to complete event labels (manual inspection revealed misalignments in other subjects) - -- 6 runs, each with ~40 musical trials; each trial is a 10-second clip; 10 total genres in the dataset - -- Brain parcellation: Schaefer 100-ROI cortical atlas (98 usable ROIs after resampling) - -- Final dataset: 98 usable trials, filtered to exclude clips <2 TRs or with correlation errors - -> Why only sub-005? The other subjects had corrupted or mismatched event files that broke alignment between music clips and fMRI data. - -### Deliverables - -- Trial-wise ROI-to-ROI correlation matrices -- Atlas and correlation matrix visualizations -- PCA dimensionality reduction pipeline -- Genre classification with SVM and KNN -- Final presentation slide deck (≤15 minutes) - ---- - -## Results - -### Progress overview - -- Extracted time-series from 98 ROIs using `NiftiLabelsMasker` in `nilearn` -- Computed ROI-to-ROI Pearson correlations → 100×100 matrix → flattened to 4950D feature vector -- Applied PCA (n=20) for dimensionality reduction -- Trained classifiers (SVM, KNN) for multiclass and binary decoding - -### Tools I learned during this project - -- `nilearn` atlas-based ROI extraction -- Correlation matrix construction + vectorization -- PCA feature compression -- Classification using `SVC`, `KNeighborsClassifier`, and cross-validation -- Confusion matrix and performance visualization - -### Deliverable 1: Multiclass genre classification - -- SVM + PCA yielded ~13% accuracy (above 10% random baseline for 10 genres) -- Confusion matrix showed some genre-specific signal, particularly for Reggae (not shown in final binary model) - -### Deliverable 2: Binary genre decoding (Pop vs. Metal) - -- SVM + PCA achieved ~68% accuracy (above chance), though **KNN was too unstable to evaluate** -- Performance varied across runs, likely due to short duration and low trial count - -### Deliverable 3: Visualizations - -- Schaefer 100-ROI brain parcellation plotted to validate resampling and mask quality -- Average correlation matrix showed strong within-region signals (clean diagonals) - -#### Schaefer Atlas -![Schaefer Atlas](schaefer.png) - -#### ROI Correlation Matrix -![ROI Correlation](roi_correlation.png) - -#### PCA Confmax -![PCA Confmax](pca_confmax.png) - ---- - -## Reflection - -This pilot study suggests that even within a single brain, genre-relevant information can be gleaned from ROI connectivity patterns. But limitations remain: - -- Generalizability limited by sample size (n=1) -- Low trial count vs. high feature dimension = overfitting risk -- Classifier performance unstable across reruns - -## Future directions - -- Use more participants (once metadata is cleaned!) -- Try higher-resolution atlases (e.g., Schaefer 200-ROI) -- Experiment with sliding window connectivity or graph-based features -- Combine with music theory-based audio features (e.g., tempo, tonality) for hybrid modeling -- Explore feature importance: which ROI-pairs drive classification? diff --git a/content/en/project/Chen_project_2025/pca_confmax.png b/content/en/project/Chen_project_2025/pca_confmax.png deleted file mode 100644 index f219ead2..00000000 Binary files a/content/en/project/Chen_project_2025/pca_confmax.png and /dev/null differ diff --git a/content/en/project/Chen_project_2025/roi_correlation.png b/content/en/project/Chen_project_2025/roi_correlation.png deleted file mode 100644 index cc30b6b5..00000000 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https://github.com/AgustinNR/BrainHack-BsAs-Humai-Team1 - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [adhd, fmri, machine-learning, rs-fmri, xgboost, PCA, classification, bold-signal, connectivity] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. -summary: "We used the ADHD-200 Sample dataset to implement various machine learning classification models, aimed at diagnosing ADHD through resting-state fMRI signals." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fotor-ai-20240613194347.jpg" ---- - - - - -## Project definition - -### Background - -Attention-Deficit/Hyperactivity Disorder, or ADHD, is characterized by inattention, impulsivity and hyperactivity. Currently, 5% of the child and adolescent population Argentina live with this condition. It is still diagnosed using subjective clinical criteria, which are often difficult to evaluate. However, artificial intelligence (AI) techniques hold potential for identifying neuroimaging biomarkers that could facilitate the diagnosis. Our objective is to develop machine learning classification models to detect ADHD through the analysis of resting state functional MRI (rs-fMRI) signals. - -### Tools we learned during this project - -* **Bash Terminal and Shell scripting:** for command-line operations and scripting. - -* **Git and GitHub:** for version control, learn to use a shared workspace, and repositories. - -* **Project Managemet:** as a team we collaborate to fulfill the project deadlines week by week. - -* **Jupyter Notebook and Google Colab:** we implemented the code within these interactive environments. - -* **Python Libraries:** - * **Numpy and Pandas:** for data manipulation and analysis. - * **Matplotlib and Seaborn:** for data visualization. - * **Nilearn:** to facilitate the processing and visualization of neuroimaging data. - * **IPython:** for interactive computing, providing an enhanced interactive shell and support for Jupyter notebooks. - * **Scikit-learn:** for machine learning, providing tools for data analysis, metrics and building predictive models. - * **XGBoost:** for implementing optimized gradient boosting algorithms, which are highly effective for supervised learning tasks such as classification and regression. - -* **Scikit-learn Tools:** - * **Principal Components Analysis (PCA):** for linear dimensionality reduction of the features. - * **StandardScaler:** standardize features by removing the mean and scaling to unit variance. - * **RandomizedSearchCV:** for Cross-Validation and Hiperparameter Optimization. - * **Metrics:** accuracy_score, f1_score, roc_auc_score, roc_curve, confusion_matrix, classification_report. - - -* **MRIcroGL**: Allows us to view 2D slices and renderings of our brain imaging data, both for structural and for functional MRI. - - ATLAS - -

    - GIF de ejemplo -

    - - * **AAL atlas**: For an anatomic brain parcellation. - - ATLAS - -**We also gain knowledge in the following areas:** - -* **Machine learning for neuroimaging** -* **Introduction to deep learning** -* **Functional connectivity in fMRI** -* **Functional parcellations in fMRI** -* **The Brain Imaging Data Structure (BIDS) ecosystem** - -### Data - -**ADHD-200 Preprocessed Sample:** - -*Pierre Bellec, Carlton Chu, François Chouinard-Decorte, Yassine Benhajali, Daniel S. Margulies, R. Cameron Craddock (2017). The Neuro Bureau ADHD-200 Preprocessed repository. NeuroImage, 144, Part B, pp. 275 - 286. doi:10.1016/j.neuroimage.2016.06.034* - -Prepared by the collaboration of 8 international neuroimaging institutes, who held a competition in 2011, to identify ADHD biomarkers. - -Composition: -* 947 children and adolescents -* 362 diagnosed with ADHD -* 585 typically developing controls - -In order to make the competition accessible to a broader range of researchers, the data was preprocessed and shared by the Preprocessed Connectomes Project (PCP), what resulted in several publications, MS theses, PhD dissertations and even patents. - -### Project steps - -1. We downloaded the preprocessed ADHD-200 Sample dataset using a script that allowed us to obtain time series parcelled according to the AAL atlas, which has 116 ROIs. -2. We started by creating our Jupyter Notebook, loading the BOLD signal data for a single subject and visualizing the time signals in the 116 ROIs using Matplotlib. -3. With this subject's data, we constructed a Pearson correlation matrix between ROIs using the "corrcoef()" function from NumPy. -4. To visualize the correlation matrix, which in this case would be a connectivity matrix, we used Matplotlib and the "heatmap" function from Seaborn. -5. Then we used the "tril()" function from NumPy to retain only the lower triangle of the matrix, avoiding repeated data and the diagonal that do not provide information for our case study. -6. Using the "tril_indices()" method, we created a list or vector that contains the indices of our matrix. - This method orders rows-wise from the lower triangular matrix. Specifically, the order follows: - All elements from the first row below the diagonal. - All elements from the second row below the diagonal. - And so on, up to the last row. -7. Once we understood the process for a single subject, we were ready to replicate it for each of the subjects included in our dataset. For this, we used for loops, if-else conditionals, and try-except exception handling. - For example, to iterate through the downloaded files following the phenotype subject list, avoiding errors in case the file did not exist or had any error that prevented the correct creation of our matrix. -8. The result obtained from the previous iteration was a matrix with 6670 features (PC of ROIn x ROIm) and 820 rows, the considered subjects. We converted this vector matrix into a DataFrame using Pandas. -9. As we had the subjects' IDs and their diagnosis in the phenotype, we could add them to our DataFrame. -10. From this point, we could separate our data into Train and Test sets using train_test_split from the sklearn library: - a. test_size=0.2 - b. random_state=42 - c. stratify=target -11. Our problem: Supervised Classification Model with a Binary Target Variable. - First approach: initially, we tried several models, including: - a. PCA (Principal Components Analysis) - b. LDA (Linear Discriminant Analysis) - c. Logistic Regression - d. XGBoost -12. As our classification was binary, we used the following metrics to evaluate our models obtained from sklearn.metrics: - a. Train and Test Accuracy - b. Confusion Matrix - c. ROC AUC - d. Additionally, we used the Classification Report, which includes several metrics. -13. Since we got the best results with XGBoost, we focused on optimizing the hyperparameters using RandomizedSearchCV in order to reduce the overfitting. -14. We combined PCA and XGBoost but did not get better results. -15. Finally we used Feature Importance from XGBoost to compare the most important features for the model with the theory about ADHD diagnosis. -16. With all the knowledge gained during this workshop, and building this project, we prepare a conclusion, a presentation and this markdowm. - - -### Deliverables - -At the end of this project, the following files will be made available: -* The current markdown document. -* A GitHub repository to share our work and pipeline, and to encourage other students to build from it: https://github.com/AgustinNR/BrainHack-BsAs-Humai-Team1 -* "ADHD_fRMI_ROI_Classification_Project.ipynb" notebook. -* Figures of our results: Connectivity matrix, graphs for statistical analysis, visualizations, feature importance evaluation. -* Our presentation shared at the end of the BrainHack meeting at Humai Institute. - - -### Results - -#### Deliverable 1: Markdown document: - -This markdown file in order to share the project in the BrainHack School web repository. - -#### Deliverable 2: Github Repository: - -A GitHub repository to share our work and pipeline, we would like to encourage other students to build from it: -https://github.com/AgustinNR/BrainHack-BsAs-Humai-Team1 - -#### Deliverable 3: "ADHD_fRMI_ROI_Classification_Project.ipynb" notebook: - -You can access our public notebook with the step-by-step process in the Github repository: - -https://github.com/AgustinNR/BrainHack-BsAs-Humai-Team1/blob/main/notebooks/ADHD_fRMI_ROI_Classification_Project.ipynb - -#### Deliverable 4: Figures of our results: - -**Time Series:** - -Cover Image - -Each time series represents the intensity of the BOLD signal of every ROI (Region of Interest) -along the rs-fRMI. - -**Connectivity Matrix:** - -In order to create a connectivity matrix, we evaluated the Pearson Correlation between each of these signals. - -Matrix correlation - -**Feature Importance Interpretation** - -feature importance - -* Temporal Pole and Frontal regions appear to be recurrently significant in feature importance, suggesting a key role in ADHD. -* The Cingulum also appears repeatedly, indicating its relevance in connectivity differences for ADHD. -* The Amygdala connectivity to the Cingulum (both Left and Right) highlights potential emotional regulation and cognitive control variations in ADHD. - -The importance values are relatively close, ranging approximately from 0.004 to 0.006. This indicates that while some connections are slightly more influential, many features are comparably important in distinguishing ADHD from controls in resting-state fMRI. These identified ROIs and their connectivity patterns could be further studied to develop diagnostic methods. - -#### Deliverable 5: Our presentation shared at the end of the BrainHack meeting at Humai Institute - -You can find the slides of our presentation in the Github repository: - -https://github.com/AgustinNR/BrainHack-BsAs-Humai-Team1/blob/main/ADHD%20Classification%20Project%20-%20Team%201%20Humai%20-%20Brainhack_2024.pdf - - -## Conclusion and acknowledgement - -We can conclude that with an accuracy of 0.658, there is significant room for improvement in ADHD diagnosis based on classification models. - -Our best metrics are achieved using XGBoost with Hyperparameters Optimization and Cross-Validation using RandomizedSearchCV: - ACC = 0.658 - -Despite PCA helped us to reduce the dimensionality of our features, when combined with XGBoost the perfomance was lower: - ACC = 0.628 - -The identified ROIs and their connectivity patterns could be further studied to develop diagnostic methods.There are many ways to expand and improve this project, and we are excited to explore them. - -Finally, we would like to express our gratitude to our teaching assistants from Humai, Buenos Aires, who have supported us from day one and generously shared their diverse expertise in neuroscience and computer science. - -HUMAI LOGO - -## Feel free to contact us :D - -If you need assistance with your artificial intelligence project, we would be happy to help! - - **Francisco Covelli:** fcovelli@med.unlp.edu.ar - - **Agustin Rodriguez:** agurodri96@hotmail.com - - **Ezequiel Sirne:** ezequielsirne@gmail.com - - - -## References -Zhu CZ, Zang YF, Cao QJ, Yan CG, He Y, Jiang TZ, Sui MQ, Wang YF. Fisher discriminative analysis of resting-state brain function for attention-deficit/hyperactivity disorder. Neuroimage. 2008 Mar 1;40(1):110-20. doi: 10.1016/j.neuroimage.2007.11.029. Epub 2007 Dec 3. PMID: 18191584. - -Buckner RL, Andrews-Hanna JR, Schacter DL. The brain's default network: anatomy, function, and relevance to disease. Ann N Y Acad Sci. 2008 Mar;1124:1-38. doi: 10.1196/annals.1440.011. PMID: 18400922. - -Yeo BT, Krienen FM, Sepulcre J, Sabuncu MR, Lashkari D, Hollinshead M, Roffman JL, Smoller JW, Zöllei L, Polimeni JR, Fischl B, Liu H, Buckner RL. The organization of the human cerebral cortex estimated by intrinsic functional connectivity. J Neurophysiol. 2011 Sep;106(3):1125-65. doi: 10.1152/jn.00338.2011. Epub 2011 Jun 8. PMID: 21653723; PMCID: PMC3174820. - -Cortese S, Castellanos FX. Neuroimaging of attention-deficit/hyperactivity disorder: current neuroscience-informed perspectives for clinicians. Curr Psychiatry Rep. 2012 Oct;14(5):568-78. doi: 10.1007/s11920-012-0310-y. PMID: 22851201; PMCID: PMC3876939. - -Sripada C, Kessler D, Fang Y, Welsh RC, Prem Kumar K, Angstadt M. Disrupted network architecture of the resting brain in attention-deficit/hyperactivity disorder. Hum Brain Mapp. 2014 Sep;35(9):4693-705. doi: 10.1002/hbm.22504. Epub 2014 Mar 25. PMID: 24668728; PMCID: PMC6869736. - -Bellec P, Chu C, Chouinard-Decorte F, Benhajali Y, Margulies DS, Craddock RC. The Neuro Bureau ADHD-200 Preprocessed repository. Neuroimage. 2017 Jan;144(Pt B):275-286. doi: 10.1016/j.neuroimage.2016.06.034. Epub 2016 Jul 15. PMID: 27423255. - -Damiani S, Tarchi L, Scalabrini A, Marini S, Provenzani U, Rocchetti M, Oliva F, Politi P. Beneath the surface: hyper-connectivity between caudate and salience regions in ADHD fMRI at rest. Eur Child Adolesc Psychiatry. 2021 Apr;30(4):619-631. doi: 10.1007/s00787-020-01545-0. Epub 2020 May 8. PMID: 32385695. - -Hroncich, Camila. “¿Qué sabemos de TDAH?” CONICET, 12 January 2023, https://www.conicet.gov.ar/que-sabemos-de-tdah/. - -Wang, Z., Zhou, X., Gui, Y. et al. Multiple measurement analysis of resting-state fMRI for ADHD classification in adolescent brain from the ABCD study. 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If alone, simple put your name within [] -names: [Isabelle Arseneau-Bruneau] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [beginner-friendly, ffr, electrophysiology, eeg-classification] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project is a tutorial. It aims for you to learn how to use the scripts of a machine-learning classifier (the Hidden Markov Model). The codes were written in MATLAB. They classify an auditory neural signal called the Frequency Following Responses (FFR), which represents how well the brain represents and process complexe sounds, such as speech or music." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Llanos_IABProjectPilot_FFR.png" ---- - - -## Project Definition - -This tutorial first aim is to provide a reproducible workflow, that is beginner-friendly, with machine-learning (ML) procedures written in MATLAB. As I am novice with coding, I aim to implement a classifier that I use repeatively in my doctoral research (an Hidden Markov Model [HMM]) into a structure that would provide some flexibility for future usages (with other variables or datasets), and would allow to build extensions (e.g. for other classifiers such as a Support Vector Machine (SVM), Cross-correlation (XCorr), LSTM). I aim to put together a set of resources that would be accessible to my research assistants, collaborators (who also have students to train on these ML procedures), other FFR researchers, and my futur self! Thus, the data of this tutorial will be in format that align with components of standards in project management (EEG-BIDS), use jupyter notebooks implemented in a virtual environment (allowing the use MATLAB scripts), and use basic matlab visualization tools to generate figures of the results. - -## Notes on Open Science Practices and Matlab - -_Is it mandatory to abandon MATLAB to have open science practices? Matlab may be a commercial software, but it would be sad to limit the open science movement to open source software users. Specialized fields, such as FFR research, have the wide majority of their resources, expertise, and tools in matlab. Thus, at the current moment, it would be extremely difficult to study FFR without using MATLAB. Nevertheless, there are many open science tools that are compatible with matlab scripts and files. Hence, I tried to implement an open approach in this ML tutorial. Feel free to contribute to it or indicate issues with the link below. We aim to build from this structure and repository!_ https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project - -### Hidden Markov Model - Classification Goal: - -The machine-learning classifier targeted in this tutorial, the Hidden Markov Model, aims to classify __if the EEG-FFRs__ of each participants __were generated by__ a stimulus that was either a __speech sound__ or a __piano tone__ of the same fundamental frequency (98 Hz) and duration (100ms). These procedures were done on 26 participants (13 musicians vs. 13 non-musicians). - -As the equipment used to collect FFRs and population targeted can influence the quality of the signal, this script also __tracks the number of FFR trials__ required to obtain certain levels of __decoding accuracy__. This information is useful to validate experimental procedures, adjust research designs and target research questions. As enhanced FFR reproduces features of the stimuli with more fidelity, the decoding accuracy of the classifier can be __used as a dependent measure__ to reveal experience-dependent effects in certain populations (Llanos et al., 2017; 2019). - -### Background - -Over the last decades, neuroimaging studies have provided cumulative evidence of the benefits of musical training, in particular how such training promotes neuroplasticity (Herholz et al. 2012). A clear benefit of musical training is manifested at the level of the frequency following response (FFR), an electrical potential sensitive to phase-locking captured by EEG that arises from subcortical and cortical sources (Coffey et al., 2016). The FFR is an extremely rapid (starting at 7 ms) reaction of the brain to an auditory stimulus. It is a neural representation of the periodicity of the entering auditory information and allow us to recognize speech or music sounds (Coffey et al., 20161; Kraus et al., 2010; 2014; 2017b; 2017c). With both cortical and subcortical contributors that modify its quality (Coffey, Herholz, Chepesiuk, Baillet, & Zatorre, 2016), the FFR represents an integrated response of the entire auditory system (Irvine et al., 2018). - -Interestingly, the FFR varies in individuals as a function of experience (enhanced in musicians, tonal language speakers, bilinguals [Coffey et al., 2016; Kraus & Chandrasekaran, 2010; Krizman, Marian, Shook, Skoe, & Kraus, 2012]) or pathologies (decreased in autism, dyslexia, traumatic brain injuries [Hornickel & Kraus, 2013; Nina Kraus et al., 2016;, for extensive literature survey, see Kraus et al., 2017]. Several authors have thus proposed that it may serve as an auditory biomarker to target treatments and educational interventions (Kraus et al., 2015; Bidelman et al., 2017). Musicians are of particular interest because of correlations between the augmentation of their FFR quality and enhancements in their perception skills (Coffey et al., 2016; Kraus & Chandraserakan, 2010). The greater the musical training, the closer the neuronal representation approaches its corresponding auditory stimuli (Kraus et al., 2010b, 2015, 2017). The signal is transmitted faster, and becomes more precise and robust, which then benefits higher-order cognitive functions (Coffey et al., 2016; Kraus, Anderson, White-Schwoch, Fay, & Popper, 2017). This is a remarkable phenomenon, but how these enhancements are achieved remains unclear because of technical limitations associated with the neural signal. - -A considerable challenge for the understanding of FFR enhancements mechanisms is the very small amplitude (measured in nanovolt) and the bad signal-to-noise ratio (SNR) of the neural signal. Hence, recording FFRs typically requires several thousand exposures to the same auditory stimulus (which are averaged to cancel out the noise). These constraints considerably limited the research questions that could be expored with FFRs, while this signal would remain a key component of neuroplasticity mechanisms associated with musical training. - -Fortunately, machine-learning classifiers recently developed with speech-evoked neurophysiological responses have considerably reduced the number of trials necessary to obtain a usable FFR signal (Xie et al., 2019). The classification of FFR is starting to emmerge as an objective mean to assess auditory perception (Holdgraf et al., 2017; Llanos et al., 2019). The current BHS project aims to run one of these classifiers, which I also use in my doctoral research, on FFR-EEG data. I hope to implement these ML procedures in a way that will facilitate access, collaborations and open science practices. - -#### The Frequency Following Responses: Procedures (a), Features (b-d) and Machine-Learning Analysis (e) - -_Figure from [Coffey et al., 2019](https://www-nature-com.proxy3.library.mcgill.ca/articles/s41467-019-13003-w), with permission)_ - -![The Frequency Following Response and Machine-Learning](Coffey_Evolv_FFR.webp) - -### Tools - -The "EEG-FFR Classification" project will rely on the following technologies: - * Bash Shell - * [Markdown](https://guides.github.com/features/mastering-markdown/) - - * MATLAB - * MATLAB Toolboxes (GPU, Bioinformatics, and HMM) - * Jupyter Notebook - * MATLAB script of an Hidden Markov Model (originally developed by F. Llanos) - * A Virtual Environment for Jupyter Notebook with MATLAB - * Supplementary classifiers scripts (SVM, X-Correlation and SLTM developed by F. Llanos) - - * GitHub - * GitKraken - * BIDS-EEG format - * Data Archiving with OSF - * Open Source Licence compatible with Matlab Scripts (MIT) - -### Data - -The dataset for this tutorial project was previously published and generously provided by Emily Coffey and colleagues from the Zatorre Lab at McGill University (see Coffey et al., 2017). It consists of a set of pre-processed EEG-FFR collected with 27 subjects (13 musicians and 13 non-musicians) and the auditory stimuli used during the data collection. Demographic and music experience information (collected with the Montreal Music History Questionnaire [Coffey et al., 2011]) will also be made available on OSF for futur analysis, but is not explored under the scope of this tutorial. Thus, the data under this project is limited to the auditory stimuli (.wav) and EEG-FFR (.eeg) files. - -For more details on this dataset, please see [Cortical Correlates of the Auditory Frequency-Following and Onset Responses: EEG and fMRI Evidence](https://www.jneurosci.org/content/37/4/830). Questions can also be directed to emily.coffey@concordia.ca - -#### 1) Stimuli - -The auditory stimuli used were a speech |dah| and a piano tone stimuli, with both a duration of 100ms and a fondamental frequency of 98 Hz. Stimuli were presented in blocks of da/piano, alternating polarity every second stimulus (see Krizman & Kraus, 2019 for more information about alternating the stimulus polarity). - -100ms 'da' syllable-stimuli vs piano tone-stimuli compared to the FFR of Subject 101 -![Stimulis vs FFR](Llanos_IABProjectPilot_FFR.png) - -#### 2) EEG Data - -The EEG data is provided from each subject separately as a MATLAB structure array with two fields: .eeg and .sti. -The name on the structure array represents the subject number (e.g. 001). The first field (e.g., 001.eeg) contains a * .mat 2-dimentional matrix with the EEG data. Rows and columns will correspond to single-stimulus trials and EEG data-points, respectively. The second field (e.g., 001.sti) is a * .mat 1-dimensional vector including the target stimulus numbers associated to each row in the EEG matrix. - -If you use this classifier with a different EEG-FFR dataset, note that before creating a MATLAB matrix, you will need to make sure that your EEG data has been already re-referenced, band-pass filtered (zero phase filter, pass-band from 80 to 1000Hz) and that its sample rate is higher than 2000Hz. You will also need to adapt the scripts "setup.m" to the features of your dataset. - -#### 3) Important Data Information (Required to adjust the scripts if used with other dataset) - -* __Pre-Stimulus Duration__: 50 ms -* __Stimulus Duration__: 100 ms -* __Trial Duration__: 0.2228 seconds -_(Note from 1st author: "It is a funny number because I shifted the data to account for air conduction delay such that 0 (or 50 ms into the file) is when the sound hits the ear) - in any case there are 3650 data points at 16384 Hz.")_ - - * __EEG Sample-Rate__: 16384 Hz - * __Artifact Rejection Criteria (if any)__: None in the current pre-processed dataset - _(Note from 1st author: "In the data used for the Jounal of Neuroscience publication, a precedure based on similarity to the grand average was applied. It was less appropriate to use such a procedure here as it may mask some of the inter-individual differences we are interested in.)_/ -* __Electrodes used for re-referencing__: This was a simple Cz to linked mastoids montage, it's already been referenced. - -Here is what a grand average of the FFR looks like: - -100ms 'da' syllable-FFR (_N=26_) -![100ms 'da' syllable-FFR (_N=26_)](allSubjectFFRcls1.png) - -100ms piano tone-FFR (_N=26_) -![100ms piano tone-FFR (_N=26)_](allSubjectFFRcls2.png) - - -## Results - -### Progress Overview - -I faced a few challenges with the matlab jupyter notebook as it required extra installation and set-up that needed to be addressed to access the tutorial. I realized that I missed elements to have a more reproducible workflow so I decided to adapt to tutorial accordingly. I found myself with a lot more text than I would have thought for something beginner-friendly! However, by the end of this project, I became able to run classifiers on EEG-FFR and have a structure for the scripts and workflow documentation that I will be able to reuse (with more ease) in the future. I must say that there is a considerable amount of revisions needed in my HMM Notebook and on the overall documentation for this tutorial to be beginner friendly. I actually ended up making a [notebook tutorial](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/blob/master/Tutorial_Introduction.ipynb) on how to use the tools of this tutorial!! There is also a lot of text epuration that I need to do, and the scripts needs a bit of modification (for the subjects selection, in order to be able to reproduce all the figures). In order to be usable with other datasets, the script setup.m still require more comments and annotations). I also have MIT licences that needs to be extended & procedures for futur scripts that needs to be archived. I think that using the "Project" section on the git repository might be the next step to keep track of what is left to do. Nevertheless, the EEG-FFR dataset is achived on osf.oi and I feel that I got my lab more invaded by open sciences practices. So at this point, the seeds are at least planted and I hope that this project, even if in a rougher shape right now, will grow from there. - -### Tools I learned during this project - - __ALL__ the tools I mentioned in the 'Tools' list above! - -### HMM Classification Results - -The figure below shows the results for overall HMM decoding accuracy of the syllable vs. tone FFRs. Recognition above chance start at about 100 trials (left panel). Differences related to music experience do not emerge until 1000 trials (center panel). As well, differences related to music experience only emerge for the HMM decoding of the tone (musicians>non musicians); they are not present for the decoding of the syllable stimuli (right panel). - -It is worth noting that the absence of music experience differences in overall decoding accuracy ( syllable & tone together), even with 1000 trials, may be related to the fact that both populations are familiar to the syllable (e.g. both musicians and non-musicians skpeak and use the syllable |da| in their everyday life). This possible explanation is supported by the fact that no music experience differences seem to emerge from the HMM decoding of the syllable stimulus (right panel). Hence, the music experience differences in the HMM decoding of the auditory stimuli could be related to the familiarity to the auditory stimulus, which is greater for the piano tone among musicians. - -As both the tone and the syllable share the same F0 contour, it is worth emphazing that the differences in the FFRs are really fine. More than 100 trials to reach accuracy over chance may be improved by abjusting the parameters of the HMM. (However, this require further exploration and would be under the scope of another tutorial.) It may also take hundreds of trials for very small context-determined perturbations to emerge in the FFR. Further experimentation will tell! :) - -![Results](Results.png) - -## Course Deliverables - -#### ASSIGNMENT WEEK 1: [P-Hacking Exercise](https://github.com/arsisabelle/Arseneau-Bruneau-I-QLSC612) -#### ASSIGNMENT WEEK 2: [README.md File](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/blob/master/README.md) + Issues -#### ASSIGNMENT WEEK 3: [Video Presentation of the Project](https://www.youtube.com/watch?v=6lX_-AgOXug) -#### ASSIGNMENT WEEK 4: [Project Repository](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project) - -## Project Deliverables - - - [Project in the Gallery of the BHS website](https://school.brainhackmtl.org/project/EEG-FFR-Classification) - - Project Report ([README.md File](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/edit/master/README.md)) - - - [Video Introduction on this project](https://www.youtube.com/watch?v=6lX_-AgOXug) - - Documentation for a reproducible ML workflow - - [Tutorial Introduction Jupyter Notebook (beginner-friendly)](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/blob/master/Tutorial_Introduction.ipynb) - - [Tutorial HMM in Matlab Jupyter Notebook](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/blob/master/Matlab_HMM_Scripts_Notebook.ipynb) (beginner-friendly) - - Stand-alone versions of the [classifiers scripts](https://github.com/brainhack-school2020/ArsIsabelle_BHS_Project/tree/master/FFRclassifiers) for advanced users - - [EEG-FFR Dataset shared by the Zatorre Lab (McGill University) on OSF.oi](https://osf.io/c2b3t/?view_only=d1b30d4e0e7c4d53a8ec80d4d87b33d2) - - Supplementary ML Scripts (SVM, x-corr, and SLTM) created by Fernando Llanos - - MIT license (& coming soon: procedures to get open source licence with MATLAB scripts in the future) - -#### Supplementary Developments to Integrate to the Tutorial After the BHS 2020 -* Adding video of the Setup Procedures and the HMM Workflow -* Fixing the data selection for the SVM and XCorr models -* Adding a section to explain differences between the folder FFRs and Input1 -* Adding a function for subject selection -* Testing the tutorial on different computer -* Integrating the SLTM (script developed by Fernando Llanos) -* Cutting excedentary text -* Extensive proof reading for typos -* Proof reading by a novice learner to identify terms that require explanations -* Uploading the License procedures for future scripts & tutorials - -![Many seeds are planted!](Growing_Seeds.jpeg) - -## Conclusion - -Through this project, the Brainhack School provided me with tools and guidance to tame the aspects of my doctoral research that I feared the most (programmation, machine-learning, neural signal analysis)! I still have a lot to learn, but I now feel that with the jupyter notebook tutorials, with organized documentation to reproduce the workflow, and an extendable structure for the scripts, I now have many elements in place to continue to learn and to share with other. Many seeds are planted, I just need to keep growing! As a matter of fact, the structure generated by this project will serve to integrate other classifiers that my research team will use. (Although, you may check the list ('Supplementary Developments') in the last section to see all the items that need to be done next). Thus, this project/tutorial does not finish with the BHS. That is a good news, right?! - -With an Open Science approach, I also found practices in academia that resonnate much more with values in research that I aim to encourage, accessibility being at the core of these. (Perhaps, did I become a little less cynical?) Anyways, even if we look at this only practically, it remains that the tools that I developed through this project will facilitate my work at the lab as well as the exchanges with current and future collaborators. Hopefully, these platforms will increase the impact of my research. In the very least, I will be able to direct colleagues and students to online-resources when they ask about the analysis techniques used in my research. - -## Acknowledgement - -I would like to acknowledge the assistance (and patience!) of Pierre Bellec, Tristan Glatard, and Yann Harel as my Individual Instructors at the Brainhack School Montréal 2020 and the __extremely generous__ contributions of my collaborators Fernando Llanos (for the classifiers original scripts, recommendations on the HMM report conclusions and the two aggregated figures), Emily Coffey (for providing the dataset and information about it), as well as Marcel Farres Franch (for regular rescues and technological assistance, notably with Git Hub and Git Kraken). - -## References -Coffey, E. B. J., Herholz, S. C., Chepesiuk, A. M. P., Baillet, S., & Zatorre, R. J. (2016). Cortical contributions to the auditory frequency-following response revealed by MEG. Nature Communications, 7, 11070. https://doi.org/10.1038/ncomms11070 - -Coffey, E. B. J., Musacchia, G., & Zatorre, R. J. (2016). Cortical correlates of the auditory frequency-following and onset responses: EEG and fMRI evidence. Journal of Neuroscience, 1265–16. https://doi.org/10.1523/JNEUROSCI.1265-16.2016 - -Coffey, E. B. J., Nicol, T., White-Schwoch, T., Chandrasekaran, B., Krizman, J., Skoe, E., Zatorre, R. J., & Kraus, N. (2019). Evolving perspectives on the sources of the frequency-following response. Nature Communications, 10(1), 5036. https://doi.org/10.1038/s41467-019-13003-w - -Herholz, S. C., & Zatorre, R. J. (2012). Musical Training as a Framework for Brain Plasticity: Behavior, Function, and Structure. Neuron, 76(3), 486–502. https://doi.org/10.1016/j.neuron.2012.10.011 - -Holdgraf, C. R., Rieger, J. W., Micheli, C., Martin, S., Knight, R. T., & Theunissen, F. E. (2017). Encoding and Decoding Models in Cognitive Electrophysiology. Frontiers in Systems Neuroscience, 11. https://doi.org/10.3389/fnsys.2017.00061 - -Krizman, J., & Kraus, N. (2019). Analyzing the FFR: A tutorial for decoding the richness of auditory function. Hearing Research, 382, 107779. https://doi.org/10.1016/j.heares.2019.107779 - -Llanos, F., Xie, Z., & Chandrasekaran, B. (2019). Biometric identification of listener identity from frequency following responses to speech. Journal of Neural Engineering, 16(5), 056004. https://doi.org/10.1088/1741-2552/ab1e01 - -Llanos, F., Xie, Z., & Chandrasekaran, B. (2017). Hidden Markov modeling of frequency-following responses to Mandarin lexical tones. Journal of Neuroscience Methods, 291, 101–112. https://doi.org/10.1016/j.jneumeth.2017.08.010 - -Xie Z., Reetzke, R., & Chandrasekaran, B. (2019). Machine Learning Approaches to Analyze Speech-Evoked Neurophysiological Responses. Journal of Speech, Language & Hearing Research, 62(3), 587–601. https://doi.org/10.1044/2018_JSLHR-S-ASTM-18-0244 - -Yi, H. G., Xie, Z., Reetzke, R., Dimakis, A. G., & Chandrasekaran, B. (2017). Vowel decoding from single-trial speech-evoked electrophysiological responses: A feature-based machine learning approach. Brain and Behavior, 7(6), e00665. https://doi.org/10.1002/brb3.665 \ No newline at end of file diff --git a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/index.md b/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/index.md deleted file mode 100644 index 7d552b22..00000000 --- a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/index.md +++ /dev/null @@ -1,94 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-21" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Evaluating ANNs of the Visual System with Representational Similarity Analysis" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Cornelius Crijnen] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2024/crijnen_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [deep learning, machine learning, visual system, calcium imaging, representational similarity analysis] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to evaluate the similarity between the representations of artificial neural networks (ANNs) and the visual system in the mouse brain using Representational Similarity Analysis (RSA)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "nm_175.png" ---- - - -## Project definition - -### Background - -* ANN models are often used to understand the visual system in the brain, specifically the ventral pathway. -* First, image classification models were shown to predict neural responses in the ventral pathway ([Yamins et al., 2014.](https://doi.org/10.1073/pnas.1403112111)). -* Similarly, the representations learned by self-supervised models produce good matches to the ventral pathway ([Talia Konkle, George Alvarez, 2020.](https://doi.org/10.1167/jov.20.11.498)). -* Recently, it was shown that it is not only possible to predict neural responses in the ventral pathway but also in the dorsal pathway with a model that has two parallel pathways ([Bakhtiari et al., 2021.](https://doi.org/10.1101/2021.06.18.448989)). -* We trained self-supervised models on videos from treeshrew and rat's point of view with two pathways. -* RSA is used to compare two representational spaces: - * Response matrices are created for every brain area and every layer of the ANNs, where each element represents the response of a neuron to a video sequence. - * Use Pearson correlation to calculate the similarity of every pair of columns in the response matrix, forming a Representation Dissimilarity Matrix (RDM). - * The RDMs describe the representation space in a network, either a brain area or an ANN layer. - * Kendall’s τ is used between the vectorized RSMs to quantify the similarity between the two representations. - -### Tools - -The "Evaluating ANNs of the Visual System with RSA" project will rely on the following technologies: -* **AllenSDK** for mouse brain data -* **PyTorch** to retrieve the representations of the ANNs -* **rsatoolbox** for the RSA analysis -* **Plotly**, **Matplotlib** and **Seaborn** for visualizations - -### Data - -* Our collaborators videos from treeshrew and rat's point of view, which were used to train the ANN models of the visual system using SSL. -* Calcium imaging data from the [Allen Brain Observatory](https://observatory.brain-map.org/visualcoding/). - -### Deliverables - -At the end of this project, we have: -* A [GitHub repository](https://github.com/brainhack-school2024/crijnen_project) containing the code and model checkpoints to reproduce my results -* A [jupyter notebook](https://github.com/brainhack-school2024/crijnen_project/blob/main/notebooks/analysis.ipynb) of the RSA -* A [jupyter notebook](https://github.com/brainhack-school2024/crijnen_project/blob/main/notebooks/results.ipynb) containing the visualisations of my analysis - -## Results - -### Visualizing the Representational Similarity Analysis - -The following figures show the results of the RSA between the visual system of the mouse brain and the ANNs of the visual system trained on treeshrew and rat videos. -Each figure shows the similarity between the representations of the visual system and the ANNs for five different brain areas. -The noise ceiling is shown in grey, the similarity between the representations of the visual system and the rat ANNs is shown in blue, and the similarity between the representations of the visual system and the treeshrew ANNs is shown in red. -Since the ANN models have two parallel pathways, the similarity between the representations of the visual system and the two pathways of the ANNs are shown separately. -Two stimuli were used: Natural Movie One and Natural Scenes. For each stimulus, I used two depths of mouse brain recordings from the allen brain observatory: 175 and 275, respectively. - -#### Natural Movie One Stimuli - -![depth 175](nm_175.png) -![depth 275](nm_275.png) - -#### Natural Scenes Stimuli -![depth 175](ns_175.png) -![depth 275](ns_275.png) - -## Conclusion and acknowledgement - -The results show that the representations of the visual system in the mouse brain are more similar to the representations of the ANNs trained on rat videos than to the ones trained on treeshrew videos. - -I would like to thank the brainhack school for providing me with the opportunity to work on this project. I would also like to thank my collaborators for providing me with the data and the guidance to complete this project. - -## References - -* [Yamins et al., 2014. Performance-optimized hierarchical models predict neural responses in higher visual cortex](https://doi.org/10.1073/pnas.1403112111) -* [Talia Konkle, George Alvarez, 2020. Deepnets do not need category supervision to predict visual system responses to objects](https://doi.org/10.1167/jov.20.11.498) -* [Bakhtiari et al., 2021. The functional specialization of visual cortex emerges from training parallel pathways with self-supervised predictive learning](https://doi.org/10.1101/2021.06.18.448989) diff --git a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_175.png b/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_175.png deleted file mode 100644 index 7b37d269..00000000 Binary files a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_175.png and /dev/null differ diff --git a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_275.png b/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_275.png deleted file mode 100644 index c3400967..00000000 Binary files a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/nm_275.png and /dev/null differ diff --git a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_175.png b/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_175.png deleted file mode 100644 index 69bd290b..00000000 Binary files a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_175.png and /dev/null differ diff --git a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_275.png b/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_275.png deleted file mode 100644 index ed2ee588..00000000 Binary files a/content/en/project/Evaluating-ANNs-of-Visual-System-with-RSA/ns_275.png and /dev/null differ diff --git a/content/en/project/Exploring-PCN-Toolkit/CorticalParcellationExample.png b/content/en/project/Exploring-PCN-Toolkit/CorticalParcellationExample.png deleted file mode 100755 index cd068d34..00000000 Binary files a/content/en/project/Exploring-PCN-Toolkit/CorticalParcellationExample.png and /dev/null differ diff --git a/content/en/project/Exploring-PCN-Toolkit/FSL_recon.png b/content/en/project/Exploring-PCN-Toolkit/FSL_recon.png deleted file mode 100755 index baa12d69..00000000 Binary files a/content/en/project/Exploring-PCN-Toolkit/FSL_recon.png and /dev/null differ diff --git a/content/en/project/Exploring-PCN-Toolkit/SegExample.png b/content/en/project/Exploring-PCN-Toolkit/SegExample.png deleted file mode 100755 index d6b32f80..00000000 Binary files a/content/en/project/Exploring-PCN-Toolkit/SegExample.png and /dev/null differ diff --git a/content/en/project/Exploring-PCN-Toolkit/index.md b/content/en/project/Exploring-PCN-Toolkit/index.md deleted file mode 100644 index 10914e57..00000000 --- a/content/en/project/Exploring-PCN-Toolkit/index.md +++ /dev/null @@ -1,124 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2022-07-29" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Exploratory Work on the Predictive Clinical Neuroscience (PCN) Toolkit" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Andjela Dimitrijevic] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/dimitrijevic_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [pcn-toolkit, github, hpc, brainhack cloud] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "My project consists of exploring the predictive normative modelling (PCN) toolkit via their numerous tutorials. It contains a markdown file for future new users of this package. It also includes steps on how to format your own data to use this toolkit. Finally, some cloud computing user guides will be touched upon." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "FSL_recon.png" ---- - - -# Project definition - -## Background - -The PCN toolkit aims at providing diffferent tools of **normative modelling** for understanding *psychiatric disorders* at the individual level including:
    -- Data selection, -- Data preparation, -- Algorithm & modelling, -- Evaluation & interpretation
    - -I was interesting in how to use this tool because it overlaps with my PhD work on trying to find a neuroimaging atlas for pediatric population. Hence, I wanted to see if it would be useful with the data I have. - -## Objectives - -The aim of this project will be decomposed into three sub-objectives: -* Start off with the available tutorial on the PCN toolkit documentation to get familiar to it -* Use another set of data if possible to follow through the available steps that this toolkit offers -* Adapt some functionalities which were found to be less intuitive to work with
    -* Learn some new tools throughout this work - -All of these three sub-objectives will be **documented** to be able to be **reproduced** in later or other exploratory works. - -### Tools -This project relied on numerous tools throughout its creation: -- [PCN Toolkit](https://pcntoolkit.readthedocs.io/en/latest/) and their [GitHub page](https://github.com/amarquand/PCNtoolkit) to explore their tutorials -- Google Colab to follow through some of the tutorials -- Bash Terminal constantly when moving files or using Git -- High performance computing (HPC) through accessing the BrainHack cloud -- Markdown to structure the tutorial guides -- Git and GitHub for version control and making the project reproducible - - - - - - - - -## Data - -In the end, this project does not use data a lot because guides for using some neuroimaging tools are presented instead. However, FreeSurfer was used on two subjects of the publicly available longitudinal [Calgary Preschool Dataset](https://osf.io/axz5r/). - - -## Results: Deliverables of this project - -At the end of this BrainHack school, these files will be made available: -- A [GitHub page](https://github.com/brainhack-school2022/dimitrijevic_project) containing all the modifications that were made to the PCN-toolkit tutorials - - A [markdown file](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/PCNTutorial_steps/where_to_start.md) on where to start with the PCN-toolkit tutorials and [another](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/PCNTutorial_steps/data_formatting.md) on how to format the data adequately all in the PCNTutorial_steps directory on GitHub - - A [markdown file](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/BrainHackCloud_steps/get_connected.md) on getting connected to the BrainHack Cloud to access HPC clusters as well as [one](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/BrainHackCloud_steps/neurodesk_access.md) on testing out the Neurodesktop container all in the BrainHackCloud_steps directory on GitHub - - - -## Progress overview - -At first, I thought using the Calgary Preschool Dataset would have been enough to do the analysis with the PCN-toolkit. However, this dataset seems too small (only 64 subjects) for that type of analysis. Furthermore, it was lacking cortical thickness maps which is an essential feature to be analyzed. Hence, that's why I started connecting to the HPC during the last week of the BrainHack school to be able to run FreeSurfer recon-all function on all subjects. This too came with its specific challenges. First, getting connected to the BrainHack cloud from my own computer did not work directly. Second, it took quite long to run the wanted FreeSurfer command on the NeuroDesk test server on one subject. Also, FreeSurfer bases its cortical thickness maps on previous registration tasks using adult templates (by default the Talairach atlas). This can incorporate biases and render the results to be faulty as shown on the two figures below. Indeed, some regions are not well delineated whether it be for the white matter and gray matter segmentation on Fig. 1 or the wrong specific parcellations shown by the green rectangle on the second figure. - -
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    Fig. 1 Example of white matter segmentation on a subject

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    Fig. 2 Parcellations of the right and left hemisphere pial surface for cortical analyses

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    - - -The final presentation on this project is avaible via [this link](https://docs.google.com/presentation/d/1BBGOiibHYFYnNmN_DVhKsS1oMsixU5fQ7aqgNR5F5jc/edit?usp=sharing) for further details. - - -## Detailed actions - -*Reported GitHub issue to alert the PCN-toolkit tutorial writers* - -The BLR_protocol tutorial is more easily ran locally and does not work because of the older python version available on Google Colab. The solution of running it locally has all been explained in the [where_to_start md file](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/PCNTutorial_steps/where_to_start.md). To consult the reported issue click [here](https://github.com/predictive-clinical-neuroscience/PCNtoolkit-demo/issues/6) - -*Accessed the neurodesktop via the BrainHack Cloud successfully* - -The neurodesktop test server is great and easily accessible through the browser with various neuroimaging tools. Their test server is available via this [link](https://www.neurodesk.org/docs/neurodesktop/getting-started/play/) without any installation required. Also, installing and accessing this neurodesktop container through the BrainHack cloud was succesful. However, an important note is that running the NeuroDesk container via Docker should first be done on a virtual machine and NOT directly on the cloud. - - -*Obtained recon-all FreeSurfer results for one subject* - -This was ran directly on the test server which is an interesting tool easily usable by everyone. The results could not be loaded as a zip file in the main GitHub repository for this project because of their size. However, this took approximately 7 hours to run because it was done on the available resources on the test server. Hence, using BrainHack cloud resources to parallelize everything is suggested. - -## Future Work -Some future steps which will be done to follow through this project are presented below: - -- Aggregating multiple pediatric datasets to have more subjects and also different sites to analyze with the PCN-Toolkit -- Submitting a job to the slurm scheduler to obtain cortical thickness maps of the data, but with an appropriate atlas -- Uploading this newly modified data via DataLad tools to make it more reproducible - - -## Conclusion and acknowledgement - -To conclude, the initial objectives of this project have been slightly modified. However, I am still glab with all the new essential tools I have learned throughout the weeks during this BrainHack school. I would like to thank all the instructors, but specifically the ones from the group-analysis pod which made this experience smoother! :fireworks: diff --git a/content/en/project/Feature_visualization_occlusion/cover_picture_bh_2022.png b/content/en/project/Feature_visualization_occlusion/cover_picture_bh_2022.png deleted file mode 100644 index 368a9471..00000000 Binary files a/content/en/project/Feature_visualization_occlusion/cover_picture_bh_2022.png and /dev/null differ diff --git a/content/en/project/Feature_visualization_occlusion/index.md b/content/en/project/Feature_visualization_occlusion/index.md deleted file mode 100644 index 289037db..00000000 --- a/content/en/project/Feature_visualization_occlusion/index.md +++ /dev/null @@ -1,89 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-08-07" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Experimenting with Occlusion methods to visualize the features learned by a CNN from audio or visual inputs" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Maëlle Freteault] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/freteault_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Neural network, visualization, features, module] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project has for goal to explore, understand and learn how to create comprehensive visualizations of the features learned by a convolution neural network, whether the model is specialized in auditory or visual input." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. - -image: "cover_picture_bh_2022.png" ---- - - -# Weights and features visualisation of a neural network - -## Context -As Deep Neural Networks become more investigated and used in many fields, the question of how and what such networks decipher in data arise along. These questions seem particularly relevant when using brain encoders and decoders, since it will greatly help in understanding how such models whether differ from actual brain processing, or work in similar way, as much as our knowledge goes about these processes. Visualisation of weights and how they specialized or not in differents features in trained networks and during the training could help in better understanding brain processing. -![weights visualisation](weights_visu.png) - -## Project Definition and Overview - -### Current state of the project - This project was made during Brainhack School 2022 in Montréal, and at first it was supposed to be a whole pytorch module to simplify neural networks investigations. - As I delved further into this field, I quickly realized that this goal was far too wide for a 4-weeks project, so I began experimenting differents libraries such as Pytorch and Tensorboard. - Even if BrainHack School has ended, this project is still a work in progress, as it give me an excuse to play and experiment with different ways to visualize model weights & features. - Right now I'm examining occlusion as a way to investigate CNN processing, especially in visual and audio modality. - -![visual occlusion](occlusin.png) - -### Installation of Deliverable -Right now, the module is still quite empty as it is more a playground than anything else. -I still intend to develop it more, so that it can be used to visualize activation maps and heatmaps resulting from occlusion in CNN, especially in audio CNN. - -Even so, I tried to have a public repository clean and easily shareable ; You can install this module by downloading it from GitHub and and using the following command inside the repository : - -`pip install -e .` - -## To-Do List (not ordered) -- finish occlusion test with VGG16 and others visual networks : on it -- implementing auditory occlusion (time, frequency): on it -- exploring others occlusion caracteristics (visual, audio) -- implementing real testing that makes sense for this project -- separating user's interface (occlusion module) from source code -- create more utils for modifying data samples -- documenting the functions -- ... and a lot more probably. - -## Tools that are used in this project -- Python and Python libraries: - - Deep Neural Networks : Pytorch.nn, Torchvision and Pytorch.utils.tensorboard (some trials in Keras, not present in the repo) - - basic data manipulation : Numpy, Pandas, PIL, Librosa ... - -- High Performance Computing : Compute Canada (trial tests with Tensorboard) -- Control Versioning : Git and Github -- module packaging : pypi, setuptools -- testing (WIP, not present in this repo) : pytest, GitHub Actions - - ## Bibliography - Here's some documentation that I used to better understand the field: - - [Visualizing Weights](https://distill.pub/2020/circuits/visualizing-weights/) by Voss and collaborators - - [The Building Blocks of Interpretability](https://distill.pub/2018/building-blocks/) by Olah and collaborators - - [Looking inside neural nets](https://ml4a.github.io/ml4a/looking_inside_neural_nets/) - - [A Guide to Understanding Convolutional Neural Networks (CNNs) using Visualization](https://www.analyticsvidhya.com/blog/2019/05/understanding-visualizing-neural-networks/) by Saurabh Pal - - [An Interactive Visualization for Feature Localization in Deep Neural Networks](https://www.frontiersin.org/articles/10.3389/frai.2020.00049/full) by Zurowitez and Nattkemper - - [A Survey on Understanding, Visualizations, and Explanation of Deep Neural Networks](https://arxiv.org/abs/2102.01792) by Atefeh Shahroudnejad - - [Visualizing Convolution Neural Networks using Pytorch](https://towardsdatascience.com/visualizing-convolution-neural-networks-using-pytorch-3dfa8443e74e) by Niranjan Kumar - - [#028 PyTorch – Visualization of Convolutional Neural Networks in PyTorch](https://datahacker.rs/028-visualization-and-understanding-of-convolutional-neural-networks-in-pytorch/) - - -## Conclusion and acknowledgement - -Thanks for everyone in the brainhackschool team ! diff --git a/content/en/project/Feature_visualization_occlusion/occlusin.png b/content/en/project/Feature_visualization_occlusion/occlusin.png deleted file mode 100644 index 87379f18..00000000 Binary files a/content/en/project/Feature_visualization_occlusion/occlusin.png and /dev/null differ diff --git a/content/en/project/Feature_visualization_occlusion/weights_visu.png b/content/en/project/Feature_visualization_occlusion/weights_visu.png deleted file mode 100644 index 0b11b141..00000000 Binary files a/content/en/project/Feature_visualization_occlusion/weights_visu.png and /dev/null differ diff --git a/content/en/project/Images10k-compendium/Images10k_logo.png b/content/en/project/Images10k-compendium/Images10k_logo.png deleted file mode 100644 index 7f365997..00000000 Binary files a/content/en/project/Images10k-compendium/Images10k_logo.png and /dev/null differ diff --git a/content/en/project/Images10k-compendium/Images10k_logo.png:Zone.Identifier b/content/en/project/Images10k-compendium/Images10k_logo.png:Zone.Identifier deleted file mode 100644 index c20eb4d3..00000000 --- a/content/en/project/Images10k-compendium/Images10k_logo.png:Zone.Identifier +++ /dev/null @@ -1,3 +0,0 @@ -[ZoneTransfer] -ZoneId=3 -HostUrl=https://chatgpt.com/ diff --git a/content/en/project/Images10k-compendium/index.md b/content/en/project/Images10k-compendium/index.md deleted file mode 100644 index 0f4429a2..00000000 --- a/content/en/project/Images10k-compendium/index.md +++ /dev/null @@ -1,107 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-18" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Images10K Compendium" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Sara Barbu, Lune Bellec] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/Barbu-Images10K - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://sarabarbu.github.io/Images10k-compendium/ - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [images, visualization, markdown, jupyter] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "A web-based tool for exploring visual datasets across real-world categories using carousels, tables, and interactive views." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Images10k_logo.png" ---- - - -## Project definition - -### Background - -Many studies in cognitive neuroscience still use really simplified or artificial images, like objects on plain backgrounds.That can limit ecological validity and create a disconnect between what you see in the lab and real world perception. In contrast to that, Images10K provides naturalistic scenes, showing objects in their natural environments, which makes it easier to study how people understand visual scenes in real-world contexts. This approach fits with recent work that emphasizes the importance of using more realistic images in research (Hosu, Lin, Szirányi, & Saupe, 2019). - -This project is based on the Images10K dataset — containing over 8,000 naturalistic images, annotated by human participants on the Zooniverse platform. The overall goal is to provide a well-organized and richly annotated image set (8,382 images, 15 semantic categories) that can be reused for training visual recognition models in AI and neuroscience - -### Tools - -- **GitHub** for version control and to organize the project in a clear, collaborative, and shareable format. -- **DataLad** to retrieve and manage the dataset in a reproducible way. -- **Python scripts** to filter images by category, convert metadata formats, and prepare image paths for display. -- **Jupyter Notebooks** to explore the metadata, test visualizations, and generate previews of the dataset. -- **Dash Bootstrap Components** to build interactive UI elements like carousels and dropdown menus for browsing images. -- **MyST Markdown** to structure the content of the interactive website and document the project cleanly within Jupyter Book. -- **Ubuntu terminal** to navigate the file system, run scripts, and better understand how to work with files and folders at the command line. - -## Data - -The dataset includes: -- Over 8,000 naturalistic images, stored in semantically organized folders based on object categories -- Annotated labels for each image, including category, subcategory, and file path -- High-level semantic classifications (e.g., living vs. non-living, natural vs. artificial) -- Rich image-level metadata such as: - - Number of participant annotations (via Zooniverse) - - Inter-participant agreement scores - - License information and usage permissions - - Source URLs and author attributions - -### Deliverables - -- A structured GitHub repository with scripts, metadata, and documentation -- Jupyter Notebooks for metadata preview and exploratory analysis -- An interactive web interface built with Jupyter Book and MyST Markdown -- Image carousels and scrollable metadata tables for category-based exploration -- Downloadable metadata files hosted via Google Drive - -## Results - -### Tools I learned during this project - -Tools are listed above in the Tools section - -### Results - -#### Deliverable: - -##### Link to view google slide presentation -[presentation](https://docs.google.com/presentation/d/1INdPO4mDrgXu64EogxEHda7Kbf1mZ-EG5l1t3ICp8UQ/edit?usp=sharing) - -##### Link to the Image10k-Compendium Website -You can view the full project and explore the carousels here: -[**Image10k Compendium Website**](https://sarabarbu.github.io/Images10k-compendium/) - - **Note** Only a limited set of images is included on the website due to GitHub storage and bandwidth constraints. - - **Note** The interactive carousels (Dash apps) **require Python to run**, so they won’t launch directly in the website view. - -##### To view the carousels interactively on the Website: - -1. **Clone this repository**: - [Images10k-compendium](https://github.com/SaraBarbu/Images10k-compendium) - -2. **Install dependencies**: - `pip install -r binder/requirements.txt` - -3. **Run both notebooks** in the `content/` folder: - - `animated_being.ipynb` - - `Objects.ipynb` - - - -## Conclusion and acknowledgement - -This project helped me learn how to organize data and build interactive visual tools using Dash and Jupyter. 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If alone, simple put your name within [] -names: [Shima Rastegarnia] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/BHS_project_SRastegarnia - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/BHS_project_SRastegarnia), click `manage topics`. -# Please only lowercase letters -tags: [fmri, machine Learning, deep learning, classification, artificial neural network, brain decoding, visual stimuli] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Brain decoding is a neuroscience field that concerned about different types of stimuli from information that has already been encoded and represented in the brain by networks of neurons. My goal for this project is learning the fundamentals of brain decoding. Moreover, I compared the performance of seven different common classification approaches including Naive Bayes, Nearest Neighbours, Neural Networks, Logistic Regression, Support vector machine, Decision tree and finally the Artificial Neural Network on Haxby dataset." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "FlowerBouquet.png" ---- - - -# Intro to brain decoding and classification on Haxby dataset using seven different common approaches - -
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    - -## Project definition - -### Background -I have B.S in computer software engineering and currently I am a Master’s student in computer science at Université de Montréal (Jan. 2020). Since I am still in the early steps of my master’s project, my main goal is to learn as much as possible and making use of several tools that we have learned during BHS training courses. -
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    - - -### Brain_decoding overview -Brain decoding or mind-reading using neuroimaging data has been an active topic for years. A part of this project focused on brain decoding using visual stimuli. In the human brain, the functional architecture of the object vision pathway can be investigated using fMRI. It can be done by considering the patterns of response in the ventral temporal cortex while subjects are looking at the different objects. Several studies indicate that the brain responses to the vision of each category of objects are widely distributed and overlapping. Therefore, a distinct pattern of response exists for each stimulus category in the ventral temporal cortex. - -### Project -For BHS project, I ran and compared the results of six common classifiers ("Naive Bayes", "Nearest Neighbours", "Neural Networks", "Logistic Regression", "Support vector machine" and "Decision trees" classifiers) on Haxby dataset. During the classification stage, I was trying to find the best results for each approach by playing with parameters. As an example, for Neural Networks classifier, my accuracy result increased significantly when I changed some parameters (it is indicated in the Classifiers.ipynb). -This change of accuracy made me curious about training ANN on Haxby dataset to examine its performance and learn better about this method (that wasn't a plan at the beginning). Moreover, to make the notebook reproducible and easy to follow for those who don't have a background of machine learning (similar to me before Brainhack school!), I have added a clear description for each cell and a quick overview of each classifier's theory. - - -### Tools -* Git/Github -* Nilearn & sklearn -* Python visualization, statistics & machine learning libraries (e.g. NumPy, Seaborn, scikit-learn, Matlplotlib, nibabel, graphviz, and pydotplus) -* Compute Canada/Calcul Québec -* Binder -* Terminal and Shell commands - -### Data -For this project I used [Haxby et al.(2001)](http://data.pymvpa.org/datasets/haxby2001/) which is a high-quality block-design fMRI dataset from a study on face & object representation in the human ventral temporal cortex (This cortex is involved in the high-level visual processing of complex stimuli). The dataset consists of 6 subjects with 12 runs per subject. In this experiment during each run, the subjects passively viewed greyscale images of 8 object categories, grouped in 24s blocks separated by rest periods. Each image was shown for 500ms and was followed by a 1500ms inter-stimulus interval. - -### Progress overview - -**Week 1:** During BHS training week I was trying to use the new concepts that we learned, by practicing and following different tutorials. I started using Git & Github. - -**Week 2:** In the second week, I created the README file, made slides and became prepare for the project draft presentation. Moreover, I started to play with brain decoding scripts, mostly by following Nilearn and sklearn tutorials. I explored how they work by experimenting and personalizing them. - -**Week 3:** From the third week, I started to create my main jupyter notebook called [Classifiers.ipynb](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/Classifiers.ipynb) to try six different classification methods on Haxby dataset and compare the results. For me, this approach was challenging not only because of writing scripts but also for understanding the classifiers algorithms and work follows. Since I am new in this field and have never had a machine learning course before, I had to read several references to figure out these approaches, their strengths, and their weaknesses. It gave me the opportunity to learn about several ML models and to get a much better understanding of the reasons that some classifiers return better results on certain datasets compared to the rest. - -**Week 4 & 5:** During these weeks, I executed some performance metrics such as "Classification Accuracy”, "Cross-Validation" and “Confusion Matrix” in order to check my different ML model results. I added a quick review for each classifier algorithm to make my notebook reproducible and easy to understand for everyone even those without ML background. - -Additionally, I uploaded and ran one of my scripts on Compute Canada. - -After finishing all the mentioned tasks, I decided to take advantage of the remaining time of the 5th week by training a multi-layer network. As was mentioned above, I chose the ANN model. This notebook can be found as [ANN_onHaxby.ipynb](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/ANN_onHaxby.ipynb). Similar to the previous notebook I added a quick review about the ANN algorithm and some explanation for all the cells in order to make it easy to follow. - -*I have written down all my progressions in detail, divided per week, in my BHS repository [README](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/README.md) file under "TO-DO LIST " section.* - -### Results -As depicted in the following image the support vector machine classification has the best performance comparing to the other mentioned classifiers, while the decision tree returned the worst accuracy, which is understandable considering the classifiers algorithms and the nature of the data. - -
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    - - -  - -The following figure demonstrates the six classifiers confusion matrices. -
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    - -  - -Here, we see the ANN confusion matrix and the accuracy results. The accuracy is increased from each epoch to the next one that demonstrates how during this supervised phase, the network is taught what is the desired output. - -
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    - -  - -However, some methods seem to work better than others, It shouldn’t be forgotten that the size and type of data play an important role in the results of different models. As an example, generally multi-layer networks have better results on big datasets. In this case, the results are desirable considering the small size of the input data. - -  - -## Tools I learned during this project -Besides all the tools said earlier, I touched TensorFlow as well! - -## Conclusion -Along with many open science tools that I have learned and used during this course; BHS was a great introduction to machine learning. I trained several machine learning classification methods to learn and compare their performance on the Haxby dataset that helped to strengthen my skills in Python and using ML/DL models. - -In the beginning, I explored brain decoding scripts by following tones of tutorials (mostly from Nilearn and sklearn). In the next step, I created a notebook to improve my coding skills and ML knowledge by evaluating the performance of seven different classifiers. I used plotly for making interactable graphs to demonstrate the results. -In the end, I tried my first ever multi-layer algorithm which was an artificial neural network. -Additionally, the focus on reproducible science taught me how to make a deliverable project based on an open-science concept. - -## Deliverables - -* [Jupyter Notebook with code for comparing different classifiers](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/Classifiers.ipynb) -* [Jupyter Notebook with code for Artificial Neural Network model training](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/ANN_onHaxby.ipynb) -* [Jupyter Notebook with code for introduction to brain decoding](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/BHS_Haxby_BrainDecoding.ipynb) -[Jupyter Notebook with code to produce plots of my results](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/Data-visualization.ipynb) (week three deliverable) -* [Batch script used on Compute Canada to run BHS_Haxby_BrainDecoding.py script](https://github.com/brainhack-school2020/BHS_project_SRastegarnia/blob/master/BHS_Batch.sh) -* [Github repository including project description with all mentioned Jupyter Notebooks clearly commented](https://github.com/brainhack-school2020/BHS_project_SRastegarnia) (Please use Binder to see all the results!) -* [First](https://drive.google.com/open?id=1ABaOXwWPks8xB28OlkiwDvqx7D0B2htQ) and [Final](https://drive.google.com/file/d/1qFHRrdjRLgfP-5dDYNs12vHyDhFCYVp6/view?usp=sharing) presentation slides -* The final report summarizing the entire project and my progression. - - -## Future directions -My goals post brain hack school would be increasing my knowledge of machine learning and deep learning by training more complicated models including GCN on new datasets! Also, I hope to try more tools for neuroimaging analysis and preprocessing data. - -## Aknowledgments -During BHS, I learned a lot of new tools and so many skills that I will definitely use in the future. I would like to thank all the BHS organizers, instructors, and TAs for sharing their knowledge and putting together this amazing course. Special thanks to Pierre Bellec and my clinic instructors Désirée, Valerie, and Jacob for helping me out with different aspects of my project. -Thanks for giving me this opportunity! - -## References - -1. Distributed and Overlapping Representations of Faces and Objects in Ventral Temporal Cortex, Haxby et al. 2001 -2. https://machinelearningmastery.com/exploding-gradients-in-neural-networks/ -3. https://medium.com/data-science-group-iitr/loss-functions-and-optimization-algorithms-demystified-bb92daff331c -4. https://towardsdatascience.com/the-vanishing-gradient-problem-69bf08b15484 -5. https://scikit-learn.org/stable/modules/generated/sklearn.metrics.accuracy_score.html -6. https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html -7. https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.LogisticRegression.html -8. https://scikit-learn.org/stable/modules/svm.html -9. https://scikit-learn.org/stable/modules/generated/sklearn.svm.SVC.html#sklearn.svm.SVC -10. https://towardsdatascience.com/introduction-to-artificial-neural-networks-ann-1aea15775ef9 -11. https://towardsdatascience.com/building-your-own-artificial-neural-network-from-scratch-on-churn-modeling-dataset-using-keras-in-690782f7d051 -12. https://nilearn.github.io/auto_examples -13. https://scikit-learn.org/stable/modules/generated/sklearn.model_selection.train_test_split.html -14. https://towardsdatascience.com/categorical-encoding-using-label-encoding-and-one-hot-encoder-911ef77fb5bd -15. https://scikit-learn.org/stable/modules/generated/sklearn.neural_network.MLPClassifier.html#sklearn.neural_network.MLPClassifier -16. https://github.com/ncarlson01/chat_ML -17. https://scikit-learn.org/stable/modules/generated/sklearn.neighbors.KNeighborsClassifier.html?highlight=kneighbors#sklearn.neighbors.KNeighborsClassifier -18. https://scikit-learn.org/stable/supervised_learning.html#supervised-learning - diff --git a/content/en/project/Intro-BrainDecoding-BHS/logo.png b/content/en/project/Intro-BrainDecoding-BHS/logo.png deleted file mode 100644 index 4935093e..00000000 Binary files a/content/en/project/Intro-BrainDecoding-BHS/logo.png and /dev/null differ diff --git a/content/en/project/Intro-to-fMRIPrep-Preprocessing/bhs2020.png b/content/en/project/Intro-to-fMRIPrep-Preprocessing/bhs2020.png deleted file mode 100644 index d211b685..00000000 Binary files a/content/en/project/Intro-to-fMRIPrep-Preprocessing/bhs2020.png and /dev/null differ diff --git a/content/en/project/Intro-to-fMRIPrep-Preprocessing/index.md b/content/en/project/Intro-to-fMRIPrep-Preprocessing/index.md deleted file mode 100644 index 681a4645..00000000 --- a/content/en/project/Intro-to-fMRIPrep-Preprocessing/index.md +++ /dev/null @@ -1,71 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "fMRIPrep 101 - Pre-processing fMRI data and extracting connectivity matrices" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Frederic St-Onge] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/stong3_fMRI_processing - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, fmriprep, connectivity, nilearn] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aimed to understand how to pre-process fMRI data using fMRIPrep. Through this learning experience, a tutorial was created." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bhs2020.png" ---- - - -## Project definition - -### Background - -Having little experience with neuroimaging and my PhD thesis using fMRI, I wanted to be able to start from raw data (in BIDS format) and learn how to process the data until I obtain derivatives (i.e. connectivity matrices). Based on the current PhD project that I am working on, using various atlases leads to varying results. As such, I wanted to extract connectivity matrices from pre-processed time-series using Nilearn, which comes pre-loaded with several atlases of interest. Finally, as most of my work will involve large cohorts (which might not be feasible to do on a personal computer), I wanted to be able to realize these analyses on a HPC, where resources can be used appropriately. Please note that more information on the project is available on [Github](https://github.com/brainhack-school2020/stong3_fMRI_processing). - - - -### Tools - -The project used the following tools: - * Docker (for bids-validator and fMRIPrep) - * Bids-validator (to validate bids) - * fMRIPrep (to pre-process data) - * Jupyter notebook (for deliverables) - * Nilearn (to extract connectivity matrices) - * Github (to version control and share the project) - -### Data - -The data used is a single, anonymized, subject from the Prevent-AD. We used 2 fMRI visits. Data is not available for reproduction, but more details on the cohort can be found [here](https://portal.conp.ca/dataset?id=projects/preventad-open) - -### Deliverables - -At the end of this project, we will have: - - A Jupyter notebook detailing the failed first project. - - A Jupyter notebook detailing the current fMRIPrep project. - - A complete GitHub repo detailing the process. - -## Results - -### Github repo - -For more details on the deliverables, please refer to the GitHub repo available [here](https://github.com/brainhack-school2020/stong3_fMRI_processing). - -The tutorial was designed to be: 1) Easy to use, 2) Comprehensive and 3) Hopefully fun! - -## Conclusion and acknowledgement - -In conclusion, I was able to learn a lot of new tools and gain a deeper understanding of fMRIPreprocessing. I was able to create a tutorial on using fMRIPrep that, hopefully, will also serve others learning this software! - -I want to thank my instructor, Desiree Lussier, and all the BHS2020 team for allowing me to learn so much in a short span of a month! diff --git a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S13_TRFs.jpg b/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S13_TRFs.jpg deleted file mode 100644 index 96217d87..00000000 Binary files a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S13_TRFs.jpg and /dev/null differ diff --git a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S18_TRFs.png b/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S18_TRFs.png deleted file mode 100644 index a9b232e0..00000000 Binary files a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S18_TRFs.png and /dev/null differ diff --git a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S38_TRFs.png b/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S38_TRFs.png deleted file mode 100644 index f7df5c69..00000000 Binary files a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/S38_TRFs.png and /dev/null differ diff --git a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/index.md b/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/index.md deleted file mode 100644 index ae10b257..00000000 --- a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/index.md +++ /dev/null @@ -1,79 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-25" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Investigating the effect of alpha band on TRFs" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Kuan-Yu Chen, Ruo-Chi Yao, Liang-Mei Lin, Ming-Feng Hsin] - -# Your project GitHub repository URL -github_repo: https://github.com/Aiame/2024_brain_hack_school_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [eeg, github, eelbrain, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In our study of three participants, removing the alpha band affected TRFs, with some features being suppressed and others enhanced. This simplification highlighted local signals, making brain activity clearer. However, it's unclear if these enhanced signals represent true brain activity or noise, requiring further analysis for validation." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "S38_TRFs.png" ---- - - -## Project definition - -### Background -The alpha band (α-wave) is a type of brainwave with a frequency range of approximately 8 to 12 Hz, often associated with relaxation and closed-eye states. Temporal Response Functions (TRFs) are models used to analyze the brain's response to time-series stimuli, particularly in the context of speech processing. - -Given our interest in understanding whether α-waves influence TRFs during language processing, our project aims to explore the impact of including or excluding α-waves on TRFs. Using an open dataset, we seek to determine how the presence or absence of α-waves affects the modeling and interpretation of neural responses in speech processing. - -## Data -### Stimuli -For the EEG recordings in the Alice Dataset, participants listened to the first chapter of "Alice’s Adventures in Wonderland." This chapter consists of 2,129 words arranged into 84 sentences, with an average sentence length of 25.8 words (SD = 24.2). The total duration of the audio is approximately 12.4 minutes. - -### Participants - -The study included 49 adult participants who were native English speakers, aged between 18 and 29, with 14 males in the group. All participants reported having normal hearing and no neurological disorders. - -### Procedure -Participants were equipped with 61 actively-amplified electrodes plus one ground electrode (actiCap, Brain Products GmbH), arranged according to the Easycap M10 layout for uniform scalp coverage. During the experiment, the audiobook was played at a volume set 45 dB above the participant’s hearing threshold. After the audio session, participants completed an eight-question multiple-choice quiz about the story. The experimental session took between 1 to 1.5 hours to complete. - -In our project, 3 EEG data sets were chosen randomly. -This repository offer the analyzed TRF, you might want to download because running the analysis from scratch could be time consuming - - -### Tools -The dataset processing by using mne-python - -### Workflow --- download data from the Alice repository and run estimate_trf script to get the processed data - --- use the raw data to do ICA, remove the reaction of alpha band and save as a new fif - --- run estimate_trf again to get the removed alpha data - -![procedure](https://github.com/Aiame/2024_brain_hack_school_project/assets/127302047/02da82a1-8a8f-471f-b1e0-2bd33666e010) - -## Results -subject 13 -![output1](https://github.com/Aiame/2024_brain_hack_school_project/assets/127302047/59d47fd7-c0da-46c0-95d3-c3bede280c8b) -subject 18 -![output2](https://github.com/Aiame/2024_brain_hack_school_project/assets/127302047/f506544d-c1b5-43d7-ba86-0e52ab8b5b2d) -subject 38 -![output](https://github.com/Aiame/2024_brain_hack_school_project/assets/127302047/1746d269-7fec-4b13-ab4d-1a6ebcfe9f49) - -## Conclusion and acknowledgement -In our study of three participants, removing the alpha band affected TRFs, with some features being suppressed and others enhanced. This simplification highlighted local signals, making brain activity clearer. However, it's unclear if these enhanced signals represent true brain activity or noise, requiring further analysis for validation. - -### Reference -Alice dataset: https://github.com/Eelbrain/Alice/tree/main - -Bhattasali, S., Brennan, J., Luh, W. M., Franzluebbers, B., & Hale, J. (2020). The Alice Datasets: fMRI & EEG observations of natural language comprehension. In Proceedings of the Twelfth Language Resources and Evaluation Conference (pp. 120-125). - diff --git a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/procedure.jpg b/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/procedure.jpg deleted file mode 100644 index fcb3d11a..00000000 Binary files a/content/en/project/Investigating-the-effect-of-alpha-band-on-TRFs/procedure.jpg and /dev/null differ diff --git a/content/en/project/MEG-TRF/cover.png b/content/en/project/MEG-TRF/cover.png deleted file mode 100644 index 6c9e77de..00000000 Binary files a/content/en/project/MEG-TRF/cover.png and /dev/null differ diff --git a/content/en/project/MEG-TRF/index.md b/content/en/project/MEG-TRF/index.md deleted file mode 100644 index 2e713b62..00000000 --- a/content/en/project/MEG-TRF/index.md +++ /dev/null @@ -1,127 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-14" # Date you first upload your project. -# Title of your project (we like creative title) -title: "MEG Meets Stories - TRF Analysis of Continuous Speech in SMN4Lang" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Wang Chi] - -# Your project GitHub repository URL -github_repo: https://github.com/Chi-WangPsy/Chi_brainhack_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [meg, trf, speech, language] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project explores how the brain responds to natural stories via TRF modeling on the SMN4Lang dataset, using acoustic envelope and word-aligned features -- and includes an exploratory attempt at word classification using machine learning." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover.png" ---- - - -## Project definition - -### Background - -This project was developed as part of Brainhack School 2025, where students from diverse backgrounds explore neuroscience tools through hands-on, open-science projects. Inspired by this spirit, I set out to investigate how the brain responds to naturalistic language. - -Specifically, I used the SMN4Lang dataset, which provides synchronized MEG and audio recordings of Mandarin stories. By extracting time-aligned word-level features and modeling their relationship to brain signals using Temporal Response Functions (TRF), I explored how different linguistic properties -such as the acoustic envelope -shape neural responses. - -At first, I couldn't really tell if the signals made any sense. But after much trial and error (and some brave plotting), the curves started to take shape - and although I still wasn't sure how meaningful they were, the instructor at my final presentation said they "mean something." That gave me a surprising sense of accomplishment. - -The project also included a bold, exploratory attempt to decode word categories using machine learning... which didn't quite work - but the learning process absolutely did. - -### Tools - -The "Chi_brainhack_project" project will rely on the following technologies: - * MNE-Python: For preprocessing and analyzing MEG data, including filtering and visualization. - * NumPy: For numerical operations and signal processing. - * Matplotlib: For generating custom plots and visualizations. - * Scikit-learn: For an exploratory (and brave) attempt at machine learning–based word classification. - * Jupyter Notebook: To write, test, and document code in an interactive, reproducible way. - * Git & GitHub: For version control and sharing the project with the Brainhack community. - -### Data - -This project uses the SMN4Lang dataset(https://openneuro.org/datasets/ds004078), which contains magnetoencephalography (MEG) recordings and time-aligned annotations of Mandarin speech from 60 naturalistic story-listening sessions across 12 participants. The dataset includes synchronized audio, transcripts, and preprocessed MEG signals, enabling analysis of how the brain tracks both linguistic and acoustic features during continuous speech. -This rich, real-world dataset allows researchers to move beyond controlled laboratory stimuli and investigate language processing in more ecologically valid settings. - - -### Deliverables - -At the end of this project, the following deliverables were completed: - - Word-level stimulus .csv tables for each story, including POS, word frequency, and onset time. - - TRF coefficients for acoustic envelope features, with corresponding visualizations. - - Scripts to segment raw MEG data based on the annotated word-level features. - - SVM classification of nouns vs. verbs using LOSO-CV accuracy and feature weight analysis. - -## Results - -### Progress overview - -This project was developed during Brainhack School 2025, where students are encouraged to learn open neuroscience tools through hands-on projects. Initially unfamiliar with MEG data and the TRF framework, I gradually gained confidence by replicating small parts of existing pipelines and troubleshooting errors. The process was at times frustrating, especially when interpreting signal outputs, but became deeply rewarding after discussing the results with instructors who reassured me that "this already means something. - - -### Tools I learned during this project - - * **MNE-Python** for loading, preprocessing, and analyzing MEG data. - * **Scikit-learn** for exploratory machine learning (SVM classification). - * **Matplotlib** for visualization of TRF weights and decoding results. - * **NumPy / SciPy** for signal processing and numerical computations. - * **GitHub & Markdown** for project management and documentation - - -### Results - -#### Deliverable 1: Integrating required annotations into a single CSV file - -At first, I had to repeatedly load multiple files, and I was always worried that the timestamps didn't align correctly or that data types were mismatched. Later, I realized it was more efficient to extract all necessary information and consolidate it into a single CSV file. This made subsequent data access much more convenient and allowed me to quickly visualize and verify the alignment. - -* a presentation [made in a Jupyter notebook](https://github.com/Chi-WangPsy/Chi_brainhack_project/blob/main/notebook/alignstimuli.ipynb) - -#### Deliverable 2: TRF coefficients and visualization - -I initially attempted to use Brodbeck's eelbrain, but the data format differences caused repeated failures. Eventually, with help from ChatGPT and a better understanding of TRF principles, I created a custom TRF pipeline. In future work, I'd still like to revisit eelbrain since it might produce cleaner TRF signals. - -In my current pipeline, I first save the TRF coefficients, which can later be loaded and plotted as needed. I visualized GRAD channels separately, explored hemispheric differences (left vs. right), and also generated topomaps to observe the dynamic patterns across the brain. - -**TRF GRAD Waveform** -![TRF GRAD WAVE](results/AE_TRF_GRAD_WAVE.png) -**TRF MAG Waveform** -![TRF MAG WAVE](results/AE_TRF_MAG_WAVE.png) -**TRF GRAD Topomap** -![TRF GRAD Topomap](results/AE_TRF_GRAD_TOPO.png) -**TRF MAG Topomap** -![TRF MAG Topomap](results/AE_TRF_MAG_TOPO.png) - -* a presentation [made in a Jupyter notebook](https://github.com/Chi-WangPsy/Chi_brainhack_project/blob/main/notebook/TRF.ipynb) showing the analysis process and results. - -#### Deliverable 3: Epoching based on word-level timing - -Using word-level time-aligned annotations, I segmented the raw MEG data into epochs and saved them for further analysis. - -* a presentation [made in a Jupyter notebook](https://github.com/Chi-WangPsy/Chi_brainhack_project/blob/main/notebook/epoch.ipynb) - -#### Deliverable 4: SVM classification - -I selected nouns and verbs and fed them into an SVM classifier to test whether they could be distinguished based on brain signals. The output included LOSO-CV accuracy and feature weight analysis. However, I later realized that this approach may not be appropriate and needs further refinement. - -* a presentation [made in a Jupyter notebook](https://github.com/Chi-WangPsy/Chi_brainhack_project/blob/main/notebook/POVSVM.ipynb) - -## Conclusion and acknowledgement - -This project marked my first journey into analyzing MEG data in a naturalistic language context. Although I encountered early confusion and technical hurdles, I gradually gained hands-on experience in data pipelines, TRF modeling, and machine learning evaluation. - -At the outset, I didn't even know how to use Bash. Thanks to the clear and detailed module instructions, I felt like I had evolved from a digital novice into someone capable of confidently navigating their own computing environment. - -During the final presentation, the instructor suggested that I treat the Brainhack School Discord community like a real-time GPT-freely asking questions and receiving instant feedback. I believe this approach could help me clarify confusion more efficiently and explore new analysis directions. Moving forward, I hope to become more proactive in seeking support and initiating discussions. - -Special thanks to the Brainhack School team and instructors for fostering such a supportive learning environment-one that transformed initial uncertainty into curiosity and meaningful progress. \ No newline at end of file diff --git a/content/en/project/MEG-TRF/results/AE_TRF_GRAD_TOPO.png b/content/en/project/MEG-TRF/results/AE_TRF_GRAD_TOPO.png deleted file mode 100644 index 85afa474..00000000 Binary files a/content/en/project/MEG-TRF/results/AE_TRF_GRAD_TOPO.png and /dev/null differ diff --git a/content/en/project/MEG-TRF/results/AE_TRF_GRAD_WAVE.png b/content/en/project/MEG-TRF/results/AE_TRF_GRAD_WAVE.png deleted file mode 100644 index 30aa33fd..00000000 Binary files a/content/en/project/MEG-TRF/results/AE_TRF_GRAD_WAVE.png and /dev/null differ diff --git a/content/en/project/MEG-TRF/results/AE_TRF_MAG_TOPO.png b/content/en/project/MEG-TRF/results/AE_TRF_MAG_TOPO.png deleted file mode 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Binary files a/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/cover image.jpg and /dev/null differ diff --git a/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/index.md b/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/index.md deleted file mode 100644 index 82948a92..00000000 --- a/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/index.md +++ /dev/null @@ -1,121 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-07" # Date you first upload your project. -# Title of your project (we like creative title) -title: "The Effects of Word Frequency, Orthographic Neighborhood and Part of Speech in Word Processing: A MEG Study" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Ruo-Chi Yao] - -# Your project GitHub repository URL -github_repo: https://github.com/Ruo-Chi/Ruo-Chi-Yao_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [meg, github, mne, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Word processing is influenced by different attributes of words, which can be observed vis brain imaging techniques such as MEG. Let's find evidence of the influence of word attributes by analyzing a dataset." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover image.jpg" ---- - - -## Project definition - -### Background - -Word processing is influenced by different attributes of words, which can be observed vis brain imaging techniques such as MEG. This project focuses on attributes of words, including word frequency, orthographic neighborhood, and part of speech. -- In word processing, high-frequency words are handled more easily and quickly than low-frequency words. -- An orthographic neighborhood refers to words that are similar to a target word by differing in only one letter (addition, deletion, or substitution of a single letter). -- Part of speech refers to the grammatical category or class that a word belongs to. - -We have all learned and understood that various attributes of words impact word processing, whether from textbooks or lectures. However, many of us may not have had the opportunity to obtain evidence regarding this ourselves. The main question here is whether I can find evidence of the influence of word attributes by analyzing a dataset. Therefore, the primary question here is whether I can find evidence of the influence of word attributes by analyzing a dataset. - -### Tools - -The dataset processing by useing mne-python - -### Methods - -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/methods.png) - -- Read & load raw data - - ![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Read%20%26%20Load%20raw%20data.png) - -- Filter & down sample - -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Filter%20%26%20Down%20sample.png) - -- Find event id - -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Find%20event%20id.png) - -- Do artifact rejection & slice the data into epochs - -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Do%20artifact%20rejection%20%26%20slice%20the%20data%20into%20epochs.png) - -- Working with epoch metadata & visualizing evoked data - -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Working%20with%20Epoch%20metadata%20%26%20Visualizing%20Evoked%20data.png) - - -### Data - -Dataset: [Auditory single word recognition in MEG – OpenNeuro](https://openneuro.org/datasets/ds004276/versions/1.0.0) -- There are files for 18 subjects, but 12 of them can be download successfully. -- 1000 trials for one subject, that is each subject listens to 1000 words. -- There are 97 extra words specifically for semantic probe tasks that involve go/no-go trials. -- Data are recorded using MEG. - - -### Deliverables - -At the end of this project, we will have: - - A GitHub repository. - - A markdown document. - - MEG data analysis with MNE-Python. - -## Results - -### Frequency effects -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Results_Frequency%20effects.png) - -### Orthographic neighborhood -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Results_Orthographic%20neighborhood.png) - -### Part of speech -![alt text](https://github.com/Ruo-Chi/Ruo-Chi-Yao_project/blob/main/images/Results_Part%20of%20speech.png) - -## Conclusion - -### Frequency effects -- the effect can be seen from 0ms to 200ms and 450ms to 600 ms time window -- in consistence with the result that word frequency effects become stronger and more widespread from 200ms to 300ms and 400ms to 500ms respectively (Dufau et al., 2015) - -### Orthographic neighborhood -- the effect can be seen after 300ms time window -- in consistence with the result that the effects of orthographic neighborhood size emerge around 280 ms (Dufau et al., 2015) - -### Part of speech -- the effect can be seen after 250 ms time window -- in consistence with the result that verbs are more negative than nouns about 300 and 1,000 ms (Rösler et al., 2001) - -## References -- Brysbaert, M., Mandera, P., & Keuleers, E. (2018). The word frequency effect in word processing: An updated review. Current Directions in Psychological Science, 27(1), 45-50. -- Dufau, S., Grainger, J., Midgley, K. J., & Holcomb, P. J. (2015). A thousand words are worth a picture: Snapshots of printed-word processing in an event-related potential megastudy. Psychological science, 26(12), 1887-1897. -- Gaston, P., Brodbeck, C., Phillips, C., & Lau, E. (2023). Auditory word comprehension is less incremental in isolated words. Neurobiology of Language, 4(1), 29-52. -- Marian, V., Bartolotti, J., Chabal, S., & Shook, A. (2012). CLEARPOND: Cross-linguistic easy-access resource for phonological and orthographic neighborhood densities. -- Rösler, F., Streb, J., & Haan, H. (2001). Event-related brain potentials evoked by verbs and nouns in a primed lexical decision task. Psychophysiology, 38(4), 694-703. - - - - - diff --git a/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/methods.png b/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/methods.png deleted file mode 100644 index 7c3f2c58..00000000 Binary files a/content/en/project/MEG-effects-of-different-attributes-of-words-in-word-processing/methods.png and /dev/null differ diff --git a/content/en/project/MethNet/index.md b/content/en/project/MethNet/index.md deleted file mode 100644 index cd22a629..00000000 --- a/content/en/project/MethNet/index.md +++ /dev/null @@ -1,75 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-11" # Date you first upload your project. -# Title of your project (we like creative title) -title: "MethNet: Visualizing methods in citation networks" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Kendra Oudyk] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/koudyk_bhs_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [API, text-mining, fMRI, methods] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "A Python package that create a dynamic visualization the use of methods in citation networks over time." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "visualization__example.gif" ---- - - -## Project definition - -### Background -Methods can influence results in fMRI research (e.g., Carp, 2012; Eklund et al., 2016; Glatard et al., 2015). If methods influence results, then methodological trends may stystematically influence results. In order to explore this problem space, I thought it might be helpful to visualize methodological trends in fMRI research. - -### Purpose -The purpose of this project was to make a Python package that could create a citation network for a given field, colored by methods used by papers in that field. Such a figure would be created for each year in a range, so that one can see the development of the network and the use of methods over time. Using this package to look at research using fMRI, I hope to observe whether methods correspond to groupings of papers in the citation network. - -### Data -This package uses the [PubMed Central Open-Access Subset](https://www.ncbi.nlm.nih.gov/pmc/tools/openftlist/)\*, which is a set of papers on PubMed Central that are available under an open licence. I chose this dataset because the package need access to the full text of journal articles in order to search for methods-related keywords. - -## Results -### Progress overview -I was able to create the type of figure that I had envisioned, and I practiced using almost all of tools and skills that I'd hoped to practice. However, the figure has some glitches and was not as informative as I'd hoped. Also, I did not get as far as I'd planned in terms of packaging and testing. - -### Deliverables -- [Package](https://github.com/brainhack-school2020/koudyk_bhs_project) in progress, -- [Workflow diagram](https://github.com/brainhack-school2020/koudyk_bhs_project/blob/master/images/workflow_diagrams/diagram_entire_workflow.gv.png) illustrating how the package works, -- [Example notebook](https://github.com/brainhack-school2020/koudyk_bhs_project/blob/master/methnet/example.ipynb) demonstrating how to use the package, and -- [Example gif](https://github.com/brainhack-school2020/koudyk_bhs_project/blob/master/images/visualization__example.gif), which is the output of the example notebook, and can be seen below. - -![](visualization__example.gif) - -### Tools and skills practiced -In this project, I practiced (more or less) -- [x] Packaging -- [x] GitHub issues & projects -- [x] API interaction, specifically, using the [NCBI Entrez Programming E-utilities](https://www.ncbi.nlm.nih.gov/books/NBK25497/) -- [x] XML -- [x] Jupytext -- [x] Python -- [x] Data visualization - -## Conclusion and acknowledgement -Although the project did not end up exactly where I'd hoped, I learned a lot along the way. I appreciate all the effort made by the BHS instructors and organizers, particularly Sam, Agah, Alexa, and Loic. I'm also especially thankful to Jérôme, who helped me even though he wasn't part of the BHS. - - -*** - -#### References -- Carp, J. (2012). On the plurality of (methodological) worlds: Estimating the analytic flexibility of fMRI experiments. *Frontiers in Neuroscience, 6*, 149. -- Eklund, A., Nichols, T. E., & Knutsson, H. (2016). Cluster failure: Why fMRI inferences for spatial extent have inflated false-positive rates. *Proceedings of the National Academy of Sciences, 113*(28), 7900-7905. -- Glatard, T., Lewis, L. B., Ferreira da Silva, R., Adalat, R., Beck, N., Lepage, C., ... & Khalili-Mahani, N. (2015). Reproducibility of neuroimaging analyses across operating systems. *Frontiers in Neuroinformatics, 9*, 12. - -#### \*NCBI's Disclaimer and Copyright notice -The National Center for Biotechnology Information (NCBI), who own the data and E-utilities that this package uses, requests that we make this [Disclaimer and Copyright notice](https://www.ncbi.nlm.nih.gov/home/about/policies/) evident to users. diff --git a/content/en/project/MethNet/visualization__example.gif b/content/en/project/MethNet/visualization__example.gif deleted file mode 100644 index 30679f64..00000000 Binary files a/content/en/project/MethNet/visualization__example.gif and /dev/null differ diff --git a/content/en/project/Mice-Behavioral-Analysis/Angle1.png b/content/en/project/Mice-Behavioral-Analysis/Angle1.png deleted file mode 100644 index 0b408a79..00000000 Binary files a/content/en/project/Mice-Behavioral-Analysis/Angle1.png and /dev/null differ diff --git a/content/en/project/Mice-Behavioral-Analysis/Criteria.png b/content/en/project/Mice-Behavioral-Analysis/Criteria.png deleted file mode 100644 index 4c5212f2..00000000 Binary files a/content/en/project/Mice-Behavioral-Analysis/Criteria.png and /dev/null differ diff --git a/content/en/project/Mice-Behavioral-Analysis/DLC_example.JPG b/content/en/project/Mice-Behavioral-Analysis/DLC_example.JPG deleted file mode 100644 index e1ebff09..00000000 Binary files a/content/en/project/Mice-Behavioral-Analysis/DLC_example.JPG and /dev/null differ diff --git a/content/en/project/Mice-Behavioral-Analysis/TimeSeries.png b/content/en/project/Mice-Behavioral-Analysis/TimeSeries.png deleted file mode 100644 index 68af95b0..00000000 Binary files a/content/en/project/Mice-Behavioral-Analysis/TimeSeries.png and /dev/null differ diff --git a/content/en/project/Mice-Behavioral-Analysis/index.md b/content/en/project/Mice-Behavioral-Analysis/index.md deleted file mode 100644 index dd6153d4..00000000 --- a/content/en/project/Mice-Behavioral-Analysis/index.md +++ /dev/null @@ -1,123 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Comparing different methods for mice behavioral analysis" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Pilar López Maggi, Gonzalo Giordano, Ana Pavlova Contreras, Santiago D'hers] - -# Your project GitHub repository URL -github_repo: https://github.com/sdhers/Mice-Behavioral-Analysis.git - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [mice, tracking, machine learning, exploration detection] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects. -summary: "Our project aims to develop different methods for the analysis of behavior in mice (in this case, exploration of an object) to determine which is the best approach to this kind of study. We were able to implement and compare three increasingly complex methods to determine exploration time: manual labeling; motion tracking and data analysis using a custom algorithm; training a Machine Learning classifier on our labeled data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "DLC_example.JPG" ---- - - -## Project definition - -## Background - -Our project aims to develop different methods for the analysis of behavior in mice (in this case, exploration of an object) to determine which is the best approach to this kind of study. The accurate measurement of these behaviours is crucial for the study of neurodegenerative pathologies, such as Alzheimer’s disease. - -We aim to work with and compare three different and increasingly complex methods: - -* Manual labeling. -* Motion tracking and data analysis using a custom algorithm. -* Training a Machine Learning algorithm on our labeled data. - -### Tools - -Our project will rely on the following technologies: - - * Python, to write the scripts used to label and analyze our data. - * Jupyter Notebooks, to present our results in a clear and readable format. - * DeepLabCut, to track movements of mice in our videos. The accurate instructions on how to use DLC can be found here https://github.com/DeepLabCut/DeepLabCut - -### Data - -We worked on videos obtained with C57 mice during a Novel Object Recognition experiment developed at IFIBYNE - UBA, CONICET. The videos were first processed by DeepLabCut pose estimation software. - -### Deliverables - -At the end of this project, we will have: - - A script to simplify the manual labeling of videos (including features to quickly label succesive frames by holding down a key and to go back if the user has made a mistake). - - A Jupyter Notebook where the labeled data and the tracked positions are imported and processed, and where each of our exploration detection methods is applied and compared to the others. - - A [`requirements.txt`](https://github.com/sdhers/Mice-Behavioral-Analysis/tree/main/requirements.txt) file and the data used during the project, to simplify the reproduction of our results. - -## Results - -### Progress overview - -During the first week, we learned the basic tools which then allowed us to work on our project and collaborate easily: basic Bash commands, Git/GitHub and Python tools for data analysis. In the course of the following weeks, we defined the scope of our project and implemented each of our ideas with the help of our TAs. - -### Tools we learned during this project - - * **Proper usage of version control systems for collaboration**: We learned how to properly use Git and Github to simplify collaboration between different team members. - * We learned how to implement Python scripts to read and process mice positions and label frames. - * Finally, we managed to use the positions and labels to train a Random Forest model to predict labels on new videos. - -### Results - -#### Video labeling script - -We developed a script to be able to process the video information and label the frames with ease. It can be found at [`Video_Processing/Label_videos.py`](https://github.com/sdhers/Mice-Behavioral-Analysis/tree/main/Video_Processing/Label_videos.py). - -#### Motion tracking using DLC - -We used Deep Lab Cut to track the positions of different parts of the mice in each of the videos. The resulting data (in `h5` format) can be found under [`Motion_Tracking/DataDLC/videos_eval/`](https://github.com/sdhers/Mice-Behavioral-Analysis/tree/main/Motion_Tracking/DataDLC/videos_eval/). - -#### Applying and comparing each method - -The most important part of our project is contained in [`exploration_detection.ipynb`](https://github.com/sdhers/Mice-Behavioral-Analysis/tree/main/Motion_Tracking/exploration_detection.ipynb). To start with, we import the labels and the tracked data for each video, and we separate a video to use later to test the model. We then develop our custom algorithm for detecting explorations based on the positions tracked by DLC. This algorithm labels a frame as an exploration if the mouse is both close to a given object and looking at it. In order to determine the proximity and orientation of the mouse, we extract the positions of its nose and its head. We then filter the points where the nose is close to the object and the angle between the head-nose vector and the head-object vector is small. Our code makes use of a series of classes defined in [`Motion_Tracking/utils.py`](https://github.com/sdhers/Mice-Behavioral-Analysis/tree/main/Motion_Tracking/utils.py) to handle the math. - -![image](./Criteria.png) - -We then use the Random Forest model to process the positions and the given labels, and we test the model on the unseen video, by comparing its detection both to the labels obtained manually, and to those resulting from the distance-orientation algorithm. - -The notebook contains a detailed explanation of the process used to import and analyze our data, as well as a description of our custom algorithm and a comparison between the three detection methods. - -Some of the plots used to compare the three methods are shown below. - -The first shows a time series extracted from the test video, showing that all three methods seem to generally agree on which parts of the video constitute explorations of the different objects, even if they sometimes differ on the predicted length of each exploration event. - -![image](./TimeSeries.png) - -Then, in order to compare the distance and orientation of the mouse at the explorations detected by each method, we plot the position of the mouse in each frame using polar coordinates, where the radial coordinate is the distance to one of the objects, and the angular coordinate is the orientation. - -To simplify the comparison between the three detection methods, the region considered for explorations by our custom algorithm is delimited by a dashed line (on the right hand side), and the points are plotted twice: on the left, we highlight the manual detections in red, while on the right, we highlight the Machine Learning algorithm's detections in blue. - -![image](./Angle1.png) - -We can see that all three methods seem to agree in the region considered for explorations by our custom algorithm, since most points there are also detected by our manual method and by the Machine Learning algorithm. - -However, there are several points in the range of angles between $135$° and $180$° where both the manual method and the Machine Learning algorithm detect explorations; this range is not considered by our custom algorithm, which shows its limitations. - -## Conclusion -In a video where the mouse spent 7.01% of the time exploring, the custom geometric method and the model detected 5.83% and 5.97% respectively. The custom geometric method got 16.92% of false positives and 18.44% of false negatives, while the Random Forest method got 14.83% of false positives and 16.54% of false negatives. - -These numbers, along with the analyses made on the plots, seem to point to the Machine Learning algorithm as the superior computional method to detect explorations. - -## Acknowledgements - -We would like to thank our TAs, and Tomás Pastore in particular, for all the help they provided while we were working on our project. - -We would also like to thank the BrainHack team for organizing the school and everyone at Humai for hosting the Buenos Aires hub. - -## Next steps - -In the future, we would like to improve our work by: - -- Having several different experimenters create manual labels for each video, in order to reduce experimenter bias. -- Exploring different sets of hyperparameters for our Random Forest model. -- Evaluating our Machine Learning model using a different metric, such as a ROC curve. - diff --git a/content/en/project/Multimodal-ms-lesions-segmentation/LICENSE.txt b/content/en/project/Multimodal-ms-lesions-segmentation/LICENSE.txt deleted file mode 100644 index 0e259d42..00000000 --- a/content/en/project/Multimodal-ms-lesions-segmentation/LICENSE.txt +++ /dev/null @@ -1,121 +0,0 @@ -Creative Commons Legal Code - -CC0 1.0 Universal - - CREATIVE COMMONS CORPORATION IS NOT A LAW FIRM AND DOES NOT PROVIDE - LEGAL SERVICES. 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Affirmer understands and acknowledges that Creative Commons is not a - party to this document and has no duty or obligation with respect to - this CC0 or use of the Work. diff --git a/content/en/project/Multimodal-ms-lesions-segmentation/index.md b/content/en/project/Multimodal-ms-lesions-segmentation/index.md deleted file mode 100644 index 868f4a9d..00000000 --- a/content/en/project/Multimodal-ms-lesions-segmentation/index.md +++ /dev/null @@ -1,124 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-05-16" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Multimodal spine multiple sclerosis segmentation" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Thomas Dagonneau] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/Dagonneau_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [project, github, segmentation, brainhack] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project presents an open-source pipeline for segmenting multiple sclerosis lesions in the spinal cord using multimodal MRI data. Built for the MS-Multi-Spine Challenge, it combines nnUNet, the Spinal Cord Toolbox, Docker, and Boutiques for reproducibility and ease of use. The pipeline includes preprocessing, inference, and post-processing steps, and is packaged with full documentation and containerization to support future research and clinical applications in spinal cord imaging." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "ms_segmentation.png" ---- - - - -## Project definition - -### Background - -Multiple sclerosis (MS) is a chronic disease of the central nervous system, with spinal cord involvement playing a critical role in clinical outcomes. Although MRI is essential for MS diagnosis and disease monitoring [1], spinal cord imaging remains challenging due to anatomical complexity and variability in acquisition protocols. Existing automated lesion segmentation tools have focused primarily on the brain [2–4], and very few methods were designed for spinal cord lesions, particularly across heterogeneous and multimodal MRI data. Additionally, high inter- and intra-rater variability in manual annotations [5] highlights the need for reliable, automated segmentation pipelines. - -In this study, we introduce a novel pipeline for the automatic segmentation of MS lesions in the spinal cord using multiple MRI acquisitions from the same patient. Our approach combines a deep learning model with a robust post-processing framework to produce accurate lesion instance segmentations and estimate prediction uncertainty, addressing the specific challenges of spinal cord imaging. - -### Objectives - -In this project, I focus on the [Multiple Sclerosis Spinal Cord Lesions Detection from MultiSequence MRIs Challenge (MS-Multi-Spine)](https://zenodo.org/records/14051168) and develop a model capable of multimodal MS lesion segmentation. - -- Train a multimodal nnUNet [6] on the challenge’s dataset (private) -- Make the model and pipeline open-source on GitHub (public) -- Containerize the pipeline and provide a Boutiques descriptor to facilitate reuse (public) - -### Tools - -This project uses the following tools: - -- **Terminal**: all code is designed to run in the terminal -- **Python**: all scripts are written in Python -- **Spinal Cord Toolbox (SCT)** [7]: used for preprocessing steps such as coregistration -- **Git and GitHub**: for version control and open access -- **Docker**: to ensure reproducibility -- **Boutiques**: to automate and simplify tool usage - -### Data - -The dataset used in this project is provided by the challenge and is private. It includes: - -- 100 subjects in total -- 50 subjects with T2w + STIR acquisitions -- 25 subjects with T2w + PSIR acquisitions -- 25 subjects with T2w + MP2RAGE acquisitions - -### Deliverables in Week 4 - -- A GitHub repository containing Python scripts for data preprocessing, inference, and postprocessing -- A Dockerfile used to create the Docker image available [here](https://hub.docker.com/repository/docker/tomdag25/ms-seg-challenge2025-multimodal/general) -- A Boutiques descriptor to perform inference - -### Results - -Over the four weeks, I developed a pipeline for the automatic segmentation of MS lesions in a multimodal context. I gained hands-on experience with: - -- **Python scripting**: all processing steps are implemented in Python -- **Git and GitHub**: all project code and resources are versioned and publicly available -- **Spinal Cord Toolbox**: used for preprocessing (e.g., coregistration) -- **Docker**: used to package the pipeline and publish the image to Docker Hub -- **Boutiques**: used to create a descriptor for automated execution of the tool - -### Deliverable 1: GitHub Repository - -This repository contains everything needed to reproduce the training, inference, and submission process. Instructions to train and perform inference are available [here](multimodal-model/training-and-inference-script). - -### Deliverable 2: Docker - -The repository includes the Dockerfile used to build the image available on [Docker Hub](https://hub.docker.com/repository/docker/tomdag25/ms-seg-challenge2025-multimodal/general). Instructions for building the image locally are provided [here](multimodal-model/docker). - -### Deliverable 3: Boutiques Descriptor - -The Boutiques descriptor is available [here](multimodal-model/docker/miccai2025_challenge_descriptor_neuropoly_multimodal.json), with usage instructions [here](multimodal-model/docker). - -### Contribution to Open Science - -This project contributes to open science by: - -- Publishing the complete pipeline code and documentation on GitHub -- Providing a Docker image to ensure reproducibility across environments -- Creating a Boutiques descriptor to facilitate automated reuse by other researchers -- Building on and extending open-source tools such as nnUNet and SCT -- Enabling multimodal spinal cord lesion segmentation—an underexplored area in neuroimaging research - -### Conclusion - -This project presents a complete pipeline for multimodal MS lesion segmentation in the spinal cord, from preprocessing to inference and postprocessing. It leverages state-of-the-art tools and open standards to enable reproducibility and accessibility. The pipeline successfully integrates multimodal imaging data and handles the complexity of spinal cord anatomy, providing reliable segmentation outputs. - -### Next Steps - -- Evaluate the model on additional test data and quantify performance per modality -- Extend support to include missing modalities through imputation or modality-agnostic models -- Release a demo dataset to allow users to test the pipeline without requiring private data -- Submit the pipeline to MICCAI MS Challenge 2025 results and benchmark against other approaches - -### References - -1. Thompson AJ, Banwell BL, Barkhof F, Carroll WM, Coetzee T, Comi G, et al. Diagnosis of multiple sclerosis: 2017 revisions of the McDonald criteria. *Lancet Neurol*. 2018;17: 162–173. -2. Valverde S, Cabezas M, Roura E, González-Villà S, Pareto D, Vilanova JC, et al. Improving automated multiple sclerosis lesion segmentation with a cascaded 3D convolutional neural network approach. *Neuroimage*. 2017;155: 159–168. -3. Aslani S, Dayan M, Storelli L, Filippi M, Murino V, Rocca MA, et al. Multi-branch convolutional neural network for multiple sclerosis lesion segmentation. *Neuroimage*. 2019;196: 1–15. -4. Kaur A, Kaur L, Singh A. State-of-the-art segmentation techniques and future directions for multiple sclerosis brain lesions. *Arch Comput Methods Eng*. 2021;28: 951–977. -5. Walsh R, Meurée C, Kerbrat A, Masson A, Hussein BR, Gaubert M, et al. Expert variability and deep learning performance in spinal cord lesion segmentation for multiple sclerosis patients. *2023 IEEE 36th International Symposium on Computer-Based Medical Systems (CBMS)*. doi:10.1109/cbms58004.2023.00263 -6. Isensee F, Jaeger PF, Kohl SAA, Petersen J, Maier-Hein KH. nnU-Net: a self-configuring method for deep learning-based biomedical image segmentation. *Nat Methods*. 2021;18: 203–211. -7. Leener BD, Lévy S, Dupont SM, Fonov VS, Stikov N, Collins DL, et al. SCT: Spinal Cord Toolbox, an open-source software for processing spinal cord MRI data. *NeuroImage*. 2017;145, Part A: 24–43. diff --git a/content/en/project/Multimodal-ms-lesions-segmentation/ms_segmentation.png b/content/en/project/Multimodal-ms-lesions-segmentation/ms_segmentation.png deleted file mode 100644 index 325befd9..00000000 Binary files a/content/en/project/Multimodal-ms-lesions-segmentation/ms_segmentation.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/RepoTree.png b/content/en/project/Multisite-Harmonization/RepoTree.png deleted file mode 100644 index 9365b282..00000000 Binary files a/content/en/project/Multisite-Harmonization/RepoTree.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/age_dist1.png b/content/en/project/Multisite-Harmonization/age_dist1.png deleted file mode 100644 index 571f37d1..00000000 Binary files a/content/en/project/Multisite-Harmonization/age_dist1.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/age_dist2.png b/content/en/project/Multisite-Harmonization/age_dist2.png deleted file mode 100644 index 4142faf4..00000000 Binary files a/content/en/project/Multisite-Harmonization/age_dist2.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/forest-plot.png b/content/en/project/Multisite-Harmonization/forest-plot.png deleted file mode 100644 index beec065b..00000000 Binary files a/content/en/project/Multisite-Harmonization/forest-plot.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/harm_dist_LGP.png b/content/en/project/Multisite-Harmonization/harm_dist_LGP.png deleted file mode 100644 index 4a43de07..00000000 Binary files a/content/en/project/Multisite-Harmonization/harm_dist_LGP.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/harmonization_LGP.png b/content/en/project/Multisite-Harmonization/harmonization_LGP.png deleted file mode 100644 index fffdae60..00000000 Binary files a/content/en/project/Multisite-Harmonization/harmonization_LGP.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/index.md b/content/en/project/Multisite-Harmonization/index.md deleted file mode 100644 index c835cf67..00000000 --- a/content/en/project/Multisite-Harmonization/index.md +++ /dev/null @@ -1,246 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-05-16" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Harmonizing Multisite MRI Data Using ComBat" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [David MacDonald] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/dnmacdon_ASD_multisite_smri - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [mri, harmonization, multisite, combat] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Multisite data is becoming increasingly common in MRI-based studies with the proliferation of open datasets. This brings the benefit of increased statistical power, but there is a pitfall: increased variability due to site-specific effects. This project evaluates three methods of harmonizing multi-site data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "harmonization_LGP.png" ---- - - -# Harmonizing Multi-Site Structural MRI Data Using ComBat - -David MacDonald - -## Summary -This project involves using [ComBat](https://github.com/jfortin1/ComBatHarmonization), an open-source library for multi-site data harmonization, to remove site effects from subcortical volumetric data derived from a subset of the [ABIDE](http://fcon_1000.projects.nitrc.org/indi/abide/) dataset, and to compare this method to using linear models and mixed effects models without harmonization. - -## Project definition -### Background -I have been working with a large, multi-site dataset to examine subcortical anatomy in autism. Multi-site MRI datasets can be difficult to work with, as scans are typically acquired on different equipment, using different protocols, by different operators. In addition, different sites may be sampling different populations. This can result in a dataset in which a significant portion of the variance is due to non-biological factors. Up to now, I have been using meta-analytic techniques to combine the data from the different sites. - -The purpose of this project is to learn and apply two other techniques for inter-site data harmonization: - * the open source [ComBat](https://github.com/Jfortin1/ComBatHarmonization) library, which was originally intended to mitigate batch effects in genetic studies, but has since been adapted to work with neuroimaging data. - * linear mixed-effect models. - -Other goals are to: - * Use the tools we have been introduced to in the BrainHack School to make this project more transparent, easy to maintain, reproducible, and open to collaboration. - * To compare these techniques. - -### Tools -Tools learned and used during this project include: - * git and github for version control, code sharing, project management, and collaboration - * Bash scripting - * Jupyter notebook - * Conda for virtualization, to improve reproducibility - * Python libraries for data manipulation (pandas), visualization (matplotlib, Seaborn) and analysis (numpy, statsmodels) - * Interactive figures in Python using ipywidgets - * [ComBat](https://github.com/Jfortin1/ComBatHarmonization) - * R, for using ComBat and for some data visualization - * Docker, to containerize the R- and Python-based pipeline and improve reproducibility - * DockerHub - -#### ComBat -[ComBat](https://academic.oup.com/biostatistics/article/8/1/118/252073) is a tool for mitigating batch effects in genomic data. It has since been [adapted](https://www.biorxiv.org/content/10.1101/116541v1) for use in neuroimaging, and is now [available](https://github.com/Jfortin1/ComBatHarmonization) as an open source library in R, Python, and MATLAB for use in multi-site neuroimaging studies. ComBat harmonizes data by fitting a linear model, with location and scale (L/S) terms accounting for site-specific differences, to the data, then reconstructing each data-point without the location and scale terms. These terms are fit using an Empirical Bayes approach, allowing pooling across features to improve the estimate of site effects. - -### Data -This project made use of subcortical volumes, previously derived from a subset (n = 359, across three sites and two releases) of the [ABIDE](http://fcon_1000.projects.nitrc.org/indi/abide/) dataset using the [MAGeT Brain](https://github.com/CobraLab/MAGeTbrain) pipeline. - -### Deliverables - * github repository containing - * Analysis code in Jupyter notebooks and the subcortical volume data to be processed - * All visualizations for the linear mixed-models and ComBat harmonization implementations - * Virtual environment requirements.txt file, or conda environment.yaml file - * README.md file summarizing the background methodology, and results - * Final presentation slides - -## Progress overview -### Workflow -The workflow encapsulated in the pipeline and jupyter notebook are described in the figure below. -![workflow](workflow_actual.png) -T1w structural MRI scans from several sites in the ABIDE dataset were preprocessed, then segmented using the [MAGeTBrain](https://github.com/CobraLab/MAGeTbrain) segmentation pipeline, which provided volumes for left and right striatum, thalamus, and globus pallidus. The pipeline developed here then masked out volumes for structures that did not pass quality control checks (QC). This data was examined using interactive visualizations in Python and Jupyter notebook. The same masked data was processed in three streams by the pipeline. In all three cases, linear models were used to quantify the effect of an autism spectrum disorder diagnosis on the volumes of the subcortical structures listed above. Age, sex, and total brain volume were used as covariates. - -In the first stream, linear models were fit, as shown in the figure, to the unharmonized data, with imaging site added as a covariate. In the second, linear mixed effects models were fit, with site as a random effect (random intercept). In the third, the raw volumes were harmonized using ComBat, and linear models were fit to this harmonized data. The harmonization included age and sex as covariates, to preserve variation due to those factors. Because ComBat was expected to remove site-specific effects, site was not included as a covariate in these models. - -Cohen's _d_ effect sizes were computed from the linear models in all three streams. These were used to generate a forest plot, to allow comparison between the three methods. - -Note that the Jupyter notebook also supports the examination of the harmonized data. - -Data harmonization and effect size visualization were done in R, where the available tools were more sophisticated. - -### Pipeline: Python vs. R -Initially, the project was meant to run entirely in Python. However, two challenges arose. First, the current Python version of neuroCombat is not able to accept data with missing values. Since this data is masked based on segmentation quality (structures whose segmentation failed are not used), the data contains missing values. The R version of neuroCombat does support missing values. Also, R has much more sophisticated packages available to generate forest plots, which are used here to compare the results of the different harmonization methods. Since the language of the Brainhack School is Python, the project was reconceived as a mini-pipeline, using both R and Python. - -### Jupyter Notebooks -Jupyter notebooks are used in this project both for data visualization and for presentation (using RISE). Initially, data harmonization was done in Python, and all of the code was run inside of Jupyter notebooks. When QC masking was added, it was necessary to move the ComBat harmonization code to R. For this reason, the Jupyter Notebooks depend on having access to the harmonized data from the pipeline. Several interactive visualizations are provided in the Jupyter notebooks, and conda environments are provided to allow them to be run on other machines without version conflicts. - -### Docker Container -[neurodocker 0.7.0](https://github.com/ReproNim/neurodocker) was used to create the dockerfile that contained the specifications for the container. This was fairly straightforward: - 1. The neurodocker command was written in a bash script (bdf.sh). - 2. Ubuntu was used as the base. Packages to install in the first layer were specified with neurodocker's --pkg-manager and --install options. Only those packages that were necessary to run the pipeline were installed here. - 3. R configuration was accomplished by instructing neurodocker to include R base packages, and through an additional script that called R to install its own packages and manage dependencies. This resulted in a slightly smaller docker image. The script: - * Used apt-get to install Ubuntu packages that are required by R to build the R packages that will be installed: make, gcc, g++, but NOT required to run the pipeline. - * Ran an R command to download and install the necessary packages. - * Used apt-get to remove the temporary Ubuntu packages (make, gcc, g++ and packages that were installed to satisfy their dependencies). - * Cleared the apt cache. - -The docker container was configured to run the pipeline bash script at startup in non-interactive mode. Input and output directories are set on the command line. All code that is run in the Docker container is provided on the command line (i.e. it has not been built in to the container). This is to allow for modifications, for example to use it on a different dataset, while maintaining the same environment. - -## Deliverables -Note that the deliverables changed somewhat over the course of the project, and are more extensive than the original conception. -### Deliverable 1: Github Repository -The [Github repository](https://github.com/brainhack-school2020/dnmacdon_ASD_multisite_smri) contains the following: - - * Data, generated from the [ABIDE](http://fcon_1000.projects.nitrc.org/indi/abide/) dataset as described above. - * Code for the analysis "pipeline" using R and Python - * Code used to generate the docker container in which the pipeline runs - * Jupyter notebook for interactive data visualization - * This README.md file describing the project - * Examples of visualizations created using the pipeline and notebooks - * The slides used for the final Brainhack School presentation - -The structure of the repository is shown below: - -![Repository Structure](RepoTree.png) - -| File/Directory | Content | -| ----------------- | ------- | -| code | Jupyter notebooks and pipeline code | -| docker | Contains scripts used to create docker container | -| images | Images used in this README.md | -| input | Default input directory for the pipeline. Includes input data and copy of pipeline code. | -| output | Default output directory for the pipeline | -| Week_3_Deliverables_Data_Visualization | Deliverables for Week 3 of Brainhack School | -| harmonization.yml | conda environment description for the pipeline and the Jupyter notebooks | - - -### Deliverable 2: Mini-Pipeline to test ComBat Data Harmonization -The pipeline takes as input a .csv file containing the data: volumes for each subcortical structure for each participant, as well as ASD diagnosis, Age, Sex, Total Brain Volume, Imaging Site, and Quality Control (QC) values describing the quality of each segmentation. Its output consists of two files: a .csv file in which the subcortical volumes and total brain volume have been harmonized using ComBat, and a forest plot showing the effect sizes of diagnosis on subcortical volumes, while controlling for Age, Sex, and Total Brain Volume. The forest plot shows the results of a linear model fit on the harmonized data, a linear model fit on the unharmonized data with Site as a covariate, and a linear mixed-effects model fit on the unharmonized data with Site as a random factor (random intercept). - -The pipeline consists of a bash script, which calls several R and Python scripts to harmonize the input data using ComBat, fit linear models to the harmonized and unharmonized data, fit linear mixed effect models with site as a random factor to the unharmonized data, compute effect size measures in all three cases, and display the effect sizes and confidence intervals obtained in a forest plot for comparison. It consists of: -| File | Description | -| -------- | ----------- | -| harmonize_cmd.sh | Contains the bash command used to start the pipeline. This script is called on startup by the Docker container. All command-line options are specified here. | -| harmonize_and_show_effect_sizes.sh | Bash script that manages data flow through the pipeline | -| harmonize_data_prep.py | Python script to load the data, remove rows with missing values, and mask the dependent variables according to quality control (QC) results | -| harmonize.R | R script that takes the masked data and performs ComBat harmonization | -| harmonize_fit_models.py | Python script that fits linear models to both harmonized and unharmonized data, adding site as a covariate to the unharmonized models, and linear mixed effects models on the unharmonized data, with site as a random factor. | -| forest.R | R script that operates on the effect size values computed in the previous step. Saves a forest plot comparing the three methods on each of the dependent variables. | - -Note that, although the pipeline is here run non-interactively inside a Docker container, each segment is built in such a way that it can be run independently, and the command line arguments can be specified at runtime. - -### Deliverable 3: Jupyter Notebooks -Jupyter notebooks were written to facilitate interactive data exploration. Several interactive plots were created, using seaborn and ipywidgets. These plots allow the user to explore both the harmonized and unharmonized distributions, overlaid with different covariates (such as site and diagnosis). Note that these notebooks require harmonized data from the pipeline, as the Python version of ComBat is not able to work with masked data. - -### Deliverable 4: Virtualization -The conda environment file harmonization.yml is included in the repository, allowing the Python environment used in this project to be recreated. Note that the R environment was not virtualized in the same way, necessitating the use of Docker. - -### Deliverable 5: Containerization with Docker -The pipeline uses both Python and R. While virtualizing Python environments is readily done with conda, it is more difficult to do so with R. For this reason, the entire environment was constructed in a Docker container in which the pipeline runs. See above for more details. The docker folder in the repository contains: - * bdf.sh: contains the shell command used to build the dockerfile using neurodocker - * R_config.sh: contains a script called during dockerfile construction, to configure R - * Dockerfile: the specification file for the Docker container, build using the scripts above. -The Docker container is available on DockerHub at dnmacdon/harmonizer:environment_only - -Note that this container does NOT contain the data or code. When you run it (see below), you will need to specify the input and output directories, and the input directory must contain the pipeline code and the data. This was done to allow for greater flexibility, to make it easier to use the pipeline with other data or to modify it. For maximum reproducibility, it would make sense to produce a Docker container that incorporates the pipeline code as well. - -## Results - 1. Differences between sites included different age distributions, meaning that different sites were sampling different populations. This indicates that there is biological variability between sites that should be preserved. Below are two views on the age distributions. - -![Age Distribution 1](age_dist1.png) ![Age Distribution 2](age_dist2.png) - - 2. Combat harmonization shifted the subcortical volume distributions, typically subtly. The large panel below shows one example, for the left globus pallidus. Harmonized volumes are in brown, unharmonized in blue. The smaller panels show, for the same structure, the distributions of volume with age and total brain volume, both before and after harmonization. These are biological sources of variability that we want to preserve. - -![Harmonization](harm_dist_LGP.png) - - - 3. The effects of ASD diagnosis on subcortical volumes were generally non-significant using all three measures. - 4. Cohen's _d_ effect sizes and confidence intervals were similar across all three methods. -![Forest Plot](forest-plot.png) - -## Instructions -### Pipeline Instructions -To run the code yourself, you will need to have Docker and conda installed on your system. To run the pipeline: -1. Download this repository. -2. Run the containerized pipeline: - 1. Change to the input directory. This contains both the data and the pipeline code: ```cd input``` - 2. Run the pipeline. You must specify where the input and output directories are. You will most likely be running the Docker container downloaded from DockerHub, however you must specify the input directory that contains the code and data. In this repository, that is the "input" folder. Note that this will download the container, which is quite large (1.5Gb). -``` -docker run --rm -v path_to_repository/input/:/input/:ro -v path_to_repository/output/:/output/ dnmacdon/harmonizer:environment_only -``` - 3. The output will be in the output directory that you specified, and will consist of a .csv file of harmonized data and a forest plot showing the comparison between three modelling methods: linear models on harmonized data, linear models on unharmonized data, and linear mixed effects models on unharmonized data. The forest plot shows the Cohen's _d_ effect size of ASD diagnosis on the volume of each of six subcortical structures, controlling for Age, Sex, and Total Brain Volume. - 4. If you want to change any of the command-line options to the pipeline, you can edit the command in input/harmonize_cmd.sh. The structure of the command line is as follows: - -./harmonize_and_show_effect_sizes.sh -i /input/data.csv \ - -o /output \ - -s Site \ - -x DX \ - -c Age,Sex,TBV \ - -l Control \ - -q "L_str,L_thal,L_GP,R_str,R_GP,R_thal" \ - -z "Age,Sex" \ - -t 0.5 - -where the options are: -| Argument | Meaning | -| -------- | ------- | -| -i | Input filename | -| -o | Output directory| -| -s | Site / Name of feature to harmonize | -| -x | Name of independent variable / regressor, here diagnosis. Should be categorical | -| -l | Name of control condition for independent variable | -| -c | Comma-separated names of covariates for linear models | -| -q | Names of QC variables / columns | -| -t | QC threshold. All features below this QC value will be masked | -| -z | ComBat covariates: covariates for data harmonization, not linear modeling | - -The dependent variables must be named the same as the QC variables, with the suffix _vol. For example, L_str and L_str_vol. They are not specified on the command line. - -### Instructions: Building Docker Container -If you wish to build the Docker container that was built in this project: -1. From the docker directory, create the Dockerfile that contains the specifications for the container: -``` ./bdf.sh ``` -2. Build the container: -``` docker build -t harmonizer . ``` -Please be aware that building the container will use current versions of the software and libraries, which may affect results. Building the container should not be necessary to reproduce the results reported here. Only rebuild the container if you wish to make changes to the pipeline. - -### Instructions: Jupyter Notebooks -If you wish to run the Jupyter notebook for data exploration and presentation: -1. If you are using your own data, you must first run the pipeline. This will create a file of harmonized data that the notebooks need to run. If you wish to use the data provided, you do not need to run the pipeline first. The pipeline has already been run and the results are in the output directory. -2. Load the conda environment in which the notebook will run. From the repository's root directory, run: ``` conda env create -f harmonization.yml && conda activate harmonization``` -3. From the same directory, open the directory in jupyter and select the notebook you wish to open. They are in code/notebooks: ``` jupyter notebook ``` -4. Specify the name and location of the input files, if different from the names and locations already in the notebook. -5. Run all cells. - -## Improvements -A number of improvements are possible. - * Using a library such as rpy2 to call R from within Python would eliminate the need for the bash scripting, the complex command-line arguments, and the use of temporary files, which would reduce the apparent complexity of the process. - * The entire pipeline could be constructed in Python, if the Python version of neuroCombat supported missing values in the data. - * With some minor modifications, vertex-wise analyses could be run using this code. ComBat harmonization may be better suited to vertex-wise data. - * This design, with the Docker container used only to contain the environment, not the data or code, allows the container and code to be reused more easily in different applications. However, for reproducibility, it would also be useful to provide a Docker container that included all of the code, and perhaps the data as well. - * As configured, the linear mixed effects models do not converge with some optimization routines and some subsets of data. It is important to troubleshoot this, as it may indicate a problem in the model specification. - * The Docker container is very large at about 1.5 GB. This size is due mainly to the R installation, and could likely be optimized. - * The pipeline code exists in both code/pipeline and input directories. Ideally symbolic links would be used, however Docker does not follow links (perhaps for security reasons) and GitHub stores the contents of the links. It may be worthwhile to reorganize the repository to eliminate the duplicated code. - -## Acknowledgements -Thanks to all of the instructors, teaching assistants, and participants of the Brainhack School 2020! Thanks to the organizers, J.B. Poline, Pierre Belec, Tristan Glatard, and Benjamin de Leener, with particular thanks to Pierre for his patience. - diff --git a/content/en/project/Multisite-Harmonization/int_fr_LGP.png b/content/en/project/Multisite-Harmonization/int_fr_LGP.png deleted file mode 100644 index 452d15ba..00000000 Binary files a/content/en/project/Multisite-Harmonization/int_fr_LGP.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/workflow_actual.png b/content/en/project/Multisite-Harmonization/workflow_actual.png deleted file mode 100644 index 96690f43..00000000 Binary files a/content/en/project/Multisite-Harmonization/workflow_actual.png and /dev/null differ diff --git a/content/en/project/Multisite-Harmonization/workflow_prosp.png b/content/en/project/Multisite-Harmonization/workflow_prosp.png deleted file mode 100644 index 26c1ab94..00000000 Binary files a/content/en/project/Multisite-Harmonization/workflow_prosp.png and /dev/null differ diff --git a/content/en/project/NODDI-for-PD-biomarkers-in-SC/bhs2023.png b/content/en/project/NODDI-for-PD-biomarkers-in-SC/bhs2023.png deleted file mode 100644 index 059b9071..00000000 Binary files a/content/en/project/NODDI-for-PD-biomarkers-in-SC/bhs2023.png and /dev/null differ diff --git a/content/en/project/NODDI-for-PD-biomarkers-in-SC/index.md b/content/en/project/NODDI-for-PD-biomarkers-in-SC/index.md deleted file mode 100644 index 58e3ef50..00000000 --- a/content/en/project/NODDI-for-PD-biomarkers-in-SC/index.md +++ /dev/null @@ -1,151 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-65-08" # Date you first upload your project. -# Title of your project (we like creative title) -title: Identifying Potential Biomarkers for Parkinson’s Disease Using Neurite Orientation Dispersion and Diffusion Imaging (NODDI) - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Samuelle St-Onge] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/st-onge_project/tree/main - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Parkinson's disease, spinal cord, NODDI, diffusion MRI] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project, I have explored the use of NODDI, a diffusion MRI technique, to identify potential biomarkers for Parkinson’s disease using spinal cord images. The goal of this project was to use an existing Matlab toolbox to perform NODDI fitting, and then use Python to analyze the extracted NODDI metrics to identify potential differences in these metrics with Parkinson's disease progression." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bhs2023.png" ---- - - -## Project definition - -### Background - -Parkinson’s disease is a neurogenerative disease for which we currently do not have any cure. Although there are treatment options available, early diagnosis is key to be able to start the treatment early and slow down the progression of the disease. However, since there are still a lot of things we don't quite understand about Parkinson's disease, it is oftentimes difficult to diagnose at early stages. During this project, I will be exploring the use of NODDI (a diffusion MRI technique) applied to spinal cord images in the case of Parkinson's disease. More specifically, I will be applying NODDI to spinal cord images acquired from Parkison's disease patients at various stages of the disease to identify potential biomarkers for Parkinson's disease, with the ultimate goal of helping clinicians diagnose the disease at an earlier stage, thus allowing early treatment to slow the progression of the disease. In recent work, diffusion MRI has shown a potential interest for finding biomarkers in the context of neurodegenerative diseases such as Parkinson, using Neurite Orientation Dispersion and Diffusion Imaging, commonly known as NODDI. - -NODDI is a diffusion MRI technique which aims to extract metrics based on the morphology of neurites, which are composed of dendrites and axons. The most common metrics that can be extracted from NODDI (Mitchell et al., 2019) are : - -1. Orientation Dispersion Index (ODI) : Measures the variability in neurite orientation -2. Neurite Density Index (NDI) : Measures the density of neurites -3. Isotropic Volume Fraction (Viso) : Measures the fractional volume of extracellular fluid - -![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/817b3ce2-6291-44d0-ac00-b4f3d18e0756) - -My project aims to use an existing open-source NODDI toolbox to perform NODDI fitting of a spinal cord diffusion MRI dataset containing both healthy subjects and subjects diagnosed with Parkinson's disease. Then, using the data analysis tools and skills I have learned during BrainHack School, I have written a Python script to analyze the extracted metrics from the NODDI model fitting, which will then help me compare the metrics with the progression of the disease and identify potential biomarkers for Parkinson's disease. - -#### Why NODDI for Parkinson's disease? -- Literature has shown an interest in diffusion MRI to identify potential Parkinson's disease biomarkers in brain images (Zhang et al., 2012) -- Links have been found between neurite morphology and other neurodegenerative diseases, such as multiple sclerosis (Zhang et al., 2012) - -#### Why spinal cord images for Parkinson's disease biomarkers? -- Spinal cord lesions have been recorded in Parkinson's disease patients (Tredici et al., 2012) -- To our knowledge, NODDI in the spinal cord for Parkinson's disease patients has not yet been studied - -### Tools - -#### For NODDI fitting : -Matlab : -- [NODDI Matlab Toolbox](http://mig.cs.ucl.ac.uk/index.php?n=Tutorial.NODDImatlab) (UCL Microstructure Imaging Group, 2021) -- [Matlab Parallel Computing Toolbox](https://www.mathworks.com/products/parallel-computing.html) -- [Matlab Optimization Toolbox](https://www.mathworks.com/products/optimization.html) - -#### For registration and NODDI metric extraction : -- The [Spinal Cord Toolbox](https://spinalcordtoolbox.com/) (De Leener et al., 2017) - -#### For data analysis : -Python : -- [`matplotlib`](https://matplotlib.org/) -- [`nibabel`](https://nipy.org/nibabel/) -- [`seaborn`](https://seaborn.pydata.org/) -- [`nilearn`](https://nilearn.github.io/stable/index.html) - -#### For version control : -- Git and Github - -### Data - -For this project, I have used a spinal cord dataset from our collaborators at McGill University. This dataset contains a total of 113 subjects, from which 87 have been diagnosed with Parkinson's disease at various stages of the disease ("low", "medium" and "advanced" stages) and the remaining 26 are healthy control subjects. The dataset contains other common MRI modalities, such as T1-weigthed and T2-weighted images. However, for the scope of BrainHack School, I have decided to focus only on the diffusion images. - -### Deliverables - - ![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/ed1381bc-9cbf-4733-8fbb-7a4e13cced9b) [Matlab script to perform multi-subject NODDI fitting](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/NODDI_multi-subject_fitting.m) using the [NODDI Matlab Toolbox](http://mig.cs.ucl.ac.uk/index.php?n=Tutorial.NODDImatlab) (UCL Microstructure Imaging Group, 2021) - - ![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/90f42e61-d337-4421-8e0a-9df9a31409a7) [Python script to compute average NODDI metrics](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/average_image_metrics.py) and display average images for each subject category (control subjects, low PD, medium PD and advanced PD) - - ![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/fa1ff39b-cef1-4d3b-a699-55679dc7ef47) [Python script to perform data analysis](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/data_analysis_NODDI_metrics.py), i.e. regression plots to display and compare metrics (such as ODI, NDI and Viso) with Parkinson's disease progression. - -## Results - -### Progress overview - -The following diagram summarizes the key stages of the methods used for my project : - -![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/0583b4c0-5d8c-40b5-9adf-4d2d486674bb) - -#### NODDI fitting : -Starting with the diffusion MRI images from the dataset, I first performed NODDI fitting using the [NODDI Matlab Toolbox](http://mig.cs.ucl.ac.uk/index.php?n=Tutorial.NODDImatlab) (UCL Microstructure Imaging Group, 2021) from UCL Microstructure Imaging Group. Using this toolbox, I wrote a [Matlab script](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/NODDI_multi-subject_fitting.m) to be able to perform multi-subject NODDI fitting with a BIDS-compliant dataset. The NODDI Matlab Toolbox also gives the user the option of using the Matlab Parallel Computing Toolbox, which speeds up the fitting process significantly. - -For the inputs, the NODDI Matlab Toolbox requires diffusion MRI files (`sub-PXXX_dwi.nii`, `sub-PXXX.bvec`, `sub-PXXX.bval`). It is also possible to specify a mask, in order to restrict the fitting to a certain region of the image (for example, only the spinal cord). In this specific project, I used segmentation files that had already been performed on 42 subjects prior to BrainHack School, by a previous graduate student. Initially, my goal was to start by performing NODDI fitting and metric analysis for these 42 subjects with the segmentation files, and then go back and segment the remaining subjects and re-run the NODDI fitting and metric analysis pipeline for the whole dataset. Howerver, I did not have enough time to go back and do the segmentation during BrainHack School. For this reason, I decided to focus only on 42 of the 113 subjects in the dataset for my Brainhack School project. - -#### Registration to PAM50 template -Following NODDI fitting, I decided to perform registration on the output metrics to be able to compute an average metric for each subject category : control, low disease, medium disease and advanced disease. -To perform the registration, I used the [`Spinal Cord Toolbox (SCT)`](https://spinalcordtoolbox.com/index.html) and followed the recommended steps in the documentation. - -The following diagram shows a summary of the `Spinal Cord Toolbox` pipeline for registration to the [`PAM50 template`](https://spinalcordtoolbox.com/overview/concepts/pam50.html?highlight=pam50) with DWI images : - -![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/fff88b6a-7c3e-430c-b4b1-76cba46fbdd2) - -*Detailed explanations for each of these steps can be found in the [Spinal Cord Toolbox DWI tutorial](https://spinalcordtoolbox.com/user_section/tutorials/diffusion-weighted-mri/template-registration-for-dmri.html). - -#### Metric extraction using the Spinal Cord Toolbox -Following NODDI fitting, to extract the values of the ODI, NDI and Viso metrics (which were all in NIFTI format following the NODDI fitting process with Matlab), I used the command [`sct_extract_metric`](https://spinalcordtoolbox.com/user_section/tutorials/diffusion-weighted-mri/extracting-dti-from-specific-regions.html) from the `Spinal Cord Toolbox`. The following diagram shows a summary of the command amd the arguments that were used for my project : - -![image](https://github.com/brainhack-school2023/st-onge_project/assets/57685132/3a0798dc-31d0-4344-b172-0e62c97bec6d) - -The command `sct_extract_metric` outputs a .csv file for the metric from the file specified in the `-i` argument. For this specific project, I chose the labels 50, 51 and 52 with the `-l` argument, which correspond to the spinal cord, white matter and gray matter. I also chose to extract metrics from C2 to C5, using the `-vert` argument. - -### Results - -#### Computing average metrics - -Following the registration to the PAM50 template, I have written a [Python script to compute average metrics](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/average_image_metrics.py) and display them as images. The following image shows an example of the average orientation dispersion index (ODI) for each subject category (control, low PD, medium PD and advanced PD). - -

    - -

    - -By looking at the image above, we can notice an offset between the images used to compute the average. This is most likely due to a problem with the registration step. Following BrainHack School, I would like to try the registration with different parameters to see if I can fix this offset. - -#### Regression plots - -I have also written a [Python script for data analysis](https://github.com/brainhack-school2023/st-onge_project/blob/main/scripts/data_analysis_NODDI_metrics.py), which takes the metrics from the .csv files obtained with the `sct_extract_metric` command to do regression plots. The image below shows an example of the regression plots that can be achieved with this script. - -

    - -

    - -The plots are divided by vertebrae level (in this example, from C2 to C5) as well as by label (white matter, gray matter and spinal cord). In each plot, we can observe the metric with the progression of the disease (from control subjects to advanced Parkinson's disease subjects). - -In this specific project, since I have used only 42 subjects, there is not enough data to draw any conclusions, nor identify potential biomarkers for Parkinson's disease. Also, future versions of the Python script should include a regression model with p-values, to be able to perform a more rigorous statistical analysis. - -In future work, after having improved the python script to include p-values, I would like to perform the analysis for the entire dataset (113 subjects). By repeating the analysis with the entire dataset, I would suspect seeing an increase in ODI in the white matter and a decrease in ODI in the gray matter, since these have been linked to neurodegeneration according to literature (Zhang et al., 2012). - -#### Limitations and future work - -Following BrainHack School, I would like to pre-process the entire dataset, by also adding [motion correction using the Spinal Cord Toolbox](https://spinalcordtoolbox.com/user_section/tutorials/diffusion-weighted-mri/motion-correction-for-dmri.html). I would also like to use a larger mask to perform the NODDI fitting. As I mentionned in the "Methods" section above, in this project I used segmentation files as a mask for the NODDI fitting. However, it would be interesting to try a mask that is larger than the segmentation of the spinal cord to see if it can help reduce potential partial volume effect. Furthermore, I would like to try performing the registration to the PAM50 template prior to the NODDI fitting, to be able to extract the metric values and compute average images directly from the output metrics. - -Regarding the metric analysis, I would like to try the registration to the PAM50 template with different parameters to fix the offset I have with the current results. For the regression plots, it would be important to consider the age as a control variable, to avoid overestimating the effect of Parkinson's disease progression when performing the regression analysis. Finally, I would like to incorporate a regression model with p-values to perform more rirogous statistics on the different NODDI metrics. - -## Conclusion and acknowledgement - -As a new PhD student, BrainHack school was a great opportunity for me to learn about the basics of neuroscience imaging and data analysis. 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If alone, simple put your name within [] -names: [Laurence Grenier] - -# Your project GitHub repository URL -github_repo: https://github.com/PSY6983-2021/lgrenier_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [AlE meta-analysis, Needs vs Desires, Machine learning, NiMARE] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The goal of this project is to make a classification of the needs and desires states from studies fMRI data" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "./MA_map_first_study-need.png" ---- - - -# Using ALE algorithm and machine learning to classify need and desire states - -### Personal background - -My name is Laurence and I've completed a bachelor's degree in cognitive neuroscience at Montreal University. I am currently a master student in psychology at Montreal University. I am particularly interested in social neurosciences, thereby working at the NeSC (Neuroscience en contextes sociaux)lab. My master project is a coordinate based meta-analysis on social hierarchy. - -I really wish to contribute to scientific findings by adopting approaches that consider the current issues of reproductibility and social inclusion in neuroscience! I've decided to do brainhack school in order to familiarize myself with coding and neuroimaging data. - - - -* * * - -# Project Definition -* * * - -## Using ALE algorithm and machine learning to classify need and desire states - - -### Theoretical background -* * * -Overconsumption is associated with several environmental, social and individual problems (Lipschutz, 2001). One explanation suggested for overconsumption is that "we consume what we want belong what we need" (Stearns, 2006), (Juvénal et al., 2021). Some stimuli are sought for their survival value (food, water,...), while others are sought for their reward value (money, interesting objects,...). While motivation towards the former seems to increase, or even be triggered, by a state of deprivation, motivation towards the latter seems to increase as a function of the previously learned value of the stimulus, corresponding to the association between this stimulus and a reward. However, since a stimulus can be pursued for its *needing* value **AND** for its *wanting* value, for example some kind of food, or even some activities, we can wonder what are the similarities and the differences between those two conditions at a neural level? - - -To answer this question, we previously made a coordinate-based meta-analysis with the ALE (Activation likelihood estimation) algorithm in order to find the consistent activations reported in the literature for each of those conditions. Therefore, we identified regions more commonly reported in the experiments regarding *needs* than in the expriment of *wantings*, vice versa. - -#### ALE -* * * -The ALE approach is used to show the convergence between the regions reported in the literature of a specified topic. For each of the selected studies, the coordinates of the significant voxels are taken (activation peaks). Then, the algorithm is making a gaussian matrice representing the spatial uncertainty, based on the sample of the corresponding study, around the activation peaks reported and thus making what is call a *MA map (main activation map)*.Therefore, each of the experiment has it own *MA map* where each voxels is associated with an activation probability (that increase in the closest to the peaks).Then, the union of the MA maps are taken and the algorithm is making permutations to identify which activations peaks are significantly reported across the experiments, thus representing the convergence of activations. - -[Acar, F et al.,2018](https://journals.plos.org/plosone/article?id=10.1371/journal.pone.0208177) - - -[![ALE description!](./Step-by-step-overview-of-the-ALE-algorithm-From-an-entire-Statistical-Parametric-Map.png)](https://journals.plos.org/plosone/article?id=10.1371/journal.pone.0208177) - - - -### Objectives -* * * - -The goal of the present project is to build a machine learning model which will make the distinction between the studies focusing on the *needs* and the studies focusing on the *wantings* based on the MA maps generated by ALE algorithm during the first step. - -The puposes of this project are : - - Build a machine learning model which will classify the *needs* and the *wants* state based on studies included in the meta-analysis to train the model. - - Retrieve the most contributing features in the machine learning classification model and interpret the coefficient's value in comparison of ALE meta-analysis results. - - Familiarize myself with open science pratices, programming and machine learning. - - -### Tools -* * * - - Python - - Jupyter notebooks - - [nilearn](https://nilearn.github.io/index.html#) - - [scikit-learn](https://scikit-learn.org/stable/index.html) - - github - - [nimare](https://nimare.readthedocs.io/en/latest/about.html) - - -### Data -* * * - -The dataset is composed of all the activation peaks of included studies in the meta-analysis. - -*needs* : 38 studies -Contrasts of interest were meeting those criterions: - - Perception of a food stimulus during a hunger state > perception of a stimulus during a satiety state. - - Perception of a food stimulus during a hunger state > perception of a non-food stimulus during a hunger state. - -*wantings* : 33 studies -Contrasts of interest were meeting those criterions: - - Perception of a cue announcing a reward (or a larger reward) > perception of a cue not announcing a reward (or a smaller reward). - -Here's all the coordinates of the sample in the brain. - - Green : Needs - - Red : Wants -![coordinates gif!](./All_coordinates.gif) - -### Deliverables -* * * -At the end of this project, I'll get : - - Markdown README.md for the description of the present project - - Jupyter notebook including the code, and the brain images - - -# Results -* * * -#### Summary -![Brief description!](./Model_description.png) - -### Data preparation - - Transform all of the activation peaks of each study into a MA map with [nimare](https://nimare.readthedocs.io/en/latest/about.html).This ended up with 71 MA map, because 71 studies had been included. - - Apply a mask to select the voxels of the grey matter. I used the [MNI152 mask](https://nilearn.github.io/modules/generated/nilearn.datasets.load_mni152_brain_mask.html) - -##### Here is an example of a MA maps with the mask: -![Ma map example!](./MA_map_first_study-need.png) - -### Machine learning -I used a [linear support vector classification](https://scikit-learn.org/stable/modules/generated/sklearn.svm.SVC.html) to build the model. - -At first, the model classified all the data into *needs*. This problem occurred *maybe* because the value of most of the voxels is zero, or close to zero (as you can notice in the above MA map). By arranging the data in order to increase the gap between the null voxels and the non-zero ones, the classification has been improved. - -Finally, the model predicted the data with an accuracy of 83.3 ± 16.6 %. -There are the confusion matrices that shows the results: -![Confusion matrice](./Confusion-Matrices.png) - -#### Interpretation -Even if the accuracy is quite good, because the dataset contains more *needs* than *wants*, the model have initially more than 50% of accuracy if it classifies all the data into *needs*. Therefore, we should be careful with the interpretation of that accuracy value. This also explains why the model never classifies the *needs* into *wants* and why it is only making errors by classifying the *wants* into *needs*. A solution to overcome this problem would be to balance the weight of the different conditions according to the proportions in the dataset. - -Moreover, I've split the data into training set and test set by myself with a proportion of 75% for the training set and 25% for the test set, and I've split again the training set into 60% training set and 40% validation set. Thus, the model is not optimal, because it is only learning with 45% of the initial dataset, which is quite small when having 71 data. A cross-validation method would have been more efficient in that case. - - - -#### Features importance -There you can see the most contributing features on the brain. The more the region is *yellow clear*, the more changes in the value of that voxel influence the decision of the model. -![Feature importance](./feature_importance.gif) - - -## Tools I learned during this project -* * * - - Python - - Packages to run machine learning with scikit-learn - - Packages ro run meta-analysis on python with nimare - - Tools to create great brain images and data visualization (matplotlib, seaborn...) - -# Conclusion -* * * -In conclusion, the objectives of my project are mostly reach. Even if the model is not optimal and few modifications should be applied to improve it's validity, I've succeeded in building a machine learning model and in formatting the initial data so the model can process them. - -Finally, I've started this course without a significant background in coding and a little fear about it (I admit). One of my motivation to do brainhack school was to demystify this field in order to be ready to make great neuroscience! I'm glad I did it, learned python and many useful packages to analyse and play with neuroimaging data. - -I really want to thank BrainHack School team for their remarkable competence and exceptional support during all the course! -![Thank you!](./Thank_you.png) - -### References -* * * -[L. Charbonnier, F. van Meer, A.M. Johnstone, D. Crabtree, W. Buosi, Y. Manios, O. Androutsos, A. Giannopoulou, M.A. Viergever, P.A.M. Smeets, Effects of hunger state on the brain responses to food cues across the life span,NeuroImage,Volume 171,2018,Pages 246-255,ISSN 1053-8119,https://doi.org/10.1016/j.neuroimage.2018.01.012.](https://neurovault.org/collections/3235/) - -[Simon B. Eickhoff, Danilo Bzdok, Angela R. Laird, Florian Kurth, Peter T. Fox, Activation likelihood estimation meta-analysis revisited, NeuroImage, Volume 59, Issue 3, 2012,Pages 2349-2361,ISSN 1053-8119, https://doi.org/10.1016/j.neuroimage.2011.09.017.](https://www.sciencedirect.com/science/article/abs/pii/S1053811911010627?via%3Dihub) - -[Assessing robustness against potential publication bias in Activation Likelihood Estimation (ALE) meta-analyses for fMRI, Acar F, Seurinck R, Eickhoff SB, Moerkerke B (2018) Assessing robustness against potential publication bias in Activation Likelihood Estimation (ALE) meta-analyses for fMRI. PLOS ONE 13(11): e0208177. https://doi.org/10.1371/journal.pone.0208177](https://journals.plos.org/plosone/article?id=10.1371/journal.pone.0208177) diff --git a/content/en/project/Odor-pleasantness-modeling/brain_scent.png b/content/en/project/Odor-pleasantness-modeling/brain_scent.png deleted file mode 100644 index dff83d2a..00000000 Binary files a/content/en/project/Odor-pleasantness-modeling/brain_scent.png and /dev/null differ diff --git a/content/en/project/Odor-pleasantness-modeling/index.md b/content/en/project/Odor-pleasantness-modeling/index.md deleted file mode 100644 index b9cd2682..00000000 --- a/content/en/project/Odor-pleasantness-modeling/index.md +++ /dev/null @@ -1,81 +0,0 @@ ---- -type: "project" -date: "2025-06-12" -title: "EEG-Based Odor Preference Modeling 🌹🧀️🪷🍃" - -github_repo: github.com/xiao1992/BrainHack_Project - -tags: [ML, EEG, odor, brainhack] - -summary: "The human sense of smell plays a crucial role in emotional experience. Previous research has shown that EEG can distinguish between pleasant and unpleasant odors at an individual level (Kroupi et al.,2014), but the consistency of these preferences across individuals remain open questions. OPPD dataset: www.epfl.ch/labs/mmspg/downloads/page-119131-en-html" - -image: brain_scent.png - ---- - -## Project definition -### Background - -Kroupi et al. (2014) demonstrated that EEG signals could classify pleasant vs. unpleasant odor perception with high accuracy in a subject-specific manner. However, subject-independent classification yielded lower performance, suggesting significant individual variation. The study did not explicitly test preference consistency across subjects or analyze EEG similarity among individuals who prefer the same odors. - -### Data - -We use the OPPD (Odor Pleasantness Perception Database) delopved by Kroupi et al. (2014) from EPFL [OPPD dataset](https://www.epfl.ch/labs/mmspg/downloads/page-119131-en-html/): -The dataset includes EEG recordings from 5 male participants (ages 26–32), each exposed to four odors: valerian, lotus flower, cheese, and rosewater. For each subject, both eyes-open and eyes-closed conditions were tested. Each odor trial includes a baseline segment and an event segment (odor presentation). The EEG signals were recorded with a 256-electrode EGI system at 250 Hz. Participants rated each odor on intensity and pleasantness. The most and least pleasant odors were identified per subject. - -### Project Motivation -This project investigates whether individuals share common EEG response patterns to odors they find pleasant or unpleasant, and whether these patterns can be generalized across subjects to predict preferences. The goal is to assess both subject-specific and cross-subject odor pleasantness classification and identify potential for real-world olfactory recommendation systems. Specifically, we seek to: -1) replicate existing within-subject classification of odor pleasantness. -2) Explore subjective vs objective labels correlation with brain activites. -3) analyze whether EEG response patterns reflect those shared preferences. -4) develop and evaluate models that generalize odor preference prediction. -5) Visualize and distinguish the most active channels, bands and regions associated with different odors, eyes open vs eyes closed conditions. - -### Deliverables -- Replication of Kroupi et al. (2014)'s within-subject EEG classification results of pleasant vs. unpleasant odors. -- Statistical analysis of cross-subject odor pleasantness agreement. -- Subjective vs objective labels, Eyes open vs eyes closed ML results. -- Development of simple classifiers to predict preference class from EEG, including cross-subject generalization. -- A set of visualizations mapping EEG response patterns (channels, bands) to odors. - -## Results -1) There is some alignment between what subjects rated as pleasant/unpleasant and what is objectively pleasant/unpleasant. However, the result is not statistically significant (p~0.05). This suggests individual preferences may diverge from traditional expectation. -2) Subjects are more likely to agree with the traditional (objective) odor lables when their eyes are open. This supports the idea that sensory and cognitive context (visual) influences how we evaluate smells (might be due to placebo) -3) Strongest ML performance = Eyes Open + Objective (for all models). -a) Objective Pleasantness is Much Easier to Decode. In both eyes open and eyes closed, accuracy for y_objective is consistently (90% of the case) higher across models. Best model overall: XGBoost in eyes_open (66.7%), indicating EEG contains information about odor perference. -b) Subjective Preferences Are Less Consistent. Much lower and more variable performance for y_subjective (5/5 <50% are subjective preferences). -c) Performance is model-sensitive: RF and KNN show scattered strengths (i.e. KNN best for eyes open, RF best for eyes closed). -This reflects subjectivity: people disagree with objective odor rating, and neural patterns for preferences are weaker. -4) Overall: Eyes Open - Theta, Alpha; fronto-parietal - attention, emotion encoding; -Eyes Closed - Gamma, Beta; Temporal, occipital - internal sensory processing. - -### Progress overview - -Explored beyond the original paper on subjective vs objective odor labels ML results. - -### Tools I learned during this project - - * **Machine Learning** Explored different kinds of ML models and compare how each suits different dataset. - * **Github workflow-** Interacted constantly with Github to updating on the project codes. - * **Python Package** Made a python package for the first time NeuroSuite. - -### Results - -#### Deliverable 1: ML results on subjective vs objective labels and eyes open vs eyes closed conditions - -ML results: [Machine Learning Results](https://github.com/xiao1992/BrainHack_Project/blob/main/EEG_model_results.tex) - -#### Deliverable 2: Figures of which channels, locations are most active during the odor sensoring experience and different conditions - -You can check out the [Figures subject level and group level](https://github.com/xiao1992/BrainHack_Project/tree/main/figures) - -#### Deliverable 3: NeuroSuite Package - -You can check out the [NeuroSuite Package](https://github.com/xiao1992/NeuroSuite) - -## Conclusion and acknowledgement - -*Kroupi, E., Yazdani, A., Vesin, J.M., & Ebrahimi, T. (2014). EEG correlates of pleasant and unpleasant odor perception. ACM Transactions on Multimedia Computing, Communications, and Applications (TOMM), 11(1s), 1–17. [DOI: 10.1145/2637287] -*Koelstra, S. et al. (2011). DEAP: A Database for Emotion Analysis Using Physiological Signals. IEEE Transactions on Affective Computing, 3(1), 18–31. - -If cross-subject generalization proves feasible, future work could work on larger and more diverse (females, different ages, more odors) pools which would improve the model’s generalization. Cross-modal integration with physiological signals (GSR, heart rate) may also enhance prediction. diff --git a/content/en/project/Parkinson-fMRI/Brainhackproject_final.ipynb b/content/en/project/Parkinson-fMRI/Brainhackproject_final.ipynb deleted file mode 100644 index de167a15..00000000 --- a/content/en/project/Parkinson-fMRI/Brainhackproject_final.ipynb +++ /dev/null @@ -1,5105 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 59, - "id": "5c9e945f", - "metadata": {}, - "outputs": [], - "source": [ - "import os\n", - "import glob\n", - "import numpy as np\n", - "import pandas as pd\n", - "import nibabel as nib\n", - "import seaborn as sns\n", - "from nilearn import connectome\n", - "from nilearn import plotting, datasets, maskers, connectome\n", - "from nilearn.interfaces.fmriprep import load_confounds\n", - "from nilearn.connectome import ConnectivityMeasure\n", - "from IPython.display import display\n", - "from IPython.display import display, Markdown\n", - "from scipy import stats\n", - "from scipy.stats import ttest_ind\n", - "import plotly.graph_objects as go\n", - "import plotly.express as px\n", - "import statsmodels.api as sm\n", - "from sklearn.linear_model import LinearRegression\n", - "from sklearn.model_selection import train_test_split\n", - "from sklearn.metrics import mean_squared_error, r2_score" - ] - }, - { - "cell_type": "markdown", - "id": "d58ecf06", - "metadata": {}, - "source": [ - "## Functional Connectivity Analysis and Group Comparison using Harvard Atlas" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "3f134f5e", - "metadata": { - "scrolled": true - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n", - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "[NiftiLabelsMasker.wrapped] loading data from Nifti1Image(\n", - "shape=(91, 109, 91),\n", - "affine=array([[ 2., 0., 0., -90.],\n", - " [ 0., 2., 0., -126.],\n", - " [ 0., 0., 2., -72.],\n", - " [ 0., 0., 0., 1.]])\n", - ")\n", - "Resampling labels\n", - "[Memory]0.1s, 0.0min : Loading _filter_and_extract...\n", - "__________________________________filter_and_extract cache loaded - 0.0s, 0.0min\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/home/roya/miniconda3/lib/python3.9/site-packages/nilearn/connectome/connectivity_matrices.py:495: FutureWarning: The default strategy for standardize is currently 'zscore' which incorrectly uses population std to calculate sample zscores. The new strategy 'zscore_sample' corrects this behavior by using the sample std. In release 0.13, the default strategy will be replaced by the new strategy and the 'zscore' option will be removed. Please use 'zscore_sample' instead.\n", - " covariances_std = [\n" - ] - }, - { - "data": { - "image/png": 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", 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", 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", 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", 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", 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", 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", 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", 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HqF1bfVvpv2Lu3Lk4ODgoNz8/vxqdTwghhBBCiAfpQRc+lgLIQgjxF7Ro0YJz584Bv3eiatiwodJhqkWLFkrWjKenJyYmJuTl5dGgQQN++eUXoKLQsLEFuKurK08//TTDhg2jd+/etGjRgqZNm6LT6Zg6dSonTpxg27ZtjB8/nieeeAIAX1/fP6xbY2JiglarfSD1baZOnUpOTo5yS0hI+K/OL4QQQgghhPh3kGVWQoj7pkmTJsTHxwO/twUPCgqipKSExMRE6tevT3FxMXq9HicnJywtLUlMTOSxxx7jscceo1mzZpibm9OwYUNMTU0pKiqib9++NGnSBG9v7ypzabXa2woSP4gaNnczt4WFhbLPQgghhBBCCKGWZOYIIe4bf39/ysvLATA3NwfAysoKS0tLYmJiMDExITc3l7NnzwLg4+ODq6srRUVFzJo1i02bNnHo0CEsLS1xc3PDysoKQAnkVNdBCvivFCO+U8vxynOnp6dLa3IhhBBCCCH+n4aKoMODvP07F1lJZo4Q4j6zs7PjjTfewNzcnC1btvDcc8/h7u5OTk4OAF999ZUSnBk9erQyLjIykqVLl7J3715CQkKYPHnybY9t7CJVkwwGQ7VzVL6vvLycmJgYQkNDuXr1KmPHjiU1NZX69evz2Wef4eTkVKP7KIQQQgghhPjfJsEcIcR91bt3b3bu3Ennzp2ZOHEi3bt3Z+jQoUBFoKR///5VttfpdGi1Wnx9fXnuueeYP38+Dg4Oyvb3O3iTlJRETEwM9vb2NGnSROm6ZXRr0ObKlStcvXqVwMBANmzYwGuvvUZqaipDhw5lw4YN7N27l9atW/POO+/c1/0UQgghhBBCiDuRYI4Q4r5auHBhtfdXDsxU/r9WqwXAycnptoyW+xnI2bVrF8899xzm5uYEBAQQHByMr68v7u7uyjY6nY49e/YAFfVt3nrrLfz9/fHw8MDU1JQjR44AFUWW3dzcyM3NxdbWlvXr12NiYkL79u2JiIjAzc3tvu23EEIIIYQQ/1R/h25S2n/pQisJ5ggh7rvy8nJlSZQx66VyYKYmlkoZW40bg0OVZWVl8corr/DNN9/QpEkTAC5cuICZmRnfffcdV69e5Y033kCr1TJz5kzmz5+PlZUV586d44svvqBWrVpER0djbW1NfHw8AQEBODk5ERMTw8CBA/Hx8SEpKYlp06bRoUMHXn311bsK6AR0b4K91d0XRn48PueuxwCsOp6iahzA2L42qsYVpqvbV4Dkzb+pGqe1Mlc9p42ni6pxjn2Hqp5ToytVPTZIZc0ozc1i1XO28VcXtLyaXah6znVnk9XN6e+oes7uQepeCxV0qkbl3sNb5NWsAlXjTEzUT9qujquqcZfS81XP2djLXtW4Mr36uma6exhrb3H776a/4nRKruo51TLXqn8tZBSUqxpX19NO9ZxuNurf65Ny1L8HqmVuqu79WnsPP6NqX7tWFuovFc9ev6lq3M1C9b8L/1NP/R/T0gpKVI0zu4eajaZm6t4XfJ2tVM8ZmZanalxbf4e7HiNVJGueFEAWQtx3pqamSvvvmqDT6W4rhmxsOV6dw4cPExwcTGhoqHJfgwYNcHJyon///mzdupWTJ08q+25nZ4ePjw+dOnUiMzMTAEtLSxwcHIiJiQHA1dWVM2fOANCmTRsGDRrE22+/jZmZGSUl6j4QCCGEEEIIIcRfIZk5Qoi/vVvr2hiDNsYMH71ez759+9i2bRuPP/44jRo1qjLu4MGDNGrUSOk0FR0dzW+//YaHhwePPfYY/fv3Z9++fSQnJ9OuXTusrKwwMzPD19eX2NhYmjVrho+PD+bm5hw+fJj//Oc/5OTkcP36dZKTk1m2bBkbNmzA0tKSp59+Gl9f3//yGRJCCCGEEOLvR6upuD3QfXiw09cYycwRQjxQeXl5rFy5ks8++4yysrLbvm8wGJRATnZ2NteuXWPlypV8+eWXPPnkkzRu3JivvvqKPXv2kJSUxLJlyzhx4gRQkcEDFVk0GRkZ5OdXpPTv27eP77//nq1bt3Lt2jXGjh2Lqakp06dPR6fTERgYCFS0RL98+TJQ0Wp96NCh7Ny5k5YtW2JlZUXv3r2xt7dn1KhR7Ny5k5MnTzJu3LgaP2dCCCGEEEKI/20SzBFC/NcYM2MWLlzI4cOHAfjuu+/45Zdf8PHxUYIvxcXFREVFkZ2djUajYenSpUyaNIkRI0Zw6NAhfvjhB7744gumTZvGSy+9xJIlS+jatSvffPMNjo6O7Ny5s8p84eHhZGdnEx0dDcC4ceM4cuQILi4uxMbG4uLiQseOHcnMzCQ7OxuoKIDs6elJUVGRsv8tW7Zk7dq1HD16lOXLlzN+/Hjs7OyoU6cOnp6eAFWWfgkhhBBCCPG/rCIzR/OAbw/6LNQMWWYlhKgR1bUVN349aNAgXFwqiopu374dNzc3bGxsKCsr47vvvmPhwoU4OTnRpUsXXn/9ddzc3Pjqq69YvHgx7du3p6ysjB9//JHQ0FDKy8vp1q2bEkSpX7++EswxZvS0a9eOa9eu8fzzz7Np0yYKCgrYt28fN27coE6dOsq4Pn368J///AeoCOYMGzbstmMw7rexZs+tdXpqqk6QEEIIIYQQQhjJVYcQQhW9Xk90dDTffPMNO3fupLS0aveBW4MgaWlpnDhxguzsbFJTU/nmm284evQoycnJrF+/nszMTI4cOcLevXvZtWsXBw8exGAwMG/ePJo3b46bmxv169cHoF69emRkZADg7u6OVqtVvg4ODiYlpaJbkzHQYmFhwciRI5kyZQoDBw5kxIgRnD59miFDhuDv7w9ULKO6cOECTZs2veMx3Hp8dyq4LIQQQgghhBA1SYI5QohqGZcoVXffypUrCQoKYvz48WzcuJG8vDzMzX9vDVpaWsrJkye5cOECubm5DBo0iM6dO/P++++Tnp5OcXExmzZtomXLlixdupTg4GAGDhyIh4cHkZGReHt7o9FoGDZsGLt378bPz4+ioiKKiytaiIaFhZGTU9Hq2t3dHUtLSyWA4+fnx/Xr1yksLKwSjNFqtQwfPpwjR45w5MgRPvroI3r37q1k0vTv35/Q0FCcnJxq5oQCJSUl5ObmVrkJIYQQQgjxb2UsgPygb/9GssxKCFGFMWCj0WhYu3Ythw4dYsGCBZiYmCjLiqytrWnfvj3ffPONMu7YsWMsWLCAH3/8kZs3b7J27Vrc3d3p1q0b8fHxREVFKds6ODhQWlrKjRs3CAwMJDExEYA6deooGTYajYby8nKsra0xMzPDysqKlJQUfHx8sLOzIyMjg6ioKOrXr4+npye2traUlJTg4+PDli1bsLKyuuMx6vV6ZRmYMZizYcOG+34ubzV37lxmzJhR4/MIIYQQQggh/t0kM0eI/1FFRUVVivsaaTQaJaPFzc2N2NhYJSPGGPioX78+6enpnDp1irVr17JixQqCgoI4evQoAE5OTgQGBpKXl0dAQACpqamMGjWKRYsWcfDgQTw9PdFoNMTFxeHi4oKFhQXx8fFYW1vToEEDPvnkExITE1mxYgWPPPIIAGZmZsTFxSnBps8++ww3NzcAxo8fz7Bhw7CwsAAgKCjoD5dImZiYoNVq70t9G71ej06n+0uFj6dOnUpOTo5yS0hIuOf5hRBCCCGEEP97JJgjxP8InU7H1q1bWbFiBQBbtmwhPj6+yjZFRUWcPn2aU6dOARASEkJeXh43b94Efq8hExQURFFREWPGjGHNmjWkpKQoQZmMjAzMzMxwdXUlOzsbrVbL+fPnefbZZ8nPz+fpp58mPT2d2rVrExMTA4C9vT3Hjh0DYPny5Vy4cIH+/fuTk5ND7969Afj6668ZOHAgGo0Gg8HAwIEDlWAOVL8s7H4xGAzK42/YsIE5c+Yoy7ruJjBkYWGBvb19lZsQQgghhBD/Vg++k1XF7d9IllkJ8S9RVlZGbGwsISEh6HS6KkuIoCLo0KpVK2xsbCguLubXX39lx44d+Pn58cQTT/Dbb7+xYsUK3N3dcXR05OWXXyYsLAytVktycjLe3t5ARWBDq9Xi6OjI3LlzadOmjTKHp6cnZ8+e5T//+Q8lJSXk5ORw/fp1goODqVevHm5ubly6dAmdToeTkxORkZE89thjDBkyBGtrawACAgJYsmRJlX3X6/VVatkYg0qVO2b9USbOX6HX67l48SKXLl2icePG1KpVS3n8W2vv5OTkkJ2djZeXFydOnGDJkiUkJCTw6KOPMn78eMzMzO5pX4QQQgghhBDij0hmjhD/UAaDocrynri4OH744QeAKpki6enpZGVlodFouHnzJm+++SaZmZkcO3aMY8eOUVRUhIODA7179+bAgQOsWbOG0tJSvv76awC8vb2JjY1V5jXO5+/vz+nTp9Hr9ZSUlADQqlUrdu7cSUpKCufPnycuLo7k5GQ+//xzIiIiGDx4MG3btsXLy4spU6YwdepUAKZMmUKfPn2UOUxMTJTjMxgMd8x6uZsAzp8VdK5Tpw4TJ07ko48+4t133+X48eNoNBoKCws5ceKEsoTM39+f8vJybty4QXl5Obt372bs2LEsX76ckpISZs2a9Zf3SQghhBBCCCHUkMwcIf4BjAV7TUxMqmSiVG6NXbduXSZOnIhOpyMqKopNmzaxb98+4uLiaNasGXPmzEGn03Hp0iU0Gg0zZswgNjaWF198UZlj7NixREVF4ejoiIWFBenp6dSvX5/Lly/ftk8hISHExMSg0WiUWjUvvvgiS5YsoUuXLgwcOJAXX3yR4OBgWrVqxZgxY6qMd3d3r/K1Tqercjz3q/X3Xy3o3KZNG7777jvKy8t544032LhxIyEhIfTt2xe9Xo+3tzcdO3bk6aefRq/Xk5ubS1paGosXL2bEiBFER0dz5coVunbtes/7LIQQQgghxL+Byd+gm9S/NYPl33pcQvzjREZGsmTJEkaOHMnq1aurZJIY67JUzkSJi4tjzpw59OzZk08++YTc3FweeughJYPk66+/ZvDgwURHR2NhYcHKlSvRarX4+flx9epVPDw8SE5O5uTJkwB88803aDQajh49ytKlS8nLyyMjI4OGDRsSGxtLeXl5lf2tV68e2dnZlJWVKfd5enoye/ZsoqOjmTVrFr1798bb21vpLGUsFlydew3c3GtB54yMDAoKCjA1NcXJyYm0tDRWrlxJu3bt2L9/P++++y7vvfceOp0Oe3t7kpOTsbe3R6fTUadOHV577TWOHDnCkiVL7uk4hBBCCCGEEOLPSGaOEH8DycnJzJo1C0dHR9q3b88XX3xBQkIC48aNw87Ojr179/Ltt99y6tQpXnvtNQYPHszXX39NamoqL7/8MkFBQVhbW9O0aVNiY2Pp378/zZs3x8HBAYBBgwZx+PBhUlNT8fb25tKlS/Tq1atKByZXV1diYmIoKChgw4YNXLt2jXPnztGsWTMyMjIoLi7G1tZWCbr85z//oVu3brcdi3GJVOWMGGMw5X50jzLS6XT89ttvJCcnM3r0aLZs2UKDBg0ICQlRtikqKiI6OhqAJk2aVCnobG1trexX7dq1KS0t5eTJkxQVFbF//37eeustlixZwtNPP01ZWRm1atXCxcWF5ORk3N3duXHjBra2tgQGBtKgQQNatWoFwOnTpwkKCrqr4saFqdloLc3v+hzYedvd9RiAsX1tVI0DWL7piqpxL4xtonpOx3p+qsZZuLqonlOXn6dqnN7MSvWcenP1z4tpurrnRW/n9ucb3YGn7d2/ZgE8bNTXlIrwVFc0vFT3593m7sSv6LrqsXlOgarGWd3DnzCdLNS9ju6l7lhOcdmfb1SNum7qX/M5JeV/vlE1Gt7DnO4W1f8x4q+4XqiuSL+tufo/dDhZqftZ87RRf3mgU9mMoI+9+veimBuFqsfaW6g7Vqt7eF78HdT9nlD7cwYQ4q3uvdPBWt37PEATXwdV4/JL1f+c+dhbqh5bWKbu90SIq/r3lAEt1H2+yVf5/gcQ5qHus6OL2d0/L8X/P+bvUIBYixRAFkLUkDfeeIM6deowZ84cAJo3b84777yDi4sLI0eO5KeffiIkJITJkycTHBzM0aNHiYuL4+WXX6Z+/frK49SuXZtz587x5JNPUqtWLdLT04GKujfnzp1j3LhxuLu7c+XKFXx8fPDw8OCdd96hWbNmDBkyhIsXL9KsWTO6devGvHnzqFOnDkFBQWzevPm2ff6jD/63Fg1W468WdLa1tb3ngs6mpqZ4e3vz7LPPUrduXXr37k2LFi2wsbEhISFBmdfMzIz4+Hjq1KnDzp07KSoq4uWXX+azzz7jzTffJDExkc6dOzN9+nTpVCWEEEIIIYSoMRLMEeIBKy0txczMjLp16wJQXFxMWFgYDRo04NChQzRu3JjLly/z4YcfVhlXVlZGYGAgJSUlmJqaotVqCQ0N5eDBg2g0GkxNTfn666955plnlGVSXl5eODk5KQWNR4wYQUFBAQEBAfj6+jJr1izeeeed//o5gIqgil6vV4I2xoLOb7/9dpUlWOnp6ZiamuLs7MzNmzeZN28ekyZN4tixY5iamuLq6qoUdB45ciTl5eU89dRTfP311yxcuFAp6NysWTMApW6Oi4sLU6ZMYdSoUcpcffv2Zd26dZibm2NmZkadOnUICQnh0qVLQMVStwEDBtCwYUPS0tIIDQ2t0i5dCCGEEEIIIWqCBHOEeMD0ej329vbKkidjW+uWLVuydetWPD09iY+PB6CwsBBra2sl8LN+/Xoef/xxAPLy8ggKClKKFdeuXRtvb2969+5NdnY2CxYsAKBHjx50794dAC8vr9u6L1UOqtyPDJs7HbOags579+4lPj7+ngo6h4aGEhMTc9s+BQcHc/bsWcrKypQaRf369cPa2pr3338fg8HA2LFj8fT0xNXVlY4dOyrnKzg4mODg4Pt+noQQQgghhPgn0/4NCiDfe0uVvycpgCzEA2Zubo6Dg4OSLWMM6lhbW2Nvb4+HhwcajYbz589jbW0NgJWVFaNGjeLHH39kxIgRtGvXjo0bN+Lu7k6vXr0oKirCzc2NwMBAvvzySw4fPky7du0AsLGxwdbWVpn/1qLExqBK5UCLGjVR0HnIkCH3XNA5LCyMK1euVFvQ+ebNmxgMhipBpf/85z9s2rSJzZs38/DDDwNgavp7HNx4DNW1PhdCCCGEEEKImiDBHCEeMBMTEzp06MBvv/1GYmKikpmzYMECBg8ejEaj4fXXX2fu3Ln06tWL0NBQTpw4QZcuXXjllVfo1asX77//Po899hiOjo7Mnz8fKysrrKysyM3NJSkpCeCOXaSMgZX7yVjQ+cKFC0pB5/fee4+8vIqisnv37mXMmDE0adKENWvWABXBmoSEBF5++WV69uxZpaBzQEDAbQWdi4qKqhR09vf3/0sFnevWrasUdAaqFHT++uuvMTevvtifTqe74zmEeyseKoQQQgghhBB3Q5ZZCfE30KFDB8LDw5kxYwaOjo5cunQJW1tb+vXrB8CwYcMIDg6mtLSU4OBg3NzcMBgMtGrVSumiZKTT6dBqtTRr1owGDRrg6uoK3Hvr77vxbyvoDP/d8yeEEEIIIcS/gSyzqjkSzBHib2LFihWsXbuWCxcu8MQTT9ClS5cqxXRbtGhRZXtj8KFyfRv4PehgY2ODjY36dolqSUHnOyspKaGkpET5Ojc39wHujRBCCCGEEOKfSoI5QvyNDBgwgAEDBtzx+waD4bYMksrtuv8O/hcLOhsMBqWg8x+ZO3cuM2bMuO/zCyGEEEII8Xek1WjQPuByBFr+neUQ/l5XgUIIdDpdldovlf0T6rL8Wws6G1UudGz8v7Gd+p+ZOnUqOTk5yi0hIeGe90cIIYQQQgjxv0cyc4T4m/mn12YxFnSeMmUKzz77LL6+vkD1BZ2zsrKIi4vjs88+o0uXLlhbWxMXF0edOnVo3LgxWq2W+fPnA1Qp6Ozh4aHUBqpu/vvh2rVrZGZm0qhRIywsLJT7jQEh4/w6nY64uDiOHz9OREQEISEh1WZQAVhYWFR5LCGEEEIIIYRQQ4I5Qoj77p9S0Lm0tBSdToeVlRXl5eXKMiwTExNSUlJum+fatWskJCQQGBiIn58fa9eu5ZVXXqF///6cPn0af39/3n//fZycnO5534QQQgghhPin0/I3KIBs+PNt/olkmZUQokasWLGCnj17YmdnxxNPPMGSJUtuK+jcrl075b7KBZ0rL2WqXNDZGMi5F8ZlX9evX2f58uVcuHABQCm6bGJiQllZGS1btsTCwoKcnBwAli1bRt++fZk/fz5vvfUWxcXF1KpVi6SkJBYsWMDu3bsxNTVl375997yPQgghhBBCCPFHJJgjhKgxAwYM4K233mLIkCFVAjlGlYM2Rvda2yYvL4+ysjLOnj3LsmXLAKrUIDIuw/L392fChAk0bNgQgC1bttC2bVvatGnD8uXLycnJYdq0acTGxpKens4HH3zAhQsX2LRpE3Z2dnz44YeEh4djbW2NVqtFr9dTp04dkpKSqj0uIYQQQgghhLhfZJmVEKJG6XS6OxYIvl8FnY1LsWJjY3n33Xd54okniIiIUII4xmwbMzMzCgoK+Pzzz2ndujUnTpzg+vXrzJ07l3nz5rF06VICAgKws7PDzMwMPz8/srKycHV1pVatWkr3raFDh7JixQpMTU1xd3fn0qVLBAcHY29vT15eHrm5uTg4OPzl/Xfp3BV7W+u7Pu6ijOy7HgNQmJ6jahzAC2ObqBq3ePkp9XOqHOfRIlT1nPqyclXjSn9eoXpOraW56rGWvgGqxhVei1U9p8MTb6kal19WfYH3v8LHSt3HloJ7mNNQbKZ6rH3CCVXjNGbqXwsa1yBV47QJ51TP2TWojbo57+FXgGlWvKpxJrmJqucsu3RS9dhANx9V42p71FY9p1qahIuqx9bxqKdqnMFMfT25QK2692uAAktnVeMauNmontPKTN3f0q1VjgO4UajuHEWmF6ieM8j57j/XACTmFque817+llZH5f46Wapf9m+i8nOw1kT9m+fRxJvqBvo63vWQ1MKK/TT5G3SzUnuu/+4kM0cIUaOMS5fulV6vV27VzQFQq1YtHBwcyMzMxMHBga1bt1JeXs6LL77IihUVF9k2NjZ88MEHBAUF4ebmptTKSUpKYuXKlRw+fJjs7IogiaOjI6mpqeh0OpydnYmJiQEgNjZW6cQVFBTEsWPHALC1tSUxMZH09PR7Pl4hhBBCCCGEuBMJ5ggh/nZ0Ol2V9uJQkV1jvN3qwoUL9OrVi+7du3P58mVSU1MBWLRoEYmJiYwbN47169dz7do1dDodISEhlJWV4enpSXFxMZmZmaxbt466deuyfft2unTpwtGjRwkPDycxMZG6detibm7O999/z5UrV/j1118JCQkBoHbt2ly5cgWoKPw8duxY/P39a/gMCSGEEEIIIf6XSTBHCPFAlZaWMmXKFJKSkpT7tFptlS5SBoOBY8eOsXr1ah5++GEl88WYpbNw4UJ69erFb7/9RkFBARcvVqSIt27dmuPHj1OvXj1sbGw4cOAA27Zto1mzZlhbW+Po6IiFhQXR0dGEh4fz9NNP8/7779OpUyeOHDmCr68vFy9eJCMjg8WLF+Pg4MBjjz1GYGCg0pnr/fffZ8aMGej1egIDA29rZS6EEEIIIcT/Kq3m73H7N5JgjhCixun1+tsybYzMzc2ZOnUqPj4V9QRKSkr4+uuvGTp0KIsXL+bmzZsAjBs3js2bNzNy5Ejs7OyAimyd4uJiCgsLCQsLQ6vVMmLECCwtLSkpKSEsLIyTJytqHIwePZrU1FQ+//xzysvLsbe3x9raGjMzM1JSUrh69Srdu3enQ4cOxMbGMmDAAOrWrcvQoUOxsbHB2dmZadOmceLECWbOnKnsr1arxWAwKBlDUvxYCCGEEEIIUdOkALIQ4r6KiYlh5syZ2NjYsHDhQmxtbW9bGqXT6cjIyODIkSNotVrOnj1LnTp1eOyxx/jll1/YunUrgwcP5qeffiI7O5uZM2cSFBREQEAA/fv3r/JYKSkphIaGKnVu/Pz82LJlC9nZ2TRt2pRvv/0WgM6dO5Ofn8+rr75KYGAgUFETx8fHB2tra1xdXRk7dixhYWHKEipACdoYGVunV+66VbmQ8/0q6iyEEEIIIcQ/nfZvUAD5Qc9fUyQzRwhxV4yZJ7cWJDbev2rVKho0aMB7772Hra0t2dnZbNy4kTfffJNdu3YB8O677zJ8+HC2bdtGQEAABQUFSgbNvn37aNSoEY8++igTJkygqKiI/fv30717dyVLp7z8964M3t7euLm58cMPPyjfO3z4MLGxsTRo0IDDhw8DYGVlRffu3Zk0aRIjRowAwMXFhUmTJtG3b1/s7e0ZNGhQlUCO8TgrMzExQavVStBGCCGEEEII8cBIZo4Q4k8ZDAY0Gg3PP/88ffv2pVu3btVm25iamrJnzx6ysrIoKChgzJgx7N69myNHjtCgQQP27dtHbm4uXbp0YdOmTYwfP55GjRqRkpLCypUrSUlJwd/fH3t7e6CiO5WNjQ05OTnUrVuXzZs3A1SZ28LCgkGDBnHo0CGaNm2Kp6cnw4cPx2AwEBISwrp165RtHR0dWbJkyR2Pz/hvZfejE5dRSUkJJSUlyte5ubn37bGFEEIIIYQQ/zskmCOEUFQXzIDflw699957mJpWvG1ER0fz66+/EhkZSWRkJK+++iodO3bE3d2dzMxMXn31Vc6cOcPWrVuZNGkSCQkJrFq1iqtXrzJv3jzs7OyUrk9169YlLS0Ng8GAr68va9as4emnn8bHx4fNmzczfPhwSktLuXz5MnB7gMXd3Z0lS5aQnZ1N3bp1q3yvbdu2Vb42ZtpUfozqlkvVhLlz5zJjxowanUMIIYQQQoi/i79DAeIHPX9NkWVWQvyPqVyg99ZivX8WzNi+fTvdu3cHYM+ePcyaNYsXXniBmTNnsnjxYpycnJSAj62tLf7+/mzatInPPvuMo0eP8txzz7FgwQKcnJwoKysjKysLqGjvXV5eTnZ2Nv369aOgoIAJEybQp08f2rVrh7+/PwEBAYwcOZKCgoJq983V1VUJ5BgMBuXYbj3GO7U3v1d/pfDx1KlTycnJUW4JCQn3fT+EEEIIIYQQ/36SmSPEv1RxcTE6nQ4bG5sq9xsDNnq9vkpQIz8/n82bN9OtWzecnZ2rjDFm7AQFBSktxMPDw3FxcVEKBv/www8cOnSIVq1akZ2dTVFREf7+/jg7O7NixQrMzMwAyMrKwsrKCjMzM65du0bt2rWV/bp27RoNGjTgyy+/ZNu2bfTp04eOHTtiamqKqakpr7zyyl869v9WQeLK5/CvzGNhYSFty4UQQgghhBD3TII5QvxLGAwG9Ho9Wq2WgoICDhw4gI2NDe3atVO2KSkpITo6mrS0NHr06EFkZCTjxo3jt99+Iy4ujgULFtCnT5/bHtsYqKhXrx5FRUXk5uZSt25d3N3dycvLw87ODhsbGxITEzE3N8fFxYVLly4RERHBsGHDmDRpErVq1eLy5cuYmZnx6aef0qxZM0pLS5U5fvjhB1xcXICKosYjR468bT/0ej0ajea/Unw4IyOD/Px8/P39lfbjleetHMjJzc3l4sWLBAYG4ubmVuP7JoQQQgghxD+BdLOqORLMEeIfoqSkRMnqMLbH1mq1yvc1Go3ytUajYf/+/Vy+fJkjR47Qq1cvvL29efLJJzE3N8fHx4fo6GgmTpzIuHHjGDx4MLVq1eLVV1/F1ta22vmNwQsnJyeio6Np2bIlDg4OREVF0bJlS9zd3YmLiwPAzs6Ow4cPExERwZw5c1izZg3Hjx+nefPmdOrUCYDZs2dXeXxjIMfIuFSqcvZQTSyPMh6XTqdT5jU1NVWCYb6+vkr3qrKyMhITE3F2dsbBwYHvvvuOFStWULt2bQ4fPky/fv2YNWuWkoUkhBBCCCGEEDVBgjlC/E0ZDAY++eQTfvrpJ3Jycqhfvz5z5szB19e32qBGVFQUR44cYceOHWg0Gk6ePIlWqyU4OBh3d3fmzZvHiy++SEREBDt27GDixIk8/PDDjBgxgkuXLrFw4UImT54MVLT3NjU1Vf417g9UZOccP36cli1bYmVlxeHDh2nZsiUBAQFkZGQAMGfOnCrBmcGDBzN48ODb9vnWpV6V1VQGjjHDJjY2lo0bN9KlSxfCw8OrBMYAHnnkERITEyktLcXMzIxly5axYMECAgICaNu2LXPmzMHKyopTp06xe/duMjIymDJlCgcOHKBz5873fb+FEEIIIYQQwkiCOUI8QHq9nkOHDlVZCmW0c+dO9uzZwyuvvEJERAQJCQlkZWXh6+vL9u3bWbJkCdevX2fy5Mk89dRTxMTE8O677zJ37lweffRR9u3bx7Zt25g2bRqWlpZcunSJlStXUrduXTw9PXnzzTeVejoWFhZ4eHiwdu1aHnvsMQIDA1m0aBG5ubm8/fbbwO/BnIYNGxIfHw/ApEmTlPo6lZdFtW7d+rbj0el0SoDGGKSpiUwbo/Pnz5OQkECvXr3Q6XRVspYAgoKCmDx5svL1nj17WLp0KcXFxQwbNoyWLVsyYcIEFi5ciIWFBV9//TVxcXHk5+fzzDPP8N1339G9e3clW8rS0pKgoCDl3AghhBBCCPG/zkSjweQBL3N60PPXFAnmCPFfZFweZWJigkajwcTEhF69ehEbG4u7u3uVbWfNmsWzzz5Ljx49APDw8AAqsma++eYbBg4cyODBg/nPf/6Dg4MD9evXJyQkBD8/PwDMzMwoLCzk0KFDdOnSBTc3N8aMGcP06dOrzBMbG0tGRgbffPMNhw8f5oUXXmD9+vV4eXlx4MABZb+NGTpTp07FxMQEg8GgLJkyqlxX5tasm1szX+4nY7AmMjKSzz//nDFjxmBhYaHsc+W58/Ly2LJlC6GhoRw+fJjc3Fyef/555s2bx6RJk/D19SUgIABTU1Pc3d3JysrCyclJCXxZWVkxcuRIfvrpJ2XZmrFukLW1Nbm5uVWWxP0VGmtbNNY2f77hLXwe6nnXYwCSN/+mahyAYz0/VeNeUD0jLF5+StW4JyLTVM8Z/nQXVePM3L1Vz3kv8qKjVY2zcKx+WeVfYX3toKpx3+QGqZ4zr7hc1bgLiTmq5+wfof45HVA3XNW4a/nqP3SWF/55Z73qhLio+9kGsMhNUjWuyM5H9ZymWnUfYXX2Xqrn1IZ1UD3WYGapatyem9aq5/SxV1dw385D/WtB9xc6O1bH1qD+jztmluobCxxLylM1rpajleo5i8vVnaPS/18OrsaFjOo7gf6ZpNxi1XOqfS1cv1mkes78EnW/IwBS8ktUjWvp46h6TrXqud79Z0ajMr265yUy7e5/Vm6ofN2Jv05akwtxn6WlpWEwGLh69SoJCQno9XrleyYmJkr9FeP94eHhXLp0Cfg9+6WoqAitVouvry+AUs8F4PDhw0phY2trawYPHszly5cpKCggLCyM9PR0oKJVt5WVFcXFFb+I+/XrR2RkJD/88APbt2/nrbfe4tdff+XIkSMkJCTQuXNnRo8ezbBhw8jJycHd3Z2WLVsq+135GG4N2hhVXhZ1v7NujAWeq2sBbgzWBAUFodFoSExMpF69euTk5FBWVsbUqVNZt26dsv1bb72Fv78/Go2G3NxczM3NOXLkCBkZGWg0GhwdHbG1tcXCwoLU1FQMBgNubm6kpKSg1WpJSkpSgjs+Pj6cOXMGABsbG65fv86NGzfu67ELIYQQQgjxT6TRav4Wt38jCeYIcQ8MBgM6nU4JaBw8eJCff/4ZjUbDvn37OHnypBLUyM7O5ocffmDs2LG8+uqrxMbGAhAYGMjJkyeB3wMjmZmZhIaGKkt2jAEUqAjs2NnZKftQr149oqKiCAgIwNLSkpSUFKAik6dWrVosXryYefPmUbduXd544w1WrVrFsmXL0Gq11K1bl0cffZQNGzZgMBjw8PBgwIABODg40LFjR1599dVqj7smgzbG81A5SGSc05jRdKtLly4xYsQIhg8fTkZGhhJMefLJJykpKaFr1658+eWX5Ofno9Vq8fT0xNLSEl9fX3JycigpKeHLL7/k2rVrLFmyhHbt2pGUlESdOnVITk4mNDSUGzdusHHjRnQ6HTt27CAkJAQAZ2dnTpw4AUCrVq3o27cvDg4O9/2cCCGEEEIIIYSRBHOE+ItycnJYsWJFlZooxg5SxoBG27ZtGT58OOXl5Zw7d47nn3+eoKAgvv/+exISEoiJiWHgwIF4eXmxfPlyAFq2bMmpUxXLSIwBG0dHR9zd3Tly5AhQ0cnKGMTw8PBAo9GwZs0aoGLZVVZWFm5ubmg0Gq5cuQKAvb09gwYNolWrVvj4+ODt7U1ERAQbNmxg/fr1TJ8+naCgIKysrJRjgd8DSsYlSjUtLy+POXPmkJ2drdxnYmJyW5Do2rVr7N69m8mTJ1NeXjWNdsGCBQQHBzNr1izOnz+vnIMmTZoQGRnJf/7zH7Kzszl69Ci7d++mc+fO6HQ6nJ2dMTEx4dKlSzzyyCPMmDGDFStW4OjoyL59+6hduzbR0dGUlJSwdOlSzpw5Q3BwMA4ODsryt5UrV/LCCy9gMBho2rQpnTp1UrJ2hBBCCCGEEKImSM0cIe7AGFgxBjnMzMxo06aNUtumsLCQmJgYNm3ahKurK6NGjSI5OZn33nuP5s2b07x5cyIjI3nrrbdo37495eXlODo68ssvv7Bp0yaysrK4fPkyLVq04NtvvwV+z3Kxs7Oje/fujB49mjNnzhAREQHA+vXrqVWrFiNGjGDq1Km0bNlSqaED8Oijj1ap1eLk5MSsWbNuOzbjsq3qMl1qItOmujbjRnZ2dvTv31/JZikvL2fnzp0cPHiQ8PBwHn74YYqLi+nTpw9t2rShfv36lJSUKMGmoqIi4uPjef755wkNDWXEiBFkZmYCUKdOHU6ePEnr1q0ZNWoUZ8+e5fDhw7Rq1QobGxtsbW0xNzcnPT2dS5cu8e6771JYWIhWq6VTp06kp6dTVFREeXk5oaGhLF26tEr9Hb1ej5OTE/D766TyEjQhhBBCCCH+l5loNZiYSAHkmiDBHPE/yViw9k4qdz8qKioiLS0NT09PMjMzuXLlCq1ateKll14iMzOTiIgIzp49y7PPPsvy5ctxd3dHr9fTt29fdu/ejaurq/I4s2fPxsfHh/Hjx7NlyxYuXrxI165dlayUysGO1q1bM2XKFN555x0SExMpLCykbt26fPDBB/j4+PD+++8DULt2bWVMaGjobcdirDNTOQhRU8WIy8rKyMvLw8HBococ1bUZLy4u5ty5cxgMBs6cOUN2djbt2rVj06ZNfPnll7Rs2ZLPP/+cmzdvMnr0aOzt7YmIiGDixInA70GTuLg4WrRoobRFDwoKIjo6mvz8fJo2bcr58+cBePjhh1mzZg3r168nLCwMqMhesra2prS0FCsrK+rWrUvjxo1p2rQpbm5ueHl5ER7+ewFTrVar1O6pLnvIeKxCCCGEEEIIUZMkmCP+larLjti+fTszZ84kMTGRiIgIRo4cSb9+/apsGxsbS1ZWFs2bN1fafl+4cIF27doxffp0zp07R1RUFA899BBmZmZ4enoye/ZsMjMzGTx4MDExMbi6uhIfH4+NjQ3FxcUkJiYSGhqKmZkZK1euJC+vohr8zJkzCQ8Px8bGhtzcXK5cuUKdOnWqHMOYMWNo0aIF5eXlhISEYG1trXyvchDnj9Rk++9bA0VXrlzhxIkTDBs2TNlPvV7PhQsXOH36NK1atSI4OJjXX3+d69evU15ezvjx4zlw4AA3btygXbt2rFmzht69ezNu3DjWrVvHgQMHOH/+PL169eLmzZtARdDIzMwMAG9vb8zNzdm6dStdunRBr9ezb98+UlJSaNiwIR9//DFQUdumY8eO9OrVi+7duwPg7++vtF6Hik5d1R1j5XNoXFonhBBCCCGEEA+KBHPEv0p0dDSxsbH07du3ykV4XFwcH330Ea+++ip9+vRhx44dvP3225ibm9OzZ0/OnDnD2LFj0Wg0tGnThubNm/Pzzz8TEhKidEEqKyujXr16HDt2DABfX1+8vLwoLS3F1dUVd3d3srOzcXFx4cqVK5iYmODs7ExWVhbl5eVYWlrSrl07xo0bp3yvoKCiZd/zzz9/W/BJo9FgMBho1KiRcp8x8PTfzv6oLrsHbg8UXb16la+//prdu3fTtm1bRowYwbJly9i1axe1atVSagY1adKE/fv3s3z5ckJCQoiPj+fUqVOkpqYSGhqqZE01atSIyMhIUlNTadCgAb/88gtQNbPIwcGBhx9+mKlTp9KnTx+0Wi3du3cnPT2d1q1bM2PGDGXb0NBQNm7c+IfHeev5vZ/BsJKSEkpKfm99mZube98eWwghhBBCiL8drQmaGvzj8l+iUdeS/e9OCiCLfyydTlelkxTA2bNnee+9927bNjo6muzsbPr27YtGo6FLly68+OKLLF68GIDp06fz7rvvcuzYMWX50saNG3n88ceBijouZmZmuLm5UVRUREFBAd7e3pw9e5aysjKgIitFr9fj5+dHdnY2SUlJjBgxglWrVuHh4cHBgwd5//33qVu3Lj169OCHH35QMkGmTp1KUFDQbftduQ5L5a//24wt1Y3KysqIi4tj3bp1PPbYY0p2S0pKClFRURQUFNCpUyd27NhBfHw8H374IYMHD2bfvn189913hISE4OrqqrRer1u3LomJiUoL8IMHDwLg5uamdI7y9vYmKioKuP08hIeHs2TJEp5//nm++OILPvzwQ9q2bYu1tTVDhgypsu2tr5lbj1PNOdbr9VXax9/J3LlzcXBwUG5+fn53PZcQQgghhBBCSGaO+Me4dblLdUtdGjVqpAQ+Km97+vRpunbtWmVsixYtmDFjBrm5uSQlJVGrVi2goraNlZUVer1eqWVjLLbr4OCAra0t8fHxhIaGsnz5ct577z1yc3OpV68eoaGhJCcn06hRI4qKimjcuDHLli3DyclJWSIVHBz8l46vsvsdxDEufzK2+/4jiYmJ/Prrr0RFRdGkSROefPJJLly4wOzZs9FqtTz00EMcP36cl156iYULF5KXl4enpydBQUFkZ2fz8ccfEx0dja2tLb169WLw4MFYWlqSn59PQUEBtra2hISEkJubi16vp1evXqxYsYJFixYRFRVFeHg4Pj4+mJmZ0bp1a8rLy6vttFW3bl3q1q1b5Rg1Gs1fet38VcYg0K3n7K9m70ydOpUpU6YoX+fm5kpARwghhBBC/GtpTDRotA+2pqSGf2dNSwnmiL+FWzNPqqt5Y7xgTklJwcvLi6+++oo9e/Zw8eJFXnjhBQYOHIiPjw9lZWWkpaXh4eGhXMgbAxc3b97E0dERACsrKzw9PYmPjyc4OJjz589Tu3ZtpVV33759WblyJc7Ozri6upKcnIyrqytarZbz588TFhZG+/btMRgMeHt7M2LECCXjonIhYh8fnyrHca8BAbUqn9O/WveltLSU3bt3c+nSJcLDw0lMTOTLL79k2LBhODg44O/vzxNPPEF4eDiPP/44CxcuBODSpUtARXFmFxcXtm7dqjymsd6NTqcjNTUVDw8PnJycyMrKIi4ujrZt27JixQpWrVpF48aNGTBgABqNBg8PDz744IO7OkZQf16jo6M5c+YMAwcOVOrz3PpYer2ejIwMjhw5wr59+3jqqaeU4srVsbCwqNJtTAghhBBCCCHUkGVW4r/O2Kba+P+vvvqK3NzcKsEbjUZDYWEhcXFxQEWtkeeff56xY8fStWtXbt68iampKUOHDmXHjh0sX76c/fv34+DggLOzs7Icxxg4qVevHklJScTHxytznDt3DicnJ2rXrk1oaCg///wzcXFxbN++nf379/Piiy/SqlUrxo0bR+fOnfn1119xdHTk1VdfpX///pibm6PT6Wjbti1TpkypchFf+RhvdacuSPdDdUuIqluiFR0dzTvvvMOUKVOUQEt1+2tubs7gwYMZPnw4N27cYMuWLfz666+Ympri5eWFv78/AA0bNuTGjRvodDq8vLwoKioCKooOd+nShalTp7J27VpmzJjB9OnTAZTuYEbffPMNzZo1AyoyrObOncuECRPw9PRUtrnT8iiju81gio6Opri4GOC2ZVLW1ta0atVKyQLKzs5m8+bNfPDBB1y+fBmAadOmMXLkSA4ePEhWVhbLly/n9OnTd7UPQgghhBBCiL+fjz76iMDAQCwtLWnatCn79+//w+1LSkqYNm0aAQEBWFhYEBQUxBdffFFj+yfBHFEj/qiwq7HArDGL4ueff2bt2rWsXbuWrKwscnJyGDJkCK1bt+b5559nz549mJmZsWfPHtzd3YmKisLR0ZGePXty4cIFRo4cyd69ezl06BAAgYGBREZGVpmzZ8+eWFhY8O677yr3/frrr3h5eWFjY8OECRNo3749AwYMYN68eUowaNiwYezevZvo6Ghef/117O3tqVOnDhYWFri7u+Pr66tc7FcONNR0keI7BTW0Wq0SKCovLyc2NhaNRkNJSQk//PADS5cupaysjJdeegm9Xk/z5s2VWj132t+YmBimT5/OzZs3efbZZ0lNTaWwsFAJxhi7czk6OhIdHU3btm2JiYmhf//+rF69mmXLluHq6sqPP/5Ifn4+PXv2BGDlypXK0jeDwUD9+vWrZK0Y69BUDjLdjyBY5UDi+vXrSU1NVc4dVARtsrOz8fT05OzZs0pr8wULFrB06VLOnj3L4sWLuXTpEu3ataO4uJiXX36ZL7/8Eicnpz99kxdCCCGEEOJ/hYlW87e43a3Vq1czefJkpk2bxunTp2nfvj29evXi+vXrdxwzePBgdu7cyYoVK7h06RKrVq0iJCTkXk7fH5JlVqJGNGjQgC1bthAWFlZl6UtmZiYnTpwgIyODhx56iOLiYpKTk5k5cyaNGzemZcuWbN68md69e7N69WqWLFnCRx99hLe3N126dKlysf/bb79x7NgxPvzwQzp16sSePXuAio5FFy5cAH7vCGVvb88LL7zAsmXLiIiIoKCggEaNGrF06VIAnJycGDVqFKNGjapyHFqtFq1Wq9SYqbw0yc7Ojpdffln5+n5n2+h0OtatW8eWLVtITU3F2dmZl19+mYiICGXpmHHOtLQ03N3dWbx4MZ6ennzzzTe8/vrr9OvXj+zsbCwsLMjPzyc+Pp6ioiJOnDjB9OnTqV+/Pra2ttXOb3zePvroI7p168b48eM5evQoBQUFJCcn4+XlxYEDB0hPT8fOzg5vb2+OHz/OyJEjGTVqFImJibRo0QI7OztefPHFP5yjukCSmvOp0+m4fPkyvr6+HD16lNTUVB555BFsbGyqzAcVr43Jkycr2UEffPABH3/8MQaDgTfffJPu3bvz22+/0atXL0pLS4mMjFSymN577z2WLVvGlClTsLa2xt7enuLiYgIDAzlz5sxd77cQQgghhBDi72PRokWMHj2aMWPGAPD++++zbds2Pv74Y+bOnXvb9r/++it79+7l6tWrODs7Ayg1WWuKBHNEjWjUqBHnzp0jLCwMnU6Hqakpp0+f5v3330ev12NjY8PNmzcZN24cY8eO5erVq8ybNw+AyMhI1qxZwyeffIJer6dHjx7Y29vTsGFDJfsmNzeXmJgYQkJC8PT0xNzcnAMHDmAwGAgICGDFihVA1e5EAQEBzJ49mwkTJhAQEHDHfa+uDfdfrTGjRnx8fLX7c/DgQb777jt69+5NkyZNgIpaNGFhYXzzzTeMHDlSue/pp59m7969zJ07l5EjR/Lhhx9St25d/Pz8uHz5MsHBwXh4eHDu3DksLCwYN24cn376KaWlpTg7OzN58mQCAwOJj4/HxcUFW1tb5XmrX78+Z8+e5Y033iAvLw+NRkNUVBT169cnPz9fCQZt3LgRa2trdDodffv2ve14jOe1ctHl+5W9pNPp0Gq1ZGRk8N5779GjRw8GDRpEbm4uNjY25OTkUFRUhKenJ+np6Xz99deEhISQlJTEvn37+PTTTzlx4oTSjh4gKyuLWrVqkZmZSf369bl69aoyV79+/Rg1ahS+vr4UFBSQmZmJj48PPj4+7Nq16+7337shOnu7ux5namp+12MAtFbqxgFYuLqoGufRIvTPN7qDJyLTVI37/kiS6jk9m1xSNc6t8R8vBfwj5i6uqseW5haoGufy0JA/3+gOylxv78D3V5hH5aueMymrUNU4F1v1r3kzE/XvU6UadfNeu3nn7NY/czFD3fl1buitek7P7GhV47T2Pn++0R3o7DxUjTOYqP/oa2JupXqsNuvOf8n9I6n56j97BDpaqhrnZqG+ha/a86t/QF2DA53UPac69W/1aFX+7a+kXP1J0qr8vNXQ4+4/mxjFZat7vzZXe4IAd1v1dQlzSspVjbO1UP8z2sTLXtW4wrI/76B6JzFZ6j4v9K57959RUkzU/76vKbeuHrlTPcvS0lJOnjzJa6+9VuX+7t27K9ejt9q4cSPNmjVj/vz5fPvtt9jY2NCvXz9mzZql1GS932SZlagR4eHhHD16tMp9wcHBLFu2jMWLF+Pn58ePP/7IhQsXaNy4MRcvXqSgoICsrCz8/f0ZOXIkhw8f5ujRo8ycORNPT0+Cg4NJSqq4OLO2tqZdu3Zs27aNRx99lN27dxMWFsaNGzdo2bIlM2fOBG4PFpiZmSmBE2Nw4Va3tuG+nwwGQ5W6NgUFBYSHh1e7bOr1119n5MiRjBs3jubNm9O8eXOGDBmCVqtlwYIF7N69G6iIAg8aNAiAJk2aUK9ePaWrk4+PD+fOnQPAxcUFExMToqKimDlzJitWrGDOnDlcv36dXbt2ceXKFRYuXKgsMTMGXMaPH0+7du3Iz89n8ODBbNmyhX79+hESEsLw4cPx8Kj4QG3s1mU8d9Utkaq8DOxu6fX6P1xeZpwzMDCQtLQ0CgoK+Oijjzhx4gRfffUVr776KlCxjOrQoUO0b9+eunXrUlJSgrW1NYWFhUyePJkvv/yS48ePK8Ws4+PjCQwMJC8vj8LCQrRaLXFxcXh7e2NqaopGo1FqMTk4OJCZmUlGRoaqYxRCCCGEEOLfRGNi8re4Afj5+Smf8R0cHKrNsIGK1SQ6nU65zjHy8PBQSjTc6urVqxw4cIDz58/z888/8/777/PTTz8xYcKE+3tCK5HMHFEjWrRowfvvvw/8HlCxtLRk+fLlrFq1iqCgIAIDAzl+/DhDhgwhJycHg8GAs7Mz7dq1Y+zYsbz++utkZmZy8OBBpT11QkKC0g2pa9euFBUVYWdnR+PGjbG3/z263bt37z/dx5ruHlVd16rKGT4GgwEbGxv8/Py4evUqderUUbbLz8+nuLiYRo0aVXnM3Nxc7O3teeedd9i0aRONGzfm8uXLSvcsLy8vcnJylO0bN27MyZMnGTRoEHq9nsuXL5Oenk5ycjJr164lOzsba2trunbtSnZ2NsXFxcp+GPdbq9Xy5JNP8uSTT952jNV1HTO624CYseV4dRk8t57HW9uNHzp0iOHDh1OrVi1cXFyU7Jrjx4/TtWtXhg0bxmeffUZubi4eHh5cunQJR0dHateuTXJyMiYmJixbtowzZ84QFRVFt27d2LNnDx4eHly+fBkTExP69evH9OnTCQoKYsOGDUyaNAmoCFIaiyg3bNiQL774Ajc3t7s6diGEEEIIIUTNSkhIqHLN+GddZm+9zvmjax9j9+Tvv/8eBwcHoGKp1sCBA1m2bFmNZOdIZo6oEU2aNFGyFYxdgoqLi5k9ezZ79uxhxYoVaLVaUlNTcXBwwMPDg6+++oqlS5fSokUL3njjDfr27cvQoUPZuHEjFhYWBAQEsGvXLqVNtMFgoG/fvnTs2LHKD6Xxe/8td8oYubVrVVFREQcOHGDOnDl89NFH3LhxA6gIwBjrrBgfJzU1lUaNGildk3bs2EHnzp1p0aIFa9as4dFHH8XMzIy5c+cSEhKivDk0b95cycQB6NWrFwkJCUyZMkVJ90tNTSUtLY1Dhw5haWnJxIkTlSCIq6urssbzVtV1yrqXZVLGx0pKSmLx4sWcPHlSOW+3ZvAUFhbywQcfsHLlSnr27KlkD0FFEOjdd9/lyy+/ZMeOHdja2hIfH4+NjY3SUt7Z2ZlHHnmEzz//nPPnz9OxY0dycnLw9vbG2tqa2NhYPDw86NGjBy+88AK9evUiMzMTOzs7MjMzuXTpEkuXLsXLy4vTp08zdOhQOnbsCMDHH39Mly5dgIrspMrdt4QQQgghhBB/D/b29lVudwrmuLq6KteqlaWnp9+WrWPk5eWFj4+PEsiBilquBoOBxMTE+3cQlUhmjqgR/v7+lJdXrD01N6+oGWBtbY2VlRWrV69Gq9Vy9epV9Ho9eXl5vPXWWyxatAgzMzPy8vJ4/PHHGThwoBK4Mar8w2Msbmz8f2U11UmqcjDDGGyoHHQwGAyUl5eTmJjI8ePHiYyM5IknniAkJITdu3fzyy+/EBoayrVr1/j222954YUXlOyZgQMHKhkn9vb2ODg4cObMGXr27EmDBg344Ycf+Pnnn9m5cyeDBw9mwIABTJkyBVNTU7799lugYnnbggULlP3p0KEDlpaWrF27loEDB9K0aVMlWLNq1aoqx+bv73/HVEO4+0ybyufEGKmuLtPGx8eHyZMnK/cXFBTw2muvERUVRZ06dViwYAH29vZMmzaNF154gY8++ojatWsr25uamhITE0NgYCAATz/9NEuXLiUvLw8vLy+Sk5PR6/WMHz+eqVOnsmPHDp544glsbGwwNTXFysqK6OhoMjIyePXVV0lPTyciIoKGDRsqmVPG4mVTpkyp9hhvzRQSQgghhBBCoLqb1H3dB+5ufnNzc5o2bcr27dt55JFHlPu3b99O//79qx3Ttm1bpXuvsaaoMcPf19dX/c7/AQnmiBpjZ2fHG2+8gbm5OVu3bmXkyJEsWbKEL774Amtra6ZNm0adOnWwsbGhfv36fP7551XGm5mZKYGAyoWMK6upoM2fBSCMCgsL2blzJ3FxcfTo0YN69eoxdepUfv75Z4YNG0ZaWhrLli1j7Nix9O7dm8aNGxMdHc2uXbs4fvw4I0aMoGXLlkrBZuPxuLu706pVKxYtWsSYMWPw8vICKqLExkyn8PBwJk2axCuvvKK8QbRo0aJKMMd4X4sWLW47RuNypsrn9o9SB/+KvLw8Ll68SPPmzZX7qisenZGRQWJiIps2bcLExAQLCwtMTEx44YUX+Oqrr7C0tGTZsmV88cUXTJ8+ncWLF9OiRQtCQkKqBHKMgoKCuHDhAr6+vpSXl1NQUEBGRgZBQUFcvXqVGzdu4OPjQ1hYGK+++ipdu3ZVWso//PDDODs707BhQ7766isCAwOrnAM7u6rF/3Q63Z++LoQQQgghhBD/XFOmTGHYsGE0a9aM1q1b89lnn3H9+nWeeeYZAKZOnUpSUhLffPMNAEOHDmXWrFmMHDmSGTNmkJmZycsvv8yoUaNqrACyBHNEjenduzc7d+6kc+fOTJw4kW7duuHu7k7Pnj2r3b66wE1NdpG623kLCgo4e/YsBw4c4OeffyYsLIymTZsSGRlJSkoKZ8+e5fPPP6dBgwasW7eOt99+G4AFCxawevVqGjVqxMyZMykvL6dFixZER0dz/vx5mjRpomxbOSjw8MMPc+bMGSZMmEBJSQm5ubmYm5srXb/Mzc3x8fGhd+/elJaWYm5ujrm5uVIMubK/GoC420DOrRkp5ubmLFq0qErWz8WLF1m3bh1Hjx5lzJgxPPTQQ3z77bds2bKFzp07M2zYMDZs2EBWVhYajYaff/6ZiRMnEhISwvPPP89rr73GpUuXqFOnDnl5eVXmNf4bFBTEpk2b6NGjBxcuXODatWtcuHCBgIAA9uzZQ2FhRUeFxx9/nKCgIJo2barsn7HdIPweuLlTxheoz1ASQgghhBDif41Gq0HzgDNzNHeZmQMwZMgQbty4wcyZM0lJSaFhw4Zs2bJFaaaTkpLC9eu/dyq0tbVl+/btTJo0iWbNmuHi4sLgwYN555137ttx3EqCOaLGLFy4sNr7K2e9GG9Q84GbO2XbVJ7XWFz57NmzfPLJJ1y+fFkJthQXF/PFF1+QkJDAjz/+yKpVq3j77bdJSUkhPT2dsWPHkpiYSMuWLZUlZoWFhbRu3ZpPPvmE7Oxs1qxZo9TKady4MUlJSXTo0IGUlJQqKXlQUZBr7ty5bN68mcLCQpo0aUJQ0O+tgHfs2MGLL77IvHnzlKVsUP2Sn/txXqvL2jHOc+PGDczMzDh48CC7d++mcePGtG/fnhkzZrBt2zZsbGyYM2cO06dPx8rKipYtW/Lrr7/y8MMP4+/vj7+/P0lJSaSlpdG4cWPljdHe3h43NzeSkpJo2rQpp0+frjK/cX9efPFFPvvsM/z9/enevTtTpkzB09OTiIgIwsPDlbWrvr6+1aY53nrOairjq6SkhJKSEuXrW9sjCiGEEEIIIf4enn32WZ599tlqv/fVV1/ddl9ISAjbt2+v4b36nawNEDWqvLz8tsK5xuDJnZZO3Stj0Ma4HKm6eStLTk5m9OjRhIeHM2bMGMrKyigpKaF9+/Z8+umnNG/enAkTJuDi4kLdunWpVasWvr6+PPHEE8pjWVtb4+LiQkxMDKGhody4cYPMzEysra2JiooiICAAKysratWqxeLFi3n77bcxNTVVghZ9+vQhKyur2mPp06cPgwYNUgI5xuNycnJi7ty5dOrUqcqYe1nyc2s78VvPX0lJCWlpacrzOX/+fBo3bkzz5s3Zv38/Wq2W0NBQBg0axAcffMCZM2c4efIkN2/eZP369fz2229KoePGjRsrGTNeXl6UlZVx48YNwsLC2LZtGwBZWVmkpqYSFBSkZNncuk9Q0WbwzTffJD4+ns8//5xhw4bRvHlzzMzMqhQhg+pb0v+3lknNnTu3SjtEPz+//8q8QgghhBBCiH8XycwRNcpYl6QmGAMKBoOhSuZJ5WyfyvLy8pg5cyaHDx8mMDCQ2bNn4+/vz5o1a/Dw8GDr1q24urqi0Who0aIFKSkpTJ8+nUuXLlFQUABUFOvNzc2ltLQUb29vtFotGRkZuLm5YWtrS3JyMhqNBhcXF2bMmEG9evVYtWoVixYtwtLSknfeeYeNGzfSoEEDvv76a6Vob3WRXeOxGI+1cqtwoMpSoful8nlMSUnB2dkZCwsLMjMzef311/ntt98ICwtj3LhxNG7cmLS0NObPn0+3bt2UcWfPnlWCNGVlZVy5cgUfHx9CQ0M5ePAgYWFhXL16FYPBoGQpeXt7A3D9+nX69evHyZMn6dq1K7m5uXTv3p2AgAAcHR2ZMWMGUH3wxZidZAzUGOsB3ep+B250Oh2ZmZl4eHj8aSHkqVOnViminJubKwEdIYQQQgjxr1WxzOrB5pBouL3z8L+BBHPE357xAjk9PZ3Vq1fTtGlT2rRpU+1Fc3l5OYcOHSItLY3PPvuM0tJS5s+fT8uWLdm5cyeZmZl8+umnnDp1iqeeeopdu3bx5ZdfsnHjRiWgABAdHc1PP/1Ev3796NGjB61btyY+Ph5/f39OnjxJWloafn5+uLi4cPz4cXr37o2FhYXSSrxjx44UFRVha2vL1KlTadKkCVDRKrxXr1637bfBYLhj8AHUByDutsvS+vXr+emnn0hLS+PGjRuMGjWKiRMnsnHjRvLy8oiLi2PdunWsXr0aCwsLzMzMePXVV0lKSqJu3bq0bdsWPz8/1q5dC0BAQABBQUEMGDCAZs2aARAbG4uPjw8lJSUkJCQAFYWdra2tKSgowNHRkXnz5nH8+HHq1auntPp2cHBg8ODBf3oMlZft1RSdTqdklhUUFDBr1iyWLl36p+fawsLiji0QhRBCCCGEEOKvkmCO+NvJzMxkyZIlDBgwgIiICOUC2c3Njaefflq5GN63bx9FRUV89tln5Ofn8+GHH1KvXj2WLFlCfn4+b731FtbW1jz55JMcP36cH374geHDh9OgQQMaNGjArFmzyMzMxNzcXMm8KS8vx9TUlE2bNuHn58eQIUOIjY2loKCA6OhoateuTVZWFlevXsXPz4+WLVuSlpYGwLhx45TsEF9fX7Kzsxk5cuRtx1ddF6k7ZRPdDWOmUnVFjo1Ls1JSUv6wNd6FCxfYt28f169fJyYmhtmzZ/PTTz9hamqKv78/AG3atOHq1atcv36dN954gx49enD48GEWLVrE7NmziYiI4L333gMqlj89+uijzJgxAw8PD2JjY3FwcGD9+vW0bt0af39/DAYDlpaWzJo1S9kPKysrOnToUO0x/jc7R90pyFY5g0mn0/H999/j4OBAcXExs2fPxtLS8r+2j0IIIYQQQoj/PRLMEQ9E5WK6txbWdXBwICYmhhs3bpCRkUF0dDSNGzfGzs6O77//nvz8fJ577jmmTZuGm5sbo0aNoqSkhIkTJ7Jy5UpatGhBXFwcLVu2xNzcHF9fXy5fvoxer69Su6d27dpER0fTrVs3vv32W+bOnYupqSn5+fm0adOG7777jo4dO9KkSROCg4NJSEigS5cujBkzhtDQUAA++eQToOKCvk6dOspjd+rUiU2bNinfq3zxfy/BCGMw49q1a1y/fp1WrVphYWFxW5CjoKAAGxsbtm7dSkJCAk8//TQfffQRu3bt4qeffrpjC/JmzZqxbt06oGLp00MPPcSePXto06YNZmZmAHh6ehITE0Pv3r0xNTWlc+fOdO7cmYKCAvLy8ggJCcHNzY1mzZrRu3dvZs6ciYuLC1evXuXpp58mLCwMgMcee+wPj/WPCi7fb8ZuX7cG1Sp/XVxcrARppk+fjrOzMxs3bqRz5864uLiQlJTEk08+WaMZQUIIIYQQQvyTmGg1mDzgblYmKrpZ/RNIMEfUqDtlNtx6wVxYWEhCQgJ169bFzMwMLy8vNm/ezMKFC0lMTOTRRx9l2rRpGAwGMjMzAWjVqhWlpaX07dsXgOXLl3P8+HH8/PzQ6XRkZWXh6elJnTp1OHPmDD179uSXX36hc+fOmJub4+XlBVRUKV++fDlt2rQhLS2Nxx57jNmzZ2NnZ8fly5dp27atsi1A+/btqxyLXq9XgjXGAESPHj3o0aMHoK6TVHXZO/B7MKOwsJC1a9diYWGBvb099evX5/jx40yePJmSkhI6derE66+/jrm5OT///DMWFhZs376dBQsWKOe8uiyXevXqKfPZ2NiQlZWFm5sbjRs35p133mHkyJE4OjoSFRXFyy+/zOHDh5UMJz8/P6Xa+2effYa5uTnu7u4AdOjQodpMmzsFlYz7eL8tX76cxx57TGlBbnRrpo3xvO/du5fPPvuM06dPExERwSuvvEJERAQnTpxAo9GwfPlyateuzZUrV+jSpQv/+c9/7vs+CyGEEEIIIcStJJgj7llOTg4XLlzg5MmT2NnZ8dRTTynfq2750M2bNzl69Cg5OTn4+/uzePFiLl68iLu7O+PHj+fRRx+lXr16/PTTT3z55Zf4+/vz+OOPs2/fPkJDQ4mKiiInJwcfHx9u3rypZExERERw8uRJ+vXrx7fffkvTpk3x9PTEzs6O7OxsJk6cSEZGBj179iQnJ4eePXsqgZmXXnqJwYMHU7t2baysrABo1KgRjRo1UvbbGPy4NQChtqV1SUkJe/fu5dChQ6SkpNC9e3cGDBhw22MaJSYmkpSUxM6dOzE3N+fLL7/k119/pU2bNnz00UesWrWKH3/8EVdXV2bMmMG8efOYP38+rq6ujBo1ilq1alXJHqpuDi8vL+Lj4/npp58YOHAg27dvZ+jQoYSEhPDaa68xfvx44uLimDhxIkFBQbi5ufHll18SEBBQ5Tzdqf13dZkvNcW4tEyr1SrP3bvvvkvt2rXp2rVrledx7dq1REZGEhkZSUxMDG+99RYDBw7E3d2dKVOm0LRpUxYuXMiKFSv48MMPadeuHTExMdSuXRuAsLAwdu3axfDhw5X29kIIIYQQQghRUySYI+5Z/fr18fLyonv37vz444+UlZXx1FNPUVBQwJEjR4iPj6dXr174+/uzaNEijh07hqWlJQ8//DAuLi4sXboUNzc31q5dy+rVqwkJCSEwMJDg4GAlY6JevXqcOnWKJ554gtLSUlJSUggPD+edd96hX79+NGnSBEtLSxwcHPDw8ECj0fDTTz8xffp0nJycePPNN7GwsOD555+nS5cuBAYG4urqqhyDnZ0dDRo0AKpmi1TOXjH+e78CED/++KMSdGrevDkJCQnK3Hv37mXXrl2UlZXx1ltvYWJiwoQJE7CysqJbt2507tyZ06dPM2rUKLp27UpxcTE//PADkZGR5OfnU15ezoABA8jLyyM8PByo6DIVHR2tLBGbN28evXv3plGjRspxWlpa0rVrVz7//HM+/fRTvLy8aNWqFQBPPPEEQ4YMUeoCAUqLbeO50mg0972I850UFhZy6dIl6tWrR3JyMoWFhYSFhd3W9Qt+z7bp0KED58+fV4I5Op0OU1NTdu3axZYtW9i9ezfJycl89dVXmJiY8Oijj/L999/z/PPPk5iYSN26dYmLiyMiIoLdu3crj9+0aVN+/vlnAFWBnHyNBRrN3dfZcdLr7noMgI2ni6pxALr8PFXj9GXlqucMf7qLqnGeTS6pnvO9j46pGrdk7yOq5zT1q6d6rIuVjapx+V7hquc0do67WyMjbFXPmV7P9c83qsbJFHWvW4CHTdS/jjTX7z4zE6CVbzPVc17NKlQ1LqdE3fsJgINnQ1XjMgrVvy+k5ZepGuem7kcFAF/TUvWDczNVDesYEKR6Sk+dujm116+rnvOKc4SqcXUK1P+clbvUVj3W38b8zzeqxtZr+arnrK/yRZhTov7nxclK3R+ZyvTq3ucBajlZqxpneQ9dj9xs1P8xrZajugYV97J8x8pU3bGeSytRPeeKbZdVjXsyzOOuxxRZVvwO1Gg0aEwe7DInjV6WWQlRrYiICMaOHcvDDz/MN998w8mTJ9m2bRt79uwhJSUFNzc3bt68yahRo2jatCm//PILM2fOVLJifvrpJ9555x1lydCpU6do2bIlJSUlSmHikJAQduzYgYeHB6ampsTHxxMREcHNmzf59ttvefHFFzEzM2Pz5s0UFRXh4eFBr169eOONN6pkjVhaWtK8efM/PJ47Zd38VcaATOXlOrfKzs5m2rRpHDx4UMliyc/PR6PRkJCQwIIFC2jRogVlZWWMHTuWFStW0LBhQ9LS0hg9ejRQUdPm2rVrSq2axo0b8/jjjzN06NAq+/3DDz/w6KOPotFoWLhwIYMGDaJnz55ERUXh5uZWJfsIoGHDhpSVlSltwI3HZGJigrm5+R2XztVkYWLjnMZza2JiQkJCAlevXqVx48ZcuHCB2NhYpUV8SUkJX3zxBVu3bsXR0ZFx48bRq1cvGjVqxKlTp5THNT43bdu25cCBA9SqVQsvLy+uXr3K3r176dy5M8uXL+enn37CxMSEKVOmcP36dRo1akRKSoryOE2aNMHBwYHRo0fj4ODAokWLauxcCCGEEEIIIcSDbfgu/hXCw8PZs2cPUNFiOjExkdq1azNnzhwWL15MYGAgW7ZsYf/+/fj6+hIQEKBkxVy9epWVK1eyfv16jh49Stu2bbl69So+Pj6UlZWRnZ0NVBQrPnbsGKamppiamnLjxg3c3NxwcnKiZ8+efPDBB/zyyy+YmZlhb29PUVERZWVlVQI5Rmr/mlwdY22byo9pDBBotdo7ZvHs37+fLl26KOehvLwcW9uKv1Z/9NFHdOrUibfeeos5c+YQExPD2bNn8fX1JTQ0VDkn3t7epKWlYWFhgaenJ05OTiQnJ2NiYsKNGzfYvn07cXFx7Nq1Czs7O15//XUiIiI4deoUqamp1KlTh5CQEKBqIMbNzY3z588DUFZWdtuysj/KvrlXxvOYl5fH0qVLldeVcU6tVqvMXa9ePVq1akVCQgLx8fG8+eabtGrVig8//BCDwUCtWrX4/vvvmTJlCitWrKCgoIBWrVpx8eJFZT7jYzVt2pSsrCwATE1NcXBwoLS0lLKyMiIjI/H09ESv17N7924uXryIj48P165dU8bY29szZ84c2rVrx/Dhw2vk3AghhBBCCPFPY6I1+Vvc/o0kM0fcsxYtWjB9+nT27NnDDz/8QEhICPXr12fNmjUsW7aMkJAQGjZsyPHjx+nTpw86nU4JSDg7O3PhwgUsLCyIiYlh3759ODk5YW1tTVlZmVLsuH79+koBZGMWD1QEGwClQ5JxudDIkSOpXbt2tUV+73aZVOWskFuLGd/62AkJCZw/f5527dqxePFivv76ayZPnsyoUaOwsbFROlslJSXh4eFBdnY2Xl5emJqaKrVWsrKyqFWrlvKY4eHhHD9+nPr16yuZR05OTtSpU4c9e/awbt06WrRoweuvv85nn31GeHg4paWl9O7dG39/f0aNGqXUypk0aRJQkQU0ZMgQgoJuT99+7LHHeOSRiqUiNVn75Y9q6Nja2jJ8+HDs7OwwGAxcv36d6OhoVq5ciampKdOnT8fFxYUPPvgAFxcXevfuTbdu3ZgxYwYRERFARYBmxowZnD17lszMTPbu3UuHDh2U11Tl5y44OJjU1FT27dtHhw4d2L59O+3atcPd3Z2HHnqIJk2a4OzszODBg/H29gZQgmRG4eHhypI2IYQQQgghhKhJEswR96x58+ZERkayevVqmjZtyuOPP05paSmLFi1i3bp1eHt7M2vWLOLi4rCwsMDc3JyUlBT0ej2Ojo5MmzaNbt264ezszIgRI7C3t0ev1/Pxxx/j6OgIVNS0MbaytrCwUIIi48aNw8fHR9kX4wW6sZPUX2UwGJR23nFxcbz44ouUlZWxatUqbG1tbwsAFRYWkpGRwa5du9Dr9Zw+fRqDwUBWVhYXL14kLCyMzp07s23bNl5//XWcnJx48sknlf329PTk/PnzpKen4+XlVaXtddOmTTly5AhjxoxBq9Xi4OBAWVkZnp6eJCUlcfPmTby9venSpQvp6enMnDmTxx57jDfeeINZs2ZRXFyMm5vbHY9Vp9Nha2tLcHBwtd831sC5X4zZNndqM24MuJWXl3PhwgUSEhJo06YNp0+fZt++fUyfPp3p06cTHx/P+PHjKSws5JFHHuHEiRPUrl2bzMxMGjZsiKurKzdu3FAeb+bMmXTs2JGZM2cyf/584uLi6N27NzY2Nly7do3AwMAq89evX5+PPvqI2bNno9PpeO211wB49913ycvLIygoqMoxtGjR4rZjrS5AJYQQQgghhBD3mwRzxD3z8fHB19eXjz/+uMr9lpaWbN68GQcHB86ePcuNGzcoKCigTp06VToMPfnkkzz++OO3ZYEYAzlGlbNsjBkyQ4cOVbXPBoNBWSJlamrKkiVLCA4OplevXmzdupXWrVvzzDPPYGtrS3p6Or/++ivnzp3j4Ycfpl27dnz55Zds2bIFf39/Jk+ezPXr1zl06BBr1qyhqKiI0aNHY2lpSZ06dQgLC2Pfvn08+eSTyvyNGzfm4MGDrF69mvDwcCwtLSkpKWHfvn307t2bK1eu8PTTT6PRaMjOzmbGjBnk5ubSuHFj7O3tgYrW4aNHj1Zq6EBF0MuYLVJdVlLlc3e/3SloY/y68nKtxMRETp06RUpKCuPGjSM7O5sRI0Zw8+ZN6tevT4MGDSgpKeHSpUuYmJgQFBREcXExgwcPBiqKRx8/fhwnJycuX76MXq/H3t6elJQU5Zh/++035s2bh6enJ8eOHaO4uBioeF0ePnyYwMDAKkvkwsPDadCgAa+++qqy73q9Hg8PDzw8PJRjqK5ekFFN1g0SQgghhBDin0aj1aDRPuACyIZ/5x9aJZgj7gsbGxt2795N586dKS0txdzcnI8//pg5c+YA8Oyzz+Lr64uVlRVTp06tMtbExERp+W28sK7uovheL5QrBxM0Gk2VoMbkyZMpLi6moKCAbdu2ER0dTVRUFC+++CI7d+5kz549RERE8MUXX5CVlUWnTp34+eefGTRoEMHBwTRr1oyYmBicnJwoKiqiffv2FBZWdBRp3rw5W7ZsAX4PpNSqVYsRI0YwZswYZs+eTXZ2NhcuXKBRo0Z069aNt956i48//hhnZ2fatm2LlZUVVlZWvPzyy9Uel16v/9MlYPdT5WLElc/prXJycoiMjCQ3N5fevXsDcPnyZcaOHYuHhwf16tVDp9Px9ddfExYWxuzZs6uMNRgM5Ofn4+7ujpWVFRkZGbi5ueHt7U1qaioeHh6Ul5eTm5tLYGAgiYmJnD59moYNG/L0008zdOhQLCwscHd3p06dOpSVlbFgwQKl6HTlffby8uL06dNAxfI9U1PTapfoSdaNEEIIIYQQ4kGTYI64L7p06UJeXkXrV2Pr6tDQUL799ttqt7+1qC7c24XyzZs32bVrF8eOHeP06dO0bduWyZMnK1ksxsc3Onv2LBs3biQrK4vhw4eTk5PD6tWrefLJJ5Uiw++++y5JSUkcOHCATz75BA8PD7777juWL1/OypUr8fLyUpYz1alTh6ysLHJycnB2dlYyeqAiC+fq1atA1ayYsLAwfvnlFxYvXoybmxsvvfSSsnTH1tb2joGbW4/l1sDU/abT6W7b91ufq/LycqKjo4mLi6NXr16YmpqSlZXFY489hlarRavVKsukXn75ZSZPnqzU5QHYu3cv48aNAyqWsFlbW+Pk5ISlpSXXr18nKCiITz75hK5duyrd0W7evElERAR5eXlERkYycuRIpk2bRq9evfjggw945ZVX6NSpE97e3kqhZ4COHTtWOT5jwGbixIncuHEDqLlaQSUlJZSU/N5OMjc3t0bmEUIIIYQQQvy7STBH3BfLli0Dbg/SGLNGjBf/f5TF8VcUFBSQmpqKj48PlpaWSg2a7du3M3fuXLp3785LL71EREQEdnZ2JCYm4uvrS2lpKd9//z3FxcU8+eSTvPHGG7Rs2ZKmTZvi7e2tLHOqVasWzz33HBcuXMDd3Z2bN2+SkJCgLLPp1asXb7/9NnZ2dsoSKEDJ+khLS6NevXpYW1sTFRVFaWkpHh4e+Pr6kpubWyW4BODu7s7cuXOrPda/mv1yvxiXnd3aTv3WQFFZWRlRUVGcOnWKPXv28P777/Paa68RFRWFnZ0dx48f57XXXmPJkiV069aNl19+mfj4eJ555hnat2+PnZ2d8pjGc+Lp6Ul0dDQ9e/bE2toaqFgO5e7uzqVLl2jSpAl5eXl8+OGHSgephx56CJ1OR79+/fDy8sLOzo5FixbxwQcfKPvapUsX5f+VX5uVl6AZ7/Pz88PPz+9+n9Yq5s6dW6XluxBCCCGEEP9mssyq5kiBB3Hf6HS6arNtjO2k1QQi9Ho9Op1OyQ7ZsWMHs2bNIiUlpcp2vr6+dO7cmXnz5tGtWzfc3Nw4fvw4TzzxBAUFBZiYmFBaWsq1a9fIycnhyJEjPPHEEzz88MN4eHgordDj4+NxcnIiNzeXq1evUrduXfR6PefOnQMgMzMTb29vDAYDFhYWXL9+XelCpdFoSEpKAqB169aMHDlSOeaTJ0/eFsgxMhgM6HS621qmG9tx3+8Azp3mM7b+rjxfTk4On3/+OUOHDuX777+ntLSUhIQExo8fz6FDhxg7dizr16/H3Nyc/fv3s2XLFo4fP87hw4cpKCjA1LQiXhwQEEBoaCiHDh2iSZMmHD58GEA5J4888ghnz57lyy+/ZNeuXXz33XeUlZXh6OhITEwMdnZ2NGrUiMaNG/PCCy/w2Wef4ezsjJubGw8//LDSrcvU1FQJIBqPtfL5rHys94Nxnr9q6tSp5OTkKLeEhIT7sh9CCCGEEEKI/y2SmSPum3td6mO8MK58oX3rRXe9evUwMzOjoKCgyvcDAwNJSkpi9OjR3Lx5k/LyclasWKG0+vbz86N27docOHAAX19fnnrqKWbOnIlGo8HMzIxPP/0UBwcHkpKSaNOmDU5OTsTHx1O7dm2GDx/O4sWL8fPz4/Dhw0yaNAmNRkOjRo2qdI3asGEDNjY2ADRo0OC246tuaRnU7DKpO2X33DpfSkoKp06d4rfffsPZ2ZmxY8fi7e3NypUr2bdvH48++ijfffcd6enpTJgwAQcHB8LCwmjXrh0HDhzA1tZWeawOHTqwZ88eWrRowc8//6zcb2wn37p1a2bMmMG6detITk6mtLSUKVOm4OLiwpw5cygoKKB79+44Ojry3HPPYWdnR15eHmVlZdjb29+2TOrWpWc1lclkDFbe+vo0ZodBxXIzYwCrOhYWFsp5EEIIIYQQ4t/ORGuCifbB5pCYGP6dOSwSzBEPxJ0ujI1KS0vJycnh559/5sKFCzg7OzN9+nT8/f0pKSlRapsYL9Y9PT2xsbGhpKSE4cOHK62qtVotycnJ+Pn54enpSWlpKampqSxYsACArKwswsLCiIqKwt/fn9jYWACsra2JjIykc+fOTJw4kR9//JHo6GgmTpxIt27dAJg0aVKVYzIGcoxuDd7UdOHc6jot3VrbprS0lOvXr/PJJ59Qq1Ythg8fjk6nY8qUKSQmJjJ+/Hh2797N4sWLee2117hw4QLdu3dn0KBBmJmZsW/fPs6dO0e3bt2UgFpQUBCrVq1S5nB3d+fw4cM888wzfPXVV6xatYri4mKuXbvGpEmT8PLyYs6cOcyaNQtvb286dOgAVLRkX7t2bbXHZmdnR5s2bQgICKgSPDEe4/08h+Xl5Vy9epWioiIiIiKU790aACsqKuLbb7/l6aefBqBdu3Z88MEHNGnS5L7tjxBCCCGEEEJUR4I5osZUXoJya4bNrRfGer2edevWkZeXx+rVq+nZsyf16tUjMTGRrl27cu7cOZYtW8aECROwt7cnLS1Nuag3Bk0cHR1p3bo1/fv3Vx7X39+fqKgoWrZsSWpqKjdv3iQ1NZWcnBy2bdtGYWEhbdu2xdvbGz8/P6Uey5tvvomDg4PyOIMGDbrjMd5pyU5NBm8KCgo4fPgwoaGh+Pj43JZ9U1JSgoWFBRcvXmT//v1ER0ezdu1aBgwYgJ+fH87Ozhw7doykpCTmzp2LtbU1tWvXZujQoYSHh7Ny5UpWrVqFr68vnp6eADRs2JBdu3ZhMBjw9PTkyJEjALRt25ZNmzaxcOFCwsLC2LNnD6NHj8bHx4f33nuPqVOnYm9vz4ABA/D29gagSZMmVbJ2Kquu4DKgtCW/H+7UYtyYqRUbG0tkZCRhYWEUFBRgb2/PokWL2L17Nzk5OSxYsIAmTZqwefNmrl69StOmTWnYsCHBwcH3bR+FEEIIIYQQ4k4kmCPumTGQoNPpqtR4+aO6JAsWLGDTpk2Ul5czd+5cOnTowK+//sr169d57733CAsLo7S0lICAAPbs2cPmzZtxdnZmxIgR+Pn5kZycTElJCdbW1kpbbn9/f2JiYsjKysLZ2RmA3r17s2XLFs6ePUt5eTkGg4G0tDRMTEw4cuQIjRo1Ytq0aTg6OvL4448r+xcaGnrbPv9ZNtH9dKclWUampqYcPHiQ69ev069fP6ytrUlNTWXatGmcO3eOdu3aMXXqVIqKilixYgWDBg0iMjKSCRMmEBsby4YNG9i7dy+vvfYaAK1atSIyMhKoyKxxcnJCq9ViY2PDb7/9Rq9evfD29ubXX39l9uzZZGZmKh26vL29WbhwIS+99BKHDh2iTZs2tG/fHqg4j+vXr7/jMRoDfpUDN/dryVlxcTGnTp3i/PnzFBQUMHLkSBwdHYHqO6fdvHmTU6dOERcXx1dffcWVK1dYsWIF8+fPx8PDAysrKxYtWoRWq2XChAnMmzePDRs28NJLL/Haa6/xwQcfYGNjc1vmkBBCCCGEEP+z/gYFkPmXFkCWYI74y/6sG9CtF7CHDx8mJSWF1atXc/r0ad58800GDx7M5cuXOX/+PPPnzwcqisIuW7aM1q1bY2lpib+/PwAJCQm8//77eHl58dxzz/Hbb79x8eJFgoODOX78uNLC2sjX15etW7eSl5enBHMeeeQRrK2t2bNnD71796Z+/fq4uLgAKMul7nSMtwZUarKuDdzebry6fTA6f/48K1asoKioiH379jFp0iQuXbrE0KFDWbVqFT/99BNDhw5l//79+Pv7ExERgb29Pf369WPHjh1ARaDFuFzNz8+Pzz//HAA3Nzc2b97MggULcHNzY/To0Tz//PNcunSJUaNGYWdnR926denXrx/FxcVYWlri5ubG119/fcfjqy5oU9Mt1SdOnEhUVBQRERE4Oztz5swZ2rZti0aj4dixYxw5coQuXboQERHBrl27+PjjjwF4+OGH6dOnD5cuXeLFF1+kQYMGTJ48mQsXLnDy5EmuXLlCYmIiaWlpADRr1oxFixYRHR1Nnz59qmSL/VWmJhrMTO7+l4zOrfZdjwFw7DtU1TgAvZmVqnGlP69QPaeZu7eqcW6N765AdWVL9j6iatzzHaeqnvPteQ+pHmtqaa5qnGP9K6rnvGjmr2pcSl6J6jlb+tipGvewww3Vc+qtglSPzV25RNU4h0Gequd8xlfd+S3e8Y3qOcsKilWNsysuVT2nRy11rz9DcaHqOfNSM1WPzb6sruC9/4Ak1XOWZ6erG+ih7twCBCRVv1z6z5SbW6qek0T172NqL+/63cM50sWoe05NHFxUz2lw9lE3ztz6zze6A72Vw59vVI0bZeo/G+oNf77Nnaj4GAaAe0mq+jkLs1WNS7VR9/kP4PMxLVWNMzv1y92PSVf/u1f8NRLMEVXcvHmT6OhoTp8+TWRkJCkpKaxatQorK6sqAQZjIOfq1aukpaXh7+/PBx98wPr165k/fz79+/dn27Zt/Prrr0yePJmPP/6YwYMHK62mAwICaNmy4s0kMDCQPXv2EBwczOXLlykoKMDBwYGNGzdSWlrKzJkzSUhIYNmyZSQnJ1OrVi1Wr15NVlYWrq6uyn5FRERQVFSkZF8Y9ejRgx49etx2rMblPJWziWqyxk11xYirmycjI4Po6GgMBgMdO3asdilXcHAwr776KufOnePTTz+lpKSEl156CQsLCxYuXEhOTo7S4cnGxkYJGPn4+JCbm0tRURHu7u5otVoSExMJCgoiJSWF119/ncTERNzc3AgKCsLJyYnFixdz+PBhevToQefOnYGKVuzGx6+suiVSNRG0MQaI7tTt65133sHU1JRDhw4p2+fm5irFrn/88Ufq16/P22+/zZgxY2jRogUpKSlMmDCBxx9/nGvXrrF8+XISEhJo0KABHh4eHDp0iOeeew4bGxuCgn6/uEtPT2fUqFHk5+fzyiuvMH/+/BqvjySEEEIIIYT43ybBHKF49tlnOXz4MDk5Odjb2zN27FgmTJiAlZUVKSkpxMXFERoaiqOjI5MmTSI+Ph5LS0sSExMJDg5mwIABtGnThi1btuDv70+7du24cOECTZo0wdnZmU6dOnH27FlcXFy4dOmSMm+jRo04f/48ffr04YcffiAvLw+A5s2bs3fvXl599VVu3LiBl5cXUVFRdO7cmXbt2ilBG2OgIygoqMpFdmXVLZGq6aUwf9RlqbLk5GR++eUXxo0bx4oVK1i0aBF169alQ4cOdOzYsdqlXLa2tjRt2pQDBw5QVFSElZUVN2/e5PXXX1dqABm5uLiQnJyMwWDA1dWV4uJiYmNjadiwIVqtlsjISJo1a0b//v2xtLRkyJAhNG7cGCcnJwwGA2FhYYSFhVV7fLceT00EbYxuDYBVN5dxn86cOaME8Iznx8HBgfT0dI4dO8bzzz/PQw89xJIlS9i2bRv16tWjU6dOynwmJiaYm5srreabNGnCjh07aNCgAVqtlhs3bhAXF4elpSU//PADe/bsISkpiRdeeIEjR47QqlWr+3oehBBCCCGE+Ccy0WgwUZv6dB/34d9IgjlCsWDBAmxsbNixYwenT59m2LBh2NvbM3XqVPbs2YOnpyedOnXi+eefx8LCgqysLA4cOMCWLVuYP38+DRo0oFatWpw5c4bTp0/TunVrXFxclCU2ERERfPXVV8yfP58ff/yRs2fPEh4ezo0bN2jQoAHW1tYkJycrS3/atGnDK6+8woYNGxg8eDAtWrRQAjgTJkyo9hjuVJD4fgcZiouLOXHiBBcuXCA1NZW+ffvStGnTKttUDj5kZmaSkZHB5s2b8fT05MyZM/Tp04fOnTuTm5vL4sWLGTduHJ9++inr16+nbt26f7oPtra2aDQaMjMz8fPzo3nz5sTExPDoo48CsH79enr06IGLiwsXL16kqKgIZ2dnWrZsqTwnmzdvJiAggMzMTPR6PXXq1KFPnz63HUN1bePvZ/aJXq+vNth169eZmZnodDry8vJ45513MDExYeLEiTRp0kSpVZOXl0dAQIDSbcvS0lIJ8qSlpWFjY0NgYCAAHTt25OzZswA4OjqSnl6Rku7i4oKrqyvx8fEUFRVRv359Bg4cSN++fcnNzSU/P59JkybRuXNnnnrqKczNzQkMDLxjfSAhhBBCCCGEuJ8kmCMUxtbaFhYWJCcnk5iYSEpKCiUlJRw+fJhff/2VhQsXEhAQQJcuXZQlLO7u7oSEhFBWVgZU1K6JiYnhscceIzU1lXXr1vH6669TXl6OmZkZtWvX5umnn2by5Mnk5OTg6+vLjz/+iIWFBVOnTqVRo0ZAReCgTZs2tGnT5rZ9vVNNkpoqSFxZaWkpU6ZM4dy5czRp0oSAgAC2bNlC06ZNuXnzJg4ODsq+de/enfXr1/P888+j0+mIiIigdevW7N69m4yMDHQ6HX5+fnh4eHDz5k26d+/OmDFjaNasGYGBgTzyyCP4+FSsczYGqozH7unpiZWVFdu2baNXr15MnDiRTZs20a5dO7KysggODqZRo0YMHTqU0tJSrKyssLa2Vooe6/V6AgICgIrAUIcOHZQOXree3/txXsvLyzE1NWXTpk0sWbKEiRMnKp3Hbn18vV5PfHw8p06doqioiLKyMvbv38/Ro0epV68eDRs2pH///ly4cIE333yTzZs3V8mA8vT0JC4uDoCysjK0Wi1arRY/Pz/0ej3nz5+nYcOG+Pn5sWfPHpYvX46dnZ3Smt7W1pZ+/foxcOBAduzYwfz58xk/frySZVY52HanbDAhhBBCCCGEqCkSzBG38fX1xcTEhJSUFIqKivjggw84cuQIVlZWtGzZkvDwcKUrFFTUTykuLiYjI4N69erh6+vL9u3bsba2xtHRkYsXL9KjRw8SEhKUzIVHH32UkJAQPDw8lILEBoOBtm3b3rY/1S2RqqmaJMYgRklJCdOmTeOhhx6iY8eOVbZZs2YNKSkpHDhwQLkvIaGisGH//v156aWX6NWrF/n5+UBFMKFRo0acPn2aKVOmYG5ujr+/P6mpqRQVFWFra4u7uzuHDx/mnXfeITk5mevXr/PMM8+QnZ3Nm2++yYwZMwgJCWHIkCFK9y5XV1e6d+/OvHnzuHTpEq+//jovvPACTz75pFJE+k5uzWAyLq8yutfza6xpo9VqiY+P5+eff6ZDhw40adKEY8eO0bVrV/r27au8jvbv38//sXff8TWf/ePHXyd7nuxB9p4iMWLH3oqqL2rv1RY3qrRVs0YH5S7aUmrvUXvV3oQIEUKCRPbe8+T8/sjvfO4koq1T6r71ej4eeZDkXJ/rc33OceTzzvt6vwF69+5Neno633//PWfOnKF169Y4Oztz8uRJ5HI5ERERrFixgqVLlzJv3jyCg4M5deoU6enp0uvIyMiIJk2aMHr0aMrKytDRqSgMm5ycTFJSEh06dGDlypWUlJRw9epVhg4diqamJrVq1aKgoEAq6uzo6Mj58+fR1dWV1qWq86Rao0wm+9329IIgCIIgCILwTybT1ECm+WZ/VpaVv50/q4tgjvAca2tr9PT0iI+Px93dnXbt2nH06FHp+5UDHkVFRZiamlJUVMTjx49p1qwZNjY2mJqaolAosLW1xdnZmY4dO0pbW1TH8PX1rTKvTCb7W+qwqNS0tUf1d11dXTIzM0lJSZFu1lV/rlq1ii+++KLKsRwcHAD48ssvWb9+PW5ubsTGxtK4cWNMTEyQy+X4+fmRnZ2NlZUVjo6OPHr0SMpm0tXV5eHDh3Tu3JmioiL8/Pxo3749RkZGKJVKaWsRVM1i6du3b5UgDCAFciqv73Vk2lSmKu5cucOZ6nmzs7NjwoQJaGhocOnSJY4fP46dnR1r1qxh8ODBDBs2DCMjI8zMzDhy5Ahr165FS0sLpVLJrFmzAHjw4IGUodS+fXu2b98uHVsmk5GUlCQFcwCaN29OYGAgH330EW3atCEmJobQ0FAmTJhA9+7dKSgo4OzZs9jb2zNmzBgAunfv/ty6dHV1a+w2VvlzEcgRBEEQBEEQBOHvJoI5wnMMDQ2Ry+Xk5ORQr149YmNjOXjwIPb29ly8eBEzMzP69++Pnp4eERER1K9fnwEDBkhbTwIDA/nhhx8A0NHRITExEVvbijarNXVzqux1ZNyUl5ejVCqfCwpVvwlPSUnh8ePH+Pj4IJfLcXBwIDExkaKiIgwMDKRgjr6+vpSJk5yczM6dO9myZQsffPABAwYMYPfu3Zw6dapKAMbOzk7q1GVlZUVAQAChoaH8+uuv1K5dm+TkZMLDw0lPT6dfv37IZDIaNmxI//79SUlJobCwkG7dutV4jaoHUmpa31+9rllZWVy6dIk7d+4QGxtLly5dpNo61Z9TpVJJWFgYYWFh5Ofn8+GHH/LDDz+QkJBAy5YtKSkpwcrKinbt2rFv3z6srKzYsKGiJW79+vWJjIzE2dmZhg0bUlxcjK6uLnK5nLKyMkpKSqhduzYaGho8efIEZ2dnzMzMiI6Oxs/Pr8r5bNq0idWrV7Nt2zbc3NwYPHgwQUFBAPTr149+/fo9t86agomv8jVZXFxMcfF/2gbn5OS8smMLgiAIgiAIwn8bDU0ZGppvuAByuSiALPwDqG5mDQ0NefLkCWVlZfz6668sXLiQ6Oho7O3tGT16NABhYWEYGRlRXl7OO++8U+U4qmK0ffr0kWrlwOvbHqU6d9XWnsqqBzkUCgWpqalcu3aNhIQE/Pz82LhxI6Ghodja2tK9e3dGjx6Np6cnd+/eJT8/HwMDA+nc69aty9WrVxk5ciRFRUW4ubnh7e3Nrl27GDBgAP369WPXrl2Eh4fTuXNnAFxdXdm6dSsZGRk4OztTv359iouLmThxIg0bNmTSpEmYm5tjYWHBtWvXnlvbzJkzkcvlNa7794JjL6ukpETKHlK9FvLz81mwYAGbN29m1KhRtGzZkiZNmgBQUFCAgYEB+fn5fPDBB/zyyy8cPHiQRYsWUa9ePVxdXQHQ19enpKSEtm3bMmLECPT09HBzc2PDhg107NiR/Px8DA0NCQoKIjY2FnNzc8rLy0lNTcXe3h4bGxuePXtGZmYmNjY2aGlpERoairOzM1ZWVlJwTXU9oOJ5HzNmjJR5U50qyPei1vSvw8KFC5kzZ85rnUMQBEEQBEEQhLefCOYINQoODsbb2xsADw8P1q5d+9xjjIyMgP8ESypnNagCKv7+/q/l/FTBospqaledm5vL6dOnuXnzJiEhIbRp04YdO3awefNmbGxs6N27N/b29ixatAhzc3MOHjzIzz//jLu7Oz4+Ppw5c4bc3FysrKykY7Zq1Yo5c+aQlZWFk5MTTk5OBAUFSfV+GjRoQE5ODqtWrWLZsmUAuLi44O3tjbGxsXScpk2bcv369RrXVz3Q8KJAzl9VOWupqKiIVatWkZqayoIFC6TnUl9fHy8vL6ZPn85HH30kjV2wYAH6+vp89NFHGBoasnPnTlasWMGOHTsYNWoUvXr1ks7bysqK0NBQcnJyMDQ0JDo6WsrQiYmJoaioCENDQ5KTk0lJSaFx48YcOnSIp0+fYm9vj1wuJzU1lYyMDGxsbBg8eDD29vYALF26FD09vT9cY/W6S29ie9SMGTOYPHmy9HlOTo60RU8QBEEQBEEQBOHPEsEcoQrVDXxwcPBz33vRTXH1sa+SaguR6vjVg0WVs0eio6PZv38/bm5u9OnTB01NTbZs2cLu3bsJCgpi8+bNJCcn07x5c37++We6du0qZc4cPXqUTz/9FLlcjlwu5/r164wbN47CwkKysrKA/9z8t23blmvXrjF06FAGDx7M/fv3efDgAYMGDZLOrX379lhbW0t1XgwNDaX6L9UpFAqpS5VqjlcdaCguLiY2NhYPD48qQbfqRZCtra1JSUmROk+pHmNubs5vv/1Gfn4+9+7do1+/fhgYGFBSUkJWVhaWlpb4+flx7949Ro0axaJFizh37hw6OjoMGzZMquOTnJyMs7Mz9+/fJyUlhZ49e/LFF1+wbNkyHB0dMTQ0pEmTJmhra2NnZyc99+3ataNVq1ZSXZzBgwcDFc//7wVyXse1rEz13P3Z176urm6VgsqCIAiCIAiC8DaTacqQveFtVrK3dJuVqNwpvJDqRlpFQ0MDTU3NV35z/OzZMw4dOsTdu3cBpKLAgBQ4Ut0wq7ofrVy5kt27dyOTybh27Rr9+vVj0aJFZGRkcObMGWbOnEl+fj7Hjx9n+fLlLF68mD59+vD9999Tu3ZtbGxspABDVlYW//73v9myZYvUQSk+Ph4TExO0tLRITU2VzgXAwMCAefPm0aNHDzZt2kRRURG9evViypQpQMXWo59//pnOnTtXuVaVA1OVaWpqvjBA9rJUW81UunXrRmFhIZqamixdurTKOp49e8aePXuYM2cOjx49AsDCwoLCwkJSUlIApGPVrl2buLg47ty5Q6tWrWjatCkODg7k5OSQlpYGgJ+fHydPniQkJIQDBw6wfPlySkpKWLduHRoaGhgYGBATE0Pt2rVJSUkhKioKe3t7PvnkE3Jzc7l06RLDhw/H3d0dJycnPv30U5o3b45SqcTExKRKgWPVub3ObVHFxcXk5+dXma861XMHkJqaWuW1KwiCIAiCIAiC8LqIzBzhhV7XjXJoaCjfffcdiYmJPHjwABMTEzw8PKRgiKq+DkBSUhJbtmyhsLCQAwcO0L59e+zt7Tl79iwKhQI9PT1CQkJQKpX4+Pgwc+ZMYmJi6N27N1OmTCE6Ohpvb2/Kysro2LEjw4cPR1NTEz09PSkIYWpqypMnT8jMzCQqKopTp06Rn59PWVkZRkZGZGRk1Lita9iwYQwbNuy59T169Ijz588zbNgwDA0Npa+/6uv522+/4e3tLWWwqDKXKs9z4MABZDIZkZGRHDt2jE6dOhEUFMSoUaP48ccfycrKwtPTk9WrV/P+++/j6uqKUqkkPj6e2rVrS8EnQ0NDWrRoQZ8+fQgMDAQqOnhdvXpVylwyNjbm4cOHAFy5cgUtLS0sLCwwNjaWsm7y8vJwdHRk8ODB0hY8Ly8vKdBUXU0FiVVedVBRlXmmVCrR0tJi8eLFtGzZUmpNr5qvsLAQPT09ZDIZ27dv5/jx4zx9+pTU1FSmTp0qZWgJgiAIgiAIgiC8LiKYI7xWqmyGyq299fX1admyJVZWVvz222/07t2bkJAQsrOzGTBgAImJiQQGBrJkyRLy8vKYOnUq+/bto1u3bvTv359Bgwaxfft29u7dy969e+natStWVlYEBwdTXFyMq6urlLVhZGTE5cuXadKkCenp6Tg6OlJQUCAFcAoLC9HX12fJkiV8/PHHAIwcORJra2vKy8v5+uuvX7oeS0BAAL/88ssrv5YKhaJKwCYxMREvLy9p/tLSUqKiooiIiKB58+bUrl2boUOH0qZNG9zd3TExMcHOzo5p06ahq6vLnDlziI2N5cyZM/zyyy84OjoyZMgQdHV1efbsGQ0bNpTmNjc3R09Pj1u3bknBHDc3N8zMzFi9ejWxsbGkp6cTFhYGwI8//khGRgYNGjRgwIABGBkZMXPmTOl4rVq1qrI2VUZR9Qyl17V1TyaTcfnyZSIiIujWrRu2trbPBYe++OILKTOnpKSEJUuW8OOPP+Lr68vQoUP5v//7P0JDQ7l+/Trh4eEcPnyYn376ia5du2Jubv7Kz1sQBEEQBEEQ/tfINDWQab7ZDUGy8rdzQ5II5ggvraZsiZo6AwE1Fpz19fXF19cXgOvXr/P06VPKy8tZsWIFw4cPx8/Pj/Xr1zNr1izmzJmDkZERzZo1w8LCgqZNm+Ll5YVCocDV1ZWcnByKioqwtbXlypUrdOzYUTqfjIwMxo4dy+rVqzl79iyXL19m0KBBGBgY4OHhgbm5uXROHTt2lMa+jNdVj0UV+KqscmZQSUkJ7du3lwoEL1y4kJ07d1KvXj2ePHnCtWvXWLBgAXXr1uXixYsMGTKEoUOHkpaWhpmZGQCHDh1i8eLFdOjQgQ4dOnDixAk++OAD5HI5iYmJwH+CKSYmJujr6/PkyRPpHCwsLBgzZgyTJ08mNDSUyZMnS/VgVK3Gq1O9dqq/hmoqXv2yqh/z0aNHlJSU4OvrW6UGkOoxfn5+BAYGoq+vT3l5OVevXmXv3r0UFxczevRoEhMT+fbbbzly5AhXrlzh1KlTPH78mHPnzjF37lzq1KlDSEgIV65cASpe1xYWFkRHR4tgjiAIgiAIgiAIr5UI5gh/mmoLioaGBtHR0Xz22Wds27YNqDmokZKSwm+//cbNmzeJiori119/lb6n2rZkaGhIeno6paWl/PLLLzx+/JicnBxu375NixYtAHB2dubx48dYWFhgbW1NfHw85eXlWFhYYGBgQFxcHHXq1OHf//43pqam3L9/n5CQEGxsbBg4cCDGxsZcuHCBnj170qNHDwDGjh1b4xor10V5nYVz09LS+PHHHzl27BhaWlpMmjSJTp06oaOjU2Xu7OxstLW1MTAwYP369SxfvhwdHR2+/fZbYmNj2bx5MwcOHMDc3JzU1FTWrFlDWVkZs2fP5scff6RVq1bs3r0bqKh7c+rUKaCivsvBgweZOnUq3bt3Z/PmzZw7dw6oCNw8ffq0ynkYGhri4eFBYWFhlXWYm5u/MAtJoVBIx6je+vtVZ9yogl8nT57k7NmzzJs3j8jISEpLS/H19ZUCOVBRI+natWsEBASwY8cOgoKCcHd35/PPP6dnz544ODhQq1YtdHV1kclkZGZmkp6ejo2NDQD169enW7duHD9+nM6dO0uvGScnJ5RKJZmZmS99/rkl5VDyfE2eP6JjaPHHD6qBTFGi1jiAch3DP35QDTT1dNSeU106FpZqj9Vy8FRr3OxF76g95+zpB9Qe+83G57d8/hmlt8+qPadtS/XmNNNTP3CrW5qn1rgiS3e157yXVvjHD3oB12Fz1RpX+Bd+g5lbolBrnE3d5mrPqZ2Zota4ssQnas9ZlpGm1jiDBq3UnrMo9ajaY52HDlRrnLJU/fdrZbl6r4XcsJo7bf4ZZUXqna9Fx+5qz1kaG6X2WB1XP7XGKYvy//hBL+LVWK1hL/9TQiWa6v0frJXxRO0pM3TV+xnlYYb677nFZeq95gHM9LX/+EE1KDW0UXtODRNb9ebMKlJ7zuS8YvXGWbd66TGp5QlqzSX8eSKYI1Shym6oaftQ5Xosbm5ubN26VRp37949vv32WyIjIxk1ahSDBg3i6dOnfPzxx8yePZupU6dWmUd1TEtLS5KTk4mJicHX1xdLS0smTpyIo6Oj1Nbax8eHa9eu0aBBA+zt7YmNjSU/Px9jY2NkMhl3797FwcEBf39/SktLcXFxoUePHlIb8B49ekhBnMpqyn55lQGc/Px8kpKSsLOzk7Zqqa7prl27uHv3LkuXLiU9PZ3Vq1cTGhrKnDlzyM7O5quvvmL79u34+voyf/58tLS02LFjBxs3bpRadavq8SiVSho2bCg9N6WlpXTs2JEff/yR4cOHk5ycDFRkosTHxwMVrcJNTEy4ePEiz5494+HDh0RERFBcXIybmxu6urqUlpZWqV/Us2fPGtep2iJV+XUC/OVMmxfNVVMgSDW3nZ0dMTExPHnyhG7duhEWFkZ+fj5z5sxh/PjxODs7Ex8fz7/+9S+uXbtGdHQ0NjY22NvbEx4ezsqVK6lVqxZyuRwTExOpGHRpaSn29vaUlJRgaGhIRkYG9vb2mJmZoa2tTXx8PHZ2dujq6hITE0NJSYkUmBMEQRAEQRCEfyoNTdB4w92sNP5SNPS/19u5eUx4KWVlZWzYsIHg4GCpEG1NnasiIyO5desW06dP5+LFizRt2lSqkbJs2TLc3d3ZsmULq1evZs+ePTg6OuLs7IyXlxc2NjY1dnKytbWlsLAQmUyGq6srlpaW+Pv7I5fLCQ8PByqCOUePVvw2zMnJCZlMRllZGXK5nBkzZtC9e3eMjIwoKSmhd+/eTJs2DS8vryrzKBSK57oRvY4CugqFQspIOXnyJPPmzZO2LKkCEQ8ePODQoUNMnDiR+vXr06FDByZMmMCxY8dITU3lxo0b3Llzh8jISPbv34+/vz9PnjxBW1sbX19fKcjl7u5Obm6ulJmUlZVFSUkJ+vr6xMfHY2FhgaGhITKZjPj4eHx8fDA2NqZ9+/Z88cUXTJgwgby8PO7du8egQYO4ceMGurq6dOnShdGjR1cJ5FReY3WqLVLViy+/rMqvj+pduSrPVf2xUBFMnDt3Lj/88ANlZWXk5eWRnp5OgwYNMDQ0RFtbm59//llag6+vL4aGhtja2pKSkoKLiwv9+/dn2bJljBkzhn/9619oampiaWnJs2fPaNq0KadOneLOnTsAXL16FUdHRywtLSkrK5Neq02aNJFeo4IgCIIgCIIgCK+LyMz5B8jJyZECAKoiuqpAhqpzzw8//MCPP/5IUFAQABcuXODIkSPExsYyZcoUAgMDGTVqFFZWVrRq1YpmzZphYmJCZGQkHh4eZGZmMnLkSJydnRk+fDhRUVG4ubkREhIiZYPUlFVhb29Pfn4+paWlDB48mGXLltGuXTuSk5Px8PBg7dq1DBgwgPr16wPQpUsXunTpIo339KzYCuHk5ISlpSWFhYXSjX7luV51lkjlws4q1YNDnp6eaGtrS0V0VetXKBSEhYXRuHFjKYOjbt26ODk5cfnyZe7du0fbtm3R1taWtrUVFBTg6+tbJVvG0NAQIyMjnjx5gqOjI3p6esyfP5+2bduyYcMGPvzwQ6AiYBYTE4OdnR1Lly4lOzubgIAATE1NWbFiRY3r+6MMmFcpLS2N7du388EHH7ywKxdUZDpFRUURHh7OkCFDpK+XlZUxb948nJ2dadq0KePGjWPgwIH4+/vj7OxMSkoK8+bNo27duowfP56zZ8/Spk0bAGl7WlpaGsuWLQPgyZMn9O/fn7CwMDw8PLhx4wZt27blo48+Yvbs2dy+fZv33nuPxo0r0qTXrFmDg4MDAIMHD37l10cQBEEQBEEQ/lfJNGTINN7sLzrf9Pyviwjm/AP4+flx+PBh6tSpUyWokZubi7GxMWFhYTx48IC+ffsyduxYunXrxpkzZ/Dz86NevXps2rQJfX193nnnHW7dusXEiROBitoh9+7do2nTpri7u0sZKW5uboSHh2NiYoK1tXWVorkqqht1a2trdHV1SUlJoW3btnz11VdERkZKW66gonW4h4fH767R3Nycb7/99lVcrudUD4BB1aBGSUkJ2dnZ7N27l4iICMzNzZk1axaOjo4UFxeTnp5eZYydnR3FxcUoFAppK45cLqe4uBhtbW2Sk5Np1qwZRUVF0vas+vXrs3TpUiIiIggMDOTx48e4uLhgYmJCaGgoISEhtGzZkgcPHlBcXEyLFi1o2rQpAOfPnwcqAlB169atsrYXbZF6nV2kVOeimlPVZUs1r1Kp5O7du9y+fZvg4GA8PT25ceMG06ZNw8nJCTs7uyrbmB49ekRmZiY///wzBgYG7N27l2fPngEVgazr16/TtWtXmjZtyrlz5zh16hS9evUCKl5/z549IyUlhYSEBI4fPy51CfP39yc8PJy8vIoaHQMGDKBjx45YWFhUef6rZ4HVtH1PEARBEARBEAThVRJ3HP8AAQEB0vaQXbt2MX78eKmI65UrV7CwsKBhw4Y0btyYyZMnc+jQIa5cuYKGhgYHDx5k7969REZG4u7uTmlpqXTcBg0acPv2bRwdHdHS0mLPnj1ARdDi9u3buLu7Y2hoyO3bt4GaAwR2dnYsXryYtm3bAhW1XEJCQqRAjooqUPS6lJeXSx/VVd9uVl5ezq5du1i3bh2dOnVi5cqVXL9+nWfPntG2bVs0NTVZsWIFhoaGyOVykpOTpfNXKpWYmJhgYGAgXZeioooiZqmpqWhqatKjRw+2bdvGvXv3ALh9+zZOTk6MGzeO+fPn4+vry/Dhw4mJiWHcuHE0adIEAA8PD2rVqsXixYuZMWMGpqam0jmrMnxUf1d5VVukKs9TXFxc45a6mrqcxcXFkZqaSmFhIWlpFcUs16xZw0cffcSxY8eYMGECYWFhUi2coUOHMn/+fHR0dKQ5Hj58SLNmzaQMsHr16kkFnOvWrcvNmzcBGDFiBBEREdy4cUM6D3NzczIzMykuLiYhIYHIyEhcXV2ZPn06WlpaDB48mPHjx0vnb2VlhYaGRo3rq742QRAEQRAEQRCE10XcdfwDBAQESDew+/btIzo6mtDQUN5//31mz56Ng4MDY8aMITU1FajY+nT+/HkSExNp27Ytx44do2fPnri6uhIbGysdNygoiKioKGQyGX379iUyMpKOHTsydepUZsyYAUCrVq0YN24c8OezPWq6UX5V26RUx1YoFFXm0dDQkD6q+/rrr2nZsiXNmjXj3LlzaGhocPToUbZu3crXX3/NpEmTaNeuHX379iUuLo5Dhw5x+PBh8vLycHBwICEhgeLiYmlegHfeeYfvv/+euLg49PT0uHz5MjY2NlhbW9OqVSu6d+/OjBkzcHJyYtWqVcTHxzNw4EC++eYbzpw5w+nTp3F1daV58+bSdp+goCApC6q0tPS5oE1Nf/+rVHWCVEGwc+fOcfny5efmyMjI4MqVK1KWy9ChQ5kyZQojRowgISGBuXPncubMGQD27NnD3Llz2bhxI3Xq1OHQoUPk5OTQrVs3srKyqlxHAAcHBzIyMqSAZWlpKadPnwbA39+fkydPAhAcHIyXlxempqY0aNAAgMaNG7No0SKCgoLo1KkTP//8Mx988EGVbJvfq90jCIIgCIIgCMKLaWhooKH5hj/e0l+2im1W/wCNGjVi+fLlAAQGBnL37l0AmjVrxoEDByguLsbLy4uHDx8CFTfATk5O/Otf/5KOER0djb+/P9HR0dIWF2dnZ8rLy8nJycHPz4+lS5eSmJiIj4+PlFnj4eHxh1ukqntVGSI1bel5Uaely5cvk5iYyPbt27l16xYzZ86kT58+REVFcffuXb766isAZsyYwYoVK2jSpAl6eno4OjoCFRkm3333HbVq1WLChAkcP36c+/fv4+XlxfXr1ykoKMDAwEA6j5kzZ7J69WpGjhxJVlYWBQUFfPzxxwQGBgIwcOBAOnfujJWVVZXzdHZ2fm6NqjbvvXv35v/+7/8Aaixe/FepAiiVr131N8Z79+5x69Ytbt68SZMmTWjSpAnTp0/nzJkzWFlZ0a5dOz766CPkcjkRERHs2LEDU1NTOnbsSExMDAkJCfj5+aGrqwtU1Eg6ffo0ubm5ODo6Eh0dDVTtrKZ6Ta9atYrLly/z8OFDHB0dSUpKolOnTlXaqQ8YMIABAwZIn+vq6kpzqdZYvWbPq3zzLy4ulgJ7UFHPShAEQRAEQRAE4WWJYM4/QOWMDU9PTyIiIqS/FxYWEh8fj6+vLyUlJZSVleHj40NwcDDjxo2jqKiIyMhI+vTpw+TJk3n//ffJysrC2toagKioKKAisODu7o67u/tz87+omO5flZWVJXXYunPnDomJiWzduhV9ff0qXY9UN+MxMTEkJyfj6OjI8uXL2bdvH1999RU9evTg2LFjHD16lEmTJrFq1Sr69OmDtbU1Dx48wMnJiUaNGgHg4uLCmTNn8PLyIioqivz8fExMTNi/fz8lJSXMnTuXuLg4VqxYQUJCAs7Ozmzfvp2MjAwsLS2lc7G2tmbatGm0aNECPT096tSpg76+fpV28KpAzotqsFQPTL2qa6xqS6+hofG7RaSVSiWXLl3iwIEDJCQk8NFHH/H48WP27NlDcHAwHTp0YMeOHZiYmHDlyhUuXbrE559/Tu3atWnSpAlJSUnSVrC6dety8uRJxo4di5aWFlFRUTRq1AhjY2POnTvHp59+SlhYGLdu3arxnPv374+hoSEpKSkMHz4cNzc3qabOlClTnlvfi7aVvY526pUtXLiQOXPmvNY5BEEQBEEQBEF4+4lgzj+Ak5MTJSUlFBQUSEV5s7KyMDU1RUNDQ6oTUlhYSHh4OPXq1WPNmjVs2rSJ8vJyPvzwQ6lw7ou6H1UOnlS/SX4dgZzx48dz+fJlsrOzkcvljBo1ig8++AB9fX0SExN58uQJPj4+mJqa8tFHH/H06VP09PR49uwZXl5evPfeezRt2pTDhw/j6OhI8+bNiYiIoF69epibm9OqVStu376NhYUFDx48kOYNCAjg7t27dO3alW3btpGbmwtAw4YNOXv2LJ988gnp6enUqlWLe/fu0bp1a5o3b16lfo2KtrY2ISEhf3it/u60wJrmy8zMZM+ePZw+fZrWrVszYsQIHj16xIoVK6hfvz4NGzbEw8OD/v37o6+vT9++ffH19SUsLIzPPvuMQ4cOoaWlRd26dWnYsCHx8fFSkWKoqL/0ww8/IJfLadCgAcuXL8fe3p5Dhw7RrFkz9PT0sLe3l56L6ueooaHBu+++W+N6VJlLv7c+dam2sqkCRH907BkzZjB58mTp85ycHKkTliAIgiAIgiC8bWSaMmSab7ib1Rue/3URwZx/CCMjI27fvo2bmxtZWVlERUURHBxMixYtpG0mZ8+erZJZM3DgwOeOU1Pb78r+rloiX3/9NYaGhpw8eZJbt24xaNAg5HI5M2bM4MyZM9ja2tKqVSsmTpyIrq4uGRkZXLhwgcOHD/PVV1/h5+eHs7OzlO3RpEkTLCwspPoogYGB/PLLL3z11Vfs3LmT27dvU7duXdLT0/Hz88PAwICEhASpU1XTpk2ZNm0av/76K3369CE4OFgK4HzwwQcvXMcfXc9XQdWx6s8EG5KTk7l79y47d+7E1taWcePGYWNjw+HDh9m/fz+9e/fm+vXrTJ8+nffff59Hjx7x4Ycf4ufnh4mJCTY2NuTl5REREYGvry8eHh4EBARw4cKFKvOYmZlJBY8BfHx8uHPnDkVFRfTu3Zvc3FxWrFiBh4eH1D2tU6dOdOrU6XfXWbm1ucqryrZRZSxVvo4v2rb3ItW3dQmCIAiCIAiCIKhDBHP+Idq0aUNGRgZNmjRh8eLFuLm5ATBr1iyg4kbY19e3ypiabo7/Wwq/GhoaAhU3xwkJCTx79ozExESKi4u5fPkyR48e5ZtvvsHJyYk2bdpw6dIloGJ7k7e3t9SVy97enocPH9KvXz+SkpLYs2cPn376KWVlZWhra+Pq6sro0aOZNGkS2dnZ2Nvbs3PnTnR1dZkxYwYBAQFARbZH06ZNpXbglf3eNrPXdT0rz6nqWPVHoqOjmTVrFunp6fTu3Zu4uDhGjRrF7t27OXPmDKNGjaJbt27Uq1ePESNG8MUXX/Duu++yevVqtLS0yMrKYufOnejr60sduho1aoRCoeDAgQM4OzsTGhqKTCZjyJAhFBQUEBcXh4ODA1paWmzcuFEKbg0bNoxhw4b97rqqe1UduVTb2k6cOEFsbCzvvfeelMVW0zVT1VXas2cPEydOpF+/fn/5HARBEARBEARBEH6PCOb8Q6xcuVL6e506dap87/dqsvy3BG9exN7eHg0NDRITEyksLGT58uVcuXIFfX19GjVqRN26dVEqlSQnJwPg7u5OUVERqampeHp6Ym9vz4kTJzAwMMDU1JT79+/TsWNH4uLi2LdvHwC9evXC29sbGxsbLCwsgIqgQrNmzZ47H1UB3crX83Vdw5rmqikzJTIykt27d5ORkUH79u3p3LlzjUGRWrVqYWFhgb6+PiNGjKCgoIBevXoRERFBYmIi/v7+lJSU4OfnR15eHsXFxVLXsvz8fFxdXXny5An+/v6cOHGCiIgIBg8ezK5du1i0aBExMTHY2NgwatQoAO7evStlLymVSt57770q51NT7Z5XeS2Lioo4deoUXl5euLm5PZd106hRI1q3bo2WVsXb5J07d/jpp5/Izs6md+/edO/enX379rFs2TK++eYbxo4dy8mTJ7GxsaF169av7DwFQRAEQRAE4X+VTFMDmeab7Sb1pud/XUQw5x+keu0Qlf/lVm3W1tbo6ekRHx+Pu7s77dq14+jRo9L3VTfoxcXFFBUVYWpqSlFREY8fP6ZZs2bY2NhgamqKQqHA1tYWZ2dnOnbsiIuLS5VjVM9akslkNQZEXkcB3RcF2yrPVVZWxtOnT3Fzc6O4uJi9e/eSlpbGmDFjmDp1Ko0aNaJhw4ZSRlZNQREDAwOsra0xNzeXum/J5XIUCgW1atXi8OHDjB8/HkDKxImMjOTKlSukpKTQokULdHR06NevH7GxsSQlJaGpqYmXlxfr1q17br7KdYRqup6v4nVZVlaGlpbWCzN6jI2Nkcvl0jk8fvyYyMhIbGxscHV1ZfHixbRq1YpGjRqxZs0arK2tqVevHlu3bsXQ0JCOHTuybt06+vTpQ2lpKcnJydy+fVsEcwRBEARBEARBeK1EMOcf5HV36nkTDA0Nkcvl5OTkUK9ePWJjYzl48CD29vZcvHgRMzMz+vfvj56eHhEREdSvX58BAwZI7dIDAwP54YcfANDR0SExMRFbW1ug5iyXyl5llohCoWDPnj0cPnyYpKQkzM3NpVblGhoaVQI6ycnJWFtbs3TpUmxtbdmwYQOffvop3bt3JzMzE11dXfLy8nj69CmFhYXcuHGDWbNm4evri5GR0e+eh7W1NefPn+f//u//MDAw4NmzZ+Tn5zNp0iS++uorbt68SUxMDO+//z4uLi5cvnyZp0+f4uHhwciRI6lduzYA06ZNe+7YNdWcqexVXM/MzEwuXrxInTp1ePDgAWFhYUybNu25At1FRUUUFhbi4OBAWFgY7du3Z+7cuezevRtvb2/69OmDi4sLycnJ5OXlERcXx5EjR6TubXK5nA0bNvDTTz9Jrc9lMhlWVlY8evToL69DEARBEARBEN4GMg0NZG84eeBNz/+6iGCO8D9LdWNuaGjIkydPKCsr49dff2XhwoVER0djb2/P6NGjAQgLC8PIyIjy8nLeeeedKsdRZSz16dNHqpUDr2d71NOnT3Fycnru6xcvXmTTpk106dKFevXqAfDgwQPq1KnDhg0bpPoxDx48YPTo0Zw9e5aFCxcybNgw/v3vf+Ph4YGDgwNRUVF4eXlhY2NDeHg4urq6jBkzhh9//JGSkhLMzc2ZNGkSLi4uPH36FAsLC4yMjKRr4OLiwqZNm5g/fz5JSUl4eHjg7e2NtbU1kydP5urVq/Tu3ZsWLVoAFS3B+/fvX+NaFQpFlS1Sf0cGmFKp5NSpU2RmZjJo0CDatWtHaWkpd+7cQVNTk7p165KUlMQXX3zBe++9R3JyMsePH6d58+bs3buX3377DUtLSwBKS0sxMzPj2bNnBAcHY2BgAFRk+/j7+7Np0yZ0dXUxMDCQnlczMzPy8/NJT0+XtuT9GbeS8jDIe/nXm7el4UuPAXD7C8+FVop6wSo9++df939WbmSkWuNKcvLVntNCX71rq6Wno/ac32x8vk7UnzV10PPZb3/Gkn3/UntOs/hQtcYVOTVUe86cMgO1xqXllKo9p72x+s+psaxErXG305Vqz2miq96PdrbG5mrPWXb3slrj9ILbqz1nueGff4+tTBF1Xe05DVxc1R5bnpul1jiZf8gfP+gFdJwD1BqnV5St9pzKwjy1xpXGRKg9p0xXT+2x5XJr9eZUqP+ewsNr6s3pVk/tKZXKcrXGleuZqD1niUK997GCUoXac7azVv+9M1tLvQYVZpnq/xJPVqTev5daxlZqz/lQw0atcW76ZS89Jr7s7Usk+G8jgjnC/7zg4GC8vb0B8PDwYO3atc89RpWRogooVN52o8pY8vf3f6XnVb2LVH5+PnXr1iUjI+O5wMann37K1KlT6dmzp/S1hg0rbni+/vprnJ2dad26NUePHuX//u//AKhXrx6enp5SlpGdnR3h4eF4eXlhYWGBhoYG9+7dY+7cuQDExcUxYcIETp06RcuWLVm2bBmDBg0iODhYmtPExITGjRtja2tLy5YtadiwIdbWFT/o1K1bV2pRX5mqds/r6iJVeZ7fO2ZcXBzh4eGYmpqSk5NDQUEBXbt2Zc2aNVy7do2jR4+yb98+LC0tuXDhAqtWreLy5csolUqpxlLfvn0JDg7G2tqajz76CAsLC9LS0jA2NkZTU5OrV6/SqFEjzpw5I21Z09PT49q1azg5OSGXy9HR0SErK+ulgjmCIAiCIAiCIAgvQwRzhP9ZqsBB5WCEyt+xpaf6fMBzhY9VwQelUomhoSEODg7ExMRUaQGfl5dHUVGR1BlLJScnB7lczvz58zl48CBBQUFERUXh4+MDVBQszs7+z2/PgoKCCA0N5f/+7/8oLy8nKiqKlJQUEhIS2L17N5mZmRgYGNC2bVsyMzMpKiqSzkN13ra2tuTn5+Ph4UG3bt1qXOfrCNokJSVJNXqqt2tXPY+qeTIzMzE0NERH5z+/LT948CDTp0+nbt26JCYm0rRpUwwMDNDW1iYzM5OxY8fy008/cffuXWrVqoW7uzsZGRnY2tqiUCh4+vQpP/zwAwkJCTx+/JjevXvj5eUlbSUDGDp0KKtWrWLp0qXExcUxZ84cAEaNGiVtL2vZsiVt2rT5y9dDEARBEARBEN4GGpoaaLzhAsRvev7X5e1clfCPowoAqGhoaKCpqfnKt/aUl5dLgZvq81Weq7CwkAsXLrBgwQJWrlxJeno6UBGACQsLk44FFYGMgIAAqR7LyZMnad26NcHBwezYsYNevXqhra3NwoUL8fb2Rl9fH6jI3AkPD5fm7Ny5M3FxcUyePJmNGzdiaGhIUlISycnJXLp0CT09PT788EOcnZ2xsLDA0tISc/OKtHpV4MTa2prAwECsrKyeu6aqdb6q9t+q9efn57Nx40bpGqmCRSUlJaSmpkrz9e7dm88++4yOHTvy9OnTKsebOXMmmzdvZvPmzdSrV4/09HSUSiV2dnbSdX333Xc5ceIEmzdvpnnz5ujq6mJsbIy5uTnR0dHSuXh4eEhdrExNTcnPzycqKoqPPvqIESNG8M4777Bx40batWtHeXk5o0ePljqbvY11qQRBEARBEARB+O8jMnOEt8LrqG9TOWijCtRUbwNeVlbGs2fPuH79Onfu3GHAgAF4e3tz+vRpDhw4gI+PD48fP2bjxo3861//krJnevfuLRU1lsvlmJiYEBYWRqdOnfDz82Pbtm1SDZc+ffrw3nvvMXnyZLS0tNi4cSNQse3p66+/ls4nJCQEPT09du/eTe/evalfv74UrNm6dWuVtTk6OrJw4cLn1qyrq8vIkSNf3UWk5qylyn83NDTko48+ori4GID09HSGDh3Kw4cP8fLyYubMmTRo0IDLly/j6enJtWtV95oXFxfj4+NDVlYWAN26dWP//v2kpKTg7e0tFSQeNWoU69at4/vvv2fKlCnI5XJKSkrQ1NQkOjoaCwsLhg8fjr6+Ph06dKBx48bS9itVFpCqVlD1dfzRFjBBEARBEARBEIRXSQRzhH+86rVtVKpn9RQUFPDbb7/x5MkTOnbsiKenJzNmzGDv3r0MGjSI5ORkVqxYwahRo+jSpQtBQUFERkZy6tQprl+/zpAhQ2jUqBE///wzUDUbpnHjxixZsoSRI0dSq1YtACwtLVEoKorA1a1bl48++ohp06Zhb28PVGwvqxzMUX3t97adVc6seVG7bnWoAlNpaWncuHGDjh071lj4WPW4CxcukJiYyO7du/H19SU6Ohp/f38+/vhjFi1aRJMmTThw4ABLlixhzZo1BAQE0KJFC6mdeUlJiRRgKS0txdHRkTt37tCyZUuUSiV3794lIyMDPz8/tm/fTklJCba2tgQEBJCWlkZBQQFQ0Zp82LBhmJmZ4ezsTGjoHxd0ralVvAjkCIIgCIIgCEINNDWQveltTm96/tdEBHOEfxRV4KZyUKNyPRaV/Px8bt++zYULF9i7dy916tShfv363Llzh8TERG7fvs2aNWvw8/Njz549zJ49G6goVrx9+3YCAgKYO3cuZWVlBAcHExkZyd27d6lXr5702MoBgZ49exIWFsYHH3xAcXExOTk56OjosGjRIqCibbqdnR1dunSRAhk6OjpSMeTKVAWJfy8wpVq3OtevprGVC0vv3bsXe3t7bG1tsbS05MSJE6xatYrIyEhGjhzJpEmTuH37Nps3b2bMmDEMGTKENWvW8PTpUwoKCigpKcHEpKJ7Qq9evfj555+5fPkyrVq14tKlS0DV4ImRkRF+fn6sXbuWkJAQLly4QFFREbdu3SI4OBiFQiFds3bt2hEVFSV1FNPV1ZW6h6nUFPiqaa3qKC4uljKQoKIukiAIgiAIgiAIwssSwRzhrfSibJvKgZvS0lK0tbW5ffs2P/zwA1FRUVKwpaioiLVr1xIXF8fOnTvZunUrs2fPJjExkZSUFEaNGsWzZ89o1KgRZWUVrfoKCgpo0qQJP/zwA5mZmezYsUOqAxMUFER8fDwhISEkJiaSl5cnddiCiqDCwoULOXToEAUFBdSrV0/qlgQVdXSmTJnCokWLqhT+fV1ZIi8K2tQU3Hj8+DHXr1+nQYMGXLhwgR07dnDw4EGGDRvG+++/T0xMDFOmTKFZs2aMHz+ehQsX0qtXL06fPi0FUhwdHQkPDyc2NhZvb28SEhKAii1Yubm5lJeXExQUxLp1Nbdf7tOnDzKZjPHjx9O+fXuWLl2Kvb09NjY2bNmyRXqcrq5uja3hK2cpvc4W6gsXLpQKJwuCIAiCIAjC206m8eYzc2Sv8ef7N0kEc4T/aUqlUvqoHMSoKdsGICEhgZkzZ3Ljxg0CAwNZs2YNxcXFtGjRgilTpnDz5k0++OADfvnlFzw8PNDU1MTe3p4BAwbw3XffAWBgYICFhQUPHz6kVatWpKenk5aWhqWlJffu3cPJyQl9fX2cnZ1ZunQp2dnZaGlpERsbC0DXrl3JyMioEsxRraVr165VvqaqxWJmZsbChQtp1apVle+/rsBD5aCNKtCRk5PD1atX0dbWpnHjxujp6TFnzhz27duHvb095ubmNG3alMGDB+Pm5saECRM4f/4869evp1atWsyePZsHDx7w4Ycfoqenh4mJiXT+bm5u5OXloVAoCAgIYNmyZcybN49nz57x4MEDAgMDKSsr4+7du8DzAStdXV0GDhzIwIED//J6X6cZM2YwefJk6fOcnBwcHBz+lrkFQRAEQRAEQXh7iGCO8D9BVUS3pqBNTTfiubm5zJ07l8uXL+Pi4sKXX36Jo6MjO3bswMbGhiNHjmBpaYlMJiM4OJjExERmzZrFgwcPyM/PB8DOzo6cnBxKSkqoXbs2mpqapKamYmVlhZGREQkJCchkMiwsLJgzZw6enp5s3bqVJUuWoKenx/z589m/fz9+fn6sX78eFxcXAH755Zca16haR+VsG9Va69ev/5ev4Z+tkVNWVkZkZCSxsbHUq1ePWrVqERMTw7Rp08jMzMTS0pLz588zdOhQEhISWLp0qRRkUigUBAUFSV22zMzMyMrKYvHixTg4OODs7AxAdnY2SqWSzMxMABwcHMjPzycuLo5OnToxYcIE6tWrh0wmY8yYMZiZmQFIwZwX+aMtUq9aTZlRv3eddXV10dXVfe3nJQiCIAiCIAjC200Ec4T/Kqqb45SUFLZv3079+vVp2rRpjRkoZWVlXLp0ieTkZH766SdKSkr46quvaNSoEb/99htpaWn8+OOP3Lx5k6FDh3Lq1CnWrVvH/v37qV27tnScyMhIdu3aRffu3enYsSNNmjTh6dOnODo6EhoaSnJyMg4ODlhYWHD9+nW6dOmCrq6u1PK6ZcuWFBYWYmRkxIwZM6StQ507d6Zz587Pnbcqk+hFWTWvItumpm1Sf1T4uKioiB07dvDTTz9hbW1NaWkptra2/PDDD1y5cgWlUslvv/3G48eP+eCDD2jTpg0eHh5MmjSJd955B7lcztixY7G0tCQ1NRUAf39/nJycyMjIoEWLFpSXl3Po0CHeeecdCgoKePr0KU2aNEFHR4cGDRpgbm6OUqlk/PjxDBs2TGrDrjpvVUDsRV5lppJqG57qetV03SrPl5aWxqNHj2jcuPErOwdBEARBEARB+F8m09B449uc3vT8r4sI5ghvVFpaGsuWLeO9994jMDBQujm2srJi9OjRUhbDuXPnKCws5KeffiIvL49///vfeHp6smzZMvLy8vjiiy8wMDBg4MCBXL9+nW3btjF48GD8/Pzw8/Nj3rx5pKWloaOjI2XelJWVoaWlxcGDB3FwcKBv375ER0eTn59PZGQkrq6uZGRkEBMTg4ODA40aNSI5ORmAMWPGSLVr7O3tyczMZNiwYc+tr6ZMkRdlE6lDFRiqfszqx09NTSUyMhKlUknLli1rzCjR1dWlpKSEJ0+ecOHCBQAGDRrEtm3byMjIoHXr1tJ669WrR2JiIpMnT2bkyJHcvn2bDz/8ECcnJ7y8vMjJySEsLAwrKytmzpzJTz/9xKJFi8jMzKRZs2Z07NiRiRMn4uDgIGUfffzxx1XOR19fv0rg63Vn2lQuHB0fH8+WLVv4+OOPqzxvAE+ePMHMzAxDQ0MWLFhA/fr16dq1K7NmzcLT01MEcwRBEARBEARBeO1EMEd47SpnNFTPbjAxMeHhw4ekp6dLAYegoCCMjY3ZvHkzeXl5TJgwgc8++wwrKyuGDx9OcXExH374IVu2bCE4OJgnT57QqFEjdHR0sLe3JyoqivLycmlrFoCrqyuRkZG0b9+ejRs3snDhQrS0tMjLy6Np06Zs2rSJli1bUq9ePby8vIiLi6NNmzaMHDkSHx8fAH744Qeg4qbf3d1dOnarVq04ePCg9L3K28BedU2b6hk3LwoMJSQkcODAAcaMGcPPP//MkiVL8PDwICQkhJYtW76wu5WXlxeBgYFSVkqHDh2Ij4+XrpWqK9S1a9do3rw52dnZFBUVYW9vT2BgIMbGxtStWxcXFxeGDBnCsGHDmDRpEk5OThQXF+Pq6irN16RJkxrXVz0o9aqDOKri2FC19k7lv1tYWLB48WKaNWtGZmYmXbt2Zc2aNaxevRpdXV0aNmzI3Llz6dy5M8OGDUNDQ4Pbt2/z1VdfvdJzFQRBEARBEARBqIkI5givzIu2D1W/OS8oKCAuLg4PDw+0tbWpVasWhw4d4ptvvuHZs2f06tWLzz77DKVSSVpaGgCNGzempKSEbt26AbB69WquX7+Og4MDCoWCjIwMbG1tcXd3JywsjE6dOnHgwAFat26Njo4OtWrVAmD8+PGsXr2apk2bkpycTL9+/fjyyy8xNjYmKiqKZs2aSY8FaNGiRZW1lJeXSzf9qsBDx44d6dixI/DXOkkVFRVx48YNIiIiSEpKolu3bs/Vyql8LdPS0khNTeXQoUPY2toSFhZG165dad26NTk5OSxdupQxY8bw448/sm/fPjw8PP7wHCwsLNDQ0ODx48d4enpy//59bGxseOeddxg3bhzr1q3D1tYWfX19fHx8CA8PZ/78+RQXF0vBMIBvv/22yrWws7OT/v57wb1XGbhJSEhgzZo13L9/n7S0NCZOnEjXrl1fWBx79+7dlJWVsW3bNiwtLSkrK+Pzzz+nT58+PHnyhMePH7Nnzx7s7Ozw9fXFw8ODsWPHsm7dOt59912GDBmCoaHhKzt/QRAEQRAEQfhfJ9PUQPYKuu3+tXNQvNH5XxcRzBFeSnZ2NhEREYSGhmJsbMzQoUOl79WURZGVlcXVq1fJzs7G0dGRpUuXcv/+faytrRk3bhy9evXC09OTXbt2sW7dOhwdHXn//fc5d+4cPj4+3Lt3j+zsbOzs7MjKyqKoqAg9PT0CAwMJDQ2le/fubNy4kfr162Nra4uxsTGZmZl8+OGHpKam0qlTJ7Kzs+nUqZMUmJk6dSp9+vTB1dVVqskSEBBAQECAdN6qbUjVgw3V25y/KiUlJUyePJnw8HDq1auHk5MThw8fpn79+mRlZWFiYiLN16FDB/bt28fEiRNRKBQEBgbSpEkTTp8+TWpqKgqFAgcHB2xsbMjKyqJDhw6MHDmSBg0a4OLiwrvvvisFV6qv09bWlmfPnrF27Vr69etHWFgYo0aNwsXFhdmzZ7Nu3ToSEhIYN24cTk5O2Nvbc+LEiSprURWp/rPBvddBqVSyZMkSCgsL6dWrF25ubty+fZvCwkL09PT4/vvvOXbsGB4eHkydOhU7OzsmT55M8+bNmTx5Mi1atCAqKopZs2bRsmVLTpw4wfHjx9m7dy8mJia4urpKWUZWVlbY2toSERHBb7/9Rtu2bZ/L0Pojbub6GBkbvPQ6XYzVu36yrCK1xgGUG1upNa7gcbTac+qaGv3xg2pg8U5ftefMq1VXrXGmvo/UnrP09lm1xy7Z9y+1xk3uuVTtOWd92fWPH1QDq3dK1Z5Tx0K97m/6pup3jcsuVv8HQFlRrlrjAu4dVXtOLTs3tcYV3Dyn9pzKSpmwL6Ms7qHac8b/ukytcaX56r//GdlZqj3WLMBHrXHaT8PVnlOpUO+1W5qVqvacZWmJao3TcVbv+gCk/nZS7bHWVnZ//KAa5F5T/9+LjqlcvTnPq/9/hLGjjVrjdAOaqT2nZWyEWuM62P3xLx9fRHH3ntpjTfXV+4Vc8ZNItedUdJmg1ji9WwfUntPLXr3reyyr9h8/qJq0lDK15hL+PBHMEV6Kr68vtWrVokOHDuzcuZPS0lKGDh1Kfn4+V65c4enTp3Tu3BlHR0eWLFnCtWvX0NPTo2fPnlhYWPD9999jZWXF7t272b59O97e3ri4uODl5SXd/Hp6enLz5k0GDBhASUkJiYmJ1K1bl/nz59O9e3fq1asntba2sbFBJpOxa9cuZs2ahZmZGTNnzkRXV5eJEyfSpk0bXFxcsLT8zw9gxsbG+Pn5AVUzQyrXkVH9+SqCDao5iouL+eyzz3jnnXdo2bJllcfs2LGDxMREqVYNQFxcHAA9evRg6tSpdO7cmby8PKCiOG9AQAC3bt1i8uTJ6Ojo4OjoSFJSklSM2dramsuXLzN//nwSEhKIjY1l7NixZGZmMnPmTObMmYO3tzd9+/aVMo40NTV59913CQ0NZfny5bRt21aqldO4cePn6sGonrPXXRuouvLy8t89/vnz5wkPD2fLli3Scx8YGCi9Vm7evMm0adPYtWsXX3/9Nd999x0hISFYWVlJQb86depw+PBhWrZsSX5+Pg0bNmT06NEEBgZWmevkyZM0atSI3r17M2fOHIqLi+nSpcuf7h4mCIIgCIIgCILwskQwR3gpgYGBjBo1ip49e7JhwwZCQ0M5duwYZ86cITExESsrK7Kyshg+fDj169fnwIEDzJ07V7pB3rVrF/Pnz0dXVxe5XM7Nmzdp1KgRxcXFUmFib29vTp48iY2NDVpaWjx9+pTAwECysrLYuHEjU6ZMQVtbm0OHDlFYWIiNjQ2dO3fm888/x8nJSTpXPT09GjZs+LvreVHWjbpqCjKo/q6rq0tmZiYpKSlS4Ej156pVq/jiiy+qHMvBoeI3yV9++SXr16/Hzc2N2NhYGjdujImJCXK5HD8/P7Kzs7GyssLR0ZFHjx5RWloqzffw4UM6d+5MUVERfn5+tG/fHiMjI5RKJQqFgtzc3CrnqKenh7W1NV5eXixevPi59anqzagKBb/Ka6eSl5eHoaEhMpmsxutZOdunqKgIhUIhbW9SXc89e/bQokULLC0tUSgUVbKPTp8+jZOTEyEhIdjY2LB27VrOnj1Lq1atOHnyP7/da9CgAbt27QIqtttdvnyZ9evXU7duXQ4dOkRycjKdO3dm8+bNrFy5Ek9PT2bOnMmTJ0+qXFNBEARBEARB+Keq2Gb1hrtZveH5X5e3c1XCa1O3bl3OnDkDgKWlJc+ePcPV1ZUFCxawdOlSXFxcOHz4MOfPn8fe3h4nJycpMyImJoYtW7awb98+rl69SrNmzYiJicHOzo7S0lIyMzOBimLF165dQ0tLCy0tLdLT07GyssLMzIxOnTqxfPlyDhw4gLa2NnK5nMLCQkpLS6sEclRUBYNftfLychQ1pC9X77qUkpLC1atXycnJASoCNImJiRQVFUnHgYrOTapMnOTkZL7//nuaNm3K5s2bad68OUZGRpw6dYoHDx5IARg7OzsyMjKkIFhAQADZ2dn8+uuvHD9+nOTkZMLDw0lPT6dfv360a9eOwsJC+vfvT0pKCoWFhVINIlVwREdHBysrqyodvypT1Zt5lcEbpVIpzXPgwAF27dpFdnb2c9ezoKBAOod9+/bRvHlzgoOD+e6774iOjq5yvlZWVty5c6fKeauCZ6qC1lDxGrawsCAhIYGGDRvy6NF/tsioimvv37+fCxcuMG3aNMrLywkICGD58uWkpaVhbW3Nv//9b3x8fNDU1KRt27aMGDHilV0bQRAEQRAEQRCEmojMHOGlBAcHM2vWLM6cOcO2bdvw9vbG19eXHTt2sGLFCry9vfH39+f69et07doVhUIhBWnMzc2JiIiQMkbOnTuHmZkZBgYGlJaWSsWOfX19pQLIqiweQMo4qVOnDvCfLIxhw4bh6upaY7vtv5odocpEqV7/pPo8CoWC1NRUrl27RkJCAn5+fmzcuJHQ0FBsbW3p3r07o0ePxtPTk7t375Kfn4+BgYF0fnXr1uXq1auMHDmSoqIi3Nzc8Pb2ZteuXQwYMIB+/fqxa9cuwsPD6dy5M1AR9Nq6dSsZGRk4OztTv359iouLmThxIg0bNmTSpEmYm5tjYWHBtWvXnlvbzJkzkcur7tuWyWT07NmTXr16AaCl9ereIl7URUomk0nzvPPOO1IA7t69exw9epTk5GQ2b97Me++9x9y5c8nPz+f+/fvs2rULa2trPvvsM+bMmcOGDRukYzZq1EjKqpHJZFIbeoVCga+vLzNmzGD27NlYWFhw9uxZ5s2bh7OzM7du3ZKO4evry9ixY9m7dy89evTAwsKCr7/+WmpJr+Lv71/l85peh4IgCIIgCILwT6ShofHGfzZ+0/O/LiKYI7yUhg0bcufOHbZv3079+vV5//33KSkpYcmSJezZs4fatWszb948njx5gq6uLjo6OiQmJlJeXo6pqSmfffYZ7du3x9zcnCFDhiCXyykvL2fVqlWYmpoCFTVt+vXrB1RsFVIVkx0zZkyVrkiqf5SqTlJ/VU1Fa2vqfJSbm8vp06e5efMmISEhtGnThh07drB582ZsbGzo3bs39vb2LFq0CHNzcw4ePMjPP/+Mu7s7Pj4+nDlzhtzcXKys/lNItlWrVsyZM4esrCycnJxwcnIiKCiIZs0qCs81aNCAnJwcVq1axbJlFUUfXVxc8Pb2xtjYWDpO06ZNuX79eo3rq17XpnogR+WvvNlV3j6m2tZUuf5Q9WtZUFBAZGQkt27d4sqVKzg7O5OTk0PPnj3R1NTkhx9+4NNPPyUsLIylS5eyfv16evXqxdKlSzlx4gSZmZkYGhrSs2dPACnQEhwcjL29PUuWLGHy5MloaGhQWlrKxo0bGTZsGB4eHvTv35+EhAQ8PT2pW7cumpqaLFiwQCqyDfDhhx9WOV/V8VXrq6nI8dv6n4UgCIIgCIIgCP89RDBHeCl2dnbY29uzatWqKl/X09Pj0KFDmJiYcPv2bdLT08nPz8fd3R1NTU3pJn/gwIG8//77aGtrVxmvCuSoVM5uUN0w9+/f/5WsQdVlCaoW6a3ecjw/P5/o6Gj279+Pm5sbffr0QVNTky1btrB7926CgoLYvHkzycnJNG/enJ9//pmuXbtKmTNHjx7l008/RS6XI5fLuX79OuPGjaOwsJCsrCzgPzf+bdu25dq1awwdOpTBgwdz//59Hjx4wKBBg6Rza9++PdbW1lJAy9DQkFmzZtW4xsp1YqoXdX5VKl/DsLAwduzYQffu3WncuHGNc0VGRrJ+/XqioqLw8fHhyy+/JDMzk2+++YacnByWLVuGlpYWK1euJCMjg+bNm1O7dm0aN26MpaUljRs3Zv/+/YwfP57S0lI2bNhQJbhXmVwuZ+HChcyYMYO7d++SnJxMQkICH330EUqlkjVr1nDs2DFq1apFUFCQ9BqdNm3ac8dSKBSvtUaQIAiCIAiCIAjCyxLBHOGlGRoacvr0aVq3bk1JSQk6OjqsWrWKBQsWADB+/Hjs7e3R19dnxowZVcaq0uwqB1RqujH+qzfLz5494/bt2zg5OeHv709paakUQKqpoG5KSgq7d+/GxsaG9957j2vXrjFv3jyMjY2xtbUlLi6OO3fu8Nlnn3H8+HGWL1+Ot7c3x44dY+7cufTp0wcbGxscHR2Bipbs//73v9myZQve3t4sXbqUmJgYTExM0NLSIjU1VToXAAMDA+bNm8e6devYtGkT/v7+9OrVizZt2gAVGSxbt26lc+fOVa5N5YBKZarA1Ksqwvt7hZ2hIpuquLhYClKlpKQwa9Ys6TnYunUr8fHxuLm58d5773Hr1i0+//xz5s+fj7OzMwUFBbi7u0vXIj4+HlNTU7S0tKTtdba2tuTk5KClpUVQUBCnT5+mX79+JCUlce7cObp16yZlGymVSvz9/Vm5ciW//fYb9vb2BAQEYG1tDVQEH3v06FFljaqMourrfJkW43+kuLiY4uJi6XNVLSVBEARBEARBeBuJAsivjwjmCC+tTZs2UhFe1bYTHx8fNm7cWOPja2rR/KrbVoeGhvLdd9+RmJjIgwcPMDExwcPDgylTpgBUyQRKSkpiy5YtFBYWcuDAAdq3b4+9vT1nz55FoVCgp6dHSEgISqUSHx8fZs6cSUxMDL1792bKlClER0fj7e1NWVkZHTt2ZPjw4WhqaqKnpyfV/TE1NeXJkydkZmYSFRXFqVOnyM/Pp6ysDCMjIzIyMmrc1jVs2DCGDRv23PoePXrE+fPnGTZsmNS5SXUdX6UXBYeqB9cKCwuJjIwkNTWVjh07YmNjg66urrT+tWvXYm1tzerVq7G1tQWQWpxv3LiRS5cuYWhoSFlZGdbW1mhoaJCfn4+hoSFmZmZkZGQAULt2bR49ekSdOnUwNzentLSUe/fusX79ehYtWsSSJUsoLS2lV69edOrU6bnr4uDgwNChQ//0Wl93xs3ChQuZM2fOa51DEARBEARBEIS3nwjmCC9txYoVwPNBmsptqysHa151wEFVRLdya299fX1atmyJlZUVv/32G7179yYkJITs7GwGDBhAYmIigYGBLFmyhLy8PKZOncq+ffvo1q0b/fv3Z9CgQWzfvp29e/eyd+9eunbtipWVFcHBwRQXF0sFlmUyGUZGRly+fJkmTZqQnp6Oo6MjBQUFUgCnsLAQfX19lixZwscffwzAyJEjsba2pry8nK+//lqqyfKi9VWvNxMQEMAvv/zyyq6hKpBReRsW/Oe5qvzcPn36lNDQUKKjo5k6dSpXr15l6tSpWFlZYWFhQWpqKgMHDsTExETKONq4cSO7d+/G29tbOva9e/fYvHkzTZo0YdiwYUyfPp3Hjx/j7OxMeHg42dnZGBoaYm1tzY0bNygqKpL+/u6772Jqakrz5s0pLCzE19eXL7/8El1d3d+9lqrrCc8Hal7F67KmgNzvmTFjBpMnT5Y+z8nJkVrQC4IgCIIgCIIg/FkimCOo5c8WC/6zasreqV6wV6Wm2iW+vr74+voCcP36dZ4+fUp5eTkrVqxg+PDh+Pn5sX79embNmsWcOXMwMjKiWbNmWFhY0LRpU7y8vFAoFLi6upKTk0NRURG2trZcuXJFKrBcXl5ORkYGY8eOZfXq1Zw9e5bLly8zaNAgDAwM8PDwwNzcvEphZnWKM7+O2jaqQFTlYsSV/4SKrVHh4eGUlJTQpUsXAOLi4hg7dixmZma4urpSWFiIl5cXZ86coaCggDVr1vDzzz/TqVMn7OzsePjwIYWFhbi5uZGSkoK3t7e0FW/79u04ODgwevRowsPDSU5O5vHjx9SuXZsjR46QmJhI7dq1sbOzIzY2lvz8fMaMGSMFniwsLKRASHl5OSYmJtL6qgelXsX1rB4Equk1Wvn1Hh8fT1ZWFn5+fi88pq6urtSdTRAEQRAEQRDedmKb1esjgjmCWl5VHZHKN+LR0dF89tlnbNu2Daj5JjwlJYXffvuNmzdvEhUVxa+//ip9TxVgMjQ0JD09ndLSUn755RceP35MTk4Ot2/fpkWLFgA4Ozvz+PFjLCwssLa2Jj4+nvLyciwsLDAwMCAuLo46derw73//G1NTU+7fv09ISAg2NjYMHDgQY2NjLly4QM+ePaXaK2PHjq1xjaqgwIvW9KpVDzrUFGSLjo4mJyeH3bt34+vri4aGBps2bcLU1FSqadS1a1dmzJhBz549GTNmjDTWwMCAmTNncuTIEerUqYNSqeTOnTu4ublx69YtCgoK8PHxYd++fYSEhKCjo0N5eTnt2rVj/fr19OzZEysrK1xdXYmJiaFfv3707NkTJycnAEJCQggJCQEqAjjVVW/9/aq27FVuQ3/z5k2ysrKkmkWV50xMTERXVxdzc3OWL1+Onp4eo0ePZtGiRcjlcr788ssaAz+CIAiCIAiCIAivigjmCK+d6sb2Re2qVTe9bm5ubN26VRp37949vv32WyIjIxk1ahSDBg3i6dOnfPzxx8yePZupU6dWmUd1TEtLS5KTk4mJicHX1xdLS0smTpyIo6OjVCDXx8eHa9eu0aBBA+zt7aVMEGNjY2QyGXfv3sXBwUEqnuzi4kKPHj2kNuA9evR4roAuPB9oqHxer0JJSQk3btzg5s2b3L9/nylTpuDi4lLlMZWDCAkJCaSlpXHs2DHCwsKYPn06derU4YsvviA7O5u2bdvSpk0bNDU16d69OyUlJUydOpVNmzbRokULTExMUCgUQEVLdmNjY44fP05SUhIXLlxAT0+PwYMH8/DhQ7p06UJxcTHPnj1j1KhRfP/997Rp04bk5GQ6d+7MN998g76+Prdu3aJ169a4ubmhpVXxFqTKBFKpHAypHhj5q9dTFbSBqkHJykGv5ORkfv31VzIzM7GysiIkJITt27czb948TE1N6dChA2PGjMHNzY3t27eTkJBAeno6CxcufO45EARBEARBEAThf8/KlSv5+uuvSUxMxM/Pj++++05KDvg9Fy9epGXLlvj7+xMWFvbazu/tzDcS3riysjI2bNhAcHAwS5cuBSpuwjU1NavcjEdGRnLr1i2mT5/OxYsXadq0qfSCX7ZsGe7u7mzZsoXVq1ezZ88eHB0dcXZ2xsvLCxsbG2kLTmW2trYUFhYik8lwdXXF0tISf39/5HI54eHhQEUw5+jRowA4OTkhk8koKytDLpczY8YMunfvjpGRESUlJfTu3Ztp06bh5eVVZR6FQlEl60a1xtdp1apVfPHFF0RHR2NnZycFJrKyssjMzATg7NmzLF26FKVSyccff8zYsWPR1dXFz8+P5cuXExkZSceOHdHR0WHkyJHY2tqir6/PF198QY8ePcjPz0dbW5uIiAjq16/PtWvXAKRAlra2Njk5OYSGhrJt2zYeP37MpUuXsLKykopAu7u7M2fOHObOncvZs2f55ptvAGjUqBFjx47Fy8sLLS2tKrV7KntR16yXkZSUxJIlS3j//fd59913OXDggHQ8TU3NKoGcoqIirl+/zrZt2/jXv/7F6dOn2bx5MwsXLuTWrVskJiZy8uRJ7t69y+7du3n8+DErV66ka9euTJkyhTVr1iCXyzEyMqrxNSkIgiAIgiAI/0QymQYyjTf8IXv5e7Tt27czadIkPvvsM27dukWLFi3o3LkzsbGxvzsuOzubwYMH07ZtW3Uv2Z8mMnMEteTk5EhZLgqFokq2jVKpREtLix9++IEff/yRoKAgAC5cuMCRI0eIjY1lypQpBAYGMmrUKKysrGjVqhXNmjXDxMSEyMhIPDw8yMzMZOTIkTg7OzN8+HCioqJwc3MjJCSE+Ph4aa7qN/v29vbk5+dTWlrK4MGDWbZsGe3atSM5ORkPDw/Wrl3LgAEDqF+/PlCRFVI5M8TT0xOoCPJYWlpSWFhYY+ejV9my+s/Iy8vjwoULLFmyhICAAKAiaKahocH48eNxcHBg8eLF5OTkEB0dTUpKCiEhISQmJjJhwgQAFixYwI4dO+jcuTMGBgZSN7JLly5x+fJlLl68SHl5OT179iQjI4MWLVqwadMm1q9fT2ZmJunp6cybN4/U1FRGjRpFq1atmDVrFkZGRujq6kpBGwATExOaN2/+3DpeZZFshUJBamoqtra2VV4LRUVFrFq1iri4OHr27ImRkZHUNr24uJh169Zx9uxZbGxsWLx4Mbm5uUyfPh0bGxumTp2KtbU1qampTJkyBX9/f6Kjo9m2bRt37tyhpKQEJycnunXrRllZGQEBARgaGnL9+nViYmJwdXVVay2CIAiCIAiCILw+OTk5VT7/vXqWS5YsYcSIEYwcORKA7777jmPHjrFq1SopG78mY8aMoX///mhqarJv375Xdu41EcEcQS1+fn4cPnyYOnXqVAlqqLbihIWF8eDBA/r27cvYsWPp1q0bZ86cwc/Pj3r16rFp0yb09fV55513uHXrFhMnTgSgfv363Lt3j6ZNm+Lu7i5t8XFzcyM8PBwTExOsra158uTJc+ekupG3trZGV1eXlJQU2rZty1dffUVkZKS05QoqWod7eHj87hrNzc359ttvX8XleiUUCgW2trbs2rWL5ORkLC0tqVOnDgAtWrTg1KlTQEU9IB0dHRISEvD29q6SKdKoUSNWrVrFRx99RFpaGnl5eejq6uLm5kZSUhLh4eFcunSJ5ORkrl+/TteuXVm9ejWzZ8/GysqKhg0bAtCnTx/69Onzh+dcU7Dtr2QvVS9KvHPnTn755ReOHj1aZa67d++yfft27t+//9zYa9eucfz4cfr3709MTAz9+/dn9+7duLu7U7t2berVqwdUZCDdu3cPNzc3ysvLady4McuXL8fHx6fKOX3xxRd88skn5ObmMmPGDMaMGSPV2vmzkvJKMKT4pa/HkaicP35QDZo6Wqk1DsDWSEetcSYDvlB7ToPHF9UaV2rppvac6mZY3dd2VHtO25bD1B5rFh+q1rhZX3ZVe845nx1Sa9yyGoK8f5bMRr3n9LfHWWrP2dhervZYWUmBWuO0HH7//6ffnVNDvV80aJmr/75QlBCv1jhNKzu157QNaaj2WHVpGBqrPVbLS73zLbbyVHtOnRz1nhcNDfVvD7SMbdQal79hrtpzGjuqNyeAhtxcrXGaOupfI0WBeu8LehZ/4b1I5/c7f75QWanacxY9uK3WON2SIrXnVP6F8y3LTldrnNrXFtCPOqPWuJyw62rPaWqn3v+jNoZq/PxnoA38dxVArt5FdtasWcyePfu5x5eUlBAaGsr06dOrfL1Dhw5cunTphfOsW7eO6OhoNm3axPz58//6if8BEcwR1BIQEMCdO3eoU6cOu3bt4tSpU1y9ehUjIyMWL16MnZ0dDRs2xNramsmTJ7N06VKuXLmCu7s7Bw8e5Ny5czRv3hx3d3dpGw9AgwYNWLduHY6OjmhpabFnzx4aN26MhoYGt2/fxt3dHUNDQ65evQrUnNFhZ2fH4sWLpc+trKywsnr+h9SXbSv9ppmYmNCrVy8mT57MlStX0NfXp6SkhK1bt9KkSRO+//57AGxsbNDR0SE2NpbmzZvz5MkTHjx4gJeXF8+ePcPZ2RlTU1NSU1NJSUnBwsICNzc3PvvsM8aOHUvDhg35+uuvcXSsuCl1c3Nj48aNz52PaouXqmByTUEadTNuaurABc8Hgry8vCgpKXnue6pAlOpYlb//448/MmDAAN577z2gIhMrISEBW1tbHB0dyc/Pl1qkp6eno6+vj4eHB0qlknPnzuHs7MyNGzdISkrC29ube/fu0ahRI4YPH45SqSQjI0OtNQuCIAiCIAiC8PrExcVJu0uAF2blpKWloVAosLGpGiy2sbEhKSmpxjEPHz5k+vTpnD9/XqoL+rqJYI6gloCAAG7cuEH//v3Zt28fqamphIaG8sMPPzB79myOHj3KmDFj+Omnn4CKrU/nz5+nbdu2tG3bls8++wx3d3du3bpVZd9hUFAQM2bMQCaT0bdvX6ZPn07Hjh3JyMhg3rx5ALRq1UqqX/NngwV/1Fb6f0Xr1q25desWT548ITIyku3bt/PNN98we/Zs0tLSgIrMpBs3buDg4ICFhQV6enqsWrUKpVLJxYsX2bRpExoaGnTv3r3KG9jw4cMZPnx4jfO+qL256hr+lYK/qsLYLypGrJKcnMzNmze5ceMGPXv2pE6dOjg4OFBUVERmZiZmZmbS85yeno6ZmRnZ2dlSC3NV8C4zM1Oq/wPg4uLCvXv38PT05MmTJxQVFWFoaIiPjw9hYWF8/fXXdOnShZUrV7Jq1SqCg4MxMjJi2LBhmJiY8NVXX+Ho6IhSqWTSpElqXwdBEARBEARBEF4fuVxeJZjzR6rf47yoY61CoaB///7MmTNHKtnxdxDBHEEtjRo1Yvny5QAEBgZy9+5dAJo1a8aBAwcoLi7Gy8uLhw8fAuDv74+TkxP/+te/pGNER0dL9UhKSkrQ0dHB2dmZ8vJycnJy8PPzY+nSpSQmJuLj4yNtkfLw8PjDLVLVvW3dhZydnXF2dub27dukpKSgpaVFgwYNmD59OkZGRigUChITE4GKdEIXFxe8vb0ZPny4tPVq1qxZzx23ctCmek2bvxL8yszMJD8/n9q1azN9+nQ++OADqRV5TRk9ERERnDt3juvXrzNmzBgaNWrEl19+SV5eHvXr12fBggV8/vnn+Pn5IZfLuX//Pk2aNEGhUKClpYWdnR23b98mPT0dExMTiouLpfpAwcHBHD16lA4dOgBQq1YtysvLsbKy4uTJk+Tm5mJhYUHPnj0pKChg165duLm50atXLxYtWvTCCL4gCIIgCIIgCFX9N22z+rMsLS3R1NR8LgsnJSXluWwdqCg1cuPGDW7dusWHH34I/OcX1lpaWhw/fvylyzD8GaKblaCWoKAgqW6Np6endNPv6elJYWEh8fHx+Pr6UlJSQllZGT4+PgQHBzNu3DiGDRtG48aN+fXXX9HW1ub999+XitMCREVFIZfLUSqVuLu706JFCymQo/JP7RiUlJTEmTNn2LZtGwsWLODIkSP06tULqGidp6Ojg1wuZ+XKlXzyySdARe2foqIiOnbsSN26dYGK4IxSqayxi5Sq49hf3SKlqncEFZ3J1q5di4aGBjdu3CA6OhqoKOC8f/9+JkyYwE8//UROTg5KpZKFCxdKtZNUW+QWL17M9OnTcXZ25vTp01I3MmdnZ+7cuSPNDRVBxeLiYml7mK6uLjExMZw8eZIhQ4agp6fHu+++S6tWrdDT06NDhw64ubnRqVMnzM0r9s8bGhoyatQojh07Jl1jEcgRBEEQBEEQhLebjo4O9evX58SJE1W+fuLECZo2bfrc4+VyOXfu3CEsLEz6UHXwDQsLo1GjRq/lPEVmjqAWJycnSkpKKCgowNHRkeLiYrKysjA1NUVDQ4PIyEhcXV0pLCwkPDycevXqsWbNGjZt2kR5eTkffvihFFhYsWJFjXOoggk1pbO9bZk2f5ZcLufYsWPcv38ff39/vvjiC+nNwcnJiblzny8g+O6775Kbmwsg1biBV3MNVRFnoMqWq+rHdnJykrbTBQQE8OjRI9q0acOJEyf45ZdfaNeuHSdOnCA/P586depgaGhI/fr1GTp0qHSMq1evMn/+fJo1a0aHDh2kAI6Xlxf37t0D/pPl4+npSf/+/Vm0aBFjx44lMTGRxMREBgwYQLt27fj44485duwYjo6OBAYGAhW1gdzc1C+YKwiCIAiCIAjC22Hy5MkMGjSIBg0a0KRJE3766SdiY2MZO3YsADNmzCA+Pp4NGzagoaGBv79/lfHW1tbo6ek99/VXSQRzBLUZGRlx+/Zt3NzcyMrKIioqiuDgYFq0aCFlMJw9exZ3d3dpzMCBA587Tk1tvyv7pwZuamJgYPC7rfAqFyVWXbe+fftK31enk9SzZ88wNDTEzMyMsrKyKgW9XrRF6sSJEzx48IB3332XDh06UKtWLe7evUt6ejre3t48ePAAgOPHj1OnTh3Gjx9PnTp12L9/P97e3jRt2pS9e/dy/vx5dHR0+PTTT7lx4wb169dnzpw5HD9+nPHjxwMVgZv9+/cDVV8rLVq0wNvbm+3bt9OtWzcCAwOxt7cHwMzMjH79+r30tRAEQRAEQRAE4c/T0NRA4w1vs1Jn/r59+5Kens7cuXNJTEzE39+fw4cPS6UiEhMTq9R+fRPENitBbW3atCEjIwNra2sWL14sRR1nzZpFu3btUCqV+Pr6SrVK4D/Bhsrbe2rK5BB+n0KhQKFQSO22VVTbpP7q9VQqlZSWVrR3HDFiBNu2bQN4rjL7/fv3mT59Om3btmXdunVARYAmNzeXJk2acPXqVY4cOYKfnx+lpaUkJCTg6+tLYmIiycnJ2NvbU6tWLaAiM8bExISCggKGDBnCvn37mDBhAoWFhRw5cgQHBwcePXrExo0b2b17N4WFhSQnJ+Pt7Y2vry/wfHDJysqKDz/8kG7dukmBnDepuLiYnJycKh+CIAiCIAiCIPz3GT9+PE+ePKG4uJjQ0FBCQkKk7/3yyy+cOXPmhWNnz55NWFjYaz0/EcwR1LZy5Uqp/XOdOnUwMDCQvqcqoludqhuSCN78NZqamlJtm5elVCqJiIhg9erVjB07lh07dlT5vuq509bWBiq6h127do0jR47Qs2dPVq9eDUBeXh6//PILmpqaTJs2jQ4dOqBQKBg7dizt2rUjKiqKffv2cfbsWWxsbNDU1CQuLg4vLy/S0tIoKyujVq1anD17FoDatWtz6NAhfHx8uH37Ntu3b+fIkSOkpqbSsWNH+vbti729PZcuXeKdd97h+PHjWFlZ4ebm9sKten+nP1PHaeHChZiYmEgfDg4Of8OZCYIgCIIgCMKbIdOQIdPQeMMfb+e9p9hmJfwlqnbP1akTZBD+HlevXmX27Nm4urpKmTFFRUVoaWkRHR2Nl5cXz549Y8uWLXTo0IE2bdqwatUq3N3d6dGjBzdu3OD777+ne/fu7N+/X6pXo3LhwgW+//57Wrduzfjx49mxYwc6OjqYmJiQmJgoVYDPysqie/fu/Pjjj3z66ac8ffqUgIAAvLy8OHv2LMeOHcPNzY1p06ZJQY9ly5b97dfr97xsDaIZM2YwefJk6fOcnBwR0BEEQRAEQRAE4aWJYI7wl/yVdtXCm3H58mXq1q3L4sWLq3z92rVrvPPOOyQnJ6Ojo0N8fDyPHz+mVatWKJVKunfvTp06dQgODmb48OEMGjRIev5LS0vR0tJCJpOxatUqxo8fT8eOHdm0aRPZ2dkUFBRgamrK48ePgYrAR1RUFH5+fqxfv549e/bg4eFB165d0dTUpE2bNq+lfd+fpVQqKSsr+8Psp8rfu3jxIjY2NlVqRFWnq6srOmIJgiAIgiAIgvCXiWCOIPyDKJVKjI2NuXjxIgcPHkRDQ4MWLVpgbGxMQECAFGiwtrbG0tKSxMREzMzM0NPTw87ODoVCgZ+fHwqFgrKyMvT09Lh27RrBwcHSHKpCxqdPnyYvL4/CwkJiY2OpX78+ycnJKJVKfv75ZylDx9nZuUq2ypug2iJVXl6OpqYmJ06cQC6X07hx4yqPy8nJISYmBjc3N3R0dJgyZQqdOnWiW7duLFiwgGHDhv1uMEcQBEEQBEEQ/klkmhrI3nAB5Dc9/+vydq5KEIQayWQyBg0aRGlpKV9//TUbN26kWbNm7N+/Hz09PfT09Hj48CFQ0fEpPT0dqGgtvmnTJjQ1NYmKisLLywtdXV2GDRvGTz/9xPvvv0/dunU5evQoc+bMkYIdY8aM4fTp03h7e9OiRQt69+6NTCbD3t5eqsnzd6kcsKlePFpVhFuVaRQREcHGjRtZsWIFFy9eBGDOnDm0bNmSGTNmsGHDBvLy8mjYsCGnTp1i6NCh1KlTh969e/+taxIEQRAEQRAE4Z9JZOYIwj+Mrq4uv/76Kzk5OcTGxrJ161Z27NhB27Zt8fLy4tatW3h4eJCens79+/cB8PPz45dffqGgoICtW7cybtw4jIyMGD9+PJcvXyY2NpbPP/8cPz8/gDeeaQMV28Y2bNjAnTt3kMvlfP755zRq1KjGbVNJSUncvn2b0NBQUlNTSUtL49ixY9SrV4+6dety/vx5srKyuHXrFhcuXGDhwoVoaWkxZswYjh07xnvvvcfMmTMBnmvfLgiCIAiCIAiC8KqJOw5B+AcqLy9HLpfj7+9Pjx49+OabbygqKqJTp07s3LmTyMhIwsLCMDIyIi4ujs6dO2NjY0PTpk1p2bIl9evXl47VpEkTmjRp8gZX87y4uDhWr16No6Mjw4cPJzU1lby8PAASEhJYunQpN27coFmzZsybN4/ExETmzp1LYGAg3377LVFRURgbGzNr1ixsbGw4cOAAK1eu5PLly2hpaVG/fn3q1asHgIuLCxYWFpw5c4ahQ4dK28dexq5b8egYGL30uE6+Lz8XQExmgVrjAGwM1cuoyist/+MHvcCGHDe1xuncy1N7zmGBL/98ACTmFqs9p5me+jXIipwaqjXO6p1Stedc1ry5WuMmtpyh9pzjenurNa59v3Zqz5m+/b7aYxk/Xa1hWScPqj2l2Tv91Bqn2bi72nOaZCeoNa5c11jtOXUadlJrnCLqutpzKssV6o9Ne6bWuJKj29Ses6CgSK1x+Ynpas9Zq5N6/9by4lPVnrO8tEztsWnh6jVWsGlcR+05S3PV/79JXXHHLqk1TvdquNpzauiod5spe5yo9pxpd+PUHpuXqN7zYhNYS+05azXOUGvcX/n3ItcxVGtcHZ3clx5jrpsPiG1Wr5MI5gjCP0xxcTG3bt0iJiaGlJQUjh07RvPmzbGwsGDIkCFYWFhw//59pk+fjo+PD3K5HAcHBzp1Uu8H59dBqVTW2D1K1V3q8OHDPHv2TGqjXnnc0aNHyc7OZtGiRZw4cYIhQ4awfv16ateuTaNGjdDT08PFxYXc3FwiIiIwNzfHwsKCli1bcvz48efmnDlzJuvWrSMsLIxhw4axZMkSvL3Vu+EUBEEQBEEQBEH4M0QwRxD+YXR0dEhMTGT79u14eXkxfPhw2rZtC4CRkRH9+qn3W91XQaFQkJKSQq1atSgrK0NDQ6PGbVGqQE5ycjLGxsYYGBgAFd2l8vPziY+Pp3379tIxVbVwCgsL2bFjB9988w3+/v7UrVsXNzc3ZDIZJiYmWFlZoVAopGPm5+ejra1N06ZNefbsGQcPHsTLy4tLly5hbGyMpaUlhYWFODo60qZNG0pKSigtVT/TQRAEQRAEQRAE4c8QwRxB+IeRyWS8++67vPvuu2/6VICKYItMJkNDQ4PTp09z69YtPv744yp1Z3Jzc9HW1kZPTw+A7777jvXr12NiYkK7du34/PPPpccaGhqSm5tLrVq1qgRyAAwMDEhOTsbExASFQoGenh5GRkYkJibi6OhIQkICJSUl6Ovr4+fnx5kzZzh79izjxo1jz549fP3119y7dw9ra2smTZqEp6cn69evx8zMDIVCwfTp6m2pEARBEARBEIS3kUymgayGX87+3efwNhLBHEEQ/hbl5eXS9qjK2TaVgy3t2rWT2pxfvXqV06dPc/bsWaKjo+nTpw/z588nNjaWpKQkLl68iIGBAU5OTjRq1EjKxAGwsbEhNjaW/Px85HI5ZWVlUreqwMBAtm3bxscff0xqaqrUal0ul/PgwQMKCgrQ19dn6NChrF27loiICAoKCqhTpw5r1qypcXtX9XUIgiAIgiAIgiC8TiKYIwjCK1FaWiq1G1cFbioHOGraLlVcXMzOnTtJTExkx44d7Nixg65du3L58mUSEhJYt24dGzZsoFGjRri5uTFgwABiYmI4ePAgR48eRVdXFx8fH/T09KTW4zKZjM6dOzNnzhx27tzJiBEj0NLS4tixY1hYWPDJJ5/w448/0r59e5KTkxk+fDj29vaEhIRQUFCAXC4HQC6XM2nSpCrn+6JAjiAIgiAIgiAIz5NpaqLxhn/pKXtLf+kqgjmCIKhFVWwY4OnTp/Tu3Zvr1yu6hFQO3KiCPHv37uX48ePcvn2bMWPG0LdvXzQ1NZk+fTqDBw9m69atODg44OzszOPHj/H29qZu3brS1qo6deoQGRmJlpYWrVu3Zty4cfj6+j53Xkqlkrp169KnTx9+/fVXDh8+THx8PDKZjBkzZtC9e3emTp3K/fv38fDwwNHREaVSKXWnEgRBEARBEARB+G/3dm4eEwThlVEqlZSXP99WunLAxtzcHENDQx4/fgzApUuX6NevH15eXixfvhyoKD7coUMHDh8+zMGDB/n111/R1tbG09MTR0dH3N3d0dLSwtHRkbt372JhYYGjoyOJiRUtKgMDA7l+/TrNmjWjpKSEo0ePAnD48GG2b98unasqe6Zfv34sXryYvn37snr1ai5cuED37hWtd+3s7Gjbti2Ojo7A35dxU1xcTE5OTpUPQRAEQRAEQRCElyWCOYIgAC8O2lSvcQMQFxfHvn37uHbtGuXl5RgbG2NlZcXdu3cB2LZtG8HBwdy6dYvx48cD0KNHD9LT0/nggw84cuQIly5dAqBFixYkJCRIx/b09OTu3btYWVlhaGgofS8oKIgTJ05gYWHB2LFjCQ8Px8fHh6+//pqkpCTpXCtzdHSkT58+1KlT57+ips3ChQsxMTGRPhwcHN70KQmCIAiCIAjCayPT1Piv+HgbiW1WgvAPpFQqpRozqkCNTCZ7LhiiUCi4ffs2p0+fxtzcnGHDhrF27VrWrl2Lp6cnBgYGREdH8/777+Po6Mjjx4+Jjo4mOzub9957DwMDAylAdO7cOQ4fPsyCBQvo3r07a9asAcDPz499+/ZJc3p5eXHkyBHpfFTZPo0bN5aKIwcFBbFy5UqpJfmboNpmtnLlSnx9fQkJCamxLlBlM2bMYPLkydLnOTk5IqAjCIIgCIIgCMJLeztDVIIgSJRKJbdu3eLZs2fS11TZNqrgg1Kp5M6dO2zYsIGzZ89Kjzt69CjTpk3j8ePHGBkZkZubS//+/Tl06BDz5s0jKyuLDRs2AODj40NUVBTa2toUFhZiYWEhBTxKSkp48OAB9vb2eHt7I5fLuXLlCnl5eTg7OxMWFibN6e3tjZeXFwBDhw7lo48+Aio6VK1cuVJ63N8VyFEFvSoHwOA/QbAOHTqwdu1aQkND//BYurq6yOXyKh+CIAiCIAiCIAgvS2TmCML/uJKSEvLz8zEzM6OsrKxKkAYqAjdnz57F0tKSgQMHkp2dTXZ2NhcvXuTs2bO0bNkSPT09li1bRt26dYmJiSE2NpaBAwdy6NAhBg8ezODBg6XjZWVlMX78eLKysrCxsSE1NZWioiJ8fX3ZtWsXjo6OGBsb89NPPzF58mTKy8tJTU2lUaNG7N27l/feew9DQ0P8/f1JT0/H19eX+fPno1Ao0NTUxM3Nje+//x4AZ2fnv+UalpaWAkjduCpTZStVz1q6cOECenp6NGjQACsrK06fPk3Dhg1f/8kKgiAIgiAIwv+I/4ZtTm96/tdFBHME4X/czJkzSUlJYd26dWhp/eefdE5ODvr6+uTm5nL48GFCQ0PZuXMnPXv25NGjR/z2228sWrQIT09PTE1N6dChA2FhYfz888+EhobSt29f4uPjadu2LcXFxchkMnR0dLhx4wY5OTkcPnwYAGtraxITE3FxcSEtLY3i4mI++eQTZs+eTbNmzUhPT2f27Nn069ePTz75BA0NDRo0aIClpaV0rr169fpbr5kqy0bVPn3r1q14eHjQpEmTKo+Li4sjKSkJf39/nj17xurVq+nUqRN+fn58++23TJw4EYAuXbqwf/9+7t27V2OHLUEQBEEQBEEQhFdJBHME4X9c06ZNpY5RV65cYefOndy7d4+4uDj69evH559/TosWLcjJyeHXX38FYOnSpdjY2NCqVSsA0tLSGDZsGFpaWjRs2JAzZ86go6ODvr4+169fp2fPntJ8SqUSfX19jh07RmxsLJmZmTx8+JDWrVvj7OxMbGwsnp6eLFy4kOLiYtzc3KTiw126dPnbrouqs1V5eTlKpRINDY0qWTaVM20ePnzIjh07GDRoENbW1rRq1Yp//etfXLp0CVdXVxo3bsz48ePx9/dnxYoVBAUFSY8D8PX15fDhw8TExIhgjiAIgiAIgiAIr50I5gjC/7jAwECpSPCTJ0/YsGEDt2/fxtTUFC8vLz788EM+/PBDjh07Jo2xtbXF29ubgoICDAwM2LhxI0FBQcydO5fi4mLWrl3Ls2fPGDVqFD/88ANxcXE8e/YMDw8Phg8fzpUrV1i4cCGdO3dm+/bt1K9fH21tbXbt2gVUFAd2cnL6W6/DyZMnWbduHY8ePcLZ2ZmpU6fSsGHDGosSx8XFsXv3bjQ0NDhz5gy2tracOXMGb29vunfvzrVr11AoFFy7do1jx44xadIk6tWrx+DBg7G0tKRbt25SZhKAlZUVAGVlZX/begVBEARBEAThv51MQwPZHzQJ+TvO4W0kgjmC8D/OycmJoqIiCgoK8PX1xcfHB0NDQwwMDAgKCuLWrVs0aNAAXV1daRuQhYUFpaWlJCcn4+LigoaGBvn5+ezcuZOnT5+SlpbGmTNnGDhwIAqFgoMHD2JiYkKDBg3Q0NBg5syZzJw584Xn9Eddnf4KVcZNZZGRkaxatYouXbrw6aefUlJSQlxcHACxsbFMmzaNlJQUmjVrxrx58ygoKOCTTz7h22+/ZePGjeTn53PmzBm++eYbAH788Ud2797N5cuXMTc3p0+fPlLXKQ0NDQICAlizZg2NGzfG1NQULS0tkpOTMTU1VWtNvQJrY2hk/NLjNKpdhz9rz+2EP37QCwTaqle02U5f/f9ucovUC5LFZxSoPWeKp+UfP6gGjexe/nlU0S3NU3tsTpl6BcF1LNTvpiazcVNr3Lje3mrPuWrXfbXGjf8Le+W1/8Jrt/TqIbXGFaRmqj2n/tVjf/ygV0yrYTu1xuUe3qT2nMaNW6s1riQuWu05c54kqj3WLMBHrXExB6+rPae6NSLMPW3VnlPd66soKlF7Tj0LE7XHZkfHqzWuOCNL7TlL84vUGqdraqT2nNqGemrOqf7/aRn3n6o1ztjRWu05vYaonwGeeuWWWuOM7KzUnlP5/zu+vqxaXdVfp1JbvdeCUu/lXwtK3Ry15hL+vLczRCUI/zBWVlZERERQq1YtnJ2diY6u+GGqdu3aPHr0CGNjY8zMzLh/v+JGSFtbm+LiYmJiYgAYM2YM1tbWrFq1Cnt7ew4cOEDHjh2Bim5Ny5cvZ968eQQGBv5ta1Jtj6queiAHKrJyDAwMGDFiBH5+fgQFBdG9e3fKyspYuXIlDRo04PvvvyclJYUvv/wSLy8vnJycaN26NYaGhlhbW1NSUkJsbCxQkWEzYsQIrl+/zvHjx5kzZ45UjHnBggVs2bIFDw8Pxo8fz82bNwHIz8+nsLDw9V0QQRAEQRAEQfgfoyqA/KY/3kZv56oE4R/Gx8eH0NBQrKysMDU1lYI5zs7OUsvsnj178tlnn9GnTx9yc3Pp1q2btBVKT0+PTz75hFOnTtGvXz9atGghbR163QoKCkhMrPhtZ/XW35UDN0qlkrS0NPbu3cvJkyelr5eXl3P06FHGjBlT5RhKpRItLS127tzJ+++/j6+vL5MmTeLKlSsUFxdjbm5OcXGxdBxra2spm6dnz55cvnyZLVu2EBERwYIFCzh79iwbN27Ex8cHa2trFi5cSMeOHdHT0yMvL48GDRpgYqL+bwcFQRAEQRAEQRD+LBHMEYS3QGBgIKdPnwZAV1eX8PBwoKI4sru7OwB9+vTh/Pnz7Nixg+7du9O5c2fpe38XpVKJQqGgvFJa6ZMnT9i6dSvwn6yb9PR0jh07xpo1aygqqkhHHj16NNOmTeP48eMAVQob5+XlkZOTU+UYqj/d3NykjBtzc3Pkcjnp6en4+/tLWTUArVq1YuPGjcyZM4fU1FRWrlzJyZMnGT16NFFRUcjlcjp16sR3330ndeIaMmQIvr6+pKam0qBBA5o2bfrarp0gCIIgCIIgCIKKqJkjCG+BkJAQKWAxfvx4DAwMpK+HhIQAoKOjU6Ud+OtWXl7OL7/8wrx584iJiZE6SKk6W6ncvHmTdevWcefOHUJCQujbty8TJkwgNzcXIyMjIiIimD9/Pl5eXpw5c4Zdu3ahp1ex31ehUKCpqYmHhwd3796lffv2aGtro1AopMwcNzc3Dhw4QJMmTQgPD0dPT49atWpha2vLqVOnGDlyJAATJkxg+/btpKenI5fLcXV1Zd26db+7RlX9Hmdn57+94LMgCIIgCIIg/LeTacje+DYnmYZ6dSb/24lgjiC8BZo2bSplhbi4uLyRczh06BA9evTg4MGDdOzYEQ0NDY4cOcLTp0+Ji4vD0dGRpKQkVq9ezZkzZ3jvvfcYP3489+/fp6SkhNq1a9O7d282btyIjY0NmzdvBqBr16789ttvuLq6kpmZSX5+vhTMUWXf/N///R+bNm1iw4YNjBgxAk1NTU6cOIG+vj4TJkzgu+++o0WLFhQVFTF69GhkMhnvv/8+SUlJ0vnb2toyceLE59alygCSyWTPFXZ+UatzQRAEQRAEQRCE10kEcwRBeCV0dXWpX78+P/30E15eXri4uODi4oK5uTl3797F0dGR9evXExcXx+LFi/nyyy/Jz8/n888/R6lU0rJlS4yNjUlKSpIyiwCaN2/OhQsXGDJkCCdOnCA/Px8LCwvgP12zOnbsSGlpKWvWrGHXrl0kJydjZmbGggUL8PHxYd68eTx69Ah/f3/kcjlKpRI/Pz/8/PyqrEGpVFJeXl6lXs/r7MwlCIIgCIIgCIKgDhHMEQShRuXl5TVmnKiCHWVlZWhpaUlZK8bGxvTo0YP9+/dz48YNysrK8PPzo2nTpoSGhtKlSxeioqJo3749DRo0YPjw4Zw/f56wsDDMzMy4du0aHTp0wNfXl61bt0rzmJiY8PTpU2rVqkV2djbp6ek4Ojo+d77dunXD19eXyMhIAgICpFbiUFHc2Nr6P60uVWtSzVH569W3gb1KxcXFVYouq+r8CIIgCIIgCMLbSKahgewN/3L0Tc//urydqxIE4XdV7hpVXl5epSCxiio7paysjIcPH0odsjQ0NJgzZw6fffYZUFG3BsDMzAwdHR3q1q1Lbm4uO3fuJDExkREjRhAWFkZ+fj5WVlZSVo2Xlxe5ubno6elhY2NDamoqUFGI2MbGhi+++IKff/6Z3377jXHjxqGnp4eZmdnvbmdydXWla9euVQI5Na258hr/TgsXLsTExET6qOk8BUEQBEEQBEEQ/ogI5gjCW061dUjl6NGjUrcrqAhoqIIaeXl5AKSlpbFjxw5GjBjBwIEDmThxIgsXLiQqKgqo2FJlZ2cnjQekII2bmxseHh5s2LCBlJQUGjZsyMOHDzE0NMTKyordu3cDYGVlxenTp/Hx8aFBgwacP3+e/v37c+rUKRYvXkxOTg7Xrl2jV69eBAQEYGBgwIoVKwgMDPzD9dbkddS0UdXTURVc/iMzZswgOztb+lC1QhcEQRAEQRCEt5FMQ/O/4uNtJLZZCcJbRLXlqbLqW6UiIiI4cuQIU6dOpbS0lISEBKZNm0ZeXh6NGzdmypQpODo6curUKWJiYjh9+jTl5eWsX7+eb775hp9++ol79+4xY8YM4D/BHBMTE4yMjEhNTaVZs2a4uLjQrFkzateuTX5+Pvn5+fTv35/Ro0fTv39/oqOjmTRpEtra2vj4+DB79my0tbVp2rQpcrmc5cuX/+k1Vl/v61C5FXr1ejp/dmuWrq4uurq6r+X8BEEQBEEQBEH45xDBHEH4H/SigEZN9W0ePnxIREQEjRo1QkdHh927d3P37l1SU1MZNWoUrq6ubNiwARcXF/bu3cvUqVM5cOAAvr6+UrBCQ0ODPn36sGrVKh4/fsy1a9fw9vauMpeWlhaWlpY8ePCA4uJi1q5di6GhIVDRFj0qKoqgoCCWLl3KvXv3cHZ2JiAgQFpP9+7dn1uPagtX5WDJ6+wapVQqpYDN3r17yc7Opk+fPhgYGNS4JSs0NJT4+HguXbrE8ePHmTNnDu+8885rOz9BEARBEARBEAQQwRxB+K+n2iZVuTV2TQGNp0+fEhUVhaOjI15eXhw6dIhvvvkGGxsb8vLyWLt2LQcPHmTRokXMnDmTLVu2SGO//PJL9u7di6amJikpKZSWllKrVi3i4uIoLCxEX18fQ0NDhgwZwpQpU/D19SU3Nxe5XF7lHORyOVpaWqSlpVWpB3Pz5k309fUpLy/H3d0dd3f3KuNeVJD4dRYjzs3N5dChQ4SEhFC7dm3pPFTn0qFDBwwMDKTPz507x+rVqyktLWX48OF06NCBLVu2cPToUb755hu8vLw4fPgwVlZWNG7c+LWdtyAIgiAIgiD8lgwJ0AABAABJREFUz9DQrPh40+fwFhLBHEH4L1FT0Aae77CUm5tLREQEVlZWuLm5AbB69Wq2bNmCs7MzOjo6fPHFF+jr63Pv3j2OHTuGjo4Ofn5+REZGEhQURFlZGYmJidSqVYuzZ88SGxvL5s2b8fLyom7dukRHR+Po6MjFixdJTk7G2dkZpVLJBx98wPbt22nevPlzgRyANm3a0KFDB2k9qkCIvr4+8J9tSar6MtWDUq+6IHFRURF6eno1ZjJpamri4uIirUOhUBAeHs79+/fx9/fH1NSUxYsX07NnT9zc3NiwYQPNmzdHV1eX9evXI5fL6datGxcvXqRz585kZmYSHx9PeHi4COYIgiAIgiAIgvBaiWCOILwhd+7cYfny5axevVrKSKmeiZKamsqTJ084duwY165dY/78+Xz77bc8ffoUbW1tdu/ejVKp5OzZs2zcuBFNTU1at27Njh07aNWqFS1atCAuLg43NzcCAwOJiIjA09MTc3NzHj9+TK1atQgNDcXU1BRPT0/Onz9PUlISYWFhNGnShJycHOLi4qRgjkwmo02bNtL2p+qZNFpa/3lLeRN1bZKSkjh37hwtW7bk9OnT5ObmMmrUqOfmy87OprS0FAMDAy5fvkz79u2ZPHky169fx9vbGzs7O+RyOVlZWZSUlHD//n1u3brFmjVrgIpA0ObNm5k5c6bUXlxXVxczMzNSUlJe+rzt5boYGeu99DgLffXewmMcTdUaB1CieL7z2Z+RX6reOICIZ/+PvfOOjqr62vAzk9577wGSkIQQAoHQewsovUiVIgICUqWIIEixIKDSiygiBESpIk2QDtJLSEIS0ntI78lMvj+y5pqEYBlB/fGdZ61ZTLnnnjJ3Jpx39n53rlrtLAy11e7zZkq+Wu36mjxRu88Sy/p/fNAzyMwrV6udnqn6FdV+jslRq13XoV3U7nOyhnqC74a9D9Xuc9EHPdVuKzd4WvT+Mxg52ajdp7JMvWtBp56P+n1qG6jVTsvgr3/vSWhqqdVMpuY1BGDRuqXabZW56n03aBmo/z1m0dBRrXam3vXU7jPrfqRa7RyHj1C7T4WaawtQXvizWu10LM3V7lNLv0itdn/n2tWzMlOrnbaxvtp9Wvqpdx0pyyrU7pMK9b7/AIyc1fverVTz/0UAci31/h8nMzBSu0/lg/NqtassK/nrbTKy1epL8OcRYo5A8A9QW/QA0NXV5ebNm0BVREpoaCiHDx/m5s2bvPnmm3Tt2pVt27Zx6tQp+vXrR6dOnXj11VfZtGkTPXr0oF27dly+fBkzMzMePHhA9+7dcXNzo3fv3nTr1g1DQ0PMzc15/Pgx9erVw9XVlaioKDQ0NHBxceGHH37A1NSUxo0bc/r0aZydnenfvz9DhgxBW1sbZ2dnlixZIqUgVVZWcuDAAW7evMmSJUukcf+XKC8v5+LFi2hrazN06FAqKiooLi7m1q1bGBoa0rhxYx49esSHH37ImDFjuHv3Lo8ePaJRo0ZcuXKF06dPS5E6eXl5GBgYEBcXR6tWrSRBqKysDC8vL3788Uesra2pqKggPz8fIyMjLCwsiIqKkiKCBAKBQCAQCASC/9fI5VW3f3sMLyEv56wEgn8BVZpUXSWqVaJHdna2VI7a0dERExMToqKiADh48CAGBgYsXLiQL774gl9//ZWmTZtiaGjIoEGDmD59Ot7e3lL58KCgIGJiYigqKqJr167s3r2bo0ePsmrVKnx8fNDT08PGxoaIiAgAXFxc+PXXXwEYPXo0jx49Yt26dbi6uvLOO+9w5coVPvvsMz7//HP69++PTCbDyclJihZSKBSUl5czePBgmjRp8mIXsxa1y6vXRqlUcv/+fS5cuICJiQl5eXmkpKTQtWtX0tLSuHHjBh988AFQ5etz48YN2rZti7u7OwUFBdja2tKoUSMGDRrEggUL+OijjzAyMsLY2Ji0tDRsbW3Jz88nOjoabW1tTp06hbe3N1AlIN29e1c6t4GBAbm56kWSCAQCgUAgEAgEAsGfQUTmCAR/koKCAgwNDYE/LgGuitYwMzMjMzOTHTt2cPnyZWJjY7G2tmbBggW0b98eKysrYmNjycnJISIiAm9vb3766SdOnTpF9+7dadiwIb6+vmRkZGBra0uTJk148OABAwcOpGHDhty5c4cRI0Zw7tw5Pv74Y+bOncuJEydQKpW8+eabWFpakp1dFeLYq1cvqQJVYGAghw8frjF+MzMzaW5KpfKplC9tbW0GDx783NdVqVQSHx+PhYUFRkZGT0UxqR6r1jYxMRFbW9saKV07d+7ks88+IzAwkLCwMIyNjbGxsUEmk1FeXs7UqVPZtm0bCQkJlJeX4+7uTklJCQ4ODhQUFJCVlcX27dtJT08nOjqanj170rlzZ5ycnIiMjERLS4s33niDJUuWkJ2dTW5uLmvXrgVgzpw5WFhYANCzZ0+Cg4Of+xoJBAKBQCAQCAQCQXWEmCMQ/A6rV6/m1KlTxMTE0L59e1auXIm5uXkNISc9PR0NDQ2USiWHDx/m9OnT3LhxAz8/P9555x0aN27MwYMHady4MQcOHGDTpk2EhITg7u5Ow4YNCQ8Pp2XLloSHh2Nra0vDhg25cuUK/v7+hIWFUV5eTmZmJgCenp4cP35cur9161Y0NDSYPn06O3bsYOrUqTRs2JAuXbpgbGzMlClTJFHGwcEBBwcHadwq0aa6UAJPGy6/CFQRTBoaGmRlZXHkyBEGDhyIkZFRjSimkpIS7OzsKCsro3v37gQFBXHp0iX27duHra2tdL7ly5dz5coVLC0tmTp1KikpKcjlckxNTYmOjqZBgwb06dOHgwcPUlRUROfOnZHJZJiammJkZER8fDx6enqkpaVhbm5O+/bt0dTUxMzMjJKSEmJjY5k9ezbnz5+noKCAwMBArKysUCgUTJ48ucbaCQQCgUAgEAgEgipkGhrIXvDe4s+M4WVEiDkCAVUpRLUFjIsXLxITE8OsWbNo1aoVBQUFkofK9evXadKkCfXq1WPmzJk4OzuzcOFCdu3ahaenJ5GRkXz++eds2LCBVatW0b59e0mk6NixI0+ePOH27dv4+vpy5swZBg4ciIeHB6NGjcLX1xeoKjXu6OhIcXGxlJrl5uZGcnIyAE2aNJHEGlNTU2bMmMGMGTN+d57Vo17+CdFG1SfU9Nepft/ExITXX3+d8vIq07rY2FhGjhxJbm4u9erVY9myZfj4+HD9+nUGDBjA+fM1jdtycnJo3LgxKSkpWFpa0qtXL06cOEFBQQH16tWT0tjeeust1q1bx9atW/nkk0/Q0dFBS0sLhUJBXFwcWVlZzJs3D1NTU/r27UvDhg3x8fGhV69eQJX41a5duxp9q9avLk8kgUAgEAgEAoFAIHhRCDFH8P+GkpISzp49S4MGDahfv36NVKnqooZK2Dl58iTa2tp06VJVeUVHRwcNDQ3i4+P5+eefsbCwoF69enTs2JETJ06gr69P48aNsbGpcsPv2rUrSUlJ3L17F19fX0mEsLOzIyoqig4dOqCtrc3jx4+xtbWlZ8+ezJs3D0dHRyIiIrCxsSEkJITmzZvj4eEBQOvWrTl79ixQVe572LBhNeaoinipXd5cxYsQHCorK6msrEQul5OcnMytW7fo3bt3nX2q1vbYsWM8efJEKnN++/Zt2rdvz+TJk1m4cCHjxo3j9ddf54MPPmDz5s18/vnnNGvWTEpnKi8vR0vrt0om1tbW3L9/n0aNGpGfn8/Dhw/Jzc2lYcOG3Lx5k4qKCuzs7PD09KSwsJCysjIAzM3NmT59Ovb29lhZWUmeQnWhulbqEm6EkCMQCAQCgUAgENSBXKPq9m+P4SVE7EAELzUqoQGgtLSUH374QRJDqqfEXLlyhc8//xxAKrvdvXt3wsLCaNWqFTNmzGDfvn1kZ2fj4+ODoaGhZHLbrFkzHj6sKnvr4uJCRUVVSUVXV1fCwsKws7PDzMyM77//Xio1/vjxY7y8vLC3tyc5OZmioiKGDx/O1KlTadasGStXruTLL78EYNSoUQQFBQE8lRJV2xRYVd78RYkLdZkQVxeOKioq+O677wgPD5eiifbs2UOPHj1o2LAhGzduBOD27dts3ryZt956i3nz5tGiRQvy8vIoLi5GLpdjYFBV5va1115DW1ub+/fv065dO+7cuSPNU4WpqSn169dn7969XLp0icuXL1NRUSGJOzKZTHpPBw4cSFxcHG+88QZQVVHM398fa2traV0VCoV0fF38nbUtLS0lLy+vxk0gEAgEAoFAIBAI/ioiMkfwUqPaoOfn5xMTE0NgYCC5ubncv3+fOXPmSP4zoaGhhIWFAUjGuq1atWLJkiVcvXqVjIwMvvjiC9auXculS5fQ1dUlJycHqEp9Ut23tbVlyZIlTJkyheLiYtLT07G1tUWpVNKsWTPefPNNkpOTeeONNyTvnXPnzqGvr49SqaR79+51zqMuw2V4cREhKgGsdp+1+6uoqCA0NJSrV6/Sq1cv9u7dy8GDBzl37hxTp06lS5cuZGdns2rVKnx9fenbty+6urq0a9eOsLAwPD09gSo/n1u3bpGYmIivry9xcXFAlelyYWEhlZWVBAQEsHnz5hrjUzFx4kTMzMxYvHgxr776KuPHj8fJyQljY2MCAwOl4/T19dHX1//dub/I1LOVK1dKZd0FAoFAIBAIBAKBQF2EmCP4n0Bl1vus9CEVZWVlREdHY2pqip2dHSdPnmTLli0olUqcnJzo3Lkz9+7dw8PDA3d3d77++mtGjx7NpUuXmDJlCkANT5nAwEACAwMpKipi6dKlmJmZkZSURL169bh16xavv/469+7d48mTJ0RFReHq6oqPjw+jR48mOjqaWbNmYWFhQUFBAc7OzowZM0aKslFhbm5eo1/VPGubEv+TVO9PJSQlJydz8eJFLC0tad26NTo6OsycOZNbt27h6OhIYGAgvXv3Ji4ujtatW/Paa69x8OBBvvrqK44ePUp+fj6JiYkMGTIEfX19qXIVQIMGDThz5gyampo0bNiQJUuWMHv2bO7fv09aWhp+fn7IZDKpBHhtwUVfX58xY8YwZsyYp+byLCHsefNnfHPmz5/PzJkzpcd5eXk4OTm96KEJBAKBQCAQCAT/DnL5v5/m9JJaIggxR/Cfo3pq1O+Z9SYkJKCjo4O1tTWVlZV8/fXXfPbZZ5I3yuLFiykrK+Pnn38mISEBQ0NDLly4QGZmJpqamsyePZtRo0YxePBgHj58KHndVCclJQU7Ozv09fUpLCzE3d2dwsJCXnvtNc6ePYunpydDhw6lR48elJaWYmhoSP369XnllVdo06aNdB49PT0AoqKiCAoKesrzpTovMkXqz5w7Ly+PO3fukJGRQZs2bbCxseH27dssXLgQbW1ttLS0uHv3Ll27dqW8vJyPPvqI1q1bA1ViWoMGDaQoJ1NTUyoqKvj4449xcHCQyp8nJiZSWloqRTQ5OzuTmZlJUlISPXv2JD4+Hh8fHywsLJg6dSoAjRo1ksScZ4kzqvSo6uloz1PIqe4PVLvfPxPRo6Ojg46OznMbj0AgEAgEAoFAIPj/iRBzBP8YqgiJyspKEhIScHZ2pqKiQoq2qb75rr4BLy0tJTExkTNnznDv3j1mzpzJu+++y8OHD/Hw8GD37t0UFBRw8eJFLly4gJaWFi1atKBhw4Y0a9aMFi1aUFBQgKGhIWZmZsjlcmJiYqhfvz6urq6sXr2aevXqSV431bl69Sq7d+8mKSmJrKwsJk2ahIeHB5qamnz00UcANUpkh4WFUVRURGpqKvCbUa+FhQXLly+XxIxnCTnPC3VMegsKCvjyyy/59ttvqVevHsXFxZw7d47PPvuM8+fP4+joyObNm7l+/TqrVq2iefPmODs7M2PGDKkU+rRp07C1teXBgwcABAQEYGdnR2xsLL6+vjx58oTz58/Tr18/srKypMpcqmgfc3NzNDU1mTx5Mm+99dZTY7SysvrdOTyvFKmSkhLy8vIwNjZGV1dXer72tQmQm5uLiYkJN27c4NChQ3zwwQf/WDSQQCAQCAQCgUAg+P+JEHMEL5y8vDyuXbtG165duX37NgMHDiQgIICQkBDJn6Y6jx8/5ubNm5w8eZLS0lKcnZ25c+cOTZo0QUNDg1deeYXVq1fTrVs3AgICuHLlCjo6Oly5coXAwEAsLCzw9vbG19cXY2Nj7O3tiYmJwdbWFhMTE0xNTSUx591332XcuHG4uLjg6uoqjUG1GQ8ICEBXVxc3Nzc8PT1rbNCrizgq8cTd3Z25c+dKooNKtNHQ0MDS0vK5r60qJQtqRqDUFm6io6MJCwvD2NiYdu3a1Sn26OvrU1xcTGFhIbt37yYvL4/p06fz7bffolAopPQwDw8PXF1dyc3NZf78+UybNo2rV68ya9YsfH19cXd3JyUlhfv376Orq8t7773HZ599xvvvv09xcTE9e/akb9++LFiwgHr16kn9V08/ql45qq75vAiq95WQkMDZs2cZO3YsUHU9lJeXc/HiRUJDQ3F0dKRfv35s3ryZAwcO8MMPP3Dw4EHJj0cIOQKBQCAQCAQCAcjkcmT/cprTv93/i+LlnJXgX6G2Ka2KI0eOSGk3Dx48YPz48Wzfvh0NDQ2uXbvG8OHDadq0Kbt27UKpVPLw4UOWLFlC8+bN2blzJw0bNqSiooJZs2axdu1aKXUHqkyKHz9+THZ2Nt26dWP37t1cvHiR3bt306pVK4yNjbG2tiYqKgqoSnfS0tLi3r17ADRs2JABAwZIER2qNB3VZtzFxYWePXvi5eUlRRXVhUps0NHRwdHR8YWl0tTuXxXRVFv8CA8PZ8OGDQB8+OGHDBw4kJCQEGJiYmqMt/a5GjVqJJkSa2tr07p1a1JSUpDJZMTHxwNgYmLCL7/8go2NDSkpKaSlpWFiYkL9+vWxtLQkMDAQe3t73nzzTS5dukRQUBCffvopP/30E6GhoaxatQqZTEbz5s2lUuOqudU1v+ch5KSmppKWliatUfWqXNVT+lR9paens3nzZoYPH84bb7yBTCbjyJEjfPXVVxQUFHD16lUOHjzI2LFjCQoK4u233+bGjRtMmzbtb49VIBAIBAKBQCAQCP4IEZkj+FtUj/CoHY2gim7ZtWsXq1atIjs7m40bNxIZGcmPP/7I7t27+eabb/D392fVqlUMHToUDQ0NWrRoIUXCABgZGdG0aVNSU1MxNTUlMDCQhw8fEhwcjKenJ+Hh4fTu3ZtTp07x1Vdf4e7uzrFjxyguLqZv374YGRnx+PFjAIyNjXn99dcxNDQEqqpc5eXl0bt3b6DuNJ3qKTMvMuIiKyuLy5cv8+DBAwoKChg4cCD+/v41jqnef0JCAikpKRw/fhwHBwfu37/P4MGDadWqFVlZWWzfvp2JEyeyZ88ejh07hoODwx+OwcbGhsLCQjIzM7G0tOT69eu0atWKNm3aMHbsWJycnKioqMDZ2Zl69epx8eJF1q5di46ODl26dMHHxweALVu21Divvb29dP9Z3j3Pe21jYmJ46623iI6OxtjYmODgYJYsWVKj7/T0dKytrSkrK+Pzzz+nrKyMM2fO8Oqrr1JQUICVlRVDhgxBqVSyatUq1q5dS25uLh9//DGPHz+mW7duvP/++3h7e6Onp1dnpJlAIBAIBAKBQCAQPG/EzkPwTGqXp67LB6T6xjgyMhJDQ0Ps7OxqRFiYmZmRmJiIj48Po0aNIioqioULF5KdnU1hYSHBwcHY2dkxePBgHj16hKenJ02aNCErKwuoEgLKysp48uQJAJ6enty8eRMALy8vDh48iLGxMdOnT2fDhg20bdsWNzc3evbsibGxMW+//bYk3mhra9OkSROgKgrnww8/5MqVK7zzzjvPXIfnLTLUtY7Z2dlMnTqVrKwsmjVrhq2tLadOncLf35+kpCRJiCkqKqJnz56cPHmSKVOmoKenR5cuXejUqRPnz5+XDIUbNGiArq4uCoWCLl26MHLkSJo2bYq1tTVjx46VImJUxr2qMdnb2xMVFcWWLVsIDAwkOjqaESNG4O7uzrJly9i1axeFhYXMmjULU1NTevXqJQlhtXlWitTzTJlSRfPU9rIpLy/n3XffpX///gwfPhw9PT1Onz4teRhNmjSJK1euYGBgwJw5c+jbty9hYWGkpKRw4MABjIyMSEpKok2bNrRt25b8/HyKi4t5++23CQgIYMCAAXTt2lUqUd+yZUtCQ0P56quvGDFihHS9/VmMtTUw0vnrfj+mlPzlNgDd6ln88UHPwKk4Xq12lSXq+0T18bf/44PqQEuu/me3rzxCrXZKvXp/fNAzeJhZrHZbRyNttdrllirU7jPI0Vitdk/2hqvdp5aeev9tWfRBT7X7XPreT2q3nTszX612ldWiB/8qth1aqNVObmSqdp8VFq5qtdPp9JrafeYY/vEPFHVhqnaPUJESq35jTfW+A527NFG7S0VJmXoN/8b1Z/P2UrXaFR3eqHafen5Bf3zQMzCwU+/voVb7IWr3yaNf1WomN1H/b7emrXp/u7Xq+6vdZ8mVH9VqpygpVbvPv1MxqTS7QK12BnbmavepoeZ7WuncWO0+c9xN1GpneHLdX26jKMypuiPT+PerWcn+5f5fEELMEUioyn9raGhw5MgR3Nzc8PX1lV5XbZZTUlKwtLQkJyeHbdu20bFjR4KCgpgxYwbjx4+nb9++0vEZGRm4ublJIkNgYCBRUVEkJCRQWlqKqakp2tpVmxBvb2+2bduGg4MDenp6komwnZ0d5eXlJCYmAuDq6squXbuAKoPdXr16UVFRgaOjI8uWLWPFihU15lXXxrqyshINDQ2WL1/+/BbwGajEhuzsbN577z1GjBhRozy5Uqnk66+/RlNTk59++m3TkJ6eDkD//v1ZuXIlHTp0ICMjAwMDAzQ0NPD29iYzM5Px48cDVebAqamplJSUYGVlhZGREXfu3OHTTz8lPT2d+Ph4hg4dipmZGePHj2fGjBn06NGD7t27S++7pqYmgwcP5u7duyQmJkoiEECbNm1qVOiC366JuqpIPW/Rpq7S9HUZEgMkJSXx6NEjPv/8c/T09FAqlXTp0gWAo0ePIpPJ+OWXX8jOzua1117Dx8cHf39/7O3tpbmYmJgQGhpKmzZt0NHRwd/fn9dee43u3btLc5bL5WzatAlnZ2eWLVvG/PnzuX//PuvXr39ucxcIBAKBQCAQCASC2ggx5/8hqo0x1Ewrql7+++bNm1y5coWuXbtibW2Nj48P77//Pnv27MHR0ZGxY8fSp08flEole/bs4fDhw7i4uNC3b9+n0pIMDAzIzMwEwMLCgsrKSlJSUggKCkImk/H9998zb948NDQ0iI+Px8bGBg0NDcnnxsrKCjc3N8lUuGPHjjRv3lw6X3XjXNVGX7Uhf1Z1oxeVLlVXCpGqLzMzM/Ly8qSIIxVyuZwtW7awd+/eGs9bW1sDsGrVKrZs2YKnpyfnz5+nY8eOaGpqSn5A2dnZmJmZ4eTkRHJyMpWVlVRUVKCtrU1UVBSBgYFkZmbi4OBAu3bt0NfXp7S0FE1NTQoLC2uMUV9fHzMzM/z9/Zk/f/5T83uWqPK8qkiprp0nT54wc+ZMduzYIQlEtfsoKioiJiaG8+fP8/DhQ9577z1pzc6dO1dDeJLL5VRUVKCpqcnJkyfx8vLC1NQUU1NT3N3duXLlimTcXFpa9YuQi4sLDx48wMDAAG1tbRo3bsyWLVuIj4/n7t27aGpqMmjQIAoKCvD398fOzo7ly5eTl5f3XNZCIBAIBAKBQCD4n0f+H4jM+bf7f0EIMeclJjQ0lAMHDnD79m3MzMyYMWMGPj4+dW6Ms7KyCA0NJSwsjMzMTAoKCtiwYQNXrlxh1qxZlJWVUVhYSEREBJcvX2bZsmVYW1vz7rvvsmvXLiZNmiT5pFQXc0xMTHBxceHKlStAVQUofX19kpKSMDY2ZvTo0SxcuJBOnTqRlZXF5s2bAejevbskFmhra/P2229LY9XR0alhMFyXgPK8xIVnoVQqpeie6tRVRSouLo6WLVuip6eHtbU1qamplJWVoa2tLaU56ejokJCQQKNGjYiPj+err75i//79rFixgt69e7N161YuXbrE/fv3pRQpBwcHwsPDKS4uxszMjCZNmrBv3z5CQkIkAe3Bgwc8fvyY0aNHo6+vT8eOHenbty/x8fFoa2vTuXPnGuPW0dHBzs6O8PCqNAiVAKKirmvneaxlbd8lHR0dwsPDiY6OpkGDBly/fp1z585x//59xo0bR7t27bh+/TrLly+nXr16jBgxAmNjY+lcWlpayGQysrKysLS0rPFe2djYSFFeUJWqFxYWxpgxYzh69CgFBQXY2NjQvHlz7t69S8uWLencuTMff/wxfn5+7Nq1C29vb9q0aUOzZs1o3bq1NA8HB4c/5U0kEAgEAoFAIBAIBH8HIea8pCQlJbFq1SqMjY0ZOXIkhYWFPH78GB8fH9LS0tiyZQvh4eG0aNGCadOmERoayrhx4+jfvz+TJk0iJSWFyMhIDh06BMC3337L1q1buXLlCkVFRVLZbwA/Pz+0tLT48ccfGThwoFSOG6pKc3fq1Il169ZRUlKCrq4u2traFBYWUlpaSuPGjfnkk08oKirC09MTAwMDABo3fjoXtC6vGXixZav/rGhTVFRERkYGZ8+epbCwEF9fXzZt2kRycjKWlpbExcUxZswY3N3dSU5Opri4GG1tbWk+Pj4+XLlyheDgYMrKymjfvj1hYWEcOXKE3r17M3r0aI4fP861a9eYMGECAO7u7pw8eZKcnBzs7e1p164dZWVlLFq0iI4dO7J06VIcHBxwd3fn+vXrNcbr7u7OokWLnqq6pampyYgRI2o8/ruofG3kcvkf+i4lJiZSXFxMgwYNqF+/PqGhoTRo0ICzZ8+iVCrp378/x44dIzc3lw4dOqCpqUnLli0lQUXl1dSgQQMuXLjAw4cP8fDwkPosLCykY8eOrFq1ivPnz+Pr60t6ejrBwcHo6uqSkpJSw3do4sSJBAUFERAQAEDnzp0lAaz2HFXzeNZ1KhAIBAKBQCAQCATPCyHm/A+RlZWFubm5lCL1LL8QgMOHD5Oens6OHTtqPK9QKDh06BAxMTH06dOHX375hRUrVjBz5kxsbGzo2LEjLi4uWFtbk5ubS2RkJM7OzmhoaPDqq6/yxRdfYGJS0zhr/vz5/PTTT2zdupXp06ezYMECKTpBqVRiZ2eHu7s7hw8fZuDAgcyfP18SCZRKJV5eXnXOofam+EVukKv7BVWnLqEoPT2d48ePc+/ePfr27UubNm3YsWMHx44dw83NjWHDhuHk5MTWrVsxNDRkx44d/PDDD/j5+UmGzQUFBZiYmEjiQ4cOHQgJCSEnJ4f69etTv359dHR0mDp1KlCVWvbkyRO++uorOnXqBICHhweNGzeWRDWALl26SN4wtVEJU3K5HA0NjeceYVO9tPizfG1U/0ZGRlJRUYG9vT0hISHY29vzyiuvsHXrVtLT09m4cSNubm48ePCAvn37MmnSJG7cuMGpU6c4ePAgcrmc3r1707RpU6nP6hE+/v7+tGjRgqVLl9K+fXvMzMy4ePEi586dY/78+UyZMoV3332X/Px8WrduTXBwMJWVlXz22Wc4OztLY3d3d8fd3b3OdayeavZPXacCgUAgEAgEAsH/EjK5HNkL/PH9z47hZeTlnNVLhEq42b59O2+++SaAtImUyWSUlZXVqBwFVeW2Hzx4wMiRI4Hf/GOgKm1m48aNrFixgsGDB/POO++wf/9+dHV10dfXx9bWFqVSiZ6eHnp6ejx58gQdHR06derE/fv3efToEUVFRRw5coQLFy5w4sQJ9PT0sLOzY9u2bejp6ZGSkiL1p9rYLliwgKKiIkJDQ9HU1Hxq0197DtXbPm+USqV0q96XStxQjSUrK4vz588za9YsvvvuO2kdt23bxqFDhzAyMuLLL7/k8OHDdOjQgdLSUgYNGkSrVq1wcnLi0KFDUuqTlpYW169fx8PDg7y8PHJzc2vMsX///jRv3pzx48fz9ddfM3/+fFatWsWoUaOkdRowYAAmJiZSmW9ra2vmzJmDo6NjjflVVlaiUChqiCuqc2hoaDyXda29fqq5yOXyGkJOcXEx9+7d44svvuDcuXM8fPiQli1b0r9/f44cOUJ+fj7Jycncu3cPgBYtWpCfny+JfGFhYUCVB84nn3yCp6cns2fP5uzZs8hkMszMzEhLS5Pmp0JLS4vRo0czatQo+vXrh5eXF3PnzsXa2hqZTEanTp348ccfuXPnjmRWLJPJcHFxeWp9al+bqnV8kRFhAoFAIBAIBAKBQPB7iMicfxGVH4nKN6UuVBtGT09P9u3bB1RtOj/55BO+//57ACZMmMDYsWOlNkZGRqSlpUlVfFTnViqV6OjokJOTI53X1dUVPT090tPTcXFxITIyEj8/PwAaNmzIzz//LEWgrF27lg8//JCIiAjMzMxYsmQJrq6urFmzBicnJyorK1m1alWN8VdPI6ruJVJ7w/w8hRulUklERAS3b9+madOmeHp61ijBXXsTXlFRQVxcHCEhIXh7e9OvXz9OnDjB2rVrsbS0pH79+pw4cYLIyEjGjBnDzZs3Wb9+Pba2tuzatYutW7eye/du7OzsJD+buLg4du7cyenTp7GwsGDhwoUkJCRgY2ODQqGQDKFVYzE3N2f58uVs376dkydP0qxZM3r27ClVvcrKymLjxo0MGjSoho9N7fLxqvvqRt1Uj4aKi4vj8ePHeHl5SeXmf69SVXx8PIcOHSIvL48+ffrg6+vLZ599RkhICMOGDSMnJ4effvqJCRMmMGbMGKBK7Klfvz6//lpVprNhw4ZkZGSQnZ2Nh4eHFFl2+PBhxowZw6BBg9i3b59Upt7ExIRbt27V+RmSyWRMnz6dIUOGYGdn99R4VRFNdXku1T7P86K0tFQyWAaEWbJAIBAIBAKBQCBQCyHm/IOoNo2lpaV8/fXXpKens3Dhwqc2oYWFhZJ3zPLlyxk2bBhubm7k5eVRWlpKfHw8SqWSo0ePYmlpiYODAwEBAfj7+0t9WFtbExMTQ2lpKXp6epSXl0teNr6+vhw4cIA333yTiIgIXF1d0dDQwMrKilu3bjFgwAAA3n77bTZt2sTVq1dp2rQp7du3p1mzZtLYaiOTyWr4o9TG1NT0Oa5mTU6ePMmGDRtITU0lNjYWR0dHfHx8pLLaGhoa0tpERESwb98+8vPzOXv2LMHBwVhaWhIREcHDhw8xMjKiSZMmKBQKWrVqxaRJk7h27Rrz589n+PDhJCYmYmtrC0DPnj15//33MTIykgx3oaqcelJSEjExMURERHD9+nU0NTXR0tJCR0eHgoKCOtPIxo8fL5Uar050dDTx8fFMmTLlKUPi54lMJiMmJoZp06YRFRWFvb09Hh4eDBgwgC5duqBUKklPT+fGjRuEh4fTuXNnmjRpQmZmJuvWrcPQ0BBLS0u++OILFi9ejLW1NQqFgnfeeYfS0lI++eQTFi5cSEVFBTKZDD09PWxtbaVIJTc3NxITE0lNTcXFxYWSkhLKysrw8fHh2LFjXL16FW1tbTIyMkhLS5PSzMrLy58pYKmEHFUkUe1r85+MsFm5ciVLliz5x/oTCAQCgUAgEAj+VUQ1qxeGyBN4zhQUFDzzteoVg7S1tSkoKODevXts375dMqi9d+8ew4YNk1JHTp48SVhYGJaWlujr65OcnMyFCxf44YcfGDBgAEFBQVhZWT3Vb48ePbh16xanTp0CqtJOzp49S2hoKHPnzuXGjRu89tprjB07lsDAQCwsLOjYsSOBgYGSQODi4sLKlSs5cuSIJIqohJy60mzgt1SbF4XK20bVtyr1ydLSUqqMNWLECLZt28bXX3+Njo4OvXr1ok2bNrz33nsAZGRksHjxYvr27cuWLVsICQlBV1eXnTt30rNnTw4fPoylpSXW1tb4+vqiVCoJCAggKysLMzMzKisrpbSgzMxM7O3tqaysREdHh/j4eKks+Mcff8xbb73F8uXLmTBhAu+88w5KpZJNmzYRHBz8TCFGoVBIaVIqAgMD2bx5M40aNXou6xgZGcnatWuJj4+v8XxZWRnffvst9erVIywsjJ9//plGjRrx3nvvUVZWxv79++ncuTPHjh0jKSmJuXPnkpqaSlRUFPfu3aN79+4UFBRw+PBhLly4gLu7O97e3lJUWH5+PllZWWhqakrii4+PDw8ePCA2Npa0tDQSExMJDQ3F3NwchUJBaGgob7/9Nt7e3tjY2DB+/HhiYmKwsbGhWbNmDBo0CF1d3T+cc+0UsL+Lyjunrs/Bs5g/fz65ubnSLSEh4bmNRyAQCAQCgUAgEPz/QUTmqImqtHR19uzZw5UrV1i9evVTVYBiY2O5desWAQEBuLq6Ym1tzdmzZ1mwYAHW1tbs3r2bJUuW4O7ujrm5ObGxsdjY2NC4cWNiY2OlktGRkZFoa2vj4+PDjBkzntrcqzarr776KomJiWzbto3jx48TGxtLUVER7777Ll27dsXS0pJr167RqFEj/Pz8qKysfKZxrkKheEqked6CjSpKRRU9o4rwqV1Jqrbpsyp1KiAggICAAAoKCrhw4QLR0dF4e3uzZcsWVq5cia2tLRs2bODDDz9k+vTpGBgY0KpVKwBatWqFm5sbCoWCevXqceTIEWQyGaamply8eJG2bdsil8spKiqioqKCCRMmsHr1apydnbly5QpTp05FJpPh5+eHlZWVNLbg4GCCg4Ofmusfrd3zMiZWrWld0VIymYzLly/Tvn17nJ2dpWPz8vL47rvvOHnypPReTJ48mZCQEC5evIilpSXp6els2LABgBkzZvDDDz+goaFBZmYma9asoVGjRuzZs4dWrVrx6NEjNDQ0iI+Px9XVlR49erBmzRomTJggRTG1bt2aYcOG0adPHzw9PRk7diz169dHS0tLij6rrKxkzpw5vzvP5015eTmamprIZLLf/Qyo+q7rO6E2Ojo6T1UQEwgEAoFAIBAIXlrk8n8/MuYl9boUYs6fpLqvxpEjRzh16hTLli3D2NhY2kwaGxujqalJZmamZCQsl8vZsWMH27Ztw9LSkj179jBr1iwaNWrEggULmD9/PkOGDGHlypWcOnWKIUOGYGtry6NHj2jRogUeHh5ERkYCVdWL7t+/T+/evfn555+Jj4+nUaNGXL9+nYyMDIKDg2uMc/LkyQQFBXH27Fn69etHkyZNsLS0BMDLy6vOKlJ1+Yc876pH1aleReratWts27aNrVu3PrNSV3x8PD/99BO3b98mKyuLffv2ScdVVlbWMG4uKSnhq6++IjU1leTkZBISEnjllVfQ1dXF0tKSxMREHB0dMTY2JjExEblcjqWlJZqammRkZEg+Rbq6uly5coUhQ4ZgaGjI+PHjMTExISwsjClTptC1a1cAqfJUbVRCwO9VH/s7FBUVUVxcjIWFRQ1ho/q/qvupqanY2tri7OyMoaGhJKioXre0tCQ+Ph4DA4MapcS9vb2JjY2lSZMmtG/fnvj4eJydnWnbti1RUVEYGxvTtWtXFi1ahJ6eHgAlJSUYGBigra1NeHg4rq6uvPfee3z55Ze88cYbKJVK3n77bWntpk6d+pTQobpeVaKU6vp8EdWjVBFfmpqa3Lhxg/PnzzNs2DBsbW1rfAZUY/j111+5c+cODx8+ZP/+/UycOJHp06djaGj4XMYjEAgEAoFAIBAIBM/i5ZSo/gbPSpmoLnAYGBigoaEhpUKp0mFUURlJSUlSm8zMTM6fP8/8+fM5dOgQDRs2ZP/+/ZSWltKlSxdpI9quXTsqKiooKCjAwcFBquJjZ2fHuXPngCoT5PPnz+Pp6cnw4cPZtGkTvr6+vPXWWzx8+PCpcQIEBAQwa9YsKRqn9lzrqtTzolAqlU+lD1U3623RogVbt26VXrt27Rp9+/alVatW7Ny5k8rKSqKioli4cCG9evVi+/btNc6vOpepqSm5ubkkJSXh4+ODv78/mzdv5v79+3z44YdAVclpVWqbnZ0d8fHxFBUVYWJiQkVFBY8ePcLZ2Rl/f3/kcjldunRh8uTJUuTFoEGDWLRoEX369EFfX7/GHGujqnz0PEQHVaUqVXpZZWUlt2/f5vTp09IaQJXAc/HiRc6cOcPVq1fp0aMH/v7+jB07lhs3bqCtrY2RkRGpqalUVFRI5wKwtbXl/v37AJJZb0lJCQUFBZL/zJ07d4CqiLOcnBxGjRpFbm4ub7/9NsuXL6dHjx5s3boVc3Nz/P39pXUzNDRkypQpXLx4kcuXLzNkyBDgt4iV2ml01VG9v89LvPn888+5cuWK9Fgul0sRdQEBAcycOVMytL506RLBwcEEBQXx2WefAfD48WM+++wzWrduzblz58jOzmbXrl3PZWwCgUAgEAgEAoFA8Hv8vxVz6iqFDXWLGVFRUezfv1+quGNlZYWGhgaJiYk1zmVubo6urm4NH4yEhASMjY1xdXUFqrxsCgsLqaiowNTUVBJh7O3t+eWXXwgICKBhw4acPn2aw4cPc+nSJXJyckhJScHb21sy3u3SpQubN2/m+vXr/Prrr8yePfuZc61LtFHN9UVEiqgEh9ob8rpKY1+9epWrV68yceJErl69ioeHhySGffrpp/Tp04fvv/+eTz/9lNOnT+Pm5oa7uzseHh4YGRnVmJfqvo2NDQUFBejr62NnZ4exsTEuLi7I5XKuXr0KVBntnjhxQrqvo6ODQqHAwsKClStX0qZNG4yMjCguLmbo0KFMmDDhqYpIz5rj81zD6mXl4TdBQyWAyWQyLl26xMaNGxk/fjxnzpzhnXfeYebMmaxbt47s7GyMjIzYvn07d+7cYcCAAWzatIm8vDxcXV1JTk6mpKQE+E2I8vb2lryWVF40+fn5yGQybG1tqaioYOvWrezbt4+TJ0/i7e2Nvr4+y5cvp0WLFhQUFPDmm28yZMgQTExMmD59Op06dXpqjf5seXN1qKioIDk5mbKyMmk9a/PKK6/QpEkTAHJzczl48CCLFi0iJCQEhULBvHnz+Oabb6isrGT//v0MGDCA7du3Exsby8qVK+nQoQPW1tYEBQVRr149AgICePDgwd8at0AgEAgEAoFA8DIh09D4T9xeRv5fpFmdP38eGxsbPD09n0rTqJ6WkpeXx9WrV5HJZHTq1AkNDQ2++OIL9u7dK5VnTktLo0uXLujq6kpijgozMzMMDQ0lMQKqBJ7y8nLi4+Px9fXFycmJX375hQ0bNqCnp8eWLVto06YNx48fJyAgAE1NTTp37sxrr73G/v376dWrF6NGjcLa2ho7Ozs2b94sjdve3l66/6wKUvDiq/XUVZWprtSsgwcP8vPPP5Oens7SpUvx9PTk9ddfp3nz5nTq1ImgoCAsLCx49OiR5J/Trl077OzsGDt2LHfv3sXCwoKWLVsSGxuLp6dnneNxcHDg2rVrKBQKJk2aJKVuPXnyhFatWhEQEMC0adMoLCwEkKJDVLi7uwNQr1497O3tKS4urrME+PNIP3v48CEnT57kwYMH6Ovrs3DhQqytretcw7y8POLj4zlz5gxHjx5l2LBhvP7660RERJCamkpQUBBt2rTh/v373Lp1iy+//BJnZ2cAtmzZwubNmykrK8PKyoqIiAg8PT05c+YMBQUFGBoaSnOcNm0an3/+OR9++CEjR47k66+/xszMjKFDh1JSUkJwcDCnT58mKiqKkSNH0rdvX6Dq+h83blyd86wrfe95X5e5ubns3bsXd3d37OzsuHz5MsOGDUNbW7vG+5aQkEBBQQEKhYKPP/6YRYsWsW7dOq5evSqZgVdUVGBhYUFpaSkZGRmcPHmSNWvWADBx4kRef/115s2bV0Mksre3Jycn57nOSSAQCAQCgUAgEAjq4qURcwoKCkhJScHd3Z1Hjx5RVFQkVWDKzc3FxsYGQCoNfv/+fSorKwkMDCQqKootW7YQGxtLfn4+Ojo6hIWFMW3aNEaNGsWECRMIDQ1l/fr17Ny5k1deeQVjY2NSU1OlcwIYGxtjZmYmlVmGqopQLVu2ZMOGDRgZGXH27Fl69+6NTCbD3t6eV199lcOHD6Onp1fD4HXGjBl1zvNZniEvIsIGqkxdb9y4wa1btwgPD2fWrFm4ubnVOKZ638nJyWRmZnLixAnu3LnDggUL8PHxITIyknv37hEcHEx5eTnr169n3rx59OzZk/Lycl5//XWgKipEVb3Ly8uL/Px8AJydnbl8+TLm5uZYWFjw+PFjoG7zWxsbGwwNDcnIyKBly5a4ubmRmpqKp6en5Ofi5+dXo01d53FxcWHp0qV/fxGfQVpaGitWrEBXV5f27dtTUFBAfHw81tbWpKSkcODAAU6dOkWvXr0YP348p0+fZtOmTfj5+TFp0iT27NmDgYEBq1ev5tNPP6Vfv35oa2tjb29Po0aNpOvy8uXLXL58mUOHDmFjY8Ps2bOJjIwkMDCQgwcPkp+fX8MXpn379tjY2PDhhx8SHByMv78/Y8aMwcrKCqVSiYWFBTo6OixYsKDOef0Thtl1YWJiQnZ2NpcvX2bRokU4OjpSXl7OuXPniI2NZfTo0WRlZbFq1SpatWqFo6Mjp06dYuHChZw7d44pU6bQuXNnqWKbhYUF0dHRWFtbS95CUCXaqMRGMzMzYmNjcXJywtLSUnoPVSLan0VXU46e5l9fo0L0/nKbKhR/fMgzyDdz++OD6sA44YbafQ5o0FitdmWy3zek/j1k8eqJtXm7P1O7T/cx6n/fGMnK1GonK8lXu09ZWZF6DSfPU7vP8ms/qtVObmCsdp9zZ6q/Rh+tvqhWu5kTm6ndZ154lFrtCn6+8scHPQO71jfVapebkKp2nya+Pmq1e/IgVO0+lWUVardN+TVSrXZuPZuq3Wdh6hO12hn5B6rdJwr1vouK0nPU7lIzNkzttuq+p5UP1ftsA+TdVu/z8nfQd7RVq52Glrr/z4CCpAy12mnqqv+326BVc7XbmqjZTlmYp3afypJCtdrJdI3U7rOyXL12mlYOf72N2v9PFfxZ/mfFHFXqUGVlJZqamjx48IDo6GgaNGhAZGQkx44do2nTpmRmZtK+fXuuXbuGp6cnkZGRTJw4kbKyMuzt7Wnfvj2TJk0iLS0NU1NT9u3bx4MHDxg0aJAUvTF06FA0NDTw8fHh4sWqL28rKyvJmFglAmhpaWFubs6FCxdYv349YWFh3Lx5k6NHj1JcXMyqVauws7Nj0aJFQFVEyGuvvfbMOdZlnPtPbIqrs3HjRo4cOUKjRo1wcHCQPE3y8vKorKzEzMyMc+fOcevWLaZPn86cOXOIiYlh6NCh+Pj4sHbtWmbPns3hw4e5desWVlZWnDp1irt37zJ8+HDc3d2lVDOo8iq5desWb7zxBiUlJRw6dAh/f3+Kiop4/Pgxrq6u6Onpcffu3afGqlojT09Pli1bJj1va2srpadVF22qR4u8KDHs91i4cCF2dnZ88skn0nMq/5ozZ85IJdR3797NqlWrGDp0KDt37qRDhw707t2bx48fc/LkSQYNGkRZWRm3b9+mSZMmuLi4cPLkSfLyqv64lJWVERYWhqOjI7dv3+bSpUvo6enx6quvkpqa+pQJMlQZZH/11VdPjVkul+Pg4IC9vT0lJSXo6Og8tXbPI2Lpr1SoKi8v56effiIyMpKKigpyc3MpLy9n5MiRTJkyBRMTE1asWMHo0aMxNTXl6tWrLF26lMLCQilVbuTIkWzevJlTp06RmZnJ6tWrsbGxkbyBvLy8CAkJYejQoRw/fpzmzZujoaGBlpYW9+7do23btpibm9O0aVPJZ0ggEAgEAoFAIPh/j1z+71eT+rf7f0H8T4g5Kt+Q6pvE2qJGUFAQLi4u5OTk8PDhQ7Zu3crNmzfp1q0bwcHBzJkzhzt37nD48GFatmzJsmXLiI2NpXPnzowfPx5XV1epApWvry95eXmUlZWxb98+goKCWLx4Mfn5+ezfv5/MzEwcHBy4ceMG6enpWFtbS8KAo6OjFJnSsmVLunfvjqmpKRMmTGDChAk1xlzdO0SVJvW803j+DgUFBVy8eJHVq1dLkSwVFRVSuWonJyc++ugj8vLyiI6OJj09nXbt2pGSksK0adMAWLFiBd9++y3Nmzfn448/pm/fvowdO5bAwEBsbGzIycnh4MGDUp+BgYFs374dLS0tBg8ezLJly2jdujWVlZWsXbsWqPI6KSqq+kX4z4pbKnGg+vr+08JYdcrLy5HL5TRs2BCoMhjW1dVFU1OTiIgIzp8/j6mpKWfOnOHAgQM0bdqUV199lQYNGkjXRfPmzQkJCQGqUpwKCgoAqF+/PiUlJTx5UvWLXFBQEMHBwbi7u9OgQQPGjRuHsbExhoaGbNiwAQeHZyvtqmuzeqRNUFAQQUFBz2UdKioqePDgAbq6unh5eT31PlUX3EpKSrh9+zbOzs41xnz8+HHWrl1Lhw4duHXrFvr6+mhpaeHs7ExeXh7dunXDy8uLAwcOEBwcjL6+Prm5uTg7O6Onp8fDhw8ZOXIkI0eOpLCwkODgYI4ePUrDhg1RKBQ8fvyYVatWsWHDBj799FOUSiUfffQRANOnT5ei/hwcHHjvvfeey7oIBAKBQCAQCAQCwe/xnxFzVFE2f1bUCAsLY9WqVaSlpdG6dWtmz57NG2+8IaVKrF+/nvPnz6Onp0diYqJklnvnzh3Gjx9PeXk5rq6uWFhYkJSUhLW1NXl5eeTl5WFqaoqFhQVxcXHo6OhQWFjI8ePHefDgAcnJydy7dw8HBwfMzc0l3xXVhrN169acPHmyzjk+S7T5N0WF30OhUGBra8v+/ftJS0vD0tKSRo0aAdC2bVvOnDkDgKurK9ra2iQnJ0sbchVBQUGsX7+eESNG4ObmJqVTAcTExBAQECBFPwD4+PhI4l3z5s1Zs2YNBQUFeHp6Sma8z/LK+T3+jcib30OhUGBsbCwZAOvq6kpChr6+Pg8fPqRJkybo6enxzTff0Lx5c0pKStDW1pZEmsaNG5OSkgJUiWCLFy/m119/ZcKECejp6UnrqKury9y5c5k6dSrm5uY1xuHo6Pi743wR12Z1/yFNTU2SkpLw9vaWnisvLyc8PJz8/HxatWoFVM2vW7duhIWF8d5770lRYjKZjCVLlrBu3TqCgoIICQnhhx9+IDs7G3t7e8m/avLkyZw6dYro6Gh69uwpXQ/Ozs5ERETg4eHBmTNnKC0txcLCAgcHB5ydnbGysiIjI4MWLVqwePFiiouL8fDwQCaToVAopPHVnt9/7XoTCAQCgUAgEAgELxf/iphTl6jxe74vW7du5fjx41RWVrJq1Src3d354IMP6NSpE02bNsXS0hItLS1cXV3Jzc2lR48emJubExcXh5eXF2ZmZlIpcUtLS2JjY2nTpg1QlRoVFxdH/fr1OXfuHJmZmZKYc+TIEWbOnMncuXP54IMPmDx5MgcOHKBRo0ZYWVnxwQcf1DleVSUi1ZxUG+L/qmjzLExMTOjfvz8zZ87k6tWr6OnpUVZWxp49e2jZsiXr1q0DqjxqtLW1iY+Pp02bNsTGxkoGuwkJCbi5ueHh4SGVxi4oKCA6OppJkyYxfvx4Ro8eTVFREfr6+hgYGEgpVJWVldSrV6/Osf2vb5i1tbUxMTEhJiYG+C1SR0NDAxsbG1xcXOjevTu9evUCIDo6mnr16qGtrU1iYiIlJSUYGxtTWVlJcnIynTp1Ijk5GQMDAwICAmjXrl2N/nR1dSUx7I8Ms/8Oqkga1ftT1/tU/XFqaipNmjQhKyuL8vJyKa2xqKgIHR0dxowZw7BhwzAxMaGgoIAffvhBaqs6t7OzM+np6QA0a9aMX375hbi4ODw8PLhz5w5ZWVl0796d69evs3z5cubNm4eTkxMAlpaWPHjwgFatWrFr1y50dHTo378/bdu2xcjIiPfff1/qq7oPTmVlpSQy12UALhAIBAKBQCAQCAC5RtXt3x7DS8gLF3OSkpLIzc2VfnmHukWNiIgI0tLS+PbbbwkNDWXFihW0bduWsLAwTp8+zahRo6SSx4cPH+bhw4d4enrSuHFjrK2tAbC2tpYqTLm5uXHjxg28vLwwMDDAwcFB8sLZuHEjenp6aGtrU79+fby8vIiIiEChUEhlmj/66COMjY2l+8/iWZtVTc3/TNDT36Jjx47cvn2b2NhYwsLC2Lt3L6tWreL9998nMzMTqFr3Gzdu4OTkhIWFBbq6umzcuJHKykouXbrE7t27gaqKSrt378bQ0BAfHx9JqFm9enWdfddVcaz2a/+ryOVy2rdvz6xZs5gwYQIuLi4AXLlyBSsrK8aPH8/69es5ePAgiYmJ5Ofnc/ToUVq0aFEj8ik2NhYtLS2USiUjRoz4U30/T8NspVIpna+wsJCdO3cyadKkp4ScJ0+eIJPJMDc35+eff+bOnTv8/PPPeHl5oaurS3l5OcuWLWP58uW0b9+e+fPnc+HCBTZv3kzz5s1p3LgxFhYWQJXwpaWlJX2PeHp6cvHiRV599VWKi4t5+PAhKSkpuLm5cfjwYTIyMjA3N6d79+6EhITUqDg1Z84cdHR0MDExka7T2vzR9fe/fi0KBAKBQCAQCASC/z2eq+KgUCieSomKjY3l+vXrkpiTk5PD0aNHuXTpEqWlpXzwwQc4ODjwxRdfEBoayrBhwxg9ejSzZ89m69atfP/99zRr1ow+ffoAsHPnTk6fPs3XX3/NDz/8wJdffkloaCjvv/8+gYGBUupP48aNuX//PmVlZeTn5+Pu7s7hw4f5/PPPycvLY926dVRWVvLGG29ga2uLpaUl7du3B6o2b82b13RDrx5pAzz178uOq6srrq6u3L17l/T0dDQ1NWnWrBnz5s3D0NAQhUIhpfw4OTnh5uaGl5cXY8eOxcPDQzrPsGHDnjp3dUGgLl7WNW7bti1NmjRh2bJlmJiYEB8fT1ZWFitWrKBDhw6YmJhw584dXF1dady4MaampvTo0aPGObS0tACkaJgXFXHzrEio6n0ZGBjw/fffY2RkhKurKy1btuTnn3/mo48+IiMjg44dOzJz5kzkcjkhISHMnDmT1157jZ9//pkTJ05IleTKyqoqYaiibK5du0azZs04evQo8FvapSoKqGvXrqxZs4ZPPvmElJQULCwsuH37NpMnT8bb2xsjIyPpfA8ePKgxH5UQrHpOdS1Wn9fzvP5KS0trGCSrTKoFAoFAIBAIBIKXEZlcA9m/HBnzb/f/ovhLu76bN29KKVJ1UV3IiY2NpbS0lB9++IFVq1bh5eXFjh07iIiIIDU1lVdeeYUWLVqwbds2srOzadWqFWZmZvTq1YtWrVrRqFEjyUulvPy3GmrNmjXjzJkzNG7cmCVLlrBx40Y6derE999/j7u7O3FxcSQnJ/P666+TkpJC48aNOXToECNGjKBv374A9OjRg6NHj/Ljjz9Kz1WPpKluvlp9bqq0sJdVXKiL1NRUfvnlF0JCQlixYgU//fQT/fv3B2DDhg1oa2tjbGzMhg0bmDt3LgDm5uaUlJTQvXt3GjeuWVJYtWGuTm0Pof9PbN68mT59+mBsbMyQIUP46quvaN68OZWVlTRp0oQxY8bQsWPHGl43tddPRW0R4nlS1/uTmprKwYMH2bNnD+Xl5Rw8eJCHDx+yePFirly5QmhoKFFRUXzwwQfcu3ePJ0+e8OGHH+Lk5IS/v78kpJiZmaFQKIiLi6Nx48aS4KKtrU1BQQEymQwfHx8ePXpUo3/VXDt16sSyZcuIjo4mMDCQDRs2MHv2bExNTZk3bx729vY15qASbOqao+pz/qJYuXIlJiYm0k2V7iUQCAQCgUAgEAgEf4U/FZmj+gW8e/funDlzRqpsBFW/LJeWlqKrq8uaNWvo2bMngYGBjB49miVLltC4cWMiIiJ444036NOnDxUVFdja2nLs2DG+//57yePGzs4OV1dX6Vf5Jk2acOPGDfr168eaNWukqlFQZVqak5PDggULKC4uJjExkaVLl2Jubk6HDh3Q0tLC3t6eLVu2SD4h8LRxbl1Vsqrzv+Zx8yIwNjbmxIkThIeH4+vry6JFi2jRogUALi4uLF269Kk2/fr1Iz8/H6hZjQieb4rPy0Lv3r3p3bt3jedqCw8vwjC79nvzLJ48ecLdu3fR19cnKCiInJwc1qxZw88//4yPjw8xMTFERkayaNEiwsLCKCwsZM6cOYSGhrJ37142b96Mjo4OmpqaTJgwAZlMhpmZmVSRzN7eHk1NTTIzM2nevDlLly7l2rVrJCcn8+jRI2bPno2mpibZ2dnPnH/jxo3ZtGnTU8/XFVH0b36u58+fz8yZM6XHeXl5QtARCAQCgUAgEAgEf5m/lGbVrl07Ll68SEZGBpqamrRv354VK1agVCr5+OOPUSgUfPfdd3z77be0aNGCDh06kJycTHx8vLSBys3NZfPmzSgUCqZNm8a1a9e4fv06AwYMYO3atZw7dw5XV1eMjY2lUte3b99m1KhRFBcXY25uzv79+8nPz8fBwQFvb2/8/f1xc3MDqqrWqFAJOapNa+3N679d+vt/AX19fVauXPnM11WRNtWja4YMGSK9LgSxP4cqja/2er1I4ebPnPv7779nxYoV1KtXD1dXVx4+fCiZWBsZGbF582Z+/fVX5s6dy6JFi/Dx8WHbtm1AVWSNvr4+q1atIjAwUDpneXk5urq6kjhjZWWFQqEgLCyM7t27s337dt59910MDAwYPHgwVlZWAERFRf3hHGvP60ULh39WEFOho6ODjo7OCxyRQCAQCAQCgUDwH0Imh397Tyh7Ofekf0nMadKkCefPn6esrIzi4mLat29P06ZNOXbsGABLlixh7969TJkyhffeew9AqtDz+PFjAFJSUjh69Cj37t0DqtJMlEolNjY2aGlpcfr0aY4cOcLjx48JCQkB4O2336Zhw4ZYW1vj7e2NhoYGpqamvPvuu0+N8fc2rUJYUB9VFFNdfiJCFPv7PK81rJ5C9HvRPNHR0YSFhWFsbEy7du2eKUr06NGD4OBgcnJy2LhxI+vWrWPs2LEEBARIRsIuLi5oaWmRlJRE/fr1JWPsBg0a4O/vz7fffkujRo14/PgxP/74I7Nnz0Yul5OSkkJpaSk6Ojr06NEDa2trlEolzZs359SpU3957i/aK6i2J1H1+yoxLjExETs7O8nLSCAQCAQCgUAgEAheBH9q96PazAQGBhIdHY2npydpaWkAeHt7k5aWxpMnT4AqwaekpITz589TXl6OjY0NFhYW0uvOzs40aNCASZMmMXbsWKysrEhJSUEul2NjY0O7du2YOXMmp06dqmGc261bN/z9/dHW1paeUyqVdfqvCJ4/GhoaL9xPRPDXqe1fVdvXSfX5CA8PZ8OGDQB8+OGHDBw4kJCQEKk0+rPeV21tbSZMmMDQoUPJyckhOjoaqBJwCgsLKSsrw8bGBg0NDZKSkvD09KSsrIxvvvmG48ePM23aNExMTGjbti3jxo0jPj6eoqIiJk+ezNSpU6UolS5duuDn51djHAqFQhIR/ylU65Wdnc0vv/wiidBQU8jMzs5GJpNx8eJFFi9ejIaGBidOnGD06NH/+JgFAoFAIBAIBALB82fDhg24ubmhq6tL06ZNuXDhwjOP/eGHH+jatStWVlYYGxvTsmVLTpw48ULH96cic1Qbw8aNG5OamoqBgYH0q3z9+vVJTk4mNzcXCwsLPvnkE3bt2sX58+eZMGECH374IcHBwQwdOpT9+/fz8ccf8+mnn7Jv3z68vLxo27YtpqamwG+Gp61atXpqDKpN64vwDhEI/otkZWVx+fJlHjx4QEFBAQMHDsTf37/GMdU/DwkJCaSkpHD8+HEcHBy4f/8+gwcPplWrVmRlZbF9+3YmTpzInj17OHbsGA4ODn84hlOnTqGhocG5c+cA+Oabb4iMjMTFxQWFQsHjx4/x8vJCJpNx7949mjdvzqRJk/jxxx/p1KkT3bp1491332XJkiU1zmtgYPBUX7X9bV5kxJfKyL12pJnqvr6+PteuXeP27dv07NkTe3t7CgoKeOONN0hKSqJRo0bMnDkTJycnEhISmDx5Mi4uLgwfPryGT5dAIBAIBAKBQPD/mf/ValZ79+5l+vTpbNiwgdatW7N582Z69uzJw4cPcXZ2fur48+fP07VrV1asWIGpqSk7duzglVde4dq1azRp0uR5TOMp/lKalZ2dHZWVlRgYGBAeHk5RURGVlZVER0cTHh5OcXExUVFRNG7cmD59+jB+/Hji4uJo3rw5ISEhWFlZSb/Ev/POO9J5VakhwcHBUmni6hE48PKWpxYI6jLpzcrKYsqUKeTk5NC0aVPs7Ow4deoU/v7+JCYm4ujoCEBRURE9e/bk5MmTTJkyBT09Pbp27UqnTp04f/58DdFVV1cXhUJBly5dGDlyJE2bNsXa2pqxY8diYWEBVEXDaGhoSGlXRUVF6Ovrc/z4cbKyssjNzeX27dv06dMHGxsbsrKyAFi2bBl2dnYAjBs3jnHjxklzUX2WVQLKs0Sa5/0ZVyqVXLp0idOnTxMbG4ufnx9Tp05FW1u7TiH4yZMnhIaGcvnyZWJjYzly5AiVlZXcuHGDd999l9OnT0sG4MePH2f06NHcu3ePtWvXMm7cOE6cOPFUxS2BQCAQCAQCgUDwv8fq1asZN24c48ePB2Dt2rWcOHGCjRs31ukpu3bt2hqPV6xYwaFDhzhy5Mi/L+aoNnc2NjZUVlZKpcU9PT3p3bs3tra26Ovrs3nzZpydnamsrJSMUCsrK6XNZ/XzQdUv4aqNVdeuXZ/XvASC/ywq8SY7O5v33nuPESNGEBQUJL2uVCrZuXMnWlpakh8VQHp6OgADBgxg5cqVdOjQgYyMDAwMDNDQ0MDb25vMzExJSLGysiI1NZWSkhKsra0xMjLizp07fPrpp6SnpxMfH8/QoUMxMzNj/PjxzJgxgx49etC9e3cpEm7gwIE8fvyYd999l6FDh/L111/TvHlzdHR0WLduHVAlAAUEBNSYY11mxP90JN2vv/7KBx98QLNmzejcuTOampqEh4fj5+fHvXv32LdvH2lpacyZMwcPDw92797Njh07ePPNN+nRowd+fn4kJyezbNkyAEaMGMG+ffsoLy9HLpcTEBBAbm4uJiYm6OrqkpGRwalTp+jRo8c/Nkd9uXopXXl/QzfT01CvsUxL+48PegYxBer1GZOTp3afQY7N1GpnMshW7T6LNdT/jNx9UvnHB9WB38Pjavep6dRArXY5p4+q3WdRRrZa7YycbNTus7JWOvdfYeZE9a6j1ZtuqN3nhD4ef3xQHZi6Wardp4aZlVrt9EtK1O4z68ZttdqVPMlVu0+lQv1rwa65ep+XiiL116iiUL22GT+fVrtPyzL1+tTUVf9vRG5EjNptC1OfqNVOUV6hdp/KMvXa5kQmqN2nZlSSWu2cjMzU7jPxXKha7WR/42+hXOsvxSnUIO3XMLXaaRvrq92n46D+arXTSFf/x0PLIvX+byRT42++hma6Wn29SPLyas7/WcVJysrKuHnzJvPmzavxfLdu3bh8+fKf6kupVJKfn4+5ubn6A/4D/vIV7+vry507d3j33XcZOXJknSFGKmobhlZHpEgJ/j9Ql7GwKgLFzMyMvLw8KbpFhVwuZ8uWLezdu7fG89bW1gCsWrWKLVu24Onpyfnz5+nYsSOampoYGxtjbW1NdnY2ZmZmODk5kZycTGVlJRUVFWhraxMVFUVgYCCZmZk4ODjQrl079PX1KS0tRVNTk8LCQmkMKt55550akXTVqR5pUz3C6EV+vlX91FW2XUVZWRnz589n2rRp9OvXD/jtvaioqGDFihU0aNCAtm3bMnjwYI4dO4aXlxdaWloMGzYMIyMjUlNTefToEY8fP8bd3R0tLS1Gjx7NG2+8UaOvmJgYTE1NWbNmDSEhIURGRjJ16tQXNn+BQCAQCAQCgeB/Brkc/uU0K1U1LScnpxpPL168mPfff/+pwzMzM1EoFNjY1PwxyMbGhtTU1D/V5aeffkphYSGDBw9Wb8x/gj+945LL5aSlpWFoaIilZdWvNyohR1WeujZ1lVoWCF5GlEplnca3dVWROnPmDMXFxUCVQJOamkpZWRnwW9UwHR0dEhKqfoGJj49n6dKl+Pn5cfToUdq2bYtMJuPSpUvcv39f+uw5ODiQkZEhnbtJkyakpqYSEhLCDz/8QGZmJg8ePODx48eMHj2aoUOH4uzsTN++fYmPj0dbW5vOnTsDT6c8qczGValSKqof9yJSIVVzq6tPldlzXd89hYWFpKSkSPOpqKiQ3otz586hoaHBggULGDVqFL6+vly4cAFNTU3atm1LXFwcAMbGxsjlcvLz8wFo06YNYWFhZGdnU15ezoEDB4iKimLXrl2Ul5czbtw4Bg4cSF5enhRFJRAIBAKBQCAQCP4bJCQkkJubK93mz5//u8fX3t/UZY9RF3v27OH9999n79690g/yL4I/HZmjUCjYsGED5eXlBAcH13jtWb+OCwQvG8/yfakt2hQVFZGRkcHZs2cpLCzE19eXTZs2kZycjKWlJXFxcYwZMwZ3d3eSk5MpLi5GW1tb+hz5+Phw5coVgoODKSsro3379oSFhXHkyBF69+7N6NGjOX78ONeuXWPChAkAuLu7c/LkSXJycrC3t6ddu3aUlZWxaNEiOnbsyNKlS3FwcMDd3Z3r16/XGK+7uzuLFi2qM8ywrvk9TzIyMoiJiaF58+ZPfUGq+lU9l5iYyLVr12jXrh379+9nw4YNNG3alBUrVmBvby+1T01NpXHjxjx69IhmzZqhqakpRebExcXh5+dHbm4uenp6NGvWjNjYWHx9fdHU1CQpKQlfX18pdfTQoUNoamoybtw4zp07R7du3SgsLMTf35969eoxYMAAyfS4d+/e9O7d+4WtlUAgEAgEAoFA8D+FXC5FxvyrY6Dqx1pjY+M/PNzS0hINDY2nonDS09Ofitapzd69exk3bhzfffcdXbp0UX/Mf4I/LeZoaGg8VZFGIHhZUUWb/ZFoA1Uf6uPHj3Pv3j369u1LmzZt2LFjB8eOHcPNzY1hw4bh5OTE1q1bMTQ0ZMeOHfzwww/4+fnh5eXFwYMHKSgowMTERIpA6dChAyEhIeTk5FC/fn3q16+Pjo6OlL7TsWNHnjx5wldffUWnTp0A8PDwoHHjxjW+oLp06fLMLxGVMCWXy6XS8/8kKnHl559/5tSpU9SrV08yYlbx/fff06pVK0JDQ9m3bx85OTmkpKSwZ88e/Pz8uHHjBiNHjmTPnj3MmjVLaqenp4exsTHh4eE0a9aMoqIiSXBxc3Pj7t27hIaGYmtb5W/y4MEDZs2ahUKhICoqiu7du+Pu7k63bt2YO3cuxcXFzJ07lwkTJjB48OCnxlnXvAQCgUAgEAgEAsH/Htra2jRt2pRTp05Jlg1QVem3T58+z2y3Z88exo4dy549e+jVq9cLH6f6LlECwUtC9TSd6pEgtb1gsrKyePDgAYcOHSIoKIj+/fujoaHBtm3buHnzJn5+fnz55ZdkZWXRoUMHDhw4wKBBg2jVqhUA3377LatWrcLW1hY9PT2uX79O7969ycvLIzc3FwcHBykCpX///jx+/Jjx48fzyiuvEB4eTmRkJKNGjZLGOWDAABYsWIC9vT1QlbI1Z86cp+anEqZqR7m8aMHhWeW/Va+pnnNxccHY2JjCwkIuXbrEo0ePGD9+PKampuzcuZPS0lIaN25MeHg4CxYsoEePHgwZMoScnBx0dHTo3LkzoaGhUiUuAFdXVzw9PQkJCWHEiBHo61eZ0928eRNTU1OaNm3K6tWr+e6774iNjeXjjz9GoVDQqlWrGiZl7dq148qVKzXGrhJyqnv2/FN+QQKBQCAQCAQCgeDFM3PmTEaOHEmzZs1o2bIlW7ZsIT4+nokTJwIwf/58kpKS2LlzJ1Al5IwaNYrPPvuMoKAgKapHT08PExOTFzJGIeYIXnqUSiURERHcvn2bpk2b4unpKW386zLorqioIC4ujpCQELy9venXrx8nTpxg7dq1WFpaUr9+fU6cOEFkZCRjxozh5s2brF+/HltbW3bt2sXWrVvZvXs3dnZ20sY/Li6OnTt3cvr0aSwsLFi4cCEJCQnY2NigUCjIzMwEfhMCzM3NWb58Odu3b+fkyZM0a9aMnj17SlWvsrKy2LhxI4MGDaKiogJNzaqPsiqyp7aXzYuOuqmr39rrWlpaSnR0NFZWVlhZWTF79mwsLS1566232LNnDxkZGejo6BAbG0thYSGmpqa0bNmSyMhIunfvjp+fnxRd06NHD86fPw9Ao0aN+OmnnygpKcHAwEASVoYPH05oaCjjx4/HxMSE8PBwzMzM2LBhA02aNEFPT4+cnBwmTZqEn58fQA3lvfrc/ihKS6SZCgQCgUAgEAgETyPT0ED2D2cA1DWGv8qQIUN48uQJS5cuJSUlBV9fX44dO4aLiwsAKSkpxMfHS8dv3ryZiooK3nrrLd566y3p+dGjR/PVV1/97TnUhRBzBC8lJ0+eZMOGDaSmphIbG4ujoyM+Pj40bdoUqEobVEWHREREsG/fPvLz8zl79izBwcFYWloSERHBw4cPMTIyokmTJlLkxqRJk7h27Rrz589n+PDhJCYmSuk6PXv25P3338fIyEiK5gGws7MjKSmJmJgYIiIiuH79OpqammhpaaGjo0NBQcFTfjEymYzx48czfvz4p+YXHR1NfHw8U6ZMkYQcVZt/grrGqiIzMxNtbW2Sk5P56KOPuHfvHpMmTaJly5asXr2a4cOH06lTJ9zc3Dh//jxGRkYYGRkRHR1N8+bNCQkJIS8vDwcHB7y9vfn2228xNzdHR0dHEr0aNGhASEgIAJ6enmRmZpKZmYmBgYE0Fjs7O7788ks2btxIbm4uM2fOJCAgQEpDGzRoUJ1zq50m9TzFsNLSUkpLS6XHtcsjCgQCgUAgEAgEgv8GkydPZvLkyXW+Vlug+eWXX178gGohxBzB/zSVlZVSVIhcLpcibiwtLRk9ejRaWlr88ssvjBgxAn9/f2JjY+nVqxe5ubm0b9+e5cuXk5GRweLFi7l48SKvvfYaQ4cOZfbs2ezcuZNdu3Zx+PBhOnXqhLW1Nb6+viiVSgICAsjKysLMzIzKykru3buHn58fmZmZkhGvjo4O8fHxUlnwjz/+mLfeegtLS0smTJiApaUlSqWSTZs21RBkaqOqcKWq3gQQGBhIYGDgC1tXVepZbXNzlYgjk8koKioiPT0dV1dXkpKS+P7777l//z5paWkMHDiQyMhIfHx8mDZtGp6enjx58gQrKysKCgoACAoKYvPmzUBVmfb4+Hj69OmDUqkkIyODhg0bIpfLyczMRCaTYWRkJIk5Li4uREdHU1RUhIWFBY6OjlIVr+rIZLJnfgGrrp3ac3yRaVIrV64U3mMCgUAgEAgEAoHgbyPEHMF/EtUmWxUlodp4164kVXsjrkqdCggIICAggIKCAi5cuEB0dDTe3t5s2bKFlStXYmtry4YNG/jwww+ZPn06BgYGkrdNq1atcHNzQ6FQUK9ePY4cOYJMJsPU1JSLFy/Stm1b5HI5RUVFVFRUMGHCBFavXo2zszNXrlxh6tSpyGQy/Pz8sLKyksYWHBz8VCU4+GPx4HlFhdRVSi8hIYE1a9Zw9uxZLC0tmThxIgMGDHhqTKmpqVhbWyOXy8nIyGDOnDncvn0bDw8PXn31VYYMGcKVK1coLy/n8OHDJCcns3z5ciIiImrMQ1NTk5ycHKAqPUolztjZ2REaGoqOjg716tXj5MmTmJmZcfPmTSIiIsjLy8PMzIzi4mKKi4txcHBg3bp10jhVUTrPmrfqOqodTfQ8Ipmedf66mD9/PjNnzpQe5+Xl4eTk9LfHIBAIBAKBQCAQ/CeRa1Td/u0xvIQIMUfwn6K6P8m1a9fYtm0bW7dufebGOz4+np9++onbt2+TlZXFvn37pOMqKyvR09NDT0+PJ0+eUFJSwldffUVqairJyckkJCTwyiuvoKuri6WlJYmJiTg6OmJsbExiYiJyuRxLS0s0NTXJyMjA09OTffv2oaury5UrVxgyZAiGhoaSJ0tYWBhTpkyha9euAFLlqdooFAppPv9EWlRWVhaRkZG0aNGihqBTXl7Onj17KC0t5bvvviMxMZFPP/2U2NhYZs2axc6dOwkLC+PYsWMYGBgwbNgwpkyZwqVLl2jdujVfffUVN27coFOnTvTu3ZsGDRpgaGgIgL6+Ptra2sBvRsE6OjpYW1sTFRUFVAlJCoWChIQErK2tOXnyJCkpKcybN4+xY8cyceJE3njjDT755BM0NDSYPHkyWlpa0rx69OhRY551iVXw/NKkqlf/UteTSEdH55nl3wUCgUAgEAgEAoHgzyLEHMG/Rl2b4+ob4xYtWtCiRQvp+GvXrrFy5UrS09OZOHEiI0eOJCoqioULF/Lll1/SoUOHGudXncvU1JTc3FySkpLw8fHB39+fxYsX4+TkJEV2uLu7c/36dRwdHbGzsyM+Pp6ioiJMTEyoqKjg0aNHODs74+/vj1wup0uXLrzyyiuSYPFn/Vfg+UXa1IVKDFPNXy6Xc/v2bSZOnEhkZGQNwSMhIYGdO3dy/vx5zM3NqV+/PjY2NnTo0IFZs2Zx8+ZNrl69yq+//gpAw4YN6du3L6dOneLcuXNs2LABQ0NDhgwZIkUuVVZWUlBQgKmpKdra2pw+fVoqja5UKunZsycLFy6kT58+NG3aFF1dXaKjo/Hx8WHQoEHo6emhra3Nrl27/tRcn+Xb81fXrHZbhULB6dOnSUtLq1FBrDYxMTHk5OSwd+9eoqOj+fTTT3F2dlZrHAKBQCAQCAQCgUDwZxFijuCFoxIYapeormtzfPXqVaDKUOr1119n1KhRnD17FgcHBz799FP69OlDjx496NGjB3Z2dtSvXx93d3c8PDwwMjKqsTFX3bexsSE8PBx9fX3s7OwwNjaWXMivXr1KUFAQbm5unDhxgn79+uHm5kZsbCwKhQILCwtWrlyJu7s7Z86cobi4mKFDh2JjY/PU2FURN380x+dFWVkZkZGR2NjYYGlpCdQdJdK0aVPpuerjKSwsREdHRyrFXVlZScOGDdHQ0CAmJgZvb28qKyspKyvDyMiIzp07ExERQUlJCZMnT+aNN96oESljb29PeHg4mZmZGBoaMn36dPbu3csnn3xCbGwsS5cuZciQIUybNo1Hjx7Rvn175s2bJwliqhLrKuoqGV+dvxvVVFxczIkTJ+jbt+9Tgo6GhgYBAQFSpBHA5cuXOX36NPn5+cyePRsbGxsmTZqEiYkJHTp0oLKykrVr1zJz5kwcHR3/1tgEAoFAIBAIBIKXApFm9cJ4cTtNwf9bVIbEKlQCQ+0N+cGDB5k6dSpDhgyRvFVef/11NmzYQFBQEEFBQVhYWPDo0SOSk5NRKpW0a9cOOzs7xo4dy927d8nOzqZly5bExsY+czwODg7k5uaiUCiYNGkSFy5coHXr1nh5ebFlyxbKysqYNm0ao0ePBqrK0M2dOxdjY2M0NDRwd3cHoF69etjb21NcXFzDeFlFXXN8XigUiqf61NbW5vvvvyc1NVV6LiIigtWrVzNs2DBWr15NWVmZFDETFxcH/Pb+5Obm4unpyePHj4GqkuwA1tbWREdH4+DggImJCenp6dL8EhISGDhwIFevXuX8+fPk5eXx+eefc+fOHVxcXEhLSyM3NxeAkSNHMnPmTObPn8/FixcZMmQISqWS1q1bM2bMGNzd3SUhp/q4VMjlcun2d6l9btWaZmVlUV5eLgk5WVlZnD9/nsLCQvLz89mwYQPJyclkZ2ezbt06ysrKkMvlLF68mIyMDNq3b4+RkRGTJk1izpw5lJaW8uDBg789XoFAIBAIBAKBQCD4PURkjuAvUVZWxo0bN7h16xbh4eHMmjULNze3GsdUj3BITk4mMzOTEydOcOfOHRYsWICPjw+RkZHcu3eP4OBgysvLWb9+PfPmzaNnz56Ul5fz+uuvA+Dt7U1YWBiWlpZ4eXmRn58PgLOzM5cvX8bc3BwLCwtJkKgrZcbGxgZDQ0MyMjJo2bIlbm5upKam4unpiZ6eHgB+fn412tR1HhcXF5YuXfr3F/EPqCvCp3q0TUlJCZqampSWlnLo0CG+++47SkpKOHXqFHfu3EEulzNjxgy2bdvG999/z2uvvYazs7MkuKg8iRwcHCgpKSE8PBx3d3cUCgVaWlq4uLhQWFiIp6cnq1atwtnZmXr16lFSUoJMJqNnz54oFAo+/fRTkpOT8fDwoFmzZgQGBuLp6SlF+kBValbDhg2lx6o5qSK1nkeaVHWys7O5ePEivXr1Yt26ddSvX5/g4OA606h0dHRo3rw5qampODk5MWzYMB4+fIixsTHbtm2joKBAikTat28f1tbWLFu2DIC33nqLo0eP4uXlRUpKClAlrllbW/Po0aOn/HwEAoFAIBAIBIL/j8jkcmQvMFvhz47hZUSIOYK/xMaNGzly5AiNGjXCwcFBSqHKy8ujsrISMzMzzp07x61bt5g+fTpz5swhJiaGoUOH4uPjw9q1a5k9ezaHDx/m1q1bWFlZcerUKe7evcvw4cNxd3fn4cOHUn8BAQHcunWLN954g5KSEg4dOoS/vz9FRUU8fvwYV1dX9PT0uHv37lNjVW3gPT09pU04gK2tLba2tkBN0aa6v82LMibOzc0lNDSUO3fucPv2bdatW/eUIW514UY1vn379vHkyRNOnTrFtWvX+Pjjj+nevTtNmzZFW1ubd955B2dnZ+zs7Lh16xYnT57kxIkTFBcX89prr9G4cWNu3bpFnz59pHO7ubnh4+PDtm3baN26NSYmJhw8eBBtbW3at29PVlYWHh4eXLhwgfXr19OiRQsGDhwIQO/evenevXuNNCughpBTew7Ved4RTKo+0tLS2LFjB66urkybNo3KykpKS0uJjo7GxMQEBwcHbt26xTfffMOYMWNYvXo1LVu2xNPTE0tLS86fP4+xsTEAkZGRmJubk5qaiqWlpZQCCFVl1a9fv86UKVPYuXMnpaWl6Onp4ejoSGho6F8ev3FuHMZKwz8+sBb5Zm5/fFAdPM4qVKsdgJmOgVrtZJb11O6zoujpyKo/Q3hGgdp9Ps4qUqvdRMdStfvML1Oo3dZER70/55oO6r8vMjVDls1eGap2n3rXTqjVTllWrnafth1a/PFBzyAvPEqtdhP6eKjd55ZDj9RqN6K1etc8gEMfXbXayTTU/1sg11LzmjdQb6wAmrrqG9hbdOqiVruKtHi1+zRq5PfHB9WBVj312gGgrFCrmaFS/e8/ua56f5cATLPT1WqXFxGpdp/qXvcGDpZq96ljaqRWOw0LW7X7NHI0VaudmYf6VT4NfJqo3dbJ1FitdmU5eWr3qcjOUKud3NlH7T7TD2xTq51Fm9Z/uY0iI0utvgR/npdTohK8EAoKCrh48SKrV69mzZo1zJ8/H2dnZ+RyOZMnT+bDDz8EqsotR0dHk56eTrt27dDV1WXatGksWLAANzc3vv32Wxo2bMilS5fQ09Nj7NixXL58mRYtWuDh4cGjR7/9RzQwMJBbt26hpaXF4MGDuXnzJq1bt2b9+vXMnTsXgFdeeYU333wT+PMigSrtprrI8CL9bVR4e3szZcoU4uLiaNSokSSGZGdnS2lLu3fvJigoiBYtWrB3714Abt++ze7du3nvvfc4duwYv/zyC/Hx8QwePBgzMzMMDKr+IxMaGsqaNWtwdHTk3XffRVdXl6SkJJo3by6JDDKZTJr/pEmT8Pf3p3///vj5+fH+++8zfPhwTE1NMTExwcrKih49enDnzh02b94s9QOgpaVFZWUlCoWihr9NbZ6HMKZUKiXD7Gf1kZubS3p6Oo6OjmRmZnL16lUWL17Mw4cP2bx5M5s2bQLg0aNHFBYW4ufnh5+fH0lJSXh7exMbG8ugQYNYt24dJ0+exMHBAQMDA6KiomjatClhYWFSf8nJydjY2GBtbU1iYiJPnjxBS0sLCwsLqdy6QCAQCAQCgUAgELwoRGSO4E+jUCiwtbVl//79pKWlYWlpSaNGjQBo27YtZ86cAcDV1RVtbW2Sk5Px8vKqsQEPCgpi/fr1jBgxAjc3NymdCqoqAwUEBHDnzh3pOR8fHxSKql9rmjdvzpo1aygoKMDT0xNd3apf1zw9Pf/yXP6JkuB14e/vz6xZs+jUqRNQVVp98+bN3Lp1CxcXF+Lj47l27RqffPIJBgYGfP7552hra9O1a1eioqLw8fGhvLwcNzc3rl+/TseOHUlOTiYtLQ0LCwsiIiKIjY1l9OjRRERE8NFHH/Hmm2/SqFEjZsyYIc1dNX97e3sWLVrEpUuXsLGxoX79+tJYLSwsKCsrIyMjo0aFLHXLcv8e+fn5aGtro6Oj81SaWe2KYCrfGk3N376+Vq9ezWeffUbr1q3JyMigbdu2eHt7ExcXh7OzMwMHDuSDDz4AwMrKSvJY8vDwYPPmzVhbW7Njxw4SEhI4ceIE48eP58KFC9jY2BAfH8/IkSNp27YtEydORC6XExkZya5duzA1Na1RRS04OJi+ffv+7fUQCAQCgUAgEAheCmT/AQNk2ctpgCzEHMGfxsTEhP79+zNz5kyuXr2Knp4eZWVl7Nmzh5YtW7Ju3TqgyqNGW1ub+Ph42rRpQ2xsLBEREXh6epKQkICbmxseHh74+/szduxYCgoKiI6OZtKkSYwfP57Ro0dTVFSEvr4+BgYGUgpVZWUl9erVnRJQVyrPfxF/f382bNhATk4Od+7ckfx7XF1d2bhxIz/++CNRUVG0bdsWgF69enHgwAFWrlxJUVERCoUCXV1d7O3tCQsLY8SIEZSXl1NUVBUeHxgYCMD06dNJS0uTBI2+ffsyfvz4OkulA7Ru/VvoZPW1nDZtGmZmZi8kLUqhUKCpqcmNGze4fv06vXv3xsnJqYY4VFxcjJ6eHvfu3ePLL7/E2NiY8PBwPv/8cylV7uHDhxw6dIi4uDhKSkoYO3YsoaGh9OrVi4qKCuLi4ggICJDEQCcnJ2m+Xl5ekmGzpqYmvr6+WFtbc+7cOTQ0NNDX1yclJYWioiLWrVvHF198gY6ODlOmTJEqmn3yySfSeKsbOgsEAoFAIBAIBALBi0KIOYK/RMeOHbl9+zaxsbGEhYWxd+9eVq1axfvvvy+ll1hbW3Pjxg2cnJywsLBAV1eXjRs3UllZyaVLl9i9ezcAW7ZsYffu3RgaGuLj4yMJNatXr66z79olx+t67b9O27ZtWblyJU5OTnh6etK0aVNSU1Ol8dvZ2UlVp6DKdPnJkyfY2tpSWlrKkydPcHR0xN7enoMHD2JgYEBwcDDjxo1DJpNx7tw5li9fzoMHDxg6dCiNGjWSUqOWLFnyzHFVX9Pqa+nkpH7esgpVelR1kUYmk0mRNc2aNaNZs2aSIHX37l0mTZpEeXk5rVu35tNPP0VbW5tt27axefPmp0yojY2NefLkCVCVKvf666+zd+9e9PX10dXVJSUlhYCAAMaPH8+IESMwMzNj3rx5QFWUTmZmJikpKezfv5/t27ejra3NoEGDsLe359VXX6Vv374YGBhQWVnJ1KlT61y72usmEAgEAoFAIBAIBC8SIeYI1MLV1RVXV1fu3r1Leno6mpqaNGvWjHnz5mFoaIhCoZCq/Dg5OeHm5oaXlxdjx47Fw+M3Y8dhw4Y9de66Kh1V53950+zt7U29evVYs2aN9Ny1a9eIj68yOPT390cul3P9+nUCAwM5ceIEnTp1QlNTk5ycHB4/foyjoyOOjo4EBQVRWFjI4MGDadeuHfb29gB07dqVrl27PtX3s6Jy4PmtaWxsLImJibRp00Z6rnafCoWCu3fvEhkZyY8//oirqyvl5eXUr1+fcePGsXr1at555x06d+7MokWLWLRoEcuXL8fW1laKWKqOlZUV2trapKenY21tTXx8PLm5uZSVlWFnZ0dSUhKFhYW4urri5eXFl19+yYIFCwAwMjJiwYIF6OjoMHbs2KfEGpUZsmqNVOXhq1+f/8vXo0AgEAgEAoFA8EKRyUD2L1v1vqT/XxcGyIK/RGpqKr/88gshISGsWLGCn376if79+wOwYcMGtLW1MTY2ZsOGDZJBsbm5OSUlJXTv3p3GjRvXOJ+qGlZ15HL5S7tBdnZ2pri4WErtgSpvmoKCArKzs5HL5Xz00UesWLECf39/zp07x+DBgwFYu3atVELd29ubefPmYWBggFwul4QcFXWZBT/PVKm63jeoSotSpdtlZ2cDEBISwoABA+jQoQMnT55EQ0ODnTt3sn79et58803mzp2LoaEhpaVVVYAuXbpEmzZtMDIyYtq0ady5c4eysjLMzMykc1afp46ODlZWVuzZs4fExETu3LlDQkICCQkJODg4kJ2dTUVFVXWNxYsXc/fuXZo3by6tyYgRIzA3N5cimJRKpeTTVBuVl4+612dpaSl5eXk1bgKBQCAQCAQCgUDwVxGROYK/hLGxMSdOnCA8PBxfX18WLVpEixZVZVtdXFyeSoEB6NevH/n5+cDT0SG/F4HzsmJkZMTdu3dp164dULWmcrmcnJwczMzM6NWrFz4+PhgaGmJpWVWGUqFQ1Ih2gd/3CXqewo1CoXhKwKj+vmVmZlJZWYmVlRW7du3ixx9/xN/fn+HDhzN8+HAePXrE3Llz8fT0pHXr1hw7dgw/Pz/S09Np2rQpurq6mJqakpWVRVFRER4eHkRFRWFpaYlcLsfExIS8vDx8fHy4ffs2jRs3fmruW7duZdWqVfTq1Ytx48bRp08fzMzMeOONN2oYJTs5OT2VOlY7TepFVjVbuXLl76a7CQQCgUAgEAgELxUy+X8gMufljGERYo7gL6Gvr8/KlSuf+boqYqP65n/IkCHS6/9E+e//Op06dSInJ0d63KFDB7p06VLjGFdXV+l+bb8ZFf+UCKbqu6SkBA0NDbS0tIiLi2Pr1q2Eh4cTFhaGu7s733zzDT179uTUqVNs376dRo0asWXLFn799Vfi4uLIysoiPj6e+Ph49PT08PT0lMyfbW1tSUxMRKFQ4OrqyoEDBwgKCuLChQuYmZlhaWmJlZUVv/zyC6+//rok5qiuJ2dnZz7//PM/NZ/aQtDzWsc/Sg8EmD9/PjNnzpQe5+XlPRdfIoFAIBAIBAKBQPD/C7GzFqiFQqFAoVA8lWqjKlX9/y3a5q+wfv16Xn31VSkipHrkSF08r7WsnnZVV4rUs5g/fz4tWrSgWbNmbNiwgdzcXDQ0NAgJCaFXr16EhoaiUCj47rvvaNOmDR4eHkRGRgJVYoW2tjbdunVj+fLlZGVl0aZNG+zt7SkpKZHSpuzs7MjPzyc2Npa5c+dSUVGBl5cXGzZskPx/pkyZwsKFC4Fni4JKpbLOFLPq/J31fFZ6WW0B81no6OhgbGxc4yYQCAQCgUAgEAgEfxUh5gjUQkNDAw0NDRFpoyYKheKFC151CW0qVO9bVlYWJSUlv3uewYMH8+OPP/LgwQNOnz7NgQMHcHR0pHnz5lIp7o4dOxIbGwuAu7s7d+7cAcDHxwcrKyu8vb3x9vYmNzeXhw8f4ubmRkZGBgkJCQDY29vj7OxMeXk5Li4uvP/++5w/f57Lly/Tt29flEolLi4u1K9f/3fHKpfLn4vnUllZGWlpaZLXjorq0UAqCgoKkMvlREVF8c477wD8rpgkEAgEAoFAIBD8f6FSJv9P3F5GXs5ZCQT/cepKm1KXZ5n11hYdYmNjSU1NRalUMmXKFLy8vHj11Ve5e/fu757f1NSUadOmERgYyNWrV7l+/ToAXl5eJCYmAlWijUrMadiwIffv3wfAw8ODbt26MWfOHDp06ECHDh3Ys2cPTk5ODBw4kICAAKAqreydd96RHhsZGWFtbQ1UCSOqubxIkaR6RE96ejpbt26tETVVUVHBpUuX2LRpE4cPHwZg8+bNjBgxgtLSUjZt2iSNWUSmCQQCgUAgEAgEgheJ8MwRCP6DVPd1UUWzyGQymjRpgo6OTo3jagtDycnJxMTEkJ2dTVFREZ07d8bCwoIlS5bQpEkTmjRpQnFxMQ8ePJDEClWaUG0/GYVCwYkTJ7CxsWH37t2cPXuWadOmAeDo6ChF4Hh5efHo0SOysrLo2rUrmzdvpmXLlkydOpVhw4bh7OyMXC7H29sbPT09AHr06PG781bxPPxtnjx5glKpxMrKSiovXlvsqv64oqKC7du3S2XNd+7cyeHDh9m/fz/e3t7cvXsXQ0ND3nzzTW7dusWKFSu4du0ahw4dUmt8AoFAIBAIBAKBQPBXEGKOQPAfRCaTERoayowZM0hJScHOzg43NzeUSiWtWrWqcdylS5dITk7Gw8ODNWvWUFxcTNOmTdHW1iY0NJRmzZphYWFBYGAgiYmJWFtbc+fOHaZOnUrv3r3x8PCgQYMG0vmqU1JSQlxcnGTIfOXKFUJDQwGwsrIiLi4OqEqtUvkAWVpa8uOPP0qlvgECAwOl+yrB5o+Em79LQkICkydPJiYmBi0tLYKDg1m+fHkNk+InT55gYWEBwPvvv4+xsTEHDx5kxowZaGlpoaGhwciRI4GqilmzZ8/G1NSUqVOnUlJSQpMmTdi8eTONGjXC1NRUSm37vUpjAoFAIBAIBALB/xtENasXhhBzBIJ/CZWZbl0pV0VFRWzfvp327dvz7rvvAhATE4Ouri5nzpxh9+7drFu3Dl1dXe7cucPdu3fp0KED8fHx9O7dm5kzZ5KcnMy7775LXl4eAN7e3hw5coQVK1awY8cOwsLCOHHiBOPHjyclJYWYmBj27NnDggULpHEYGBgwaNAgJk+ezM6dO+nduzeDBw+mpKSEjh070rx5c+nY9957r0Y71RxVoobqvurx8xA70tPTOX/+PAMHDnzqtXnz5hEcHMyQIUMwNzfn8OHDlJWVoa2tzdtvv83Zs2cxMjJi3rx5vPLKK0RERFBcXMyePXtwcHDgp59+okuXLnTt2pWkpCRKS0uZNWsWzZo1Y9CgQQQHB2NqakpGRgYtWrTg8ePH7Nixg9mzZ//luSmMbFAYG/3l+T8pqvjjg+pALld/7dV93zQS7qndp5eFehW/zH3t1e4zt7Tu9MU/ouT0TrX7tGncRu22tkbmarUrunVe7T41za3UaqcR9KrafaqLTj0ftdvKjUzVblvw8xW12pm6Ward54jWRWq123UpUe0+nU6cVqvdk7BktfuUqfk9Vl5YrnafRZnqrS2ATE2PQT1rU7X7LAmPUqud+j1CZXGhWu0yr99Ru09tY4M/PuhZbY301WqX8yhB7T4rFX++CEV15Nrqb9u09PXUaqcszFO7T3XnaeDsoHafchf1v+u1dXTValcZcVvtPisrytRqp9RW7/0EsOzSTa12MrfGf7mN3CRFrb4Efx4h5ggEL5jy8nKysrLQ1dXFxMREel5V+as6KsHjwYMH3Lx5k2PHjknPubm5AVUpQLa2tqxfv55Zs2aRnp5O7969MTAwwN7eniZNmgBgZmYGVJkcA5ibm5Ofn49CocDPzw8/Pz+GDBnCxYsXSU5OJi8vj19//bVGtApAQEAAISEhWFtbo69f8z89hoaG0v26SnM/zxLgKk+b6ibEjx8/ZuvWrXTs2LHGmKOiokhNTaV79+6Ym5ujVCp59dWqDeT3339PZWUlFy5c4NGjR3z44Yc4ODjQqlUr4uPjpfO4urpy7do1+vbtS3l5OYGBgbRo0YL+/fvXGNcPP/yAvr4+e/fuZcGCBbz++ut8/fXXIjpHIBAIBAKBQCAQvDCEmCMQPEeqm+iqqiplZ2dz4sQJWrZsKYk5CoWC8+fPc+vWLfT19Zk0aVKN8xgbGxMZGYmBgQGVlZVkZmZy8uRJ4uLimD9/Pm+99RbdunVj6tSpnDp1iokTJ6Kvr4++vj45OTkoFAr09PRwcHDg119/pUOHDty4cYOkpCRSU1PZt28fe/bsIS8vj6FDh2Jvb8/Zs2fp3LlzjfQoFao0K9XY66oY9Twrm6lMnauLXXWd38bGBgcHB+Li4rCwsKCiogJNTU1OnTpF06ZNpdLfcrmc8vJytLS0uHnzJjo6OpiYmBAYGIi/vz+nT5+madOm3L17V+rH29ubAwcOSPNv1KgRX3zxBaWlpVy/fp2ysjLGjh1LWFgYPXv2xMrKio8//pjHjx8DwgRZIBAIBAKBQCBAJqu6/dtjeAl5OZPHBIJ/gMrKSioqKvjmm2+YP38+UCUaqMq2qzbzZWVlfPnll7z11lu89tprJCUlce3aNb755hugyuD4448/Bn4TAJycnFAoFBQVFSGTyTh//jwXL15k4cKFxMfHY2dnR5s2bdi2bRtKpVIqoW1lZUVycrJUbnzChAncv38fLy8vYmJi6N+/P5WVlfTr1489e/YQHh7O+++/D0CTJk0YOHAgurq/H2ZafW5/d/2USiUKheKpKlWqNazO2bNnGT9+PEFBQXz00Ufk5uZiZWUlCV+qc0JVFFJWVhalpaXS8yqzZ09PT8LDw6Xz2trakpaWRoMGDUhLS6O4uBio8vnR1dWle/fuTJo0iREjRvDuu+9y9OhRLC0t6d+/P35+fqxdu5aePXsCVdFQTZs2/dtrIxAIBAKBQCAQCAS/h4jMEQj+gGdVelKlFBkYGJCamgpASkoKmzZt4v79+8hkMtatW4empiYlJSXY2dkxceJEHBwcGDlyJNOmTUNHR4ddu3YRFhbG2LFjsbS0RKlUYmBggLGxMZcuXaJr167079+f/v378+jRI65evYqzszPz589nxIgRODk5YWpqCoCdnR25ubmSuOPs7Mxnn32GgYGBVEWqNioBxNvb+4WsX/V1U61l9fWrTUlJCXv27OHLL7/Ezs6OyZMn06FDByorK+nevTsrVqzg22+/ZdGiRXz22WdYWVkRHR0tnVM1l0OHDhEREYGDg4P0fEZGBh07dmTdunWEhoZib2/PjRs36NevH2ZmZsTHx5OdnY2JiQkODg7Mnj2b27dv4+fnB0CXLl3o0qXLC1kngUAgEAgEAoHgpUMur7r922N4CRFijkBQB9UFiOriQ3W2bt3KyJEjcXJyorCwkOLiYgoLC3F3d2fQoEHExMSwdOlSPv30U2bMmEFqaqpUiaqkpISlS5fSoUMH2rRpw8KFC7G0tJT6Bpg9ezZffPEFxcXFBAYGEhUVhbGxsZQG5ezsTPfu3YmOjsbIqMo8d+LEiVIEigrVeQGp2lL1lKXnlQ6UkZHBkSNHuHLlCgUFBYwdO5auXbtK51coFDWibWJiYrh48SI///wzOTk5vPXWW3Tt2pUHDx4QGRnJoUOHuHnzJhs2bMDV1ZVOnTqxc+dOpkyZwo0bN7C2tgaqopiuXr1aY15eXl706NGD2bNnc/bsWUxMTAgNDWX37t0sX76cZcuWMXnyZHJzc2nevDldunRBU1OTvXv34uzsLI2xQYMGUqUvgUAgEAgEAoFAIPivIMQcwf8rCgoKpDLedRn2qpDJZBQVFZGTk8OFCxd45ZVXuHv3LocOHWLGjBnY2NiwZMkSfH19cXFxQVNTk9jYWBo2bEhWVhZffvklly9fJjc3l+joaMzNzbl58yaRkZF4e3vTsGFDmjZtyuTJk6U+VcbDKkFiwoQJ1K9fn7Vr17JgwQJ8fX159dVXad++vdRGS0sLH58q5/7qqUTP4nn62lRHqVSydetWbt++Tbdu3TA0NJTWr6ioiLy8PLy8vDhx4gSbNm3iwIED7N69m6+++oodO3YQGRnJvHnz6Nq1K7dv3+bIkSMUFhZy9epVlEolycnJ5ObmcuDAAWbPno2bmxsNGzYEqkStU6dO1ZiflpYWo0aNIiUlhX79+pGSkoKhoSETJkygrKyM7t27ExgYiLn5bxWAKisr8fLyeiHrIxAIBAKBQCAQCATPEyHmCF5aHj58yMmTJ3nw4AH6+vosXryYBw8ekJGRgZubG1paWtKxUVFRmJubS5v7OXPmsH//fgYNGsTnn3/O6dOnMTIyIj8/n5SUFGxsbGjXrh0PHz6kWbNmmJiYEB0djbu7O99++y1OTk58++23rFmzhmvXrtGhQwcp9QmgR48e7Nu3j7y8PFJTU8nIyGDq1KlYWFjUKN3duXNn2rdv/5RIU15ezqpVqzh69CiHDx+Wjv+3OHfuHD/88AOXLl1CR0dHej4/P59t27ahUChYsmQJbm5ukl+Nh4cHFhYWtGnThqCgIL766iseP35MZmYmjRo1omPHjkyfPl2q4vX5559Tr149WrduzcOHD8nPzychIQE7OztSU1OJj4+vEVUDMHfuXIYPH46dnd1THjzVhRz4Z9avtLRU8vEBpLLxAoFAIBAIBALBy0ilTE6l7N9Nc/q3+39RCDFH8FKSlpbGihUr0NXVpX379hQUFBATE0OrVq3Izs5GJpPx008/8euvv3L37l1u377NgAEDmDVrFqmpqeTk5HD16lX09PS4desW9+7dY9iwYejq6pKUlIS/vz9+fn5cv36dcePGYWlpSUZGBvfu3SMuLo7PPvsMpVJJeHg4+vr6jB8/Hjs7OwYNGkSrVq345JNP8PX1ZePGjbi6ujJgwIBnGudqampKZsFQZQ6spaXFvHnzJOPlf5vk5GQaNGiAjo4O5eXlaGpqIpPJMDQ0xNnZWfK08fDwoLS0lLy8PFxdXXF3dyc/Px8jIyP09PTIyMjA39+fu3fv0rt3bzQ1NUlKSgKgefPmXLp0iU6dOtG4cWPq/R979x1Xddk+cPxz2HvvLYjiAMSBM/fW1DRnlpYjM/UpG2qWK9NMWz7OfDQrR2opmpmomebAkVtcKCDIRmTI5pzz+4Pf+T6gWHkC7bHr/XqdV3I497nv+3vgBBfXfV0BAaSmphISEsI777yjtGK/l5eX1yO7Dn9k/vz5zJ49+3EvQwghhBBCCPE/ToI54on07rvv4u7uzsKFC4H/Ft49c+YMn3/+ORMmTABg9+7dzJw5k+7duzN58mR27tyJr68vxcXFuLq6AjBkyBAOHDjA+PHjsba2JjExEYCAgAA2bdoElNdtuXz5MsOGDcPb25tu3bphZ2dHvXr1yMzMBOCll16iQYMGNGjQADs7O+zs7Fi8ePGf2o9Kpbovs+Tv1Po6Pz8fT09PioqKlG5YurpDdnZ2FBUVkZKSgru7O1ZWVly5cgVvb28MDQ2Jj48nODgYT09PLly4wOjRo4mKimLgwIGkpaVx+/ZtZs2axdChQ/nXv/5FdnY2zZs359NPP1Xm79ChwyPba1FRETdv3sTPzw9TU9NKRZ3/yLRp05g8ebLycW5uLt7e3jW1VCGEEEIIIcQTSoI54olTWlqKgYGBUlOlYoDByckJHx8fUlNTqVu3LgEBAUrmRpMmTZTMj/j4eOX5TE1NiY2NBcDf35+IiAi6d+/OtWvXuHjxIoDSFcnU1JT33nuP3bt3ExYWRv369ZUgjKOjIz179qy0Vo1Gg1arxcDA4G8VnHlYtWrV4vjx42RlZeHh4UFxcbFy3MrDw4Ps7Gzy8vJwd3cH4NixYzRp0gStVsv58+cJDg7Gz89P6Qr23nvvcfbsWSwsLKhXr54SLNEVkH6UdK+RSqXCwMCAo0ePsm7dOiZPnkzDhg2Vtd24cQMzMzM8PT0f+FympqaVjqEJIYQQQgjxRFMZlN8e9xqeQE/mrsQ/mlqtxsbGRjmWpAvkANjZ2WFtbU18fDxubm5KoWMoPwIUGxuLv78/Tk5OfPnllyQkJBATE6Nk1wwfPhwbGxtGjhyJg4MDK1eupKysjJ49e/LFF18A4OLiwgsvvEBwcDCGhoZKdyqg0r+hvGCvoaHh/3QgB6Bp06bk5eXx3XffAeVBi1u3bnHo0CHq1q2Lh4cHr776KlOmTMHIyIiMjAwMDQ0ZNGgQDRs2BOCdd97h3XffBcoLGDdr1owGDRrUWNHmirKzs9m2bRtvv/02ffv2ZcuWLUqNI91rpFuHq6srrq6upKSkALBjxw6aN2/OyJEjWbp0KYcOHarx9QohhBBCCCH+2SQzRzxxTExMsLW1JS4uDijP1NH9Mm5paYmTkxNxcXFYW1tjZmamBGp8fHyIi4sjLy+PJUuWMGbMGL788kuGDh2Kk5OTUmB37dq1f7iGip2yKgZq/teDNg9ib2/P0KFDWbduHdevXycrK4u4uDgGDhzIU089xbhx4/D29qZ27dpMmTJFKT7cp08f5TnuPUZWE/Lz80lNTcXT0xMzMzOlXfrevXuZP38+/fr145lnnmH79u2kpqYyceJEtm/fzo4dO/D29mby5Mm4ublhbGxMeno6OTk5REVF8eOPP2Jubs7cuXOZPXs2+/btq/G9CCGEEEIIIf65JJgjnjgGBga0a9eON954g7Fjx+Lr6wtAVFQUzs7OWFlZkZycTGlpKaampiQkJFBSUoKzszOTJk2ipKQEDw8PIiIiMDIyYs2aNXTt2hU7OztlDl3Wj1arrTII8SiySf5unnnmGZo2bcr69etp1qwZzZo1U1p9u7u7M3r06Ee+Jt0RKSgPFu3bt49t27Yxc+ZMpUsWlNc8atOmDZMmTcLOzo7i4mJ+/vlnBg8ezOeff87QoUPJysrimWee4eeff8bW1pb09HQMDAxYtWoVP//8M1qtFl9fX4YMGfLI9ymEEEIIIcTfkhyzqjESzBFPpKeeeoqwsDDmzp2Lra0tCQkJZGZm8u9//5ugoCAKCgooLS3l3Xffxc7ODhMTEwBeffVVoLzOzpw5c9iyZQv16tVj6tSp2NjYKM//TwzW/Bne3t5MnTr1scytC7BVfG3ufZ3q1KmDsbEx+fn5lT7v5+dHTk4OmZmZ2NnZkZ+fj7m5Odu2baNJkyaMGTMGjUbD3r17OX/+PM7Ozly6dAlra2uMjY354YcflILZQgghhBBCCFHTJJgjnlgrV65k586dnD59msGDBxMeHq50DgoODgbAwsKi0hjd8SgzMzNmzZrFvHnzHvm6xR9Tq9VKQWKdiv8uKSkhJyeHbdu2ER0djYODAzNnzsTHx4fi4mJu374N/PfYm5ubG0ZGRsybN4+SkhKSkpL48ssvWbp0Ka1btyY/Px9LS0tcXV3JysrC2dmZwsJCNBoNXbp04YsvvmDo0KGkp6dz8uRJBg4ciIeHx5/ez3u/JmNqYfXQ16GkTPPQYwDa1HbSaxxATlGpXuM6BehfvNo0N0mvcW53Lus9p61bQ73GleYX6T2n8Z10vceWXYzSa5xWo9/XEEBRsn6vi21Ost5zGjXrrNc4jYml3nOWOfrpPda99Sm9xhnaO+s9p2dfsz9+UBW8I/U/Hjr/wwN6jRve2kvvOY3M9PsRtqyoTO85nYIc9R6bHHVVr3H1xw3Qe87c+JN6jcs5e1bvOQvT7+g1Lutaqt5z5qfl6z3Wyv3h/98LkHU9S+85tWrtHz+oCsaWxnrPmXcrW69xGefj9J7T3FG/a1uceVvvOcv2fav3WHWJfu8NaSf0/1lDX86Jt/Qea9uuu17jVFkPP6cqO+P//yGZOTVFgjniida7d2969+593/267kT3qhgQ0GXriMdDU+GXzHszbO492qbRaNi6dSt5eXls2rSJ7t27U6dOHZKTk+nUqRPnz59n6dKlvPrqq9jY2JCWlqa0FNd9LXh4eHDp0iWeffZZWrVqha+vL35+fhw+fJi2bdtiaWlJUlISeXl5+Pv7k5uby/nz51m1ahWLFi3i+eefx9TUlKeffrpS0W0hhBBCCCGEqG4SzBFPvKqyOJ7UQsT/i3TBFLVaXalF++8dZVu4cCE7d+6krKyMefPm0a5dO3bv3k1CQgIff/wxwcHBlJSU4Ovry4EDB/jxxx9xcHBgxIgReHt7k5ycTFFRERYWFmg0GgwNDXF0dKR9+/YMHTpUmWfAgAF89NFHTJo0icLCQgICAujcuTOZmZl07doVKysrTE1NmTJlCtOnT6/xayWEEEIIIYQQIMEc8Q/wKLokiT9WMRtKlxUD/w2s3fs6RUVFkZKSwqZNmzhz5gzvvfcegwYN4tq1a1y8eJGPPvoIgGnTprF06VJatmyJubk5Pj4+ACQmJvLZZ5/h7u7OpEmT2LNnD1evXqVOnTr89ttvFBQUVDpm5+3tza5du4iLi6NWrVpoNBrc3NyYMmUKP/30E2ZmZnTo0AFzc3O8vb0rBX2MjIyUfT2oKLYQQgghhBD/NFqVCu1jPuakfUL/kC/BHCFEtcnOzuby5cucOXOGCxcukJKSwsaNGzE3N1eCNlqtVgnkxMbGkpaWho+PD4sXLyYiIoKPPvqIvn37EhkZye7du3nttddYvnw5gwYNwsXFhatXr+Lr60vz5s0BqFWrFgcOHKBu3bpcu3aN/Px8bG1t2bFjByUlJcyZM4fExESWLl1KUlIStWrVYvPmzWRlZeHk5KSsq1GjRhQWFipt03VrdHV1ZeTIkfftVdclq2KWlxTGFkIIIYQQQjwKEswRQlSL8ePHExUVRU5ODjY2NowZM4ZXX30Vc3NzUlJSiI+Pp169etjZ2TFx4kRu3ryJmZkZt27dom7dugwYMIBWrVqxa9cufHx8aNOmDdHR0TRu3BgHBwfat2/PuXPncHR05OrV/xaSDAkJ4eLFi/Tq1Ytvv/2WvLw8AJo1a8bBgweZMmUKt2/fxt3dnUuXLtGhQwfatGmjtJrXBWACAgIICAiocm9arbZSEArkqJ4QQgghhBDi8ZFgjhCiWixcuBBLS0v27dvHmTNneP7557GxsWHatGkcOHAANzc32rdvz7/+9S9MTU3Jysri8OHD7Nq1i48++ogGDRrg5+fH2bNnOXPmDC1btsTR0VEphNyoUSPWrl3LRx99xJYtWzh37hyhoaHcvn2bBg0aYGFhQXJystKpqlWrVrz99tts376dQYMGER4ergRwdC3o71Xx+FdFKpVKgjdCCCGEEEI8LOlmVWMkmCOEqBaWluWtf01NTUlOTubWrVukpKRQXFxMVFQUu3fvZtGiRfj6+tKxY0eOHj0KgIuLC0FBQZSWlre89vLyIiYmhiFDhpCamsrWrVt55513KCsrw9jYGH9/f8aOHctrr71GTk4OXl5ebNmyBVNTU6ZNm0ZISAhQnnHTqlUrWrW6vyX2n+lmVhOKi4spLi5WPs7Nza3R+YQQQgghhBBPJgnmCCGqlZeXFwYGBqSkpFBYWMjixYs5duwY5ubmNG/enNDQULRaLWlpaQDUrl2boqIiMjIyqFOnDl5eXuzduxcLCwvs7Oy4cuUK3bp1IzExkYiICAD69+9PUFAQrq6uODo6AuUBmtatW9+3nr9TN7P58+cze/bsxzK3EEIIIYQQj5xKVX573Gt4AkkwRwhRrVxcXDAzMyMpKYnatWvTuXNndu/erXxelxVTXFxMUVERdnZ2FBUVERcXR+vWrXF1dcXOzg61Wo2bmxt+fn5069aNWrVqVXqO+vXrV5pXpVJVmXFTU52ldHV0HuYI1rRp05g8ebLycW5uLt7e3jWyPiGEEEIIIcSTS4I5QohqZWlpiY2NDbm5uTRu3JiEhAR27tyJl5cXR44cwd7enmHDhmFmZkZ0dDRNmjThueeeIzAwECivjbNixQoATExMSElJwc3NDeAPgyfVmXFTUlJCcXEx1tbW92X3VLWO7OxspSbPg5iammJqalptaxRCCCGEEEL8M0kwRwhRbXRBDktLS+Lj4ykrK2P79u3Mnz+fGzdu4OXlxdixYwE4e/YsVlZWaDQann766UrPo1arMTQ0ZNCgQUqtHKjZ41EajQaNRoORkRF3797lm2++oXbt2nTp0qVSdk9RURFmZmakpaURERFBamoq69evx9/fn7lz59K0adMaW6MQQgghhBD/U6QAco2RYI4QotqFh4cTFBQEQGBgIGvWrLnvMVZWVgD3ZbvAf49GNWzYsNrXpptnz549HDp0iPfff19Zh24tVlZWvPLKK9y9exeA27dv88Ybb3D27FkCAwOZN28ezs7ObNmyhcDAQC5fvsy2bdt4//332b59e7WvWQghhBBCCCEqejJDVEKIx0IXjAkPD6dz585KwAbKM1/UarXSavxBY6tLQkICycnJQHmmz73ztGjRgjfffBOA0tJSdu3axaxZs5g4cSJqtZpt27bx/PPPA/Djjz9iY2PDvn37GD58OCNGjMDOzo6AgACaNm2KoaEh7dq14/bt29y5c6da9yGEEEIIIYQQ95LMHCFEjbi3GHFNtv3WBYiOHDnCt99+y9KlS9m/fz/NmzfHw8Oj0jGpnJwcoqKi6NatG7179+bHH3/k+PHjLF68mC5duhAUFIRarcbDwwMzMzO0Wi1bt27lX//6F05OTvTt25e33nqLW7du4eHhgVarpbi4GEdHR+zs7Lh69SotWrR4qPW3q+2EhZX1Q+87MafooccAXE2/q9c4gEBnS73GGf6FWF2htad+c9roNw4go6BMr3HWRSV6z1mWEq/3WLPwLvrNmRij95yGzvpdX43pw3+t6+TtWqfXOGNLM73nNO04VO+xOYmpeo2zKNLvextAZajfe+3ty8l6zzm8tZde49YduaX3nC+01a94vMFfeDO6m5av91gTKxO9xqUfPq73nGmnE/Qa597cX+85cxMy9Rpn4Wih95yGxvr/fKEurfoPTH88p/7NFUwd9audZ2JlrPecZvb6vQf+lffOwtv6/axRkleg95zO/fR/vy65fl6/OUv1+3kBoOh2jl7jbFq213tOlZWdXuPUNu4PPUZTVv4zo1ZlgPYxH3N63PPXlCdzV0KIx64m6ttotdoq79cdkXJycuLChQsADBw4EFtbW27dusWbb75JcXExAHv27OG7775DpVJx8uRJ0tPT+fXXX2nQoAGdO3dmyJAhmJiY4OjoiFar5c6dO5iamipHrgD8/Py4evUqdevWVVqwGxgY4OjoyIkTJ6p930IIIYQQQghRkQRzhBB/O7q23/d6UIDo4MGDzJw5k4MHD6LVasnLy2PFihX8+9//xtramkOHDnHo0CHlse3btwcgKCiIU6dOMW7cOHJycliyZAn9+vVj7dq12Nra4ujoSExMDN26dWPHjh1kZmaSnp6Oh4cHbm5uWFpacuPGDXJzcwHo0qULrq6uNXNRhBBCCCGEEOL/yTErIcRjFR8fz+XLl+nevbsSrKkqaFNUVMT58+cpLi6mefPmmJiUp6wnJSWxePFiAgMDSU9PJzs7m4SEBIKDg9m/fz8WFhaMHTuWvXv30rx5c4yNjcnIyAAgJCSEgwcP0qNHD/7zn/8AsHjxYn799VcaNWqEh4cHhw8f5o033iAvL48ePXqQn5/PkCFDaNCgAS4uLgQEBODpWX7cZPjw4Y/ikgkhhBBCCPG/QWUANVhu4U+v4QkkwRwhxCNXsZ5OUVERLi4uyn1qtZro6Ghu3LhBy5YtcXNzY9q0aSQmJqJSqejZsydNmjRRgjmrV68mICCADz/8kIyMDG7cuMHp06cJDw+nqKiIq1evMmzYMBYuXMh7771HUFAQ1tblNTtatGjBpk2bANi1axfp6elcvHgRe3t7GjVqRHR0NNnZ2QC88sor9O3bF19fX2Xtzs7OODs7V9qbrq26EEIIIYQQQtQUCeYIIaqNWq1Gq9ViZPT7by26YEhCQgIWFhYUFBQQFxdHQEAAM2bM4Oeff8bZ2ZnDhw8zZcoUQkJCOHz4MF9++SW1a9dW5jI0NMTBwYGrV68CYG1tTbNmzbh48SLPPPMMBgYGJCUl0bBhQ7p3707//v1p1aoV//73vwEIDQ3lnXfeAeD8+fPExsYSHh5Oly7lxWSfe+45Zc0mJib4+fkBlYNR9xZ6lkCOEEIIIYQQ/09l8PgzYx73/DVEgjlCCL3pukjpOlV99dVXhIWFERYWVulxGRkZZGVlERgYSFpaGps3b+bAgQOYmJjQqlUr4uPj6dq1K3fu3OHatWscO3YMgBkzZrB06VIGDx6Mk5MTHh4eaDQapeAxlLdBX7NmDQBmZmacO3eOoqIirKysKCsrIyGhvJtHWFgYAwYM4MiRI0pdm+DgYE6dOgXA1KlTH7jHeztxVQze1EShZyGEEEIIIYT4PRLMEUL8IV0x4nsDF/cGOaKjo4mMjGTMmDG4u7vj5eXFpEmTOH/+PEFBQfTq1Yt+/frx22+/YWRkxKZNmygsLGTRokXk5ubi4eFBXFycMmf//v158803mTJlCjk5Ody9excLC4tKa2nUqBEtWrRg3LhxmJubY2JiwqVLlwBo1aoVPj4+ABgbG/P555/ft7eKx6TUajUqlUq5VbXHv6K4uFjpqgUohZOFEEIIIYQQ4mFIMEcI8Yeqyj5JTU0lOjqakydP0qVLFwIDA7l48SJHjx7F19eXfv36kZCQQMOGDfnqq6/YunUrU6dOpXnz5jRq1Ijbt28D5ZkvDg4OxMbG8vTTT5Oenq7MmZWVha2trRLASUlJwcXFpdI6TExM+Pzzz/nkk09wcHCgV69eODg4ADBkyJD71l1Vpo1OTR+Rmj9/PrNnz67ROYQQQgghhPjbkGNWNebJ3JUQ4g9pNJoq23/f6/bt2/z888+sW7dOKQa8e/dumjVrxt69e4mLi+Ptt9/G0tKSlStX4ubmxkcffUSrVq345ZdfWLZsGU2aNOHf//43gwYNwsrKCmdnZ7RaLRqNBktLS5ycnLhz5w4WFha0bNmS+fPns3v3bpYvX87zzz8PgKOjoxIAupexsTFTpkxhzJgxeHh4YGZmpnzu3j1WV6aNbv1/9joCTJs2jZycHOWWmJhYLWsRQgghhBBC/LNIZo4Q/wBarRatVlspkKH7970FfCvKzMxkyJAhuLu74+fnx4EDB/jPf/6Du7s7ubm5fPjhhwD06dOHX3/9lQ4dOlBQUEBWVhYODg6UlZXx1ltvMX78+ErP6+TkRHFxMWlpabi7u2NhYUFaWho3b95k/fr1TJ8+neXLl9OqVSs6dOgAwJYtW/5wjxqN5r7smr9S00aXxaML2KhUKuW6VTyKpZv/j+YyNTXF1NRU7/UIIYQQQgghBEgwR4gnii5oc2+g4d6P4+LiOHfuHElJSbz66qsPfD4nJye2bt1KdnY2Z8+eZdCgQUybNg1/f3/q1atHSkoK7u7uBAYGEhsbS4cOHXByciI5OVk58vTZZ59Rr149atWqxcaNG+nduzdOTk4UFBSQmpqKu7s7ISEhuLi44OjoiJGREQsWLHjg/h4UMFGpVH/pmFTFYNCNGzfYsWMHHTt2JDQ0tMpsnuTkZH799VdSUlJYtWoVnTp1Yt68eUrbcyGEEEIIIf7x5JhVjXkydyXEP0jFIz66zBFdwKOkpER5zIQJEwA4fvw4Q4cOJSIigpSUFEpLS3/3+b/++muGDx/O4cOHqV27NqdPn8ba2ho3Nzeio6MBcHNzIy0tDYBmzZqxYsUKvvzyS3x8fHjjjTf4+OOPGTRoENHR0ajVasLCwvj4448JCwtDq9Xi6+tL8+bNsbKyUuZVq9VKq/OK+6suu3btYtu2bcr1qRgM8vHx4fXXXyckJASAW7du8corr9ClSxdmzJgBQHp6OtOnT6e0tJQtW7ZgbW1dZYFlIYQQQgghhKhukpkjxN9UYWEh+/fv5/z588TExPDUU0/x4osv3vc4XYAjPT2dW7dusXPnTrRaLWZmZhgaGvLyyy9jbW3Nhg0bmDp1Khs3buSFF17g+eef/8MskszMTI4cOcLcuXNp27YtqampHD16lIEDB+Ll5cXJkyfp3Lkzzs7OHDp0iNzcXKZOncqqVauIi4uja9eutG/fnvbt29/33MbGxpXWf2/WzV8tRpybm6sca6qq6HFgYCCWlpbKx+fOnePMmTOUlZUxevRo/v3vf5Ofn8/UqVPZsmULVlZWzJ07l61bt/LGG2/w0Ucf4e3tTatWrWjQoAEdO3bkq6+++ktrFkIIIYQQQog/Q4I5QjxmZWVlGBnd/624dOlS9u7dS7NmzejevTsnTpwgPz+foqIiNBoNTk5OqFQqhg4dyoQJE7hw4QJbtmyhbdu2jBkzhp07d5KSkkJOTg7W1taEh4dz9uxZnn/+ed59912OHj2Ku7s7HTt2pEePHgDcvXsXKysrJfhRUlKCp6cn+/bto6CggKtXr+Lu7g6UtwTXdZ7q3bs3HTt2xMbGBhsbmyqPSVVVd6aiv5p1U1xczIEDB7hz5w5dunRh+fLljBo1Cnd390rz5efnk5ycjKOjI1988QVTp05l69atLFy4kLCwMIKCggAwMzNT9rdmzRoiIyPx8PAgMDCQjh07otFosLa2VoJOrq6ulJWVkZycjIeHx1/aixBCCCGEEE8CrUqF9jEfc9JWY3b/34kEc4R4xCpmiSxZsoSCggImTpyIubm58phz586xfft2NmzYgLe3NwAdO3bE0tKS+fPno9VqGTNmDH5+fpSUlFBWVkZ4eDgRERH07NkTDw8PfH19iY2NJSMjAy8vLxo3bszevXv5/PPPiYiIID8/nzlz5rBs2TK6devGN998w+HDh1m1apWyRg8PD55//nmmTJlCVlYWb7/9NvXq1QNg9OjRQHlGjZOTU6U96urPVDzyVV1dpB7E1NSUtLQ0Dh8+zJAhQ5g6dSplZWVcunSJ8+fPM2TIELRaLYsXL0alUjFkyBDWrl3L22+/zbfffsvkyZN5+umnldfB2dmZCxcuKM9fUFAAgIODAw4ODqSmplK7dm2uXbtGy5YtsbOzw8TEhGvXrj10MMfR3ARLC5OH3rOFsX7ZS2HuNnqNA8gpLtNrnFHWTb3nNDLU739VamtXvedMu/v7xw8fxNXPR+85y7Iy9R6rsXTUa1zSdv2PBrq1babXOJNm3fWe07pFB/0GGhnrPWe2lafeY20bNtBrXNZvZ/Se08BYv+8XlYH+P+gamek35wttvfWe8+tf9esG+FfmNLF6+PdpHfsAF73G2fi56z2nVq3Ra5yZvf613yxc9Pv/i12A/t9niQcv6j1W39cl52aO3nPaeOt3fbNi7ug9p6mNfs0XzBz1/3lB3/ciUzurP37QA6hzqu56+mdoS0v0Gqcy1P/nW6d2bfUeq6+yxGv6jWta/6HHlJoV6DWX+POkZo4QNUSjqfqHqIpBDQsLC4qKisjNzQXK68QAbN68mc6dOyuBHEAJmEydOpWSkhJ27NhBdnY23t7e+Pj4YGhoSHBwsFIDx93dHY1Go7Tztra2JjY2FoBLly6RkpKCl5cXPj4+GBgYVDpyVDFTKDQ0lN27d7NkyRIGDBhA/fr/fTPXaDRVZtTo6s9UV42bB11LnejoaNavX8/du3eVOkGjR49m27ZtqNVqPvjgA5KSklCpVPz666907NgRX19fPDw8uHXrFiNGjGDVqlVMmjSJCRMmcPHiRby9vVGr1eTm5tK8eXM2b94MwPnz5/H29sba2hp7e3tOnToFgJWVFbVr16a4uLha9iyEEEIIIcT/PF0B5Md9ewI9mbsS4hHKzs7m0KFD3LlT/hcTXcHeqjJRrl+/TkREhJLx4eHhQX5+PpmZ5X+R1wUtTE1NuXatPHKen5/P+vXrCQkJYezYsVhZWdGuXTsuXbrEvn37uHHjBrVq1cLOzg4DAwMleOPn54e7uzsbNmxg586dJCUlcfz4caA8I2jixIkkJCQoGTbp6ekMHz68yj1qtVrUarVyVEqnOrJtEhMTlb0+iG6exMREbt26VelzV65c4dVXX+Xnn38mKiqKlJQUCgoKCAwMJCMjg+DgYMLDw9m+fTtQHtS6ffs2KpUKNzc3oqKi6N27N7t27WLBggWkpqaydu1aTExMMDc358KFC7z11lukpKTQsWNHRo4cSdOmTbGzs6N3794888wzANjb2/Pee+/RrVu3v3xNhBBCCCGEEOL3yDErIR5CxeNDWq1WCZ6UlJQoWSgqlYrc3FyOHz+Oubk5bdq0oaCggE8++YTIyEhq1apFrVq1KC0tpV69ekRGRpKRkaGMBWjatKnSacnAwICGDRvy5ptvsmbNGkpLS2nXrh1paWksXLhQqfHi4uJCWVkZCQkJANjY2DB27FheeeUVtm/fzsiRIxk6dCgAq1evvm9vY8eOrbJ2j25df7UgccVrWLF9+qlTp5Q6PDpZWVmkpKRQp04djI2NGTlyJI6Ojly5coXRo0fj4eGhjJ87dy4DBgxg4sSJREZGsmrVKmJjY6lduzZnz56ltLSUMWPGsGPHDj755BOaNGmCo2P5kZR69epx5coVAE6fPo2xsTHe3t64ubnh7e2NpaUlycnJtG7dmmnTpnH58mUaNGiAm5sbWq2Wxo0b37e/qootCyGEEEIIIUR1kmCOEL9Dl4VSMVCjC2qoVCrKysoICAigrKyMO3fukJmZybx58wCIjY3F0dGR9PR0+vfvz6uvvsq0adM4duwYixcvpqioiLlz52JoaKhk5uieOzw8HGtrayIiIujXrx+hoaGEhoby6aefkpaWhpeXF4MHD2bBggW0bdsWrVaLubk5LVq0wMPDQwmWWFpa8vXXX1e5t3sLEj8okPNXr58u6KWjC8JAedHiDh06kJubqxRffuWVVzh48CDOzs4MHTqUcePGYWFhwaVLl/juu++U42C6I16enp5kZ2cD0LBhQyVAU6dOHQ4cOEBKSgotWrQgPj6eiRMn8txzz9G0aVMAvLy82LZtG2VlZXz66adkZ2fTvHlzBgwYgJ2dHbNnz1bW7eHhUakWjm4P9wZvJJAjhBBCCCHE/1Opym+Pew1PIAnmCEHVQQeo3GEpOzsbU1NT5s+fT05ODiqVitjYWHbs2MGqVavw9PRk1KhRJCcn065dO9asWcNPP/3EkiVL6N+/P2lpafTv3x9LS0t8fX05e/YsxsbGWFlZkZWVVWk+JycnZs6cyezZs7l27RppaWkkJibSvHlzrKzKC8NZWVnh4eFB7dq1UalUaDQaBg4cWOX+1Gq1srfqLEisy1QyNDRErVbz/fff065dO1xdXZW5dPPl5eVhbW3N5cuXOXbsGPv378fAwABfX1+ys7N544032LVrF4WFhVy6dIno6Gg+/vhjateuTZs2bbh9+zaWlpaUlJRgYmKirD8kJIQtW7YA5Ueozp07h6urK+3btycrK4u0tDR8fHxo3749Xl5eXL58WRnbp08fWrdujZGREd9+++2f2u+9dYAkeCOEEEIIIYR41OS3EPGPUbHeS8W6L0Cldtm6YsRFRUX89NNPvPHGG3Tt2pVPPvmEX3/9lfPnz9OjRw8MDAyUI0116tQhLy8PGxsb3NzcaNSoERqNhtDQUO7cuYNarWbFihWMGDGCnTt38uKLL1JQUEB+fj5ubm5kZGSQl5dXaU2dOnXi3//+NxkZGbi6uvLKK6+waNEi7OzsKCoqYtu2bVhbWyvZIrr137s3QClG/FcKEms0mvsKEVfMVDI0NOSXX35hy5YtxMbGkpuby40bNxg8eDCBgYG8/vrrXLhwAZVKxddff42HhwdfffUVgwcPxsjIiPz8fADlOgQEBNCpUyf2799PWFgYcXFxAPdlED311FNkZGTw5Zdf8sUXX2BoaMjp06dxdHTE19dX6U7l5ubGoUOHiIyMVMY6OjpSp04d5WO1Wo1ara7yGur2K4QQQgghhBCPm2TmiCfOvUejdO496lNcXIyRkRGGhoZcv36dSZMmkZaWhrOzM++88w5t27bl2rVr7Nixg1OnTmFjY0O/fv146623aN26NY0bNyYiIoK7d+/i6urKpUuX0Gq1ODo6kpGRgVqtxtHREQsLCzIzMzEyMiIlJYUjR44QERFBYmIiMTExeHl5kZOTQ1FREdbWldtV6o5X3aukpIQbN24wYsQIateuXelzfzXg8KAspXs/1mg0REdHc/ToUZydnfHw8ODgwYNs2rSJixcvMmrUKOLj4xkwYACbNm1i5cqVTJgwgR07dlC3bl2lxbmdnR2GhobExcURFBRESkoKAGZmZuTm5mJoaIivr69SYPredfj4+LB27VpmzpxJnTp1+OCDD3B0dESlUvHRRx9Veqwuq+ne/equWXXVBXqQ4uLiSt2udIFDIYQQQgghnkh/h25Sj3v+GiLBHPE/q2KWzb2BGt39un9nZWVx6NAhUlJSGDhwIMOHD+fatWtMmTKFsWPHYmtry0cffUS9evW4ePEir7zyCpGRkdSrV4/GjRsr7a7T09OxsLAAygsO64ry+vr6olarycrKwt/fn6SkJAoLC7GxscHU1JR9+/axYMECxo8fzw8//MC4cePo0aMHfn5+NGrUiN69ez9wn7qMIgMDA2U/NjY2vPnmm9V/Ual8NEp3DbOzs9mzZw85OTl06NCB2rVrs337dubOnUt4eDitW7embt26TJ8+nYiICFasWEFeXh4LFizg5s2bfPbZZ+Tn59O2bVuKi4txdHRUAieurq5YWlqSnp5Ot27dyMjI4MiRIzg7O7N3714mT56MhYUF+fn5JCYmVmrXrhMYGMiGDRuq3E9VR6Pu3W91UKvVfxgMmj9/fqU6PEIIIYQQQgihDwnmiP8JutosFY9DVSxKrJOens758+cpKSmhZ8+eAPTq1QtPT08MDQ25cuUKkZGRfPDBB9SuXZvOnTvTunVrGjRoQGRkJC+//DJqtZr4+HhiYmJwc3PDzc2N5ORknJycaNSoET/++CNhYWFkZGRQWFjIlStX6NixI7m5ucTGxuLt7c2vv/6qZGC89957uLq6YmhoyMqVKx9679VRk0V37f4ocJGTk0NMTAzHjh0jODiYdu3akZeXx5w5c4iLi8Pb25sff/yRxYsXc+HCBfr27cuMGTOU8U2aNGH58uUAmJiYUFBQwFtvvUW3bt2wtbVVHmdnZ8edO3coLi7G1NQUU1NT5RjV5s2bmT17NsnJyfTq1YsmTZoAcOnSJezs7H53j/cGvaD6gjW6jCWtVntf0EZXN+iPTJs2jcmTJysf5+bmVhmcEkIIIYQQ4kmgVRmgfcyZMY97/poiwRzxt3RvNkVVrbFv3LhBbm4u33//PfXr18fAwIB169ZhZ2eHgYEBGo2G3r174+3tjUajYfny5URFRTFv3jyMjY2xsbHBxcWF06dP4+Pjw5EjR5g+fTo9e/Zk+PDhHD9+nMGDB2NsbExycjIhISGMHj2ab775hvbt2xMUFESdOnW4fPkyw4cPZ9iwYXh7exMWFkafPn2UdbZo0aLSutVqtRJYqYkaLFUdk6pYT+dBc/722288++yzdO3aFZVKxU8//YSNjQ12dnbs2rVLaeE9btw4du/eTceOHXnzzTdJT0+npKSEl19+GV9fX6A8KGRra0uLFi04cuQIPXv2pKysTKmRY2trS0xMDFlZWbi7uxMeHo5Wq6W0tJSwsDAiIiIqrU2j0fxuIKfiHqtDbm4umZmZeHt7Y2xsDFDl65Weno6ZmRk2NjZ8/PHHODo6MmLEiAdeY13gSgghhBBCCCH+iiczRCX+1kpKSjh69ChLlixhwoQJSkZGRRV/GU5OTub8+fMsXLiQ5557jgsXLgAwY8YM3nvvPRwdHenYsSOdOnVi8+bNLFmyBBMTE9avX09+fj7+/v64u7sD5TVTGjZsSFJSElDeCenatWskJiaSn59PSEgIycnJxMTEcOLECRwcHCgrK1MKHTdu3JipU6cyZ84cpk2bVqm7VLdu3XBzc6uyxXfFgrqGhob3ZY/oQ5et9HvFnKG8RXpERARLliz53TldXV1JSUlh+vTprFy5km7duvHtt98SHR1Nz549uX37NgCdO3cmJSWFkJAQjh07xsyZM1Gr1axfvx4jIyOcnJzYsGEDp0+fZvjw4fj6+tKlSxdCQ0OJiIggIyODfv368dprrymvS6dOnejcubNSrBjKAzhqtRp4NB2jKl7HtLQ0du3aVenzCQkJrFy5krFjx7J3714A3n77bd59912uX7/O9evXMTMzkyLJQgghhBBCPAGWLVtGrVq1MDMzo0mTJhw6dOh3H3/w4EGaNGmCmZkZ/v7+rFixokbXJ8Ec8cgtX76cGTNmcOPGDTw9PZWgRHZ2tlLk9uDBg3z66adotVreeustxo0bh6mpKQ0aNGDx4sVcvnyZbt26YWJiwujRo3Fzc8Pc3JwZM2bQt29f8vPzMTIy4vLlywQHBxMfHw+Ut/w2NzdXiuw2adKEyMhI6tevT6NGjWjTpg2TJk2ib9++1KpVC4A333yTF154QVl/UVERe/bsYfLkyfz888+MHz8e+G9GTFWq86hPxeesGBTS1fXRarVMmDABgOPHjzNs2DAiIiJITU2ltLT0gc/t4uJC48aNla5Sbdu2paysjJycHMrKypSg2/nz5wGUFuIxMTFYWFjg4eGBnZ0dzz33HBEREXz77bfY29szceJEfvzxR6Kjo/nhhx+oVasWLi4ueHp6PnBvUB7A0bcgccXnysjI4NixY8pr/iAqlQq1Wk1ycjLbt29nzZo1tGjRghkzZpCVlcXOnTtJTU2la9euHD58mLVr17J27Vr8/PwYNmwYVlZWDBky5IFfA0IIIYQQQvzj6AogP+7bQ9q0aROvvfYa06dP58yZMzz11FP06NFD+SP/veLi4ujZsydPPfUUZ86c4Z133mHSpEl8//33f/UKPpAcsxKP1N27dzl8+DCffPIJISEhAJSVlWFgYMD48ePx9vZmwYIFSlvr9PR02rZtS0pKCpMmTQJg3rx5bN68mR49emBhYYGJiQkAR48eJSoqiiNHjqDRaOjXrx+pqak0aNCApKQkpXW4SqUiNjYWgJYtW1K/fn0Axo8fT//+/fHz86u0Zi8vr0ofm5mZ4e3tTffu3QkNDVU6UP2VgE1hYSH79+/n/PnzxMTE8NRTT/Hiiy/e9zjdHOnp6dy6dYudO3ei1WoxMzPD0NCQl19+GWtrazZs2MDUqVPZuHEjL7zwAs8///x9nbLuZWpqioeHB4cOHaJ+/fpKTaAuXbpw5swZli9fTtu2bTl79iwTJkzA0NCQJUuWEBsbS4sWLZSjZQMHDmTgwIGVntvBwQH4/do91RnwUqlU7Ny5kxkzZlBSUoK7uzvDhw+nT58+2NvbA5CYmEhRURGBgYEkJyezadMm9u/fr9Q3sre3p1mzZsyZM4f9+/cTGRnJyJEjuX79Olu3biUsLIyRI0cyZMgQPv/8c06dOlUt6xdCCCGEEEI8Xp988gmjRo1i9OjRAHz22WdERkayfPly5s+ff9/jV6xYgY+PD5999hkA9erV47fffmPRokUMGDCgRtYowRzxSKnVatzc3Pjuu+9IS0vDycmJ4OBgAJ566in2798PgJ+fHyYmJiQnJxMUFFQp26F58+YsX76ciRMnkpmZyd27dzE1NSUgIIDU1FTOnz/P0aNHSU1N5cyZM3Tr1g1TU1Py8vLw8PBg2LBhWFpaAuDh4cHatWuB8iBNxUDOg7oTubq68vLLL+u1/7KysiqPYS1dupS9e/fSrFkzunfvzokTJ8jPz6eoqAiNRoOTkxMqlYqhQ4cyYcIELly4wJYtW2jbti1jxoxh586dpKSkkJOTg7W1NeHh4Zw9e5bnn3+ed999l6NHj+Lu7k7Hjh3p0aMHUB5Ys7KyqlRHx83NjdWrVxMQEMDKlStp0qQJLi4uTJ06le+++45ffvmFkSNH0q5dO0xNTVm2bFmV+9RlW917/ar7uFRERASlpaUMHDgQjUajZCpdvXqVjRs3MmvWLCXIFBcXh7W1NUlJSUycOJGrV68SFBRE7969efHFF7l06RIA//nPf4DyDDLddfHy8mLv3r3UrVsXBwcHlixZohRmLigowNfXl/r16zN9+nQ++OCDh95HRkEJ+QYlDz3OxdLkoccAlGr0zx5q6Gyp1ziD3Ft6z6m2cddrnNZA///F6blNtEUFes9p0bS93mPV107qNa40v0jvOfWl71oBShJv6DVOZaj/e4+d3iPh9sVovcYV3c7Re04jSzO9xpXmPzhz84+UFZXpNc7AUP8g/gtt9Sse//WviXrP+VwLzz9+0AOU3NXvPdDU/vf/EPN79P3+LsnN13vOgvRcvcZpSvX7GgIozi3We2xuQqbeY/V1Kyr5kc+p0vN7zdLNXu85c+L0u7ZGZvr9bANQmL7rjx/0AGVF+n0d3ToUo/ec/r30+x41sbbQe05TFxf9xmVce+gxJrfT9JqrJuXmVn6PelA9y5KSEk6dOsXUqVMr3d+1a1eOHj1a5XNHRUXRtWvXSvd169aN1atXU1paqtThrE4SzBGPlK2tLf3792fy5MkcO3YMc3NzSkpK2LhxIy1btmTJkiVAecDExMSEhIQE2rRpQ3x8PFevXqVu3brcunULPz8/7OzsyMjIID09HUdHRwICApg+fTrjxo2jWbNmLFq0CB8fH4yNjfnxxx+VNQQEBFRa04OCNvoe8alIF2AAWLJkCQUFBUycOLFSbZhz586xfft2NmzYoHQ26tixI5aWlsyfPx+tVsuYMWPw8/OjpKSEsrIywsPDiYiIoGfPnnh4eODr60tsbCwZGRl4eXnRuHFj9u7dy+eff05ERAT5+fnMmTOHZcuW0a1bN7755hsOHz7MqlWrKgVdunbtyrlz5zh9+jQtW7Zk6NChQPnxtHHjxjFu3Lj79lixrk3FDmPVcf3uvZa6eXQBqNjYWA4ePKhkAunuP3/+PElJSfTp04fS0lKMjIyUY3P79+/HxsaG6OhooqOjGTp0KL179yY0NFTJ2ikuLsbAwEBJowwMDMTZ2ZkPPvhAeSNOTEzEysqKhQsX8vLLL/PMM8/Qq1cvVq5cyUsvvVQjb9hCCCGEEEL8L9GqVGgfc01J3fz3dpGdOXMms2bNuu/xmZmZqNVqXF1dK93v6upKampqlXOkpqZW+fiysjIyMzOVWqHVSYI54pHr0KEDZ86cIT4+nsuXL7Np0yYWLVrErFmzyMwsj+K7uLjw22+/4e3tjaOjI2ZmZixfvhytVsuRI0dYt24dBgYG9OnTp1I09aWXXuKll156qPVUd9Cmoor3WVhYkJWVRW5uLubm5koQafPmzXTu3LnSm4uTkxMAU6dOZfbs2ezYsYMXXngBb29vfHx8yM3NJTg4WKmB4+7ujkajUYoUW1tbK4WiL126hImJCV5eXpSWlmJgYKBkJt27Rh8fH8rKynj77ber3KeuE1fFMdUVtCktLeXcuXOYmpri7+/PkSNHaNGiBTY2Nvets6ioCHNzc9q0acPmzZuV+3XBJK1WqwRmKgZVSktLiY6Oplu3bgA0aNCABg0aEBsbi6OjIwkJCRQVFWFmZoaTkxPXrl1Tnnf06NG88sor2NracvXqVXx9fXnzzTcpLS0lPDwcCwsLvv76a5ycnCSQI4QQQgghxN9MYmKi8rsF8IddZu8tA/F7nYEf9Piq7q8uEswRj42fnx9+fn6cO3eO9PR0jIyMaNq0KVOnTsXKygq1Wq0UrfX29qZWrVoEBQXx0ksvKUevZs6ced/z6o741ET77+zsbC5cuEDDhg2xt7dXvqGrCuRcv36dixcvEhAQQHBwMB4eHly9epXMzExcXV2VjBhTU1OuXr0KQH5+PhERESxYsIAWLVrwxRdf0K5dO3bu3Mm+ffu4ceMGtWrV4ubNmxgYGCjBGz8/P9zd3dmwYQNFRUUkJSVx/PhxoDwjKC4ujoYNGypnPtPT0xk+fDhQ+c3Fy8sLT09PcnNzsbGxue8NqzoCN6WlpVy7dg1TU1Nq166tHD0rKSmhoKAAT09PioqK2LZtGyYmJjg5OVGnTh3WrFnDpk2byM3NpXfv3syePZsGDRqQnp5+XzDNxMQEc3NzJTCj24exsTFarZbi4mLlc0lJSZSUlODt7c2xY8dITU3Fz8+PVq1a8f3331OnTh1effVV3n33XXbu3MmVK1do27YtLVu2xMXFhTVr1gDlAb17o/1CCCGEEEKIvwcbG5tKwZwHcXJywtDQ8L4snPT09Puyb3Tc3NyqfLyRkRGOjo76L/p3SDBHPHKpqalcuXKF1NRUYmNjiYyMVOqMLFu2jNWrV2NjY8OyZcuU4sMODg4UFRUpGRVQHoSoKtpZXUd8dEEh3bEeXfCkpKSk0nGi3Nxcjh8/rmSKFBQU8MknnxAZGUmtWrWoVasWpaWl1KtXj8jISDIyMiqtuWnTpmzbtg0ozz5p2LAhb775JmvWrKG0tJR27dqRlpbGwoULCQoKAsozlyq2TLexsWHs2LG88sorbN++nZEjRypHpFavXn3f3saOHVtl7R5nZ+dKFdf/SiBMF6TRvUa6a1hYWMiSJUto164dtWvXVtZhaWlJnTp1uHHjBhYWFmzatImff/4Zf39/Jajy1Vdf4ePjQ69evdixYwd9+vTB3NycGzduEBgYqARtQkJC+PDDD7lx4wYNGjRQvlZu375Nq1at2LhxI+7u7vj4+GBvb4+rqysFBQWo1WoyMjKU4Njs2bMpKipSnuPpp5/m6aefrnK/j6J9uhBCCCGEEP9LtNry2+New8MwMTGhSZMm7N27l2eeeUa5f+/evfTt27fKMS1btuSHH36odN+ePXto2rRpjWXtSzBHPHI2NjZERkZy5coVGjZsyIwZM2jevDkAvr6+zJkz574xzzzzDHl5eUDlI03VmXVzb2CoYlBIpVJRVlZGQEAAZWVl3Llzh8zMTObNmwegHNNJT0+nf//+vPrqq0ybNo1jx46xePFiioqKmDt3LoaGhspRMt1zh4eHY21tTUREBP369SM0NJTQ0FA+/fRT0tLS8PLyYvDgwSxYsIC2bdui1WoxNzenRYsWeHh4KAEMS0tLvv766yr3ptFoKmURVRXIqY7r98knn7Bt2zZyc3Pp06cPb7/9thL91l3X4uJivLy8iI2NZcyYMZw+fZq33nqLIUOGsG/fPvbv38/ChQsZOnQobdq0UYJSYWFhvP/++xw9epT4+HiOHj1Knz598Pf358yZM5WCOf7+/oSHhzNv3jzeeecdnJ2d2bJlCxYWFrzwwguoVCo+/fRT0tPTef3116lTpw7FxcV8/PHHldItAwMDq/06CSGEEEIIIf7eJk+ezPPPP0/Tpk1p2bIlX3zxBQkJCUoN0WnTppGUlKT8/jVu3DiWLFnC5MmTGTNmDFFRUaxevZqNGzfW2BolmCMeOQsLiyrbuelUzIjRBQAGDx6sfP6vZkBotVolS6SiioGh7OxsTE1NmT9/Pjk5OUqx3R07drBq1So8PT0ZNWoUycnJtGvXjjVr1vDTTz+xZMkS+vfvT1paGv3798fS0hJfX1/Onj2LsbExVlZWZGVlVZrPycmJmTNnMnv2bK5du0ZaWhqJiYk0b94cKysrAKysrPDw8KB27dqoVCo0Gs197b911Gr1fcGu6soa0Wq17Nu3jy5dutz3uT179nDq1Cnef/99wsLCmDx5Mq+99hpLly7l2LFjnDlzhj179lC/fn1cXV3Zv38/ffv2Zdq0aQwePBhXV1fq1q3LyZMnMTQ0pEGDBty8eZOMjAycnZ358ssvKSsr49ixY2zevJmff/4ZtVpNkyZNOHPmDIMGDVLWqFKpmDNnDtu3b2fUqFEUFBTQqFEjRowYgaGhIU8//bTS5Urnj87MCiGEEEIIIR6ORqtF85hTc/SZf/Dgwdy+fZs5c+aQkpJCw4YN2bVrF76+vgCkpKQopyQAatWqxa5du3j99ddZunQpHh4eLF68uMbakoMEc8RjpOuCdG/Nmeo4JlWxZs69dV8q1tHR1YYpKiril19+Yd++fVy4cIEWLVrQunVrzp8/z7hx49izZ4/yzVqnTh1SU1OxsbHBzc2NRo0aodFoCA0N5c6dO6jValasWMGIESMYOXIkv/32G6+//jr5+fm4ubmRkZFBXl4e1tb/bTfaqVMnnJycWLduHa6urvTu3ZtmzZphZWVFUVERP/30E9bW1nh4eAD/Dc5UVYSrOrtI6TJ6dIE1lUrFwIEDOX36NP7+/pXW8OGHH/Lyyy/ToUMHANasWUNISAhRUVHk5+ezbt063n//fXr16kVkZCQHDhygdevW+Pv7069fP86cOUPr1q0xMTEhLi6OWrVqsW/fPmWvt27dori4vG2kLjNH17r+888/r/T6AtjZ2TFixAief/753w3cPUrFxcXKHuD+9ohCCCGEEEKIv4fx48czfvz4Kj+3du3a++5r164dp0+fruFV/ZcEc8RjU111beD+X87vDQ4VFxdjZGSEoaEh169fZ9KkSaSlpeHs7Mw777xD27ZtuXbtGjt27ODUqVPY2NjQr18/3nrrLVq3bk3jxo2JiIjg7t27uLq6cunSJbRaLY6OjmRkZKBWq3F0dMTCwoLMzEyMjIxISUnhyJEjREREkJiYSExMDF5eXuTk5FBUVFQpmAMox6vuVVJSwo0bNxgxYgS1a9eu9LnqDErExMRgbGyMj4+Pcv0qXkdd963w8HAuX76Mv7+/EsgpLi7GwsICW1tbAKW4cNOmTTly5AgDBgygUaNGODg4AOXZWY0aNaKwsBCAoKAg9u3bx6BBg7CwsCAhIYGGDRuyY8cO9u7dS4MGDXj++ed57bXXaNy4MX5+fgwdOpT8/Hx69+5NvXr17luvzt+pls38+fOZPXv2416GEEIIIYQQ4n+cBHPE/4R7i+jqVGxFrft3VlYWhw4dIiUlhYEDBzJ8+HCuXbvGlClTGDt2LLa2tnz00UfUq1ePixcv8sorrxAZGUm9evVo3LgxJSUlQHn1cQsLC6C84LCjoyNXrlzB19cXtVpNVlYW/v7+JCUlUVhYiI2NDaampuzbt48FCxYwfvx4fvjhB8aNG0ePHj3w8/OjUaNG9O7d+4H7vDcTBsprDL355pvVdi01Go1y7SoGg6KiojAyMsLPz0+5jrpgir29PWPHjiUkJIQ6depw8uRJevXqpXTkun37NnXq1CE5ORn4bwCladOmREZGMmnSJGxsbMjPzwfKW6Dfvn2bn376iRYtWmBubk58fDxeXl6oVCrOnj1L37596dq1K++//z5t2rThs88+Y/Xq1ZiYmODj41NpT1UFwR61B7Wnr2jatGlMnjxZ+Tg3N1c6YAkhhBBCiCeW9v9vj3sNTyIJ5oi/nYqtxe+t/VIx+JCens758+cpKSmhZ8+eAPTq1QtPT08MDQ25cuWK0imrdu3adO7cmdatW9OgQQMiIyN5+eWXUavVxMfHExMTg5ubG25ubiQnJ+Pk5ESjRo348ccfCQsLIyMjg8LCQq5cuULHjh3Jzc0lNjYWb29vfv31V+XozHvvvYerqyuGhoasXLnyofdenbVtdEfMKgbA7g2GlZWVkZeXh729PefPn2fDhg288847vPPOO7Rv357MzEzGjRvHtWvXWLlyJUuXLqVly5Z89913leazs7PDw8ODQ4cOMWrUKCVgZGxsjKWlJTY2NpiZmSmt1F1cXDAwMODIkSM8++yzXL16lVWrVgHlr6GJiQlQXvi6YgX5ezOTHqWqvi51/kwgB8rr8khtHiGEEEIIIcRfJcEc8dhVVdPm3iNYN27cIDc3l++//5769etjYGDAunXrsLOzw8DAAI1GQ+/evfH29kaj0bB8+XKioqKYN28exsbG2NjY4OLiwunTp/Hx8eHIkSNMnz6dnj17Mnz4cI4fP87gwYMxNjYmOTmZkJAQRo8ezTfffEP79u0JCgqiTp06XL58meHDhzNs2DC8vb0JCwurVEi3RYsWldatVquVDJjqrtNSUlLC2bNnuXLlCvv372fYsGF07dpVuYa6/+r+rTv6dOHCBXbs2EFubi7r16+nR48ezJo1i+bNm3PhwgVmzJhB69atUavVDBw4kM2bN7N7925SU1M5e/YsTZs2ZcGCBcB/g08WFhb06NGDL774gqioKFq2bMndu3f57rvvmD59OiqVCrVaTWpqqtKN6+mnn8bZ2RljY2Nq1aqFnZ0dAM2aNavW66SP5ORkioqK8PPzqxRQvPfrMiEhAa1Wi6+vL8uWLSMpKYkPPvigylpGQgghhBBCCFFd/j7FJMQTqaSkhKNHj7JkyRImTJhAXFzcfY+p+EtvcnIy58+fZ+HChTz33HNcuHABgBkzZvDee+/h6OhIx44d6dSpE5s3b2bJkiWYmJiwfv168vPz8ff3x93dHSjvANWwYUOSkpIACAkJ4dq1ayQmJpKfn09ISAjJycnExMRw4sQJHBwcKCsrUwodN27cmKlTpzJnzhymTZtWqbtUt27dcHNzq7LFt7ZCtXRDQ8NKR6aq07x582jRogVXr14lMDCQunXrAlBQUMDx48c5c+YM8fHxdOjQgbCwMKZOnUphYSEajYavvvqKwMBArl+/jre3N1999RXPPPMMXl5eytGykpISPvjgA9RqNVOnTqV169ZcvXqV2rVrU1hYSElJSaV9NWzYkJkzZ7Jw4UKaNm1KcHAwLVq0oG3btgBMnDiRUaNGKWN69epFeHg4YWFhSiDnUar4OmnvqXB/7tw5tm7dWinb5sqVK7z99tu8+OKL7Nixg7KyMlasWMGMGTO4evUqu3bt4oUXXgAeX4FlIYQQQggh/k402r/H7UkkmTmiRi1fvpwffviB4OBgPD09laMqubm5aLVa7O3tOXjwIKdPn+a1117jrbfeIi4ujiFDhtCgQQMWL17M5MmT6datGxEREYwePRpra2vu3r3LjBkzOHnyJB4eHhgZGXH58mWCg4P59ttvgfKW3+bm5qSkpADQpEkTFixYwPvvv0+jRo1o06YNTZs2pW/fvpSVlQHw5ptv4uTkpKy/qKiIPXv2cPnyZfLy8tiyZQvw4MLLD7qvJujq73zwwQfKfUuXLuWnn37CycmJ5s2bk5qayuDBgxk8eDDLly9n4sSJrFy5Eg8PD8LDwzEzM6NVq1Z89dVXGBkZodVqSU5OJiwsDHNzczZu3EheXh4AU6ZMwc/PD0NDQ4qLi7l48SKNGzdW5tZoNAwfPpzGjRujUqmoU6eOksmi1Wrvq3PzKGg0Gi5fvsytW7cICgrC19f3vrb3usLOUF7DJiUlhczMTObNm8f3339PaGgoK1asYOPGjQQHB+Pq6sqOHTuwt7dn7ty5zJo1i8mTJ+Pv768E1IQQQgghhBCiJkkwR9SYu3fvcvjwYT755BNCQkKA8hotBgYGjB8/Hm9vbxYsWEBubi43btwgPT2dtm3bkpKSwqRJk4Dy7JPNmzfTo0cPLCwslFoqR48eJSoqiiNHjqDRaOjXrx+pqak0aNCApKQk8vLysLGxQaVSERsbC0DLli2pX78+UN5mrn///kqxXx0vL69KH5uZmeHt7U337t0JDQ1VOlD9HTIvGjduzCuvvML27ds5duwY9vb22NraEh8fz86dOwEIDAzkzJkzWFlZ8dprr9G8eXO0Wi2WlpYUFBQA4OzsTGlpKYWFhbi5uZGenq60Tu/RowfPPfccJiYmODo6KnNPmzZNyVLSMTAwQKvVKte4osdxvTZt2sTMmTOxtbXFx8eHdu3aMWHCBAwMDCgpKeHKlSsUFRURHh5OamoqL730EkFBQeTm5jJo0CBcXV2ZPXs2HTt2JDY2li1btjBlyhR2797Nrl278PLyolWrVsyZMwcDAwNeeOEFysrKqszWEkIIIYQQQojqJL91iBqjVqtxc3Pju+++Iy0tDScnJ4KDgwF46qmn2L9/PwB+fn6YmJiQnJxMUFBQpSMvzZs3VzJKMjMzuXv3LqampgQEBJCamsr58+c5evQoqampnDlzhm7dumFqakpeXh4eHh4MGzYMS0tLADw8PFi7di1QHqSpGMipmJ1RkaurKy+//HINXaG/xsfHh/z8fL799luaNGlCp06diIuLo23btty+fRtHR0e0Wi0ZGRlYWVlhamqKs7MzmZmZBAQEEBMTQ4sWLbCzs0OtVhMdHc2oUaOUjkubN29m0aJF7Nq1Cz8/P8LDw5XW4q+88kqVa3qUQRtdPaKqCg/fuHGDDz/8kL179yrdos6cOQNAYmIigwcPxtTUFEtLS0aPHk2/fv0oKCjAzMyMTz75BEA5smdkZERiYiK2tracOnWKFi1aMHbsWOrWrYtKpWLr1q289dZbnD17lrVr1zJs2DDlqNqf5WNrhpW1+UNfA0MD/a63+i/kmrqYqvUaV3r1lN5zGga31WucgcnDX1MdL6MSvcblpWbqPWdRxm69x1rU8tdrnJWn0x8/6AEMLK31GqfV6Pc1BJAbn6LXOMfWLfWesywlXu+xmpIy/capNXrPaWSmX5H1gswCved0CnL84wdV4W5avt5zmliZ6DXuuRaees+5/liS3mMnDGug17iSXP2v0e2r6XqNu5uSo/ectr76fS2knk7Ue04D4/t/fqtpdrXsHvmcJlbGeo81tjTTa5yFu36vJ0BJnn7vKS4tw/Se09injt5jSxOu6TVO3/dcACtPZ73GmbZ55o8f9AAaM/3+360xfPj3XG1u+f/LdA1ZHqfHPX9NkWCOqDG2trb079+fyZMnc+zYMczNzSkpKWHjxo20bNmSJUuWAOUBExMTExISEmjTpg3x8fFcvXqVunXrcuvWLfz8/LCzsyMjI4P09HQcHR0JCAhg+vTpjBs3jmbNmrFo0SJ8fHwwNjbmxx9/VNYQEBBQaU0PCtpUdd//An9/f95//32ly1NeXh4mJiakpKTg6OhI8+bN+eabb5gxYwaRkZHUrVsXV1dXrKysOHv2LM8//zy2trZ06tQJAwMDAgICWLZsGQ4ODkqQZNy4cY9zi0D563ZvZ7Pfe82ioqIIDw/H29tbOdoXFlb+w8GHH37ImDFjePHFFzlx4gRTpkyhY8eO+Pr60rhxYyW7xt7ennPnzhEcHIybmxv+/v6MHz+eoKAgoDwo5Onpyfr16xk5ciRTp05l1KhRZGRkMG3atBq+IkIIIYQQQoh/MgnmiBrVoUMHpRDv5cuX2bRpE4sWLWLWrFlkZpb/BdvFxYXffvsNb29vHB0dMTMzY/ny5Wi1Wo4cOcK6deswMDCgT58+ldo6v/TSS7z00ksPtZ7/1aDNg9SrV48ff/yRf/3rXwA4ODhgbGzMrVu3aNiwIdOnT2fdunUEBwdjYmLClClTUKlUjB49WnkOOzu7SgGbijWDHhVd96c/E2wrLS3FwMCArVu3cujQoUoBFt3zHD9+nJCQEEpKSjAxMcHQ0FD5d3R0tNKBLDw8HDs7Oy5evEhQUBDx8fFK0Mjf359bt24BULduXRo3bszMmTOxsrLi/PnzPP3007Rt25bWrVsTGhqKvb09X331lXIUTwghhBBCiH+6v0MB4sc9f02RYI54JPz8/PDz8+PcuXOkp6djZGRE06ZNmTp1KlZWVqjVaqVQsbe3N7Vq1SIoKEipY6LVapk5c+Z9z6vLuqip9t9/d40aNeLXX39Vgjm2traV6uHUr1+fadOmMXHiRKXLl1arxd9fvyMZ1UkXeOnRowcffvghoaGh9wVycnNzsbGx4YsvvkCj0fDjjz+SlJTEhAkTSExMpKSkhE8++YTJkycTFBREWVkZxsbG2NnZkZmZSWFhISYmJpSVlSn1lmrXrs1vv/1Gt27dgPLgVVZWFkFBQezZs0fJAurfvz9Lly7Fw8ODf/3rX0yZMoUDBw5w9epVXnnlFYKDgzE1NaV9+/bKfiSQI4QQQgghhHgUJJgjalRqaipXrlwhNTWV2NhYIiMjle5Ly5YtY/Xq1djY2LBs2TKl+LCDgwNFRUXKL9tQfrSmqg5SKpXqicu2eRhPPfVUpXbvXl5ezJo1q9JjrK2tKwUZHmXAq2KgTRe8uXcdZmZmJCYmEhoayvr16wkLC6N+/fqsXbuW8+fP88knn/DTTz9RXFzM6tWr2blzJ0uWLGH9+vXUq1ePl19+mSNHjlSqt9S4cWN2795NdHQ0rVq1wsjIiPz8fO7cucOgQYNYtmwZBw8eJD4+ntLSUjp16sTJkydJS0ujtLQUY2NjQkNDmTNnDnPnzsXV1RWtVkv79u2V4I3O73U2E0IIIYQQQoiaIMEcUaNsbGyIjIzkypUrNGzYkBkzZtC8eXMAfH19mTNnzn1jnnnmGaUdtq6NNMgvy1Vp1aoVrVq1Uj5+XNdIF9DQaDSVgmsVixNXDOikpaVx4MABevfuTUhICBcuXKB3795s3LiRmJgYZs2ahYuLC4aGhmRlZdG2bVvOnDmDu7s79evXp0uXLsrXSN26dTl//nyl+Xr27El8fDxvvvkmGzZsICMjg8jISGxsbJg0aRKGhoa89957uLq6MmTIEMzNzWnTpg1t27attF5dNpPuY90eK2aBydelEEIIIYQQD/aEnnJ67CSYI2qUhYUF8+fPf+DndcekDAwMlF+KBw8erHy+qk5F4vGqeLTt94oSp6amcvDgQW7fvs2wYcNYvnw5ubm5zJ8/n+TkZH7++Wf8/PwIDg4mMjISgO7du3PkyBGgvPuYWq3m1q1bNGjQQCls7e7ujkajISMjA4CgoCB+/fVX4L9fL6ampowbNw5HR0eeffZZbGxsCA4Opm/fvgB06tSJTp06VdrXn/1ak69JIYQQQgghxOMmwRzxSKjV5a1o720l/U8/JvV3pmsjqNVqK71GVb1m8fHxnD17luvXr5Odnc2zzz7LwoULKSgoIDw8HCMjIzw8PDhx4gRQ3sHMy8uLxMRE6tevz5dffglAkyZNWL16tfKYwsJCkpOTCQ0NJTU1FQA3NzcMDAxISipvEevn58f169eByoEWc3NzXnjhBV544YUH7lH3dfmovgaLi4spLi5WPs7NzX0k8wohhBBCCCGeLPInZvFIGBoaYmhoKFkNfzN37tzhhx9+YObMmXz//feUlpYqn9MF3u4NdNy4cYMJEybQvXt3pf7R6dOnefHFF7G0tGT8+PGcPHmS0tJStm3bxrRp07CysiIsLEyp72NtbY2TkxNxcXH4+fmRn59PWloaDRs2JDk5GSjPwDl27BjXrl3D3d2d+Ph4MjMzsbCwwNvbG2dnZ9RqNXXr1mXPnj2/u0+NRoNarVaOg+novi4flfnz52Nra6vcvL29H9ncQgghhBBCPGq6blaP+/Ykkt+shfgHKCsru+++u3fvMnPmTJYuXUpRURE7duzg1VdfBaCwsJCff/6ZiIgIevbsyezZswEoKSnhp59+olOnTixatAhra2tmz55N+/btcXBwoH///nh4eJCTk0PXrl0BKCoqAso7a+Xn51NUVIS1tTUJCQlkZGRgYWGBqakpN27cwNrampEjR9KmTRu6dOlCWFgYtra2AGzatAlzc3MAJkyYwDPPPKMEYzw8PH53/7qgVHXVt0lPTwf+e+Ts3iDRg0ybNo2cnBzllpiYWC3rEUIIIYQQQvyzyDErIZ5AukLDRUVFfPHFF+Tm5vLuu+9WKii9e/duTp48SVRUFADXr19n5syZrFmzhh49etC1a1dmzpzJ6NGjiYqK4p133mHmzJl89NFHjB49moiICM6ePUtwcDAODg5otVqsrKyA8lpJsbGxQHm3KgAjIyOCg4P54osvCAkJ4fr162i1WsrKyvDx8SErKwuAmTNncvHiRWrVqoWzs7Oyp169elW5x5qmO2pW8botX76c7du3VyqEXFRUhJGREUZGD35bNTU1xdTUtMbXLIQQQgghxN+B7mfpx72GJ5Fk5gjxP0qtVpOZmQmUHyOqSBdgMDIywtbWlrS0tEr3FxcXc+rUKaWejFqtpnbt2vTt25fdu3fj7u5O7dq1ad26Nf3792fKlCns3r2b/Px8JRjxwgsvsGvXLtatWweAk5MTFy9eBGDgwIGcPHmSzz77jOXLlzN79mzS09NZsWIFv/32G5999hmDBg1i5syZqFQqVq1aRe/evYHyQFB4eLgSyHnQm29NBHI0Go1yqzhPxeOBLi4uWFpaKtd+2bJltGvXjmbNmrFixQolKCWEEEIIIYQQNUWCOUL8j9DVfdEFGrKzs5XjTxWDDdevX+eHH34gPz8fIyMjfHx8uH37NvDfAIipqSnx8fE4ODhUaifu4+NDQUEBZWVlODg4YGdnB5QHauzt7cnIyKB+/fo0adKETp064enpqQRwPD09OXjwIADOzs4sXbqUlJQUfvvtN0JDQ7G0tMTFxYWvv/6aiIgIBg0aREhIiDL3owzaQHkAS1cAWcfAwEC5QXmB4v379/Phhx8qxZsdHR0xNjYmISGBpKQkysrK+Prrr7lw4QLbtm1j/fr1v7sfIYQQQgghhPir5JiVEH9D+fn5rFixgi5duhASEgLc3xLb2NiY1atX4+Pjg6GhIePGjWPIkCEUFhbi6+vL4cOHmT59utLiOzk5Wfm3oaEhTk5O3Lp1i6KiIiwsLAAoKChQCgvXq1ePb775hiZNmpCWloaXlxfm5uaMGTOGbdu2sXLlShISEggKCmL16tW8/PLLlYoJ16lThwULFlS5P7VarRxR0gVraiJoU7Ejl4GBQaU57i18XFpayrlz54iKimLfvn1Mnz6dEydO8MsvvxAeHs7mzZtJTk6mX79+WFtbk5mZSXp6OqtWrWLr1q0UFhZSWFiIi4tLje1HCCGEEEKI/yWa/7897jU8iSSYI8Rjcm8tloosLS0ZPny4EhgA2Lx5MwcPHqS4uJiPP/6Y77//Hmtray5cuMCLL74IwLp161CpVMTFxdGzZ0+6detGeHg45ubmxMbG4uHhoWTitG3blsjISA4fPqwUK969ezcGBgaYmpoSEhLC6tWrmTt3Llu2bGHAgAH4+Pjg4+NDvXr1uHLlCkFBQQQEBADQvXv3Kveo0WjuO6pUEx2kdHNVDNpUDBZVlJ+fz8aNG9mwYQMtWrRg/PjxODg48PHHH3P79m0WLVpEQEAAISEh9OvXjwsXLjB79mxycnLo168frq6uxMTE0Lp1a8zNzVm/fj3u7u7SrU0IIYQQQgjxSEgwR4galJOTQ3R0NKdOnVI6NelUFWjIzs7m+PHj5Ofnk5GRgb29Pf369SM6OpoLFy7wzDPPcOPGDRYtWsTs2bM5ePAgvXv3pkOHDgBEREQwb948GjRogK2tLYcOHaJjx444Ojpy/fp12rRpowQcBg4cSHx8PAsXLuTmzZtcuHCBmzdvMmvWLABCQkKwsLDg2WefpVu3bjRq1EhZZ0BAgBLEqUiX9VNxjzUVuLk3EFbVXAkJCUqmTUFBAa+88gpt2rTh4MGD/PDDD7z//vvs27ePSZMmsWXLFgIDAzExMVGyoS5dusTEiRMJCQmhY8eObNu2DSg/jnb+/HlGjhyJq6srUVFRPPvss8TExHDy5EmGDRv2UPs5EHcbM8uSh74OnQOcHnoMgI2p/q9JQoF+x8dqOXvqPafW2EyvcYZZCXrPSW6mXsPuXNO/Q5nfyOF6j9XkZes1zj6knt5zGtVtptc4beYtvefUd72anNt6z4mRsd5DU07E6DXOPTxQ7zkdO3bWa5zqLwSjk6Ou6jXOxMpE7zntA1z++EFVKLmr/9ffhGEN9B67ZEO0XuPeGB+u95xatX7v11butnrPaWpnpdc4e397vefMS76r99jCO0V6jXNr7KP3nFnXUvUaV6TnWgEMjfX7lc/YUr///wJYeer3M0pBgv7fo+Yl+l+ju4n6vS55iWl6z6nv9TVJvaH3nLl1O+k1zi7xxEOPUWVk6DWX+PPkz8hC1KD69eszadIkUlJSWLNmDatWraK0tJTs7Gx2796tHFUC+OSTTxg3bhzr16/HwcGB5ORkzp07h4mJCevXr+f69eskJiby/fff8+OPP3L9+nUaNGhAZGQkAElJSRw+fJiJEyfy5ZdfMmrUKI4ePQqAh4cH165dAyof/3n99dd56623+PXXX/H29mb69OmEhYUBEBQUxI0bNwgKCqJZs2YYG1f+haaqmjDVFbhJSkoiMjKSmTNnsmrVKu7erfyDWsVMn8LCQtLT00lLS+Pll1/mlVde4cqVKwCsWrWK6dOnM2DAANq1a8e8efOIi4vjxo0b1KlTh9atWzNq1ChcXFzYv38/jRs3Vgo8l5SUsGfPHsLDw/n0008ZN24cN2/eBMqDOTdu3MDCwoK5c+fy3XffERYWxqBBg4iNjaW0tLRaroMQQgghhBD/y7Tav8ftSSSZOULUoEaNGjFmzBj69evH119/zalTp4iMjOTAgQOkpKTg7OxMdnY2L730Ek2aNOGHH35g1qxZtGvXjtLSUn744Qdu3ryJq6sru3btol27dvzrX/+iWbNmuLi4UL9+fbZv3w6AlZUVRkZGpKSkcPLkSY4fP87p06eB8uLEqanlf3GomM1iZGRE165dlWNWFXl4eDB69Gjy8/OxtLS87/PVXRMmJiaGefPmcerUKdLT0zExMWHs2LHUr19faXmelpaGq6srKSkpfPXVV9y5c4edO3fi6empHCnLyclhzJgxHDp0CF9fX+zt7enevTtlZWWkpaURERFBSUkJoaGhaLVa3NzcMDAwQKvV4uTkREFBAaWlpZiYmGBlZUV0dDRr1qwhPj6eoqIibt26ha+vLw0bNiQrK4vQ0FAWL16MjY2N0oZdCCGEEEIIIWqSBHOEqEGhoaEcOHCAfv36KQWH/f396dq1K9nZ2WzcuJGtW7cSGBhIaGgovr6+SktuLy8v7t69S05ODg0aNCAgIIBx48Ypz52UlESLFi3Iy8tj6tSpuLq68sorrzB06FCOHz/OoEGDGDhwIACDBw9myJAhD1ynrqtTxXozWq2WDz/8sNqviUajQavV3pfF4+bmxtSpU/H392fv3r1s2bKFd999F41GwwsvvMD58+fx8/Nj1KhRdOnShf3791OvXj2io6P597//zbJly7h8+TIAn332GWq1mrp161K7dm3KysowMjLCwcEBrVaLs7Mzu3btYtiwYRgZGXHkyBFefvllzM3NyczMJC4ujjp16jB69GhiY2P55ZdfGDZsGEePHsXNzQ0jIyPmzp2r7EdX2+j36iAJIYQQQgghRHWRYI4QNSg8PJyZM2dy4MABvv32W4KCgqhfvz6bN29m6dKlBAUF0bBhQ06ePEmvXr1Qq9VkZ2cD4Ovri1arJTs7m86dO7NixQomTJhAeno6cXFxzJw5k969e7Nw4UKuXbvGU089ha+vr3K0qqI/yqKp6njUX8m80Wq1qFQq5ShWxed6UKDD2tqaunXrAuDu7s6NG+XngTdu3Ejfvn35+uuvuXLlCi1atOD27dvUrl2bxo0bA9CqVSuOHz/O7du3cXR0xNrampiYGHx8fLhy5QqXL18mODiYQ4cO8fTTTzNkyBAOHTrEkCFDSEhIoEuXLgQFBVFYWMi4ceOwt//v2f158+Y9cI/37udBBZeFEEIIIYT4J9Joy2+Pew1PIgnmCFGDmjVrxoULF9i0aRNNmjRh6NChlJSU8Mknn7B161Y8PDx4//33iY+Px9TUFBMTE1JSUtBoNFhYWFBWVkZycjJGRkZ89913fP3117i4uNCwYUP8/f0B6NatG926das0r671Nzw4eFKd7g3aVNVuPDY2FltbW86cOcOyZcuwtbXlP//5T5WBJB8fH0pLSyksLCQyMpJLly7x4YcfYmxsTJs2bdBoNNjb21NcXExZWRlOTk4YGRkRFxeHo6MjtWrV4syZMwwZMgQ7OzvmzJmDkZERWVlZNGnSBENDQ95//33OnDmDra0tTZo0wdjYGFNTU/r163ffeh5VK3UhhBBCCCGE+DMkmCNEDfL09MTLy4vly5dXut/MzIwff/wRW1tbzp07x+3bt8nPz6d27doYGhpSVlaGiYkJixYtwtnZGQMDA0xMTBg9enSV8+jaf+sCDDXRQQr+e4zo3gyUewMbx44do2nTpsTFxfH555+TmprK1atXady4Mb6+vkycOJGlS5eybt06hg4diolJ5Y4mdnZ22NrakpSUhKWlJc8++yxvv/12pcCUt7c3qampFBYWYmNjg7GxMefOnaNp06bUqlWL8+fPM3ToULp27cqdO3d47rnn8PT0xMnJCa1Wi4uLy31BMN0e791TdV3P4uJiiouLlY9zc3Or5XmFEEIIIYT4O9L9/vC41/AkksIOQtQwS0tLfvnlF6C8QxLA8uXL+fXXX/nhhx8YP348K1euxNzcnGnTptGvXz9MTEzQarW4urpWCmBotVo0Gs19c1SsdfNX3LlzR/m3Wq2+by5dFymVSkVBQQEFBQUAnDt3js8++4ysrCwABgwYwOnTp7GwsGDnzp2MGDGCCxcucOnSJYyNjenQoQN9+vQhLi6O9PT0+9ZhaGiIn58f0dHRdO3alatXr3Lu3Dm0Wi0bN27k4sWLBAYGEhMTQ25uLlZWVnTp0oXatWsD8OGHHzJ//nwKCwsxNTWluLiY0NBQnJyclH3orue9b+41eVRq/vz52NraKjdvb+8amUcIIYQQQgjxZJPMHCFqWMeOHcnLywNQMlDq1avHN998U+Xjq8p80amuQENOTg7R0dGcOnUKa2trRo4cyalTp5g5cybr16/H1ta2UjaKRqPBwMCA48ePc/bsWfbt20dUVBTDhg3jnXfeIT8/n0uXLnHr1i0cHBxo3bo1ly5dolmzZrRq1UoJYoWHhyvP6enpycWLF8nMzMTLy0vZt46/vz+7du1i5cqVFBUV8frrr5OZmYm/vz8+Pj60bt2awMBAPD09ARg0aJAyVtd9y8zMjKeeeorAwMAqr0N1BW3UavWfCqhNmzaNyZMnKx/n5uZKQEcIIYQQQgjx0CSYI0QNW7p0KcB9wQpdls3jqMVSv3593N3d6dq1K5s2bQKgSZMmuLq6kpiYiLW1NXPmzGH37t0UFxfz5ptv8txzz5GRkcHatWsZP348W7ZsYcSIEWzYsIGhQ4dibW1NUlISISEhBAcHc+rUKUaOHElgYCA3b95U5ti1axdQ3vpco9GQlpZW5RpbtWql/Hvo0KH06tULGxubSo/x8fGp9LEu6KSjUqlo1qzZX79gPPiIGfz5Y1impqaYmppWy3qEEEIIIYT4u9P8/+1xr+FJJMeshHgEKhYk1lGpVBgaGlbbEamH0ahRI959913mzZvH2LFjOXPmDBkZGTg5OXH9+nUMDAzo0qULu3fvZuvWrURFRbFt2zZCQ0MJCgrC3d0dgBYtWnD48GHs7e2xsrIiKSkJKA8WnThxAijPwElMTATKW7UfO3YMABcXF1QqFYWFhcr1qKhNmza8/fbbyse6QI5Go6nyqBlUX7HnoqIifvzxR2UPuvXpXivd0aycnBxu3rzJ559/zvz585/Y87hCCCGEEEKIvxcJ5gjxCNRUQWJ9hYaGcuDAAQAcHR1JSkrC2dkZR0dHYmJiAHBycmLChAn069ePX375hVOnTuHo6Ii9vb0SgGnatClXrlwByjNtDh06BEBaWhpnzpxRnv/WrVvKvKNGjUKj0eDo6MiHH35YZfcoHbVafd99BgYG1RK0KSoq4vLly8D9ASIjIyO8vLyoU6eOct/ly5f55ptv+Oabb5TAU3BwMJ988glpaWkcPHiQ1atXVypwLIQQQgghhBA1QYI5QvwDhYeH88svv3DgwAG+/fZb6tWrR3BwME5OTkp2zbfffktYWBgnT55k0aJFREdHY2FhgaWlpVLoOCQkRAnmDB06lMzMTEJDQ0lNTWX8+PEUFxfTvXt3vvzyS6A8qDV79mwlGPNHQa6aCILpsmcuX77Mr7/+ClQOECUnJysZU1FRURQXFxMfH8/kyZM5cOAA33//PZ999pmyfzs7O+bNm8cbb7zBpUuXlCNlQgghhBBC/NNpAa32Md8e90WoIVIzR4h/oGbNmnHhwgU2bdpE06ZNGTx4MFDe7luXsXPgwAE++ugjTExM2LVrF7GxsZSVlWFkZMStW7coLCzE3NxcCeI4OTmxYcMGbG1tK81VsUaMSqW6r65NdcrJySEpKYn69evz7rvvMmLEiPuKH+uyaho1aoSnpydFRUUUFBQwZswYLl++jLu7O9999x3Hjx9XumnNnTuXLl26MHnyZC5cuMDChQu5ePEi9evXV/bn7OyMsbExiYmJlTJ6hBBCCCGEEKK6STBHiH8gT09PvLy8WL58eaX7nZ2dyc7OJjc3lwkTJjB58mTu3r3LM888Q6tWrcjLy2PEiBGYm5tjbm6OVqtl9erVQPlRJV0gR1fcuarMmpoI5KjVagwNDdm1axcHDhxg4cKFTJo0CQcHBzQaDbdv38ba2hozMzN++uknoqOjadu2LYsWLWLy5MmcP3+eBg0a8P333yvP6e3tTUxMDOnp6fj4+JCbmwtAYGAgdevW5ezZs4SHh7N582ag/DhZxbpBD8PM2BBz44fPQioovf8Y2p9xJiVXr3EAVib6ZUv5u/rrPeeBbAu9xqXe1T+zq51vgF7jfAY8/Ouvoy0t0XusqmFbvcYZ3zyv95zFzvoFLUt2f6v3nLE7T+o1ztjSRO85fTqH6T22Vo8meo0rKyjSe86ytAS9xpm72Ok9Z/1xA/Qal374uN5z2vi56zXO1N5a7zlLcvP1HvvG+PA/flAVPl524o8f9ABDGrvpNc7U3krvOQ2MjfUa59Cg1l+YM1HvsWVF+r3vmjna/vGDHsCtqaVe40rzC/Wes+i2fv/fL8kt0HtOExv99mnu4aL3nEbOnnqPNUhO12ucW3g9vec0snPQa5zKQv/3MXMj/X4O17g//D61Gju95hJ/ngRzhPiHsrS05JdffqFDhw6UlpZibGyMvb09ISEhZGRkMGDAAOrWrYurqyvOzs7KOHt7e+XfFYsB39tFqjqPSFWsZ1NVMEg3l5WVFXZ2dmRlZXHu3Dnu3r2Lr68vX3/9Nb169aJv376cOHGCoqIiwsPD8fHxISsrCy8vL1avXk12djbdu3encePGBAYG8tNPP3Hr1i1CQkL4z3/+A5RnGqWkpNCgQQMCAgKIjo4Gygs0q1Qq4uPjq23fQgghhBBC/C/TaLVoHnOTkMc9f02RYI4Q/1AdO3YkLy8PAOP//0uar68vc+fOBcqzaxo2bKg8vmIb9YqquxOXruhxxS5fv5fNU1ZWxsyZM9mwYQOhoaEYGhpSWlpKbm4uv/zyC2vWrOHcuXNs2bKFvn374uzszPXr14Hyos0nT55k5syZuLu7c+3aNdavX897771HVFQUJiYmZGRk0LJlSxYuXMjq1atJSkoiJSWFHj16UFpaiptb+V8+bW1tGTVqFNbW+v+1RAghhBBCCCH+DCmALMQ/1NKlS+nTp0+V7bS1Wu19QZrqbqFeVlYGwPfff88XX3zB3bt3gfIsG0NDw0pzRUdH8/HHHzN58mQmT56srBHg0KFD/Pbbb8TFxTF9+nRSUlK4fv064eHhpKWlodVq6dy5M2q1mgMHDlBSUkJYWPmxCT8/P6XTVlhYGIMHD+azzz7DyMgItVqNWq3m2rVruLq6smHDBqKioigsLOStt97C1NQUKysrfv75Z2Wd7u7uWFnpn54uhBBCCCHEk0T7N7k9iSQzR4h/MF2tmXtVZ9BGo9Gg1WrvCwYZGZW//QwYUF5rQRecOXbsGLNnzwZg4MCBvPTSS9y4cYO33nqLnTt38tRTT1VaY1lZGSYm5fUw6tSpw7PPPsu1a9fo0KED+fn5JCUlERgYyMCBA1mxYgUZGRl8/fXXALi4uJCUlERZWRlvvPEGhw8fpqioiIkTJ2Jubs6oUaNwcCg/z+zr66sctaqoqsCXEEIIIYQQQtQkCeYI8Q9W3XVtbt26RWlpKQEB/y0ee+8RKbVazY0bN0hISODnn3/Gx8eHS5cuMWrUKAICAvj0008ZPXo07u7uvP/++3h5edGqVSssLCzo2bPnffNaW1tjYWGBVqvF1taWjIwMDAwMMDMzw9ramoSEBLy8vOjfvz8ff/wxFy9eVGrweHh40LVrV0pLS5kwYQLvvPMOrq6uynPXr1+/0ly6ws4qlUrZlwRyhBBCCCGEEI+aBHOEEHrRarVKxo3OlStXuHLlCpMmTVLamEdERPDzzz9TWFjIvHnzMDU1ZeLEiTg4ODBs2DDq16/P0aNHycvL4+7du5w9e5ZNmzYBMHr0aCIiIujatSs2Njbk5eXdV5OmadOmXLhwgaioKFq1asWFCxcwMzNDo9FgZWXFtWvXaNmyJSqVilmzZgHlGTkA/v7+vPbaawCVWpg/qH16dRd2FkIIIYQQ4kmm0ZbfHvcankQSzBFC/KGqjhJVLIacnJyMg4MD69at45dffmHbtm28+uqrNG3alKioKDp16oSTkxNDhgzh559/pk6dOpiYmPD0008D5dk1qampODk50bRpU5KSkvD09MTBwUGZIzAwkFOnTtG+fXtlPRqNBiMjIz766CPmzp1LQkICAwcOpEGDBhQWFrJ48WLs7OyUrltdunT5U3urifbpAMXFxRQXFysf69qdCyGEEEIIIcTDkGCOEELxRx2rsrKyMDU1xdLSkuzsbIYPH05SUhLGxsbs3bsXHx8fatWqxeLFiwkODmby5MmoVCpiY2PZuXMnBw4cIC0tDUdHRzw9PZVMGxcXF1JTU+ncuTO5ubkcPnyYwYMHExUVhY2NDQB2dnbs37+f9u3bo9FoMDQ0VIIuvXv3pn379vcVH7a0tLxvD/dm3TzKY1Lz589X6gEJIYQQQgghhL6km5UQQqErUlxUVERmZqZy/+7du2nRogVPPfUUU6dO5c6dO/zwww+Eh4dz8OBBTpw4ga2tLRMnTqROnTpKq/Pc3FwuXryIgYEBffv2JTExETc3N1xcXEhLS6OoqAgo7yp18+ZNbGxsePHFF4mIiKBly5bs2bOH7t27A/DWW2/Ru3dvoOpaP7pAjkajUWriPGiP1Umj0Sjt1P/ItGnTyMnJUW6JiYnVuhYhhBBCCCH+VrSgfcy3J7WdlWTmCPEEqnh06EH1X+6VmprK+vXrOX78OJcuXSIgIIA5c+YQGhrKqlWrmDp1Kv369aNfv35s3boVKysrDh8+TFxcHAMGDCAkJAQLCwvMzMw4e/YsQUFB1KpVCycnJ6UuTWlpKTk5OdStW5dvvvmGnJwcnJ2d8fHx4cyZM6SlpdG/f3+Cg4PJysoiJCQEc3NzNBoNbdq0+VN7r6kjUvDfOkEVs5ceZj5TU1NMTU1ranlCCCGEEEKIfwgJ5gjxBPi9o0O6+7OyspRgS1XKysr4+uuv6dWrF5s3b2b27Nls2rSJ27dv4+fnp3R5eumllzh9+jSDBw9m6dKlXL16leXLl2Nubs7ChQvx8fHh1q1bAPTt25fNmzczcOBAjI2NiYuL49VXX6Vbt240a9YMW1tbADp06EDHjh2VtVQsRlxxD382MKWvirV4dP++97pWvLalpaVERkZy6dIlXFxcGDlyZI2tTQghhBBCCCF05JiVEP9DHnSc594AR3x8PKmpqWg0GiZMmEBQUBB9+vTh3LlzD3xuBwcHwsPDcXR0BKBPnz44ODhw4sQJXFxcyMnJAcDZ2ZmLFy/i7u5OYGAgvXv3Zu7cudjZ2WFmZkabNm1YsWIFXbt25c6dO7z33nv07t2b/v3788033zB8+HCcnZ159dVXcXZ2BqquW6PV3p8PWd2BHN0cubm5LF68mOXLlyvzVKzJA+WBm59//pktW7YwYMAA/vOf/7B3715++OEHLCwsuHbtGuvWravW9QkhhBBCCPG/TIP2b3F7EklmjhCPWcUjUTk5OVy6dAmVSkVYWFilIzlarfa+WjHJycnExcVx584dCgoK6NSpE46OjsyePZuwsDDCwsIoLCzk4sWLGBmVf7vrslvu7eJkYGBASEiIklXj4uLC9evXGThwIDExMaxcuZLu3bsTFxeHoaEh1tbWzJo1i61bt2JiYkK/fv1wd3fH3d2dXbt24e3tjbm5OQAjRoy4b99/lGVTXYWJMzIyiI6OJjc3lz59+lQ5h+463759G4CYmBj+85//cOnSJRwcHFiyZAnW1tYsW7aMsrIy3nnnHZo3b06LFi2YNWsWpaWlbN26lUuXLvH0008rGUdCCCGEEEIIURMkmCPEY6ZSqYiOjub1118nJSUFd3d3atWqhUajoVWrVpUed+TIEZKTk6lTpw6ffvophYWFNGnSBBMTE6Kjo2natCmOjo40a9aMW7du4eLiwtmzZ5k4cSK9e/emTp06yhGme4MlZmZmODo6snDhQj788EPS09O5evUqLVq0oGnTply9epXg4GAluGFoaMiIESMYP348Li4ulZ6rTp06lT7W1ZqpGLypyeNSAIWFhYwZM4bjx48TFBSERqMhOjqaadOmAXDr1i0uX75MkyZNcHBwwMXFhYSEBEpLS7lz5w6hoaGMHTuWyMhIPv74Y9577z3CwsLIzMykSZMmFBcXo1KpmDNnDq1ateKFF16gQ4cOEsgRQgghhBDi/ylFiB/zGp5EEswR4hHQarVKO+17FRQUsHr1atq1a8f06dMBiIuLw8zMjP3797NhwwaWLFmiFBY+d+4c7du3JyEhgd69ezN58mSSk5OZPn06ubm5ANSvX58ffviBefPm8eWXX3L58mUiIyMZPXo0KSkpxMXFsXHjRt55551Ka6lVqxb+/v4MGDCA+Ph4/vWvfyntvefNm8enn3563+N1fi/Tpqp259VBd111XbgqMjc3x8zMjM8//5yePXsSGxtLnz59GD9+POvXr2ft2rU4ODjg5OTEggUL8Pb25ujRo6SkpBAeHs7du3f55JNPOHDgAE5OTowePRo3Nzeg/DUzMzMjNDSUTp06MXDgQGXeO3fuYG9v/1D7yC0so8Sg9KH3n3K3+KHH/FX25saPfE5PG/2KRteyq7o+1J/hps784wdVoexOut5zajV/ritaVUz8QvSb8092YqtyztwkvcYVFBTpPafKUL8gsGM9L73nVBeV6D02P/W2XuPK8vW/RtbB+n0tFF25rvecufEn9RqXdjpB7zm16gd3Lfw9pX/h2t6++he+v9X6/SYxpLGb3nN+ezpVvzn1nhE8wvX7XsuK0e89F6A4V///Fxbd0W+sofGj/xVK+zudOv9IUY6+10i/93l4PN+jjo7ueo8tyc3Xa5y6pEzvOY313Ktp/XC958wp1u//+05afV5P/b9mxZ8jwRwhqlFpaSlZWVmYmZlVytBQqVT3BXJ0x5wuXrzIqVOn2LVrl3KfLkhSVlaGm5sbS5cu5Y033iA9PZ3evXtjaWmJh4cHYWFhAErwICsrCyivf5OXl4darSYkJISQkBAGDx7M4cOHSU5OJjc3lxMnTnD79m2lRo7uefz9/Zk8eTINGzastF7dkSmNRlNlcKamMm1+rzNXVde14hg3Nzdu3rwJgKOjI05OTvz000/89ttvLFu2jKZNm/Lcc8+xbds2WrVqhYmJCampqRgYGPDtt9/Stm1bXnzxRdauXUt0dDT16tXj4sWLZGdn4+PjQ/Pmzfnmm29ISkoiOjpaOYL1sMEcIYQQQgghhHgYUgBZCD1pNBrUajVqtVoppHvnzh0iIyNJT//vX+/UajW//PILH3/8sVJgtyIbGxtiYmKUDJjMzEw2bNjA/Pnz8fb25tVXX2Xt2rWUlJSwd+9emjVrhoWFBRYWFmRnZ6NWqzE3N8fT05MTJ06g0Wj47bffSEpKIjU1lU8//ZTw8HClCLKHhwcXL16kU6dOypw61tbWFBcXKwGQsrL7/9pQVRZMdatY/LiqzlwJCQnExcVx+fJlJkyYQPv27Tl27Nh94728vEhISODYsWMsWLCAtm3bYmBggJOTE3Z2dkB5x62UlBSMjY0xNTUlLy+Pc+fOER8fz/Dhw3F3d+f48ePEx8fj7e1NXFycUltnxIgRvPfee1y/fp2wsDBeffVVAgICavTaCCGEEEII8b9Co/173J5EkpkjxJ+g1WpRq9Vs3LiRS5cuMX/+/CozUUpKSlizZg3r1q3D0dGRRYsWcfPmTb755hsaNGhATk4OH330EW+//bYSpPD29katVlNQUICFhQW//vorhw8fZuXKlTz33HP4+PjQpk0b/vOf/6DRaJQAi7OzM8nJyRQVFWFpacnYsWOZNm0aQUFBDB48mP79+6PVannmmWfo06dPpSBDWFgY9vb297Upd3FxYcGCBUoNHF3R5Jqgq6NTVZZPxY+vXbuGRqMhICCAxYsXc+jQIVJTU3Fzc8PNzY2+ffvi7e3NunXr8PLywsvLSwnmhIaG8tVXX7Fv3z7Cw8OZOHEiJSUlHD58mPT0dGrXro2rqyuHDh1izpw5WFpacu3aNQYPHszXX3/N008/jYmJCc2bN+f27dt4eXnx0ksv4efnB5QHl5o1a0azZs1q7DoJIYQQQgghxL0kmCNEBQ/q9KQLOFhaWpKaWn4GPSUlhRUrVnDhwgVUKhVLlizByMiIoqIi3N3dGTduHJ6enjz//PNMmjQJU1NT1q1bx+XLl3nppZdwcnJCo9FgaWmJjY0NR44coUuXLvTv35/+/ftz7do1jh07ho+PD9OmTWP48OF4e3srGSXu7u7k5OQowR0fHx8+//xzLC0tlSNR99IFOerXr1/l542NjfHy0r+2REV5eXkYGhpiYWGBWq1GpVIpAbB7gzhlZWVkZWXh4uJCWloaW7duJTAwkM6dO7Nq1SpSU1P55ptvOHfuHMbGxhw7dozVq1fz8ccfs2LFCurUqcOyZcu4cuUKXl5eyvO6uroSFBTEnDlz8Pb2Bsrr3dSqVYvFixdja2vLvn376NixI4aGhtjb25OTk4ODgwMLFizg8OHDNGvWjDp16ijP2bdv32q5PkIIIYQQQgihLwnmiH+8ioEbXbDh3kyRVatW8fzzz+Pt7U1+fj6FhYXk5+fj7+/PwIEDiYuLY86cOXz88ce8/vrrpKamKp2oioqKmDNnDu3bt6dNmza8++67ODk5KXMDvPnmm/z73/+msLCQZs2acf36dWxsbJRjUD4+PnTr1o0bN25gbW0NwLhx4+7LnNE9L5QHpiruqap9VYeSkhLOnTvH2bNnyczMZNiwYbi4uPD666/TsWNHhg0bVqmuTX5+PpaWlty6dYs9e/Zw5swZdu/eTe3atZk+fTqhoaFK+3OAjh07KoWXw8PDuXjxIgCNGzdWglZ2dnaYmJiQmZlZac+enp5oNBouXbqEp6cnABYWFkyYMIGsrCxee+01AgIC+OCDDwAYM2aMck39/PyUDBwhhBBCCCHEw5NuVjVHgjniiXX37l2ljfeDivZCeYCjoKCA7OxsDh06xNNPP825c+fYvn07r7/+Oq6ursyePZuGDRvi6+uLkZER8fHx1KtXj6ysLNasWcPRo0fJycnhxo0bODg4cOrUKWJiYqhfvz716tWjSZMmjB8/XplTV3hYF3QYO3YstWvX5rPPPuOdd96hYcOG9OnTh3bt2iljjI2NadCgAVAeBPqjI1A13fpbZ968ecyZM4f33nuPmJgY3n//fSZPnkz9+vVJSUkBYOvWrXz88cfk5+fTtm1bZsyYgYmJCT/99BMWFhbExMTwww8/MG3aNA4dOoSbm5tSl6ZRo0ZKDZ9atWpx4sQJABo2bEhubi7FxcU4OjpiZWVFenp6pewqU1NTrKysKCkpqXRNjI2Nef/99+/bS00eKwMoLi6muPi/HSV03ceEEEIIIYQQ4mFIMEc8ES5dusSePXu4ePEiFhYWzJw5k4sXL5KRkUGtWrUwNv5vO+Xr16/j4OCAg4MDABxcnpwAAQAASURBVG+99RbfffcdAwcOZPHixezbtw9ra2vy8vJISUnB1dWVtm3bcunSJZo2bYqtrS03btzA39+f9evX4+3tzfr16/n00085fvw47du3r1Q4uHv37mzevJnc3FxSU1PJyMhg4sSJODo6KsEllUpFp06daNeu3X0BhdLSUhYtWsTOnTvZsWOH8vi/i0aNGtGlSxdmz55NcnIys2bN4uTJk3h7e/Prr78CEBAQwMaNG3FxcWH16tXMmjWLJUuWULt2bSWbqGvXrkrAy9nZmUuXLqHRaHB3d+f27dukp6fj4+NDSUkJGRkZODs7U1BQwIULF2jatClWVlZoNBoKCgqwsrJSrtHSpUsfz4Wpwvz585k9e/bjXoYQQgghhBCPhAYtGh5vaszjnr+mSDBH/M9LS0tj3rx5mJmZ0a5dO+7evUtcXBytWrXizp07qFQqfvrpJ06cOMG5c+c4c+YMAwYM4I033iA1NZXs7GyOHTuGubk5p0+f5vz58wwbNgwzMzOSkpJo1KgRISEhnDx5klGjRuHk5ERGRgbnz5/n5s2bfP7552g0Gq5cuYKFhQWjR4/G3d2dgQMH0qpVKxYuXEjDhg1Zvnw5fn5+DBgwgCZNmlS5FyMjI7RarXJEytDQEGNjY6ZOncq0adMe5WX90xo3bkxMTAwAHh4exMXF0bdvX0xNTZVW6fXr12fWrFns2bOHsrIyrK2tKSsrw8nJCSMjIwoLCzE3N8fMzIybN28SFhbGt99+S2xsLBqNhqysLC5cuPB/7N1ndFTV14DxZ9L7pFfSIT0hjRZ6kF4UEEHAgoDSRJEiCCggCIoioqAoiMJfmhRFRJFupIUklBBKCgTSe++ZmfdD3rkmECxDEMv5rZWlmdxzz71nJgmzs8/e+Pv7U1dXx61bt7CxseHVV1+Vtp1NnTr1gWfW3MudNZbuZd68ebzyyivS56WlpVItH0EQBEEQBEEQhD9KBHOEf7wFCxbg4ODAypUrgV+LGJ8/f54PPviAadOmAfDjjz/yxhtv0K9fP1555RX279+Pq6srNTU12NnZATBq1CiOHz/OlClTMDU1JS0tDWjILNmxYwfQ0H3q6tWrjB49GmdnZ/r27Yu5uTm+vr5SzZbnnnsOf39//P39MTc3x9zcnDVr1vyh+5HJZE1qzKgf+7tycXGhsrKSr776iqSkJAwNDenWrRupqanU1dVRWFjIL7/8QlVVFXv37sXY2JgnnniCjIwMXF1duXLlCoWFhTg5OWFpacmxY8d49tlnad++PYMHDyYyMpLp06djY2ODvb09n3/+OXK5HKVSyfTp06Xr+KsDOerXGfzx50dfXx99ff0HeVmCIAiCIAiCIPwHiGCO8I9WV1eHlpYWvr6+QEOxYXW7bWtra1xcXMjOzsbb2xtPT0+pU1NYWBgnT54kMjKS1NRU6Xz6+vrcuHEDAA8PD7755hv69etHYmKiVHjX0dGRmJgY9PX1WbhwIT/++CMhISH4+flJQRgrKysGDBjQ5FqVSiUqlQotLa2/dXBGE46Ojnz22WcMGjSIxYsXY2pqipmZGUZGRpSWlhIXF4e5uTmtWrVix44d3Lx5k2vXrmFnZ8fhw4fJy8vDycmJZ599FgsLCwBeffVVFi5ceFftH7lcDjzYmkCVlZUkJibi6emJqalpk8ANNA3klJeXExcXh4ODA23atHlg1yQIgiAIgiAI/zSiAPKDI4I5wj+aQqHAzMxM2pakDuRAQ4cjU1NTUlNT6d69u1ToGMDLy4stW7bg4eGBtbU1mzZtolevXiQlJUnZNWPHjuXo0aM8++yzjBw5kvXr11NfX8+AAQMYNGgQALa2tjz99NPSnI2329y59eavKkj8MHh7ezNw4EDGjh0rPWZiYoKJiQnR0dFMmDCBhQsX4ubmRr9+/Rg5ciRaWlqEh4fj6uoqBdkmT54MNKxd4+fyQamrq0NXVxeFQiHNq6OjQ1paGqmpqbi4uAANz11dXZ3UTczJyYnvvvuOHTt2YGRkxNmzZ2nXrh0vvfQSgYGBD/y6BUEQBEEQBEH4bxPBHOEfTU9PD7lczs2bN4GGN+fa2tpoaWlhbGyMtbU1N2/exNTUFAMDAylQ4+Liws2bNykrK+Ojjz5i4sSJbNq0iSeffBJra2tu376Ni4sLX3zxxe9eQ+NOWY2DN/+27JvfEhwczO7duxk7dqyUHWVkZERoaCgArVq14q233qK+vv6uGjHqgEljD3Lt1Fk1y5cvx8/Pj0cfffSubW3e3t6YmppSUlKCpaUl+/btY968ecjlcoKCgnjttddwcnIiPj6ed999l08//ZSVK1eyY8cOEcwRBEEQBEEQBOGB+/emCgj/CVpaWnTv3p1Dhw5x69YtdHV10dLS4vTp09y4cQMTExMyMzOpq6tDX1+f27dvU1tbi42NDdOnT6e2thZHR0e++eYbTpw4gZ6eHn369MHc3FyaQ6lUolQqpeyN5q7hvxS4aU7Xrl2lukPqjBpDQ0Oee+45nnjiCQAcHBz+kmK/NTU1ZGVlceDAAYqLi+/6ujpDau7cuQwePBiAS5cuMXbsWLp06cKrr76KSqXi/fffZ/fu3VRVVbF161a2bNnCqVOnCAwMZN68eVI9JF9fX+rr6wkMDOT27dsP/P4EQRAEQRAE4Z9CqVL9LT7+jURmjvCP17VrV0JCQli6dClyuZzbt2+Tn5/Phx9+iI+PD5WVldTV1bFgwQLMzc3R09MDGrofQUOdnSVLlvD111/j6+vL3LlzMTMzk87/b94e1VIiIiKIiIh4KHOrM22Ki4v56KOPMDEx4fnnn8fMzEzqdKXe8lZXV0dUVBRFRUU4Ozszb948jhw5wv/+9z/at2/P/PnzsbGxQaFQ0KZNG/Lz89HR0eH06dOEhoaiUCiYOHEiH3/8sVTMODc3l1atWknjiouLmwQD/whtLRnaWn8+IOhtZfynxwDoaWsefLQ31uzXhiztmsZzmtppFgS00df8F7e2poE5u7szzf6osgvnNB5rUF2i0bi64jyN59TS0uy1UJFVoPGcll72Go0z9/PUeE7+fxuvJkyD22k0Lu/IYY3n1PUM0micucYzQsmFCxqNc+jgofGcBhamGo2rLa3QeM7yLM2+zwBMHOQajdO3MNF4zlEajtsel63xnC+4anifZpo3B1ApNP9Zr6zT7Pvb0NZc4zl1jQ01HqvxnLlFGo2rr6jWeE65p5NG40xdbDWeU1Gi+e8XnYfwvBi5umo2UFdP4zl1Nf03YH39nx+j1GCM8KeId6nCv8L69et59NFHMTMzY+TIkXz55Zf4+/sTGBjIM888g5GREfb29k3qsKgLEhsYGLBo0SKSkpLYt2/fQwtKCPemUqmatGxvTB1sMzc3x9HRkaysLIyMjKirqyM5OZndu3dLgbv6+no2b96MmZkZFhYW1NTUAJCUlERycjLp6ekYGhqio6ODhYUFeXl56Orqoq+vT2pqKtra2pSUlGBvb09ZWRnOzs4kJycDDYWZy8rKuH79+l+0KoIgCIIgCIIg/FeJYI7wrzFo0CBef/11hg8f3mQ7j+oeaXWNt0eps3WEh0+9pa3x86auR9RcllRJSQkTJkygf//+xMfHU1DQ8FeZDz74gCtXrtC3b18OHTpERkYGhoaGXLx4EV9fX1xcXFCpVGRlZfHOO+/g4ODA8ePHCQoK4vjx4zg6OqJQKKisrKRPnz589tlnpKam8vHHH9O5c2dMTU0xNTUlJSUFADs7O6ZPn46bm9tfsk6CIAiCIAiC8HenUP49Pv6NRDBH+FdRKBR3ZW/81+vZ/J1VV1ezfft2Dh/+dUuBlpYW2traTZ6369evEx8fz/z58zlz5kyTc2zcuBFzc3Pef/99ysvLyc7Opra2lqCgIPLy8jAxMWH48OHs2LGDW7duERgYSEFBAfr6+tjb2xMXF0ebNm2YN28ey5YtY+jQocTGxmJgYEB1dTXnzp3jgw8+wNjYmKFDh3LlyhWGDBkCwJIlS5g3bx4ApqamPPLII1LtIEEQBEEQBEEQhAdFBHOEfxV1Jyvh7+Ne26OgoVhyly5d6Nq1q/TY8ePHWbRoEUuXLqWkpKE+waBBg3j//fext7eXMl/UBam/+eYbevTogY+PDxMmTMDGxoZbt27h5uZGVlYWtbW1TJw4kezsbBYuXEhYWJgUcPHw8ODKlSuUlJQwY8YMHn/8cc6cOUNQUBB+fn70798fR0dHtLW1mTt3LufPn2f79u2EhYWhUqma1FZqfL+CIAiCIAiCIIgCyA+SKIAsCEKLUKlUZGdnY2tr22QL250t26EhI+fy5cvcvn0bfX19iouLGThwIPn5+axdu5bAwEBSU1NZvnw5b731Fr169UJHR4cXX3xROoc6aBcUFCS1prexsUFPT4/bt2/Tpk0bLl26RE5ODp6enoSGhjJ69GgMDQ2xt28oourt7U16ejr6+voEBgbSp08fQkNDpWDP0KFD75pPoVDcc8uX+n4FQRAEQRAEQRAeJJHCIAiCRtS1bRpn3axdu5a6ujpkMpmUkZOQkMD69euJiooCGjJppkyZwrJlyygtLSUpKYnY2Fj09PRYv349np6evP766yxZsoSysjKOHDlCYGCgNEddXR3wa9DE399f2qZVU1NDXFwciYmJuLi4cOPGDfLz8wHo0aMHr7zyCu3a/dpdZsKECSxatAgDAwOee+45+vfv32SblLrwcmMi+0sQBEEQBEEQhIdNZOYIgvC71FuatLW1pcfuDGiUlpZy9OhREhISaNu2LVOmTCEmJoaNGzfi7e1NfHw8eXl5BAcHs3r1ap5//nlGjx5NXFwcX331FWlpaXh7exMbGwuApaUlAQEBxMfHExERwd69e5tcg7rd+KOPPkpCQgJdu3ZFLpfTp08famtrcXZ25pVXXsHLywsAe3t73n333bvuTX0eddCmcWZNS2fZ1NTUSB201GsmCIIgCIIgCP9WSpUKxUPe5iS2WQmC8K+mzkJRqVRNtklB0yCOWkxMDJ988gnnzp3jueeew9vbG4VCQWFhIcOHDyc3N5fo6GhGjhxJeHg4kyZNIjU1lQ8++ICQkBAsLS2BhpbiMpmM9PR0AgMD+fTTT4GGejoJCQl06dIFNzc3EhISgF+DSOrrc3R0ZMWKFURHRxMQEICtra10jT169LjrHpVKZZP7abwd7EFbvnw5ixcvfuDzCIIgCIIgCILw7yaCOYIgAM3XtoGGrJw9e/bw3nvv4ezszMSJE+nTpw9HjhzB1taWb7/9FgsLC+RyObW1tezbt4/AwEBu3rzJoUOHOHz4ME5OTnTp0oWhQ4diYWGBvr4+RUVFQEPGjKGhIdnZ2YwcORI7Oztee+01CgsLyczMZNCgQZiYmNC7d2+qqqowNDS86xpNTEyIjIyUPm+cbXNnpk1zgan7pVQq/9DWq3nz5vHKK69In5eWluLs7Nzi1yMIgiAIgiAIwr+bCOYIwr9Y405SvxfESE9P5/vvv+fKlSvExMQwduxYJk+ezLVr1/j8889Zu3YtmZmZvP3225iZmVFVVcX58+e5ffs2pqamQEMB4pSUFKBhm5StrS2vv/46ISEhTeYyNjYmNzcXhUKBkZGRNL9KpWL79u2sWbMGFxcXXnnlFUxMTADYvHnz797rnVk2LZ1tc6+gzR+toaOvr4++vn6LXpMgCIIgCIIg/F0pVQ9/m5Py37nLSgRzBOHf4M4MFLU/k4kSFxfHtGnT2Lt3L6NGjWLlypU4OTlhYWGBSqUiLCyMkJAQrl69yunTpxk/fjy6urocOnSISZMmsXz5cjp27EhZWRkAcrmcxx57jCVLljB8+HBu375NTEwMmzdvxsnJiZqaGqqqqjAxMWHKlCnI5XJ0dXXR1dVl3rx5d12fUqm8Z/aQ+l5bSnV1NUeOHMHHxwdPT09pfdVBG3VQR6lUkpaWxuHDh3FwcGDAgAEtdg2CIAiCIAiCIAj3IoI5gvAPog4q3BnYUP9X/fW6ujp0dXVJT09nxYoVJCcnY2lpydatW+8Z+PHx8cHS0pKBAwcik8l46qmnOHToEJ07dyY8PJzy8nJMTEzQ19dHqVRia2vL/PnzAbCysuLChQsMHDgQFxcXHnvsMQICApgzZw42NjZ8/fXX2NraMm7cOPT09Hjuueea3JODg8Nd96kOmKivtaU7SNXU1FBaWoqNjQ319fVSsEYmk1FfX49cLsfMzExa3/T0dC5cuIC5uTldunQhOjqa9957DyMjIyoqKtDR0SEvL49nnnmmRa9TEARBEARBEIS/p6KiIqZPn86+ffsAGDJkCB9++CHm5ubNHl9XV8eCBQs4cOAAN27cQC6X88gjj7BixQocHR3/1NwimCMIfzMVFRUoFArMzMxQKBTNFuttHNjIzc2lpKSEyspK2rZtS1lZGW3atCE7O5tt27ZhZWXFuHHjpILD6mDQncERBwcHWrduTUZGBq1atcLc3Bw9PT2cnJzYvHkz169fJywsjF9++YVhw4aRlpbGl19+SUJCAqmpqbz55pvo6Ogwf/58rl27RnBwMGZmZgwYMKDZjBV1UOl+M4r+LHWga8uWLdTX1zNp0iR0dH79UVhZWYmJiQm2trbExcXRt29fTp48yYwZM3BwcMDU1JTbt28zePBgysrK6NixIzNmzOCnn37igw8+EMEcQRAEQRAEQfh/CmXDx8O+hgdl9OjRpKen8+OPPwLw/PPP89RTT/Hdd981e3xlZSVxcXEsXLiQtm3bUlRUxMsvv8yQIUOIiYn5U3OLYI4g/A1ERUWxdOlSCgoK0NbWZsCAAbzxxht3BTQuXLiAh4cHhw8fJikpicOHD9O+fXtqa2uxtrbGx8cHU1NT9PT0KC0tJSkpCZlMRmZmJr6+vndtF2rM1NQUpVLJN998w7Rp0zh//jxGRkZ07dqV8+fPs3TpUm7cuIG3tzeRkZHo6enh7+9P586dCQ0NxdbWFqVSSVhYGGFhYU3OrVQq75r7QXSPKi8vp6ioCHNzc7755huCg4MJDAwEfg0e6erqAjBhwgQKCwsBSExM5OWXXyY9PR0vLy927NhBVFQUR44coW/fvmzZsoU5c+bw+OOPc+HCBZ588klGjx6NjY0NAQEBKBQKAgICKCoqora2Fj09vRa/N0EQBEEQBEEQNFdaWtrk8/utZ3n16lV+/PFHzpw5Q4cOHQD47LPP6NSpE9evX8fb2/uuMXK5nEOHDjV57MMPP6R9+/bcvn0bFxeXPzy/COYIwl8kKSmJmpoaAgICmjyen5/Pu+++y/jx4+nWrRv29vZs2LABlUrFhg0bCA4OJjQ0FG1tbUaOHMk333xDdnY227dvZ8uWLQQEBLBx40ays7MpLi7Gzs4OJycnoqOjeeutt9iwYQOnT5/m9ddf54UXXmDSpEnExMQgk8kICwtrkqUTFhbGli1biI2N5cKFC7zzzjsATJo0icjISLS1tfH19ZWufdSoUU3upXFNmcZZNy29Raqxxu3Ud+3axXfffcfu3bvp1KkTrq6uABQWFmJpaYlKpeL06dP8+OOPzJo1CwcHB2pqati3bx89e/Zk0qRJUjFnb29vjh49CjQE0RYsWEB9fT3BwcFUVFRIa52VlYVSqcTKygpTU1OSkpLw9/f/U/dgbqSDoZHun773Wg3/zJBXUa/ROACFhgXsWtt5/eVzqrQ0/xWXbBms0TjXjN0az1lfXavxWFVVuWZz5mdpPKeOqZ1G4xz6PaLxnLVpKRqNK4xP0nhOu5eWaDwWhWbPqXVtteZzKjX7/lZVVWg8ZVVukUbjSm/nazynka2ZRuMqc0t//6B7kLtaaTxW39xEo3Faun/+d4OaY/tWGo17wVWu8Zzr917XaNzKLzTPas08Ga/x2LqKGo3GFV7X/GenaSsLjcZp62r+O01Zp9nPhcqCSo3ntArQ7A9bWobGGs8p09H8+8XMu41G40qva/77RVN1iec1HivPTddsoFenPz9Gq+E1oFSp/gYFkBvmv7OL7BtvvMGiRYs0Pu/p06eRy+VSIAegY8eOyOVyTp061WwwpzklJSXIZLJ7bs26FxHMEYQHoLlMlM8//xy5XI6Pj0+TbT27d+/GxsaG4cOHS5k4EyZMAKC2tpbNmzcjl8txd3cnPDwcAwMDvL29CQ8PlzJALC0tSU1NJS8vDzs7OwIDA4mKiuKRRx5h7ty5ADg6OnL+fMMP/wMHDpCbm0tYWBiqRj9cO3fuTE5ODm+//TaGhoaYmpqiUqnQ09O7KwgFTQMpjbV08EZ9jc3N1Tho5OnpSU1Nwz/MkpKSuHr1Ki4uLowfP14KYB09ehQnJyfMzMxwcHCgoqICLS0t9u3bh7a2Nr169cLb2xtra2vq6uqoqKjA3t6e2NhYHn30UQBcXV3JyMjA3d2dtLQ0qqqqMDMzQ1dXl5iYmD8dzBEEQRAEQRAE4cFKS0uTamIC991lNjs7G1tb27set7W1JTs7+w+do7q6mrlz5zJ69Ogm1/ZHPLg/lwvCf4Q6oNE4KKKlpYW2tnaTwIOHhwcqlUpK76uvb/grycGDB+nQoYMUyFGpVMTHx5OcnMzUqVOpra3l6NGjnD59GgcHB9zd3dHT08PS0pKSkhIA3NzcKC8vJy8vD2j4oXD9esNfxxYuXMjTTz/N119/LW1/Mjc3x8/PD2jastzOzo6UlBRsbW2lDJXf2g51ry1b90OpVKJQKJqspzpg09xc9fX1PP3004SGhrJ7924KCwupq6sjLi6Oixcv0rZtW8zNzTlw4AAAP//8M15eDVkilpaWxMTE8MorrzB9+nSMjY154okn+OCDD9DT08Pa2prk5GSeeuop9u3bx86dO1myZAnh4eH4+/sjl8upr6+Xnst33nmHQYMGteh6CIIgCIIgCIJw/8zMzJp83CuYs2jRIun9x70+1PVtmnuvdK+GM3eqq6tj1KhRKJVK1q1b96fvR2TmCMKf0FwmSuNv1Orqaurq6jh9+jR79+4lLS2NSZMmMWjQIBwcHLhx4wYFBQXSlh9oSPeLi4sDIC8vj9WrV7NmzRoGDx7M1q1bGTp0KOfOnWPXrl1S2291BLigoABo6EQVFhbGrFmz8Pf3x8TEhFu3bgENWSSBgYGEhobSunVramtrcXd3p3379nfdX0hICK+99lqzBZJbmrpj1cGDB7l58yZTp04Fms/qiY6OpqKigu3btxMeHs6zzz4r1b7ZsWMH1tbWHD58mH379hEVFcXt27cJCAggOjqayspKXn75ZQ4ePIibmxs+Pj5SrZzAwEDOnj1L9+7dGTZsGNDwQ/7y5ctSRtLRo0eZMWMGurq6bNy4EUdHR8aNGwc0bDNrfL3qAJkgCIIgCIIgCA3b5TXdMt+S1/BnTJs27a5yEndyc3Pj0qVL5OTk3PU19W6J31JXV8cTTzzBzZs3OXr06J/OygERzBGEZimVDbVIGr9Rv7P7UkVFBcbGxly7do2TJ08SFRVFSUkJkyZNoqSkhN69e2NlZcWRI0eQyWT4+flx5MgR8vLyaNOmjXSeiIgIPvnkEwAsLCxYtmwZEydOZMKECSgUCnr16kVFRQXjx49nwYIFANjb21NRUSGl7xkaGkqpeS4uLgQEBEhbudRbttT09PQYPHhws/dtYWHB448/3lLLCPy65axxm3H4tWNVr169mhQM/v7779m9ezfl5eXMmzePkJAQVq9eTVFREWPGjOGxxx5DV1dX6vT1008/ERYWhqWlJUOHDuX06dNcvHgRDw8PTpw4QWpqKoMGDSI2NpZ58+bRvXt3WrVqqCMQHBzMzz//DMD06dM5e/Ys9fX1TJs2DU9PT5566ink8obaAUOGDGHIkCFN7u1BB7wEQRAEQRAEQfhrWVtbY21t/bvHderUiZKSEqKjo6U/lJ89e5aSkhIiIiLuOU4dyElKSuLYsWNYWWlWk028ExH+s9QBmzu3SEHDm3T1G/XKyobibzKZjISEBIYNG0br1q2ZNWsWycnJ6Ovrs337diwsLNi7dy99+/ald+/elJSUsHbtWnbu3El0dDQODg7IZDLy8/OlOQB69OiBs7MzM2fOlAIw6q1YVVVV6OrqMnDgQNzd3enRowfQUAV9zpw5TSLGWlpaDBkyhODgYHR0dJrUmVHf64N25coVab0aX5e2trYUyFGpVOTk5HDgwAHeeustDhw4wPLly4mPjyc/P59du3bRvn17IiMjef/994mPj6dfv37I5XKGDRuGiUnTIpKenp5cu3YNaAhUmZiYkJKSQqtWrZDJZGRlNRQpHDhwIGfOnGHXrl1SkbJu3brh4OAANLQV/OKLL4iNjZUyb8LCwmjdurU0l3oL2F+1noIgCIIgCIIg/D35+vrSr18/Jk6cyJkzZzhz5gwTJ05k0KBBTYof+/j4sHfvXqChRMTjjz9OTEwMX331FQqFguzsbLKzs6mt/XONE0QwR/jXa/zG+866NvBrPRZ13ZOCggL27NnDa6+9ho+PDyNGjODHH38EGgoHe3l5kZycTFhYGC+88AKurq54eXlJW2zq6+s5cOAAUVFRTJgwgWXLlhEbG4uhoSHGxsYUFRU1md/Ozo4lS5ZQXFxMREQEbdu25aWXXmLcuHEYGhoCYGBggI6ODjY2NtJ9uLi4YGBg0OReGwem1MGTB1XXRv3ReF3Xrl3LzZs3pcfq6uo4evQoM2fO5KOPPqKiooIrV67w8ssv88knn+Dn54exsTF5eXkoFAoOHDiAQqFg0qRJTJo0CW9vb3bv3o23tze6urpNMnjU99e1a1cSEhIoKyujrKyMhIQEzp8/j6WlJWVlZVL2UmBgIB999BGTJk2SzhEWFibtT+3YsaPUqavx6+T3aiEJgiAIgiAIgtA8JaBUPeSPB3h/X331FYGBgfTp04c+ffoQFBTEli1bmhxz/fp1qdZpeno6+/btIz09neDgYBwcHKSPU6dO/am5xTYr4R9NvfWppKSEq1evcv78eS5fvkx0dDRPPPEEs2fPlt54q7flQMM+xl9++QUbGxsMDAwYM2YM7u7urF27FgsLC7Zv3055eTnXrl3j1KlTTJkyhbCwMC5cuMD06dMBGDFiBOvWraOiogIrKyvp3Do6OmzevJlFixbRqVMn3n77bfLz86mrq8PQ0JDU1FSqqqqkQA007Ll89913ycjIwMPDAyMjI+lrmZmZPP/884SHh0u1cu5VUOuPFNr6s+urDtg0LpR8ZzCjvr4eXV1dEhISGDFiBG3btuXll19GX1+fHTt20LNnTxITE1m5ciUzZsxAS0uLoKAgHnvsMfLz8/nll19IS0vDxcWF27dvS+cNDw/niy++4MUXXyQ/P5+ysjIsLCyaXEPnzp157rnn6NKlC+bm5gwfPpySkhK0tLSYN28e9vb2QEO1+hEjRtx1j41fF2p3bgdrKTU1NVK3Lfg1A0sQBEEQBEEQhH8eS0tL/ve///3mMY3/OOzm5nbXrhBNiWCO8I+lDuScOnWKGTNmYGRkRF5eHm3btuXLL7/Ew8OD3NxcEhISqK6upn///iQlJdGvXz9Gjx7N5cuXyc7OpkePHhw9epTjx48zb948du7ciZeXl/RN1qlTJ7y8vEhNTaW4uBgDAwMUCgVyuZzy8nKqq6uxt7enqKiI8vJyTExM6N69Ox9++CGrV6/G3t4ePT09cnJy6NWrFwqFoklrcjULCwspUKEOomhra2NlZcUHH3yAu7v7X54Roq5rc6erV6/y448/Eh8fz+XLl5k9eza9e/fG2dmZ4uJi1q1bR319PZ999hkGBgZYWVlx9uxZcnJyGDZsGCEhIdJ59fT0sLCwICUlhaeffprMzEzKysowNTUlPj4eX19fzM3NycrKIjs7W1ojNT09PZ555hl69OiBi4tLk+CLu7t7k2Mbr6tac/f3R6lfg/X19SgUit9tb7h8+XIWL16s8XyCIAiCIAiC8E+iUKpQKB9yAeSHPP+DIoI5wt9WUVER5ubmyGSyZgsSq9+0d+zYkbNnzwKwefNmSktL8fPz49q1a0yfPh07OzusrKwoLi5m5MiR1NXV0bFjR958801mzJhBTU0NTk5O9O7dm48//pjKykpsbW2pr6+npKQEuVxORUUFSqWSbt26sXHjRpYsWUJhYSHe3t5oaWlhbGxMcnIyxcXFmJiYMGfOHHbu3CkV+FUX0FIX3v09jYMo+vr6eHp6tti63ivbpjm5ubmsX7+e6OhoLCwsmDNnDgEBAfz888+8+eabnDhxgvT0dJYuXcqwYcNYtmwZAwYMwMLCgpKSEq5fv05mZiY6OjqMHDmSHj164OTkxLlz56RuW2ZmZtjY2BAfH4+lpSUTJkxgwoQJVFdXU1xczNatW9HW1mbChAlSMeLmuLq6Sv/fXLYN3Ds49Wdcu3aN5ORkPD098fX1JTs7my1btmBtbc24ceN+sxPYvHnzeOWVV6TPS0tLcXZ2vq/rEQRBEARBEAThv0cEc4S/jcrKSg4fPgxAhw4dePTRR9m3bx+2trZN3hwXFhZiaWkpfa7+mrprkjpIsGjRIlasWIGtrS2ffPIJb7/9NiNHjsTW1hZHR0cAvLy8KC8vp7CwEFtbW0xNTblx4wbe3t68+eabdO3alXbt2lFfX09tbS0zZ85k6dKl9OnTh+LiYpYsWYKVlRW9e/emd+/e0nl1dHQYPXp0s/epzuZ40O41z58JaCgUCkxMTFixYgWlpaWMHz+es2fPEhgYiJWVFYGBgfj4+LB9+3ZOnjxJx44dKSoqor6+HrlcjpOTE+3bt5fajtfX16NSqTA3N+fcuXMUFBRgZWWFkZERtbW15OXlMWfOHL7//nv09PQIDQ3FysoKpVLJtGnT/vC932/ARq2+vp7Tp09TX19Pp06dePHFF4mLi8PZ2Rl7e3vGjRtHhw4d6NChA6tXr2bs2LFSy/Tm6Ovr/272jiAIgiAIgiAIwu8RVTyFv1xNTQ3ffPMNUVFRTR43MjIiJSWFuLg47OzsMDExobCwEICbN28ycOBA2rZty7Rp06Qiu41paWlhY2NDdXU1FRUVZGVl8dhjj/HCCy9QWFjI/Pnz0dLSolWrVly8eBEAW1tbSkpKKC4uBhqKEUdHR+Pp6YmjoyPvvfcebdq0ITQ0lPbt26Ojo8Ps2bM5ePAgiYmJjBo1CpVKhaOjoxTIUbtXF6kHUdcGfg1m3TmP+rG6ujqgoejWtGnTpO1mjY+5k4ODA7169WLDhg0sXLiQ+Ph4bt68SevWrbG1taWsrAxdXV2MjY1JT09HT08PXV1dCgoKABgzZgyHDh3i1VdfZdKkSURERHD16lU8PT0JCgpCoVAADZ2m3n//fWxsbFAqlQwcOFBq7Q4Nz21zXcda2vXr15k3bx5VVVVAQzexU6dOceDAAQwMDHjqqaeIjY3lm2++wd/fn23btgEQEhKCv7//7+6XFQRBEARBEIT/EpVKhfIhfzzo9xAPiwjmCA9EdXU1KpWKL7/8kry8vCZf09fXJyoqivj4eCnYceHCBTZv3kx5ebn0RtrCwoIbN24ADdunZs+ezcWLF/Hw8GD16tVSlyL4NRhhZWWFlpYWWVlZBAUFMXfuXL7//nvWrVsnFb8NCwvj3Llz0vE5OTlkZGQADRlBurq6GBgY4O7uzpgxY0hKSmL58uVSRoWxsbFUt0WpVP5mMeKWqnFTUVEhVUBXB0AazwMNAQ/1/+fk5JCUlMSFCxeQyWRNtvNs27YNa2trli1bxrJly6RzNBd4UigUrFmzBicnJ77++mvCw8NJSEjA1tYWc3Nzrly5AjQExVJTU4GGAM6IESMYPHgwxsbGfPjhh1haWhIcHMy6devw8/MjODiYKVOmSAWdG2erNM60uvM+WyoQlpOTw/Lly0lOTgZ+ff0YGxtz/PhxqeOYqakpHTt2pKysDGhoZa4+Vl0rSalUYmpqSqdOnTh79izl5eUtco2CIAiCIAiCIAj3IrZZCfeluLiY8vJyqRZMcXExLi4uzJgxg8WLF2NnZ9eka9ONGzdISkpCJpNRU1NDZWUlycnJzJgxAz8/P7KysgCora3Fw8ODpKQk6urqOHfuHNu3b8fGxoaSkhKGDh3abP0ca2trqRByz549+fzzz3FxcaGwsJBLly4xefJkQkJCWL9+PdDQrvqFF17A29sbgMmTJwMNtWJKS0ulbkP3qsHyIAsSR0VFsXTpUgoKCtDW1mbAgAG88cYbd13HhQsX8PDw4PDhwyQlJXH48GHat29PbW0t1tbW+Pr6YmZmhp6eHqWlpdL6Z2Zm4uvrK23Hau5eEhMTycvLY9GiRVhYWFBcXMzZs2cZNGgQRkZGnD59mg4dOuDq6kp+fj7V1dXMnj2boUOH4uLiIgVrXn311bvOfWcL9Tvd79qqM6MaB7nU7OzsOHnyJN26daN169bS11u1aoWJiQkVFRWUlpZy/fp19u3bR2FhoVSUWe2HH35gyZIl0nV6eHhQW1vLrVu38Pf3v69rFwRBEARBEARB+C0imCPcFy8vL+zs7Dh69Cg2NjacO3cOd3d36urqKC0txc7OjosXL9K5c2dOnz7Nq6++SuvWrUlPTyczM5MZM2bw6aef0qtXLxYsWMC3337Lzp07SU1NJSAggIsXL5KdnY2vry+dOnVi/vz5v3k96gK5Z86cYcaMGZibm7Nq1SqsrKzo0KEDlpaWDBw4kEGDBgENmTnqrTxqSqUSW1tbpk6dipOTE9ByNVjulJSURE1NDQEBAU0ez8/P591332X8+PF069YNe3t7NmzYgEqlYsOGDQQHBxMaGoq2tjYjR47km2++ITs7m+3bt7NlyxYCAgLYuHEj2dnZFBcXY2dnh5OTE9HR0bz11lts2LCB06dP8/rrr/PCCy8wadIkYmJikMlkhIWFScEre3t7goKCGDNmDB4eHpiamkrBuRdffBFzc3MAxo0bJ127gYEB4eHhd60pNM2uaaksG/X2qzuDP83VBqqsrOTIkSNkZGRgYGBAfn6+FPBR/9fFxYUhQ4ZgZGSEo6MjJiYmKBQKUlNTCQwMRCaTsW7dOjw9PQkJCZHOrauri5WVFfn5+X/6Hq5klKJndHdm1O+5cLv4T48BaGNv+vsH3cNAMxuNxql0Na8VZKLSLLB3P40LWldc12hcvZ6BxnNa9R2i8di6GwkajdNz89V4zorNSzQaV56R9/sH3YOiulajca3GjNV4zsp9H2s+NrdYo3E6Bnoaz2miVPz+Qc3IP3dB4zkLE7N//6BmGFkZaTynuaeTRuOUdfUaz5kdl6bxWAsPi98/qBmW/u6/f9A9FCb9+d9HAPpmmv+8XvnFMxqNm/3slxrPOTLYTuOxWrqa/X6xamP5+wfdQ+7FDI3GWba2+v2D7qGqqEqjcYYWmv9Oyzqr2e9Rx/v4Y56emeY/Uwou313C4Y+oq6zWeM5sDdeozdj+Gs+pCOqn0TjDzIt/eox2cW7DnKqGj4fpYc//oIhgjnBfhgwZwrZt2zhz5gyDBw/m0qVLODs7Y2ZmRn19PQcOHCAjI4POnTuzZ88eunXrxtKlS9m+fTt79uzh4sWL+Pr6Shkw/v7+eHh4kJKSQkBAAPv27UMul+Pn58fOnTsByM7OJiYmhoCAANzc3Jpcj4WFBUOHDpWCOpGRkURGRv7mPdxZKFgdFLgzwHK/1DVtGmfBfP7558jlcnx8fJq0K9+9ezc2NjYMHz5cCkhMmDABaMha2rx5M3K5HHd3d8LDwzEwMMDb25vw8HD09BreBFhaWpKamkpeXh52dnYEBgYSFRXFI488wty5cwFwdHTk/PnzABw4cIDc3FzCwsKkdbGwsGDSpEn4+voSEBCAt7e3tCWqW7du91zHe63pg9Dc9qvKykoSExM5cuQIDg4ODB48GFNTU9avX88PP/zAgAEDuHbtGrGxsQwePBhACuY4OTnxxBNPSC3EFQoFCxYsIDExkcDAQNLT04mOjmbOnDkYGxtLc1ZVVaGtrS1lIwmCIAiCIAiCIDwoomaOcF+8vLzw8PAgPz+f2NhY3N3dMTAwQKFQkJ6eTufOnamoqKCgoAA7Ozvs7e0BCA0NxdnZmezsbFxdXblw4QLQEFw4ceIEubm5eHh4kJaWRmVlJSNGjKBTp06EhoYyYMAAvvjiiybBDzVtbW3at28vbZuChsCCQqG4q9aM2oPoLKXOFmlcbEtLSwttbe0mgQ0PDw9UKpUUzKqvb/iL4cGDB+nQoYMUyFGpVMTHx5OcnMzUqVOpra3l6NGjnD59GgcHB9zd3dHT08PS0lKqrePm5kZ5eblUs6i6uprr1xv+ArBw4UKefvppvv76ayl4Y25ujp+fH9Cwjup1cXJyYvTo0QQFBaGvr9/knhrXtWm8jve7ppWVlXz66af07duXvXv33rNoWX19PRcvXuSzzz4jNjYWgLS0NCZOnMjcuXMpKSlh/fr17Nq1C4CzZ8/y8ssv8/LLLzNy5Ejy8/Olejjqa1a/ntUFo4uLi5HL5dy+fRuATZs2cf78ea5cucK0adPYtGmTNP7q1avS1jVBEARBEARBEIQHRQRzhPvi6+uLXC4nKCiIJUuWIJPJ6N+/PxUVFWRmZtKmTRtycnKoqqrC0tKSxMREoOEN87Fjx6iurqZbt25cu3aNTZs28dFHH2FkZERCQgJyuZyAgACqq6sxMTFh/vz5HDlyhLi4OHbt2iXV6WnOnV2dtLW1H9hWqea6VqmzRWQyGdXV1ZSVlfHTTz8xefJkBg0axP79+4GGblGlpaVS9yf1dTs7OxMXFwdAXl4eCxYsICIigtdffx2AoUOHkpeXx65du6Sx6owQ9ec+Pj6EhYUxa9Ysnn76aUxMTKTAhaurK4MGDWLjxo08//zz1NbW4u7uzvDhw5u9x8adsloq46a6uloKYkFDfZ7nn3+e5ORkqU15YWEhycnJVFRUNHuOVatWMXv2bBITE9mxYwd79+7F2dmZ8vJyQkNDWbJkCaNGjSIuLo5r167RunVrjIwaUnC7du1KZWWlVLBYfV+BgYFkZmZSXd2QNmtiYoKJiQmJiYnU19dz4sQJHBwcOH78OMHBwXTv3h0AMzMzKVj5V7SeFwRBEARBEIS/u4fdyUr98W8ktlkJ9yUoKIi8vDzCwsLIzMzkzTffJCoqihUrVpCVlUW/fv1QKBSUl5fTv39/Vq1axe7du6VW4ImJiQwePJgdO3awcuVKPD09ee+996Q23xs2bJDm0tbWlrpIKRSKZgvbqj2IN9PqgE3jAIZ6O5F6voqKCoyNjbl27RonT54kKiqKkpISJk2aRElJidRu+8iRI8hkMvz8/Dhy5Ah5eXm0adNGOk9ERASffPIJ0LB1bNmyZUycOJEJEyagUCjo1asXFRUVjB8/ngULFgBgb29PRUWF1OXL0NCQ0aNHY2ZmhouLCwEBAVI2k3rLlpqenp603ag5LblNSr1mL730Em3atGHGjBlSJpC2tja3bt2idevWzJ8/nzZt2nDp0iUqKysxMTG561zTp09nwoQJpKSk8Prrr5OZmcnQoUPp3LmzFLgKDAzkxIkT6OjooKenR1xcHD169MDGxoZDhw7x2muvNblHDw8Pbt++TVFREaampujr6zNw4EAiIyPR0dHh8OHDzd5XZWWlFGwTBEEQBEEQBEF4kEQwR7gvrq6uVFRUUFVVxeLFizl48CBGRkZYWlpK7b4VCgVXrlxh2LBhrF27lnXr1uHu7s6aNWvw8fFBS0sLPz8/abvKne6svwIPriCxum7K72WhVFZWYmRkhEwmIyEhgYULF3Lp0iV69+7NzJkz0dfXZ/v27QQEBPDFF18AUFRUxDfffMP27du5dOkSMpmMyMhIZDKZVDRXPUePHj34/vvvmTlzJu+99x6AlMVSVVWFiYkJAwcOxN3dnR49egANxZ/nzJnTpGaLlpYWQ4b8WlRVvZb3Khrcku41h1KpRFtbW8qAUT+Xbdq0oVWrViQnJ9OrVy+gobvUkSNHKC0tbbYWTXZ2Ns8//zz29vb4+PhIGU+urq5S0MXPz4/CwkL09fXp06eP9PykpqZiYWFBeno6Xl5e0jktLCz47rvvpIAigLt70wKU6i17jTOwGm/tEwRBEARBEAQBFEoVivvpStFC1/BvJII5wn0zNTUlJiaGAQMG0LFjR2QyGba2thQUFKBSqViyZAkeHh4AdO/eXdqWcif1Vp47M24eVJaNOsjQOFikfkz9eX19PTo6OhQUFHDixAliYmLYs2cPnp6evPjii/Tr148DBw7g5eXFnj172LBhAy+88AKHDh3Cy8tLqkGjLgYdFRXFhAkTKCsrY9OmTRgaGmJsbExRUVGT+e3s7FiyZAlvvvkmERERVFRUYGlpyYQJE6RuUgYGBujo6GBjYyPdh4uLy1332jgw1biT1P2sq0KhICsrC7lcjqmpaZP1VH+9cd2d7OxsLCws0NfXlx7z9/fnxx9/5IsvviApKYnz589z69Ytxo79teuMq6sr1dXV0vo0plQqOXjwIP7+/rz//vuUlpZK2UytWrWSWqVbWlpSUFDA7du36dy5M6+++iqHDx+ma9euTJo06a5ADdAkkKPW+HXyoIKJgiAIgiAIgiAIf4QI5gj3LTIyUnqzbWnZ0KpxzJgx0te7dOnS5PjmujpBy23lUZ+7pKSEq1evcv78eS5fvkx0dDRPPPEEs2fPluZSBx2goTbNL7/8go2NDQYGBowZMwZ3d3fWrl2LhYUF27dvp7y8nGvXrnHq1CmmTJlCWFgYFy5cYPr06QCMGDGCdevWUVFRgZWVlXRuHR0dNm/ezKJFi+jUqRNvv/22VGTX0NCQ1NRUqqqqpEANNBQwfvfdd8nIyMDDw0Oq9QKQmZnJ888/T3h4uJSx8ldsOVMHt2JjY/nss8949tln6dy5s7SeBQUFVFZW4uzsTEZGBlOmTCExMRFvb2/effddWrduLV1PQEAAWVlZ/Pjjj3Ts2JGZM2eSlpbGyZMnpflsbW2RyWRSEefGtLS00NHRobq6mt27d0tt3pOSknB2dsbd3Z3CwkIcHR3ZsmULnp6eQEMHtsbZSn9US6xjTU0NNTU10ueNawYJgiAIgiAIgiD8USKYI9y3tWvXAtyVnXGvVtUPemuPTCbj1KlTzJgxAyMjI/Ly8mjbti1ffvklHh4e5ObmkpCQQHV1Nf379ycpKYl+/foxevRoLl++THZ2Nj169ODo0aMcP36cefPmsXPnTry8vKQsl06dOuHl5UVqairFxcVSBy+5XE55eTnV1dXY29tTVFREeXk5JiYmdO/enQ8//JDVq1djb2+Pnp4eOTk59OrVC4VC0Wx3LgsLC6lOkLrQsra2NlZWVnzwwQe4u7vf93qq16y4uBhzc/NmawOpqa/RxsYGuVwu1aWJjY1l0qRJ6Onp4e/vz8yZM7l16xaWlpZcvXq1yTnUrwMbGxvMzc1ZtWqVlAkTHR3N0aNHpWvR1dXFw8OD0tJS8vLykMvl6OnpSdc8fvx4rl+/zqZNm3j66af54YcfcHJywsjIiFWrVgENr0t1hpSaQqFoskXqr7J8+XKp5bkgCIIgCIIg/Nv9HQoQP+z5HxTRzUpoEeqCxI09iK1SRUVFUkBFqVQ220UKoGPHjpw9e5Zjx44xZ84cOnXqhJ+fH6mpqYwdO5bPP/+cgwcPsm3bNjw9Pamrq6Njx47s3buXjh07UlNTg5OTE7179yYzM5PKykpsbW2xsrKipKQEmUxGRUUFSqWSbt26sXHjRsrKyrhx4wbe3t5oaWlhbGxMRkaGVOx5zpw5DBo0iGHDhrFw4UJ+/vlnWrVqRYcOHYiIiEBXV/c3711dIBhAX18fT0/P+wrkKJVK6uvrkclkREdHExERATQEcRqft6CgQLqHH3/8kbZt2zJ+/HiuXLlCYWEhAB9//DH79+/n5MmTWFhY8M4772BgYMDJkyeZNWsW33zzDenp6U3mhobMmzNnzkg1aExMTNDV1eXmzZvSeVeuXMmkSZPo0KED0dHRTZ5ngHfeeYf9+/fzxBNP0Ldv3yYZTPeqC6RuEd8Sr8vKykoOHjxIVVXV7x47b948SkpKpI+0tLT7nl8QBEEQBEEQhP8eEcwRWsSDqiFSWVnJvn372LdvHzk5OfTv31/actM46KAOKqipH1dv6bp16xYAixYtYsWKFSxfvhwTExPefvttoCGooM4O8fLywsHBgcLCQmxtbTE1NZWCNHv27JHaq9fX11NbW8vMmTOxtLSkT58+9OvXjzFjxmBlZUXv3r2ZNWuW1EJdR0eH0aNHM3LkSKytrZtcr+oBRotVKhUKheKuOdTblKChxXxdXR0AJSUlLFq0SDpu6tSp/PTTTyiVSlauXMmaNWs4evQo+fn53Lp1i7KyMk6ePElkZCTt27cnNjaW0NBQOnbsyPbt2+nevTvr169nwYIFpKSkAL8WEG7VqhUJCQnS68fExAS5XC4VhHZ2dmbr1q1cv36dGzdu0KVLl2bXSqFQNGmfrtYSwRp1RtS9niMjIyM+/fRTMjIypKLf96Kvr4+ZmVmTD0EQBEEQBEEQhD9LbLMS/hZqamr44YcfsLKyomvXrtLjRkZGpKSkUFJSwpAhQzAxMZGCLDdv3mTatGmkp6fj7+/PsmXL7ipmq6WlhY2NDdXV1VRUVJCVlcVjjz1GYGAgrq6uzJ8/Hy0tLVq1asXFixcJCQnB1tZWyqixtLTEzs6O6OhounXrhqOjI++99x6xsbE8/vjjtG/fHh0dHWbPns1LL73UZEvUvYroNpctcr9Bh9LSUimzZ9asWdLWN/W57wy2VVZWsmfPHs6dO4e9vT3z5s1DT0+P5ORknJ2d2bNnD6NHj8bLywtXV1fKy8ulbVN2dnYAPPPMM1J2SadOnXjkkUcYPXq0NEdFRQWhoaGEhobi6OjI9u3bqaioaHK/7du3JysrS9o25ezsLG2PUqlUDBo06K71a26tWiqY2NwWs+a2YlVWVlJQUMBPP/2Ep6cnly5dok+fPpibm7Nv3z4pgCcIgiAIgiAI/2UKVcPHw76GfyORmSP8Zaqrq1GpVHz55Zd3FbTV19cnKiqK+Ph46Q31hQsX2Lx5M+Xl5dIWFgsLC27cuAHA5s2bmT17NhcvXsTDw4PVq1eTnZ0tnVOdSWFlZYWWlhZZWVkEBQUxd+5cvv/+e9atW8eIESMACAsL49y5c9LxOTk5UpZFhw4d0NXVxcDAAHd3d8aMGUNSUhLLly9HX18fAGNjYymQo1Qqf7MY8YOoGTRlyhSSk5MxNDRk/Pjx0uPqLlyvvfYan3/+uRRM2bJlC99//z1eXl506tQJaMiSuXTpEvr6+vj6+kq1btS1f27duoWfn5+0XcrCwoLExESsra1xdnbmyJEj1NTUcP78ebZv305iYiLvv/8+Pj4+jB8/Hjs7O4KCgoBfa++MGDGC6dOnN+myBU2DNo230rVEps2dW/Mau3OLmUql4tq1a2zatImPPvqIgoICAKZNm8ZLL71EfHw87u7udOvWjWnTphEXFycCOYIgCIIgCIIgPHAimCO0uOLi4ib1UYqLizEzM2P58uXIZDLs7OyadG26ceMGBw8eRCaTUVNTQ2VlJRcuXGDGjBmcPXuW8+fPk5SURG1tLR4eHiQlJVFXV8e5c+eYPHky3bp147vvvsPCwuKujAoAa2trqRByz549OXDgAPv372fz5s3MmjWLlJQUQkJCuH37NgCBgYG88MILBAcHAzB58mSeeuop9PT0KC0tlToQqbcK3amlgzVKpbLZbVLwa8CqsrISExMTAA4fPkxcXBxFRUU8++yzvP/++9jb27Np0yb27t0LwIEDB3j66aeZOnUqPXr0ABpahcfFxQHg7u5OfHw80BDkuXLlCm5ubujo6LBz506goftXbGwsGRkZzJgxA29vb9q1a8fUqVO5cOECjo6OPP7445w4cYILFy4wa9ase97fnRoHbe5nPdWZUOp1Gj16NPv372/22KKiIo4fP87y5cu5cuUKAKdPn+bdd9/l+vXrpKamsmXLFqChAHZ1dTWvvvoqrq6utG/fnvT0dOrr6x/oljlBEARBEARBEAQQ26yEB8DLyws7OzuOHj2KjY0N586dw93dnbq6OkpLS7Gzs+PixYt07tyZ06dP8+qrr9K6dWvS09PJzMxkxowZfPrpp/Tq1YsFCxbw7bffsnPnTlJTUwkICODixYtkZ2fj6+tLp06dmD9//m9ej1wuB+DMmTPMmDFD6qBkZWVFhw4dsLS0ZODAgdKWHisrK6ysrJqcQ6lUYmtry9SpU3FycgJavk5Q4zbpjTUOZtTX10vZI407dwUGBlJfXw/AyZMnqa+v57XXXqO+vp5OnToxffp0FAoF8fHxXL58mcDAQCmTSN0SPTw8nB07dgDg7e3NV199xYIFC1Aqlfz888/U1dXx7LPPMn/+fLy9vQkJCWHatGno6+tjbm7OzJkzmTNnzj3v785uZ83dn6bq6+spLy/H0NBQypaCuzN5bGxspPpJja9pwYIFHD58mC5dupCdnU1GRgajR48mIiICHx8fMjMzWbduHXv27KF37954enpibm4uraG3tzeHDh1CqVSio6Nzz+1ggiAIgiAIgvBfIrpZPTgimCO0uCFDhrBt2zbOnDnD4MGDuXTpEs7OzpiZmVFfX8+BAwfIyMigc+fO7Nmzh27durF06VK2b9/Onj17uHjxIr6+vlIGjL+/Px4eHqSkpBAQEMC+ffuQy+X4+flJWSLZ2dnExMQQEBCAm5tbk+uxsLBg6NChUlAnMjKSyMjI37yHO9+MqwMOAQEB970+6nPfGdxQB3LUXy8qKsLMzIzU1FTefPNNTp8+Tc+ePZk/fz7Ozs7Scfn5+ZSVlUmBhT59+nDq1CkAunbtKmUQBQUFERsbKwU8jhw5QseOHaUsqbCwMBYuXAjAwIEDOXjwIAEBAfj6+jJq1CigoSDxhx9+iK6ubpOuUY2vX10s+M7AVEtlLKnvu7CwkPXr1zNkyBAMDAyIjY1l2LBh0nH19fVcvnyZmzdv4u/vj5eXFz4+Ply9elU6hzqLJiAggG+//ZZ58+ZhZWXF2rVr+fTTT4mIiGDt2rXExsbi7e2Nj48P58+fp1evXhQUFFBeXo6BgQG+vr5UVlZy+fJl9PT0/vTr5EpaCToG9X96Ldq1sfr9g5phY6yn0TiApIJKjca5a//5+1PTNdD//YNaWL2Vh2YD05M1nrPudqLGY2X6BhqNyztyWOM5TV3sNBqnrNP8tWBgJddonKKkQOM5DYM6ajxWJ/WqRuNKrt/UeE4tA2ONxumZaTYOoCKnQqNx2rqa/15IO3FZo3E1pTUaz6mlq/kfccoyyzWcU/Ouh5req+o+iktknozXaNzIYM1+ngDsuJCj8dhh3pr9Hi1IKvz9g+5B0/XNisvSeE5FbfPZ5L/HyNrw9w+6B7NWmjV5qC3T7N8ZAJV5RRqPrcjWbGxdlea/0yxaa/a6L0u6ofmcEXm/f1Az6uV31wL9PYoK8YfNB00Ec4QW5+XlhYeHB/n5+cTGxuLu7s7p06dRKBSkp6fTuXNnNm3aREFBAXZ2dhgYNLwJCQ0N5dy5c2RnZ+Pq6iptaXF0dOTEiRO0bt2aiIgI0tLSqKysZMSIEaSlpREaGgog1c25k7a2Nu3bt2/ymLpDkfrrd/qzWRWNgz8KhYKUlBQMDQ2bBF3uPLc6uFFUVERxcTEZGRncuHGDp59+ml9++YWvvvqK5557juTkZHR1dbl27Rp1dXVSoWP1eezt7bl9+7Z0vvDwcD777DMAXFxcOHnyJAB+fn7k5eVhbGzM4MGDefnll6mpqSElJYXg4GBmz56Nu7s7tbW12NrasnbtWhQKBba2tk3uVR0UU29furNAcEsFbW7cuIFKpcLT05P6+nqpzo56LjMzM1588UVMTEw4evQoGzdu5Pvvv6d9+/b07duXNWvWcP36dVxcXIiJiWH+/PmEhYXx008/UVVVhZGRkXSt/v7+aGtrY2VlhVKppHfv3mzfvp2amho++ugjcnIa/qE4dOhQsrKysLe3p6ysjNzcXKytrbGzs+Opp55i0qRJWFtbs2fPHul1LQiCIAiCIAj/VUqlCqXyIWfmPOT5HxRRM0docb6+vsjlcoKCgliyZAkymYz+/ftTUVFBZmYmbdq0IScnh6qqKiwtLaVW3x4eHhw7dozq6mq6devWpPCskZERCQkJyOVyAgICqK6uxsTEhPnz53PkyBHi4uLYtWvXbxafbVzLRN3hqSW2SqkDGocPH6Zjx460bduWiRMnsmXLFlJTU5sEOpRKJefPnyc6OpozZ84QGhrKjBkz+Oabb0hJSZGCUfb29lKLbkNDQ3744Qe2bt3KlStXqK2tle4BoE2bNtTX10t1igIDAykqavjrgpOTE1lZWSiVShwcHMjPzycjI4Pg4GBWr16Nvr4+Q4cO5amnngIa6u3o6TVkbVhZWUmBnHu1/dbS0mqx7URKpVLaKgYQGxsrbYlSB3KKioq4cOECFRUV6Ojo8P333/PWW29hYGDApUuXqKmpITg4GEdHR5YsWcK3337Lo48+yrFjx9i/fz/e3t4UFxdTXFzcZA19fHwoKSkhMTERLS0t8vLycHBwQF9fH2trazZu3MiaNWsoKSkhJSUFmUxGSEiI9FwAjBw5kujoaA4cOCACOYIgCIIgCIIgPFAiM0docUFBQeTl5REWFkZmZiZvvvkmUVFRrFixgqysLPr164dCoaC8vJz+/fuzatUqdu/eLb3BTkxMZPDgwezYsYOVK1fi6enJe++9J7X63rBhgzSXtra2tL1IoVD8ZnDhfoMO98pEkclkJCUlsWHDBubNm8ejjz4KwNWrV1EqlRw6dIiffvqJlStXUlhYyJYtW+jWrRuenp5cvHiRPXv24ObmRmpqKsuWLQMagjk6Ojrk5+fz5JNPUllZSXZ2Nhs2bCAwMJA1a9ZI81tYWNC2bVtOnjxJmzZtMDIyIj8/n1u3buHm5kZAQABFRUVYWVmxe/duXFxcAAgODpaKPDe+x+bWqqWLOisUirs6e93ZSerRRx8lKSkJgG3btvHDDz+QkpKCjo4OoaGhvP/++6hUKm7cuMFrr73G9OnT8fPzo3PnzkBDjaQ33ngDW1tbXF1diY+P54knnkBPT4+srCzp9aRSqdDV1cXW1pb33nuPLl268OWXX/LSSy8B8Omnn7J+/XpatWrFO++8g6urK0CT9u+N1+hetYEEQRAEQRAEQRBaigjmCC3O1dWViooKqqqqWLx4MQcPHsTIyAhLS0up3bdCoeDKlSsMGzaMtWvXsm7dOtzd3VmzZg0+Pj5oaWnh5+fHpk2bmp2juQKzLVWQOCcnBxMTE1JTUzlx4gRTpkyR3qDfOaf6Oq5du0ZWVhaPPvqo9Jivry8ANTU1HDt2jOLiYgwMDDh9+jRvv/02CoUCY2Nj3NzcUCqVuLm5UVlZ2aQzVUFBATU1NYwePRqARx55hBUrVpCbm4utra0015gxY3j77bcJCwujffv2/Pzzzzg6OqKrq8vSpUsBpDkaU281UwcfWrpor7pez53PTXPP1d69e6VW9G+88QaGhoaMHj2a69evk5eXxy+//CK1pY+IiCAqKgoXFxfKy8tRKBTo6OiQlJREcXEx5ubmzJkzh48//ph27drxzjvvkJzcUMvEwcGBa9euERYWJl2jjo4OHh4e6OnpUVJSwuOPPy51+ercubMUILpTc4EbEcgRBEEQBEEQhAZKFdxHKa4Wu4Z/IxHMER4IU1NTYmJiGDBgAB07dkQmk2Fra0tBQQEqlYolS5bg4dFQYLR79+5079692fOot/fcGUhpiaBDcXExurq6GBsbSzVZbt++zbJlyxg2bBhubm7s27ePKVOmoFKpuHDhAjExMWRkZPD6669LGTpKpZKcnBz8/f2la8vJyeHixYuoVCr69u3Lk08+yXvvvcf06dMxMDCgvLwcCwsLbGxsSEpKok2bNtK6Xbx4kU6dOnHlyhXs7e1JS0tjx44dHDlyhPz8fObPny9tf1LPry7um5CQQHh4uBSogF+zbR5UJym49/PUXNBGqVSybNkyjh49SlVVFXv37qW+vp7NmzczduxYQkJCsLKyoq6uDjs7O0pLS/Hy8iIiIoL8/Hysra0ZNmwYV65cITw8HB0dHbKzs2nVqhXJyclSIEwul3P8+HG0tLQ4efIkdXV15Obm4uvrK2WBqdcQwNPTk7KyMqZNm/aH708EbgRBEARBEARBeBhEMEd4ICIjI6W6LZaWlgCMGTNG+nqXLl2aHK9+s9zc1puWolQqpdbRmZmZTJ8+nblz50oBAQBbW1sp6BQZGSnVRImPj+fFF18kPDwcZ2dnqYCu+hqVSiUGBgYUFhZiaWnJ22+/zblz5zAzM8PPz4+ZM2cyaNAg5s+fz9ChQ6UAS5s2bYiJiZGCOfPmzWPRokUUFRXh5eVF27ZtMTIyok+fPgwYMICAgACp+9Sda/T8889TXFzcJLMHWj7bRr2Wf+R5Wr9+Pd999x01NTW88847hISEcOjQIdLS0njnnXfw8vJCLpezatUq/Pz8GD58uDRWnbmUkpKCvb09ZmZmpKWlYW1tTUlJCQqFAhcXF0xNTUlKSpKydR555BGef/553nnnHT788EN++uknKUgkl8t59dVXm1yjen3at2/Pd999B9Ck4PJv3Z8gCIIgCIIgCMLDIII5wgOhridy55v+xtujGv9/S75ZVneq+q2aLA4ODsjlclJSUjh9+jTnz59nzpw5+Pj4YGpqSnZ2Njo6OlJtmj179hAZGcm4ceOabFVS34OXlxdHjx7l9u3bWFpasmrVKlQqFS+++CLx8fE4OzszatQoZs6ciaurqxTg8vT0JC4ujieffBKAsWPH0qlTJ8zNzbGxsZHmUde5+S1yuVzqNPWgqdcxJSUFT09PDh8+zOeff87NmzdZtGgRjzzyCCkpKURFRTF16lQA5syZw+eff87OnTuJiIigXbt20javvLw8PDw8mgTctLW1cXd3JyEhgUcffZSEhAR2795NmzZtuHnzJr1798bS0hJTU1OuXr1Kjx49GDt2LHFxcYSHh+Pl5cUXX3zR7PU399obMmQIQ4YMAWgSyGlJNTU11NT82iq2tLT0gcwjCIIgCIIgCH8HSpUKpeohd7N6yPM/KOLPzcIDoy5I3FhLb5VSKpUoFIpmO1XdOffu3buZPn06w4cPp6amBgcHB/bt20deXh62trasWLFCaoteWlpKdnY2AQEBAIwYMYLExEQWLlzIc889x9atW5vcQ48ePbC2tuadd96hoKCAuro69uzZg5aWFg4ODgAMGDCAsWPHSt2iAFauXMnKlSubbIVq06aNFMhpfF93dpNqSXeu4Z0KCgqkblkKhYKXX36Zp556ihEjRhAdHc2ePXvo3Lkz69evZ/ny5fzyyy/8+OOPeHh40L9/f/r374+trS0nT57E0dGR3NxcAKqrqwEICwvj3LlzXLhwAR0dHWpra6mursbd3Z0TJ05gampKREQEiYmJPPbYY9jY2PDYY4+hra3N4sWLmTx5MtBQS2fatGl4eXk1ubc7u3E9qGyl37N8+XIp6CaXy3F2dm7x6xAEQRAEQRAE4d9PBHOEB6YlChLfmbmwbt06Nm7cKLWw1tLSQltbu8mb88TERBYtWkTfvn159913qa6u5vTp0+zZswdvb28mTJiAgYEBrVq1oqKighkzZrBixQpUKhXnzp3D09OTiooKqa6KUqkkMDCQbdu2sWXLFjw9Pfnuu++kYrzqIr/z5s0jPDycPn36EBwczI4dO+jYsSOBgYFAQwChurqavn37Steq3qr1Rzpw3U8AQqVSSdfZXNBGvYa1tbXcvHmTuro6AG7fvs3jjz9Ox44dmTp1KgcPHkRbW5vz589jZGREXFyctOXpySefJCgoiC5duhAbG4u+vj5lZWXSHGFhYcTGxtKrVy+ioqIoLS3FyMiIkpISIiMj6dSpEwsWLKBbt24MHTqUGzduEBkZSdeuXamvr8fBwYHQ0FAOHz7M+++/L2Uh3bnt7M7AjTqw11IBnHsF2P5Idtm8efMoKSmRPtLS0lrkmgRBEARBEATh70ihUv0tPv6NxDYr4W/N39+f/fv307ZtWwDKy8spLS2lrKwMCwsL9u/fz/bt28nOzuaVV15hwIABbN26lYKCAt58800sLCwwMDBg48aN+Pn5SVt+oKE+TuvWramqqsLCwgIvLy8uXLhAhw4dUCgU5OfnAw1v0isrK7ly5QqlpaXU1NRgZWWFh4cHKpVKClo5OTkxY8YMnnvuOczNzZvcR21tLaNGjcLAwICgoKAHtl6/1T5dfZ3qx/Pz85HL5ejq6vLpp59y6NAh8vLyqKioYNKkSYwfP57//e9/ODo6smvXLj7//HO2bduGr68vvXv3JisrC2goJK2lpYW+vj4A4eHh7Ny5k4ULF7J3716Sk5Np3bo15eXl2NnZERERQf/+/XnssccoKirCwcGBvXv3Mm7cODw9PdHX1ycwMFAKdKmLORsYGJCenk59fb0UnGkuQNMSW/YUCgU1NTXo6endteXqXgG2U6dOUVFRQe/eve95Xn19fWmdBEEQBEEQBEEQNCWCOcLfWlBQECkpKVIwJywsjOPHj1NWVkZtba1UmFgmk7F3715yc3PR1tYmLS0NS0tLWrVqBYCvr69UzLiiogJjY2M8PDz44YcfKCkpwdHREV9fX3bt2oWNjQ01NTV3ZU3s37+fuLg4QkNDGT9+PHB3toxMJpMCOY3bfuvp6bFnzx6MjY1bbG1ycnIwMDBoUienuQBHVVUVKSkpHDhwgMDAQLS1tZk1axampqZMnTqV0aNHc/78eZKTkzl//jxxcXGsW7cOKysrzMzMpCBQZGQkubm5nD17lnbt2vHJJ58AEBISwrfffsvBgwcZNmwYSqWSmpoafH19GTVqFJMnT6ayshK5XM6uXbvQ09PjxRdfpFOnTrRq1Qp7e3ugIRDVrVu3u+5ToVCgra3Nk08+iZGRUYu1oL+TOqNHW1ubs2fPUlRUxMCBA6WvaWlpkZaWRmJiIm5ubnh6ejJ//nwMDAxYuHAhX3zxBX5+fr8ZzBEEQRAEQRAEQWgJIpgj/K0FBwezbds29PT0OHnyJD/99BNmZmZMmTKFU6dO8b///Y+6ujrOnDnDjRs3mD17NqNGjSI/P5/Vq1eTmprKiBEjCAkJYdmyZcybN08KqLi5uVFSUiK1q3ZzcyMpKQmZTEZISEiTQsdGRkYsWrToT137nRkiLRnIAfjuu+9wc3PjkUcekR67fv06x44dw9DQkKeeeopr167x9ttvU1VVhaOjI7/88gva2tpcunSJH374gbfeeovRo0dL9WgA3N3d6dmzJydOnCAsLIyCggKgoWh0QkICnTp1wtramsLCQqChiPOzzz7LqlWrWLduHSUlJVJNoWeffRZvb2+srKya1LGBhgyexmQymbRtqbn25qampve1XnV1dejq6v6hNuOZmZn873//Izo6Gg8PD5555hnWr1/P5s2bcXFxwcvLi9GjRzN8+HA2btzICy+8QE1NDdOnT7+vaxQEQRAEQRCEfxOlUoVS+ZALID/k+R8UEcwR/ta6du3K8uXLcXFxwdPTk1dffZWjR4+SmJiIu7s7WVlZBAUF0atXL0JDQ6X6KR988AEqlYqvv/6a3bt3s3XrVlavXs1LL71Ebm4ulZWVfPvtt/j5+UlBlrZt23LkyBEAJkyY0Oz13KuFektRd+KC3645pFAoiI6O5sMPPyQyMpLhw4fTqlUrFi1aROvWrTE0NGT27NmsXLkSAC8vL5YuXcrevXtZtmwZAAEBARgZGZGTk0NgYCDl5eUAWFhYkJ2djZOTEyEhIbz55pu88MILFBQUcPv2bby8vNDT06O4uFhqxf7II49gbm6OTCbDx8dHWlOVSkWnTp3+8P23ZGHi+Ph4Vq1aRXx8PAYGBkybNo1Ro0Y1+7wVFhZy+PBhbt26RVxcHM7Ozpw6dQodHR06duzIzZs3+emnnzh58iQxMTEsWrSIqqoq3nnnHWxsbAgMDGT48OFoaWk16ZQlCIIgCIIgCILwIIhgjvC35ufnh6enJ++99570WFxcHFlZWYSEhGBlZcWQIUOkN+jnz5/HysqKnTt3cuPGDRISEpg7dy7a2tps376dzZs307NnT0JCQgCaZNtoa2tjZmYmfd7cm/KWCuDc6w1/49o2vyU3N5eSkhKqq6sZMWIErq6ubNu2jbCwMCIjI/n666/ZuHEjs2bNkgJh0JDpZGBggEqlwtnZGaVSSVZWFq6urly+fJkjR44QHh7OsWPHmDt3Lv7+/rz22muMGjWK4uJi5syZg729PTKZjJ9//lna4qVSqe7KtFHfz4N0r3UsKCjgo48+ws/Pj9deew2Aa9euAQ1FtV9//XXOnj2Lm5sbK1euxMTEhPXr1+Po6Mjnn38OQElJCdOnT8ff359r165x+PBh2rVrh6WlJSEhIQwfPhyFQoGxsTH+/v5cunSJc+fO0a5duwd6z4IgCIIgCIIgCCKYI/ytubi4UFVVRUlJiRQ4MDExIScnBzMzMyZMmMDTTz9Nfn4+qampjBs3jjFjxiCTyQgPD2fixIkEBwcDDVulJk2adNccvxVYuV/qcyuVyib1bNT/VX9dvQUoPT2dFStWkJycjKWlJVu3bm32+hwcHPjoo48YMWIEERERAMTExJCWlkZMTAwBAQHs27cPBwcH5HI5BQUFVFVV4eDggL6+PomJiXh7e2NgYMCVK1cICgqiZ8+efPjhh5SXlxMUFCQVan766ad55pln7rq3O2v1/NZathR17ZrfmzchIYFz586xfv166bE2bdoAcPjwYSoqKti8eTOxsbGMHTuW48eP4+XlhZeXV5PuWJcuXcLDwwN9fX0iIiLYsmUL1tbWTa5p/vz5vPTSSxgYGLBgwQKef/55hg8f/qfuy9LMAF1Dgz81BsDcSO/3D2pGRkm1RuMAzPQ1+7VRYWCp8ZzRGWW/f1Az3C0Mf/+ge3Ax1mxt7+fVr+fhr/FYpZmtRuNsbZw0nlPLTLPnNP/SBxrPWZKSodG4uoojGs9p7GCl8Vhlbb1G4yqyCzSe07woV6NxeqZGGs9p4mCi0ThFnVLjOS08NXvNl97O13jO+1FVpNnP3frqWo3nrC6q0Wic8j6el7oKzebU0tX8j2XDvDX/Ht1zXbPvtae7OWs8Z12VZj8XdAw1f9um6Zw1pZq//soyyzUap1Tc0nhOEwdzjcdq+j2qqFVoPGdRco5G48y9NH/9adVUaDROkRz7p8eo8hpKMigAxUPe5aT5s/T3JoI5wt+eqakpFy9elIrjyuVyysrKKCgo4NVXX+WXX35BpVLh4+ODjY0NADNnzmz2XOpuT80FBDRVUVFBfX09crlcKtZ757kbz5eTk0NpaSkVFRUEBwdTWlqKl5cX2dnZbNu2DWtra8aNG4elpaV0jjuDGAA6OjqoVCquX7+Ot7c3JiYmTJkyhTFjxjQ5zsHBgcuXL1NYWIiTk5PUWtzb25s+ffpgZWWFlpYWXl5eeHp6Nun41ThI0rig8720ZADszv+/c26FQkFiYiLJyckMHjy4yTliYmIYMGBAs+fdsmULkydPpk2bNrRp04Y33niDtLQ0HBwcMDU1lQpk29raUlJSgqGhIe7u7mhpafHJJ5/Qp08fTp8+jYGBgbQ9zdbWlh49eqBUKnFwcLjvNRAEQRAEQRAEQfgtIpgj/O1FRkZSXFwsfT5x4kQMDBqyGFQqFV26dLlrzG+16G6JgENUVBRLly6loKAAbW1tBgwYwBtvvHHXFqkLFy7g4eHB4cOHSUpK4vDhw7Rv357a2lqsra3x9fXFzMwMPT09SktLpQLMmZmZ+Pr6/mZ9HgsLC+RyObm5uXh7e/PUU0+xYcMGUlJSMDIy4ujRoyxcuBAvLy/S0tKkYMzHH38sBRxefPFF6XyWlpZcvnwZaGilrqure89AyoN0r9bf0FALaerUqdy6dYtRo0ZhZmaGnZ0dvXr1wsjISFqvyspKDAwMKC4uvqtNfF1dHXV1ddLn7u7uXL16FW9vbxITE6mursbY2Jjw8HAOHTrEk08+yTPPPMP27dtZs2YNr776Ki4uLowePRo/Pz8+/fRTDA0NUSgUPPbYYw9yaQRBEARBEARBEAD4a96dCcJ9WLt2LUOGDJE6HakDOdB0m01j6gDI/QRukpKSpOBGY/n5+bz77ruMHz+e/fv3c/bsWZycnFCpVHz22WecO3cOhaIhmW/kyJFkZGSQnZ3N9u3bef/991m2bBk+Pj7U19dLQSonJyeio6N56623cHd35/Tp03Tu3FnaJhQTE0NsbEN6o7oIM0CXLl2YNWsWzz//PFZWVixZskTq0DVhwgT8/Pxo164dc+fOxdm5ISXT09MTI6Nf0+nVQZ5p06ZJBZP19PQeShHf0tJSzp07JxVj/uqrr3j//feldXrzzTdJSkriq6++Yty4cRw6dIitW7dK96NeF3d3d3JycsjJaUhfra+vl56THj16sH//fkpLS6mqqsLe3h4LCwvMzMxISkqitLQUgAEDBtC3b1/c3d2xsbHB1NSU+fPnc+zYMb788kv69u2Lubm5tC3rQbVMFwRBEARBEIR/KqVK9bf4+DcSmTnCP8Kd25fudL+Bh+a6VH3++efI5XJ8fHzQ0fn1W2X37t3Y2NgwfPhw6ZrU3a9qa2vZvHkzcrkcd3d3wsPDMTAwwNvbm/DwcPT0GupwWFpakpqaSl5eHnZ2dgQGBhIVFcUjjzzC3LlzAXB0dOT8+fMAHDhwgNzcXMLCwppsPRo3bhw+Pj64uLjg5+eHlpZWk2LRar9Vy0Z9v3dmsGjit7ZINX5MoVCQkJCAvr4+rVu3Rltbm1WrVrF161b09PRo164d8+fPx9DQkLy8PCnDpmvXrly+fJnevXvz2muvERUVRYcOHQgPD6dLly5SMCcyMpLTp0/zwQcfsG7dOnR0dDh16hTZ2dlMmDCBDRs20K9fP0pLSxk4cCDt2rUjOzsbS0tLnJwaaojo6uoyePDgu7ZwCYIgCIIgCIIgPGwimCP8I7Rk1kPjLJ7matqoeXh4kJ+fT2lpKZaWltTX16Ojo8PBgwfp37+/dE0qlYrLly9jaGjI1KlTeeGFFzh69Ch+fn44ODjg7u5Oeno6lpaWlJSUAODm5sbPP/9MXl4eANXV1Vy/fh2AhQsXcuvWLW7duiXVvzE3N5cK7zZeCxsbG4YMGXLX/akLLqvvq6WzbNRBGfVa3lnYufH/37p1C4VCgYuLCzo6Ohw7doyVK1dSU1ODm5sbTz31FK1bt+bSpUt8+umnhIaG8swzz7B582b69u3LqVOnyMvLw83NjbCwMH766Sc+++wzdu7cSW5uLqtXr2b//v0cOHAAPT09qW7N5MmTWbVqFX379iU7OxtdXV2mTZuGubk506ZNo3fv3ri5uUmFnO3t7bG3t2/RdRIEQRAEQRCE/zKFSoXiIWfGPOz5HxQRzBH+1X6v4HF1dTV1dXWcPn2avXv3kpaWxqRJkxg0aBAODg7cuHGDgoICLC0tpcCFs7MzcXFxAOTl5bF69WrWrFnD4MGD2bp1K0OHDuXcuXPs2rWLsrKGLjy2tg1dNwoKGrom+Pj4EBYWxqxZs/D398fExIRbtxqq97u6uhIYGEhoaCitW7emtrYWd3d32rdvf897bHxff7S9uSburEN0Z5Do+vXraGlpYWlpyaZNmzh16hQ3b97E0dGRKVOmMHDgQGJiYpg4cSJDhw7l2Wef5fPPP2fQoEEYGxvj6uoKwODBg9m/f78UzMrPb+g+Ymdnx9GjRwGoqanB09OTQYMGsWvXLil7Sv1c+/v789FHH3H27Fk8PT2lbWbQsFWvbdu2D2SNfktNTQ01Nb92+lBv6RIEQRAEQRAEQfgzRDBH+FdortPSnYEHdZeia9eucfLkSaKioigpKWHSpEmUlJTQu3dvrKysOHLkCDKZDD8/P44cOUJeXh5t2rSRzhMREcEnn3wCNBQhXrZsGRMnTmTChAkoFAp69epFRUUF48ePZ8GCBUBD1kdFRQXZ2dkAGBoaMnr0aMzMzHBxcSEgIEAKRqi3bKnp6en95laflsq6aS7w1dxcCoWCK1euYGJigp6eHt9++y2dO3embdu2fPzxx5SUlLBp0yaioqJwdnZmz549rF+/no0bN9KvXz+ioqL4+OOPeffdd7G2tmb8+PHY2NiQn59PeXk5VlZWuLq6Eh8fj4ODAzY2Nvz444+4ubmRkpJCTEwMAIsWLSImJgZnZ2deeOGFZq/b0NCQHj16tMj6tITly5ezePHih30ZgiAIgiAIgiD8w4kCyMI/hjpgow46NKalpSW9ma+srAQaAg8JCQkMGzaM1q1bM2vWLJKTk9HX12f79u1YWFiwd+9e+vbtS+/evSkpKWHt2rXs3LmT6OhoHBwckMlkUlaI+vw9evTA2dmZmTNnSgEYdYZFVVUVurq6DBw4EHd3dymQIJfLmTNnDqNGjWpyzUOGDCE4OFhqM66+P/W9trTa2lrOnTvHZ599xooVK7hx44b0tea6Zt2+fZuUlBTp8927dxMSEsIzzzzDzz//TFVVFZcvXyYrKwuARx55hLS0NADatm0r1Z9p164dGRkZKBQKbGxs+PDDDzl58iTffvstQ4YMITQ0FDc3N9asWcONGzc4ePCg1Blq8uTJ3Lx5k5dffpkOHTrwwQcfoFKp+Oijj7hw4QLfffcdgwYNeiDr9Wc097q807x58ygpKZE+1GslCIIgCIIgCP9GSqUKxUP+UCrFNitB+EsolUopqNC4iO6d9V/UNWwKCgo4ceIEMTEx7NmzB09PT1588UX69evHgQMH8PLyYs+ePWzYsIEXXniBQ4cO4eXlhZ+fn3SeAwcOEBUVxYQJEygrK2PTpk0YGhpibGxMUVFRk/nt7OxYsmQJb775JhEREVRUVGBpacmECROkzkYGBgbo6OhgY2Mj3YeLi8td99p4i1TjrUsPqpPUW2+9xZIlS1i4cCEpKSlcvXqVt956CycnJ65evcrJkydxcXHBw8ODsWPHoqOjQ0hICEOHDqVt27Z89tlnfPPNN3h4eAAN28bkcrnUbSosLEwK/jg4OEiZSIGBgdI6PvLII6xevRoPDw/S0tL46aefePXVV1m0aBFz5szh2WefxdXVlffffx8AMzMz9u3bd9e9NO5q9ldqrsjzbxWYbkxfXx99ff0HfYmCIAiCIAiCIPzLiWCO8JdSv+ktKSnh6tWrnD9/nsuXLxMdHc0TTzzB7NmzpaBJ4w5WeXl5/PLLL9jY2GBgYMCYMWNwd3dn7dq1WFhYsH37dsrLy7l27RqnTp1iypQphIWFceHCBaZPnw7AiBEjWLduHRUVFVhZWUnn1tHRYfPmzSxatIhOnTrx9ttvk5+fT11dHYaGhqSmplJVVSUFaqChgPG7775LRkYGHh4eTVp9Z2Zm8vzzzxMeHi7VyrnXG/2/uv13cHAwvXv3ZvHixWRmZrJkyRK+++47ampq2LlzJwMGDMDKyoovv/ySbdu24eTkxGeffcYrr7xCVFQUN27cwMPDg/r6erS0tLCyssLIyIji4mJUKhVWVlbU1dVRUVGBk5MTycnJlJSUIJfLKS8v5/Llyzz55JNUVlYybdo09PX1CQ0NBRq2RH344Yd/6Xr8FnWGV+PnFrgrkKN+rKysjK1bt/Lcc8+hq6v7116sIAiCIAiCIAj/KSKYI/xl1G9+T506xYwZMzAyMiIvL4+2bdvy5Zdf4uHhQW5uLgkJCVRXV9O/f3+SkpLo168fo0eP5vLly2RnZ9OjRw+OHj3K8ePHmTdvHjt37sTLy0vKcunUqRNeXl6kpqZSXFyMgYEBCoVCCihUV1djb29PUVER5eXlmJiY0L17dz788ENWr16Nvb09enp65OTk0KtXLxQKRZPW5GoWFhZYWFhI96ZUKtHW1sbKyooPPvgAd3f336w/8zCEhoaSlJQENLQ+T0lJYeDAgWRnZ1NbW8v8+fMBmDVrFvv370dbWxsnJydGjx6Nnp4exsbG5OXlSRlHAK1bt+b48ePk5ORw/fp18vPzuXr1Kra2tpSUlJCVlYVcLmfu3LkYGxsD8NxzzzF+/Pi/fgF+Q+OaQaWlpRw+fBhfX198fX2lY0pLS0lISKC4uJj+/fsTGxvL1KlTOX78OJcuXeKrr77i2WeffXg3IQiCIAiCIAh/I+qtTg/7Gv6NRDBHaDFFRUWYm5sjk8maLUiszmLo2LEjZ8+eBWDz5s2Ulpbi5+fHtWvXmD59OnZ2dlhZWVFcXMzIkSOpq6ujY8eOvPnmm8yYMYOamhqcnJzo3bs3H3/8MZWVldja2lJfXy9lgVRUVKBUKunWrRsbN25kyZIlFBYW4u3tjZaWFsbGxiQnJ1NcXIyJiQlz5sxh586daGtr06tXL6kNeKtWrf7QvTfuIKWvr4+np2eLrWtLcnFxobKykq+++oqkpCQMDQ2JjIzkyJEjdO7cWQrU6OrqsnbtWiIiIpqMd3Z25ssvv2TkyJHExMTg5+fHk08+SXR0NBERETz77LNMmTIFPT092rZti5+fH2ZmZiiVSilDCv76jCRoyLRRZ9koFIq7agTdub1t//79/PDDDzg6OjJ+/Hi0tbWZMGECcrkcS0tLcnNzGTVqFCNGjODFF18kJyeHZcuWiW1UgiAIgiAIgiA8cH+vtAHhH6WyspJ9+/axb98+cnJy6N+/P3l5eUDTgsSFhYVNxqkfVyqVqFQqqSX3okWLWLFiBcuXL8fExIS3334baGjr7ejoCICXlxcODg4UFhZia2uLqakpN27cwNvbmz179pCYmAg01MGpra1l5syZWFpa0qdPH/r168eYMWOwsrKid+/ezJo1SwrW6OjoMHr0aEaOHCkFctR+r6jtP42joyOfffYZJiYmLF68GGNjY8zNzdHS0pJq3PTp04ddu3Zx+fJlLly4wKpVq7h9+zZffPEFxcXFPPbYY3z88cdSAd+lS5eSnJzM66+/zqpVqwgKCkJXVxczMzOAh5KhpFAoeOutt+jWrRvBwcG89NJLUt0ebW3tu67pl19+YfPmzTz22GPMnDmTkydPEh8fj46ODg4ODrz++uvMnTuXjz/+GDc3N1atWkVGRgYzZ85EJpPx888/4+DgAPDAClgLgiAIgiAIgiCAyMwR/oCamhp++OEHrKys6Nq1q/S4kZERKSkplJSUMGTIEExMTKQgy82bN5k2bRrp6en4+/uzbNky3N3dm5xXS0sLGxsbqqurqaioICsri8cee4zAwEBcXV2ZP38+WlpatGrViosXLxISEoKtrS0ZGRkUFxdjaWmJnZ0d0dHRdOvWDUdHR9577z1iY2N5/PHHad++PTo6OsyePZuXXnqpyZYodXCosXu15n4YWSQPkre3NwMHDmTs2LHSY1ZWVqhUKlJTUwkMDGTRokXs3r2b559/Hm1tbXr27IlMJsPS0pLFixezdOnSJudUb596GO71vG3dupXU1FSWLFlCeHg40dHRlJSUYGFhwddff83GjRvJzMxk7ty5jB49mvj4eCmLa8CAAWzbto3s7GymT5+OtrY22dnZjBgxgtDQUBwcHJgzZw7m5uZAQ+t5MzMzdu/ezbPPPoudnd0fLooM4OVgir6RyZ++98Tssj895n4Z6mlrNM7fRvPXiJu54e8f1AzFfcTUfrhZrtG4IXZ3Fzr/o1TVFRqPlSnqNBpXFv2zxnNq62n2Twi7joEaz1lTWKzROH1rS43n1O0+UuOxqiu/aDROUVev8Zyl15M0GlecqHl3vcLkwt8/qBnaupr9PAEouVWi8VhNmbubazzWPlSznw0GVnKN59TW1ex71NDWXOM5C69naTTOqo3m36MFSZq9/gCe7uas0bjNP2v+/fKohq8j1X1sE5FpafZvWW09zf8YV1Nao9E4Cw8Ljec0tNF8rIWG/2goSy/SeE5DC83+fXM/P69Vis0ajTMd+PSfHqNl3PBHYrHN6sERmTkCANXV1ahUKr788kspu0ZNX1+fqKgo4uPjpYyDCxcusHnzZsrLy6mqqgIaasioW11v3ryZ2bNnc/HiRTw8PFi9erWU9QG/ZrtYWVmhpaVFVlYWQUFBzJ07l++//55169YxYsQIoKFD0rlz56Tjc3JyyMjIAKBDhw7o6upiYGCAu7s7Y8aMISkpieXLl0vbXYyNjaVAjlKp/M1ixH+3GjcPQnBwMLt37wYanncAS0tLPDw8pKCMpaUl48eP59SpU0RFRbFkyRKcnRv+waPeTvZXu1fL9jufN/Vra82aNTz22GP06NEDExMTIiMjcXNzo6CggO+//57x48dz7NgxPvvsM7799lvCw8Px8vKSuo6ZmpqSlZXFhQsXAPD19WXy5Mn8+OOPbNq0iTFjxmBpaUlsbCw5OTns2bOHiooKpk6dSnV19b8uCCgIgiAIgiAIwt+HyMz5jykuLqa8vFzaXlRcXIyLiwszZsxg8eLF2NnZNenadOPGDZKSkpDJZNTU1FBZWUlycjIzZszAz8+PrKyGv8DU1tbi4eFBUlISdXV1nDt3ju3bt2NjY0NJSQlDhw5ttn6OtbW1VAi5Z8+efP7557i4uFBYWMilS5eYPHkyISEhrF+/Hmhocf3CCy/g7e0NwOTJkwHIzc2ltLSU0tJSoGknrMb+C8Ga39O1a1du3rwJ/Nre28HBgRdffLHJcQ97rebPny/VUILmW7aXlJRw/fp1jh07xpAhQ/D19UUmk5GUlETr1q2xsrICGl4PWlpayGQyTpw4gYmJCb169ZK24J07d44xY8bg5OREWVlDtouTk1OT4F/37t354IMPOHDgAJWVlVy4cIGePXty48YNamtrCQ8Px8PDg4MHD/6FqyQIgiAIgiAIf18K5cPPjLmfbO2/MxHM+Y/x8vLCzs6Oo0ePYmNjw7lz53B3d6euro7S0lLs7Oy4ePEinTt35vTp07z66qu0bt2a9PR0MjMzmTFjBp9++im9evViwYIFfPvtt+zcuZPU1FQCAgK4ePEi2dnZ+Pr60qlTJ6k70r3I5Q3pw2fOnGHGjBmYm5uzatUqrKys6NChA5aWlgwcOJBBgwYBDZk56jfoakqlEltbW6ZOnYqTkxPw8LJH/gkiIiLuKmz8MCmVymYDR9999x0hISE8/vjjlJeXc/HiRc6ePYu/vz99+/YlLy+P1157jRs3btCvX78m7cArKyuxtrYmPz8faBqYMjY2prq6Wjo+MDCQ9evXM3/+fFQqFQUFBQC4urri4ODAG2+8QUhICJMnT+att95iyZIlmJqaEhoaiq+vLxEREUycOBGVSoWlpSVPPvnkg1wuQRAEQRAEQRAEEcz5rxkyZAjbtm3jzJkzDB48mEuXLuHs7IyZmRn19fUcOHCAjIwMOnfuzJ49e+jWrRtLly5l+/bt7Nmzh4sXL+Lr6ytlwPj7++Ph4UFKSgoBAQHs27cPuVyOn58fO3fuBCA7O5uYmBgCAgJwc3Nrcj0WFhYMHTpUCupERkYSGRn5m/dwZy0S9Rv1gICAllom4QFprsuZ+v/Vz2tWVhYODg706dNHqn+0bds2vvvuO9q3b8+pU6dISkpi2rRpQENB59mzZzc5h729Paamppw/f56BAwdSV1eHnp4eAB4eHigUCqm+TVlZGRYWFhgaGlJdXU16ejrQsNVs7NixVFVV0aZNGywsLHBwcGD//v3N3pvYViUIgiAIgiAIwl9F7Dn5j/Hy8sLDw4P8/HxiY2Nxd3fHwMAAhUJBeno6nTt3pqKigoKCAuzs7LC3twcgNDQUZ2dnsrOzcXV1leqIODo6cuLECXJzc/Hw8CAtLY3KykpGjBhBp06dCA0NZcCAAXzxxRfo6NwdO9TW1qZ9+/bStiloeEOuUChQKBTN3oN40/z3VFtbK3WLqq+vv6u+jbpIsTp4oz72l19+YcuWLchkMn766SdmzZpFaWkp7dq14/z58wCMHj2aDRs20KlTJ+Lj49m1axcA7du3l4oQ19fXS68NOzs7evfuzdatW0lJSUFPT4/6+no2bNiAvr4+kydPZteuXbRv357Vq1fz5ptvAjB+/Hgee+wx6Zrt7OxYsGABI0eOlLakCYIgCIIgCILwx6gLID/sj38jEcz5j/H19UUulxMUFMSSJUuQyWT079+fiooKMjMzadOmDTk5OVRVVWFpaSm1+vbw8ODYsWNUV1fTrVs3rl27xqZNm/joo48wMjIiISEBuVxOQEAA1dXVmJiYMH/+fI4cOUJcXBy7du2S6vQ0p3H7b5lMhra2ttgq9Q+zcOFCXnnlFaCh1bs6aFNWVkZVVRUymYxLly7Rq1cvfHx8mDFjBjU1Ndy8eZOvvvoKaHid6erqkpubS2hoKCkpKdI5xo8fz9atW+natSuXL18GGrZCFRcXS3M21rNnT8aNG8e8efMICwsjKCiIkydPYmhoSPv27fnggw/45ptvOHv2LK6urqhUKkJCQqQApiAIgiAIgiAIwt+V2Gb1HxMUFEReXh5hYWFkZmby5ptvEhUVxYoVK8jKyqJfv34oFArKy8vp378/q1atYvfu3dIb5sTERAYPHsyOHTtYuXIlnp6evPfee1Kr7w0bNkhzaWtrS12kGhegbY7Itvnni4iIYM2aNUBDDaSvv/6aK1eukJ6ezrBhw1i8eDFRUVF069aNN954QxoXFBTExo0bAXB2dkYmk3Hr1i169epFRUUFSqWSw4cP06pVKz7++GMA5s2bR15eHs7OzpSUlEhbsxpTKpVSRzVdXV28vb2lAKFKpcLT07PJ8X/Fa7Cmpoaaml9bdaq3KwqCIAiCIAiCIPwZIpjzH+Pq6kpFRQVVVVUsXryYgwcPYmRkhKWlpdTuW6FQcOXKFYYNG8batWtZt24d7u7urFmzBh8fH7S0tPDz82PTpk3NznFnTRsQBYn/C4KDg6UuWampqWzevJmLFy9ibm6Ot7c3L730EoaGhnz99dcYGxvTsWNHgoKCcHJyQqVSkZubi62tLQqFgtu3bwMNBa9v3ryJlZUVtbW1fPLJJ5SWllJbW8uVK1cIDg4mODiYqqqqu65HS0sLlUpF27Zt7/rawwoeLl++nMWLFz+UuQVBEARBEAThr/Z32Ob0sOd/UEQw5z/I1NSUmJgYBgwYQMeOHZHJZNja2lJQUIBKpWLJkiV4eHgADe2Yu3fv3ux5lEqlVAel8ZtjkWXz3+Tq6kp1dTWVlZX4+fnh6+uLsbExRkZGhISEcPHiRcaOHYuzszOZmZlMnjyZxx9/nNdee426ujquXr2Kra0tt27dkmoymZub89NPPzF58mQSEhI4fPgwTz75JL/88gvBwcEYGRmxZMmSe17TX/VaVH8v/F7Qct68edJWNGjIzHF2dn7QlycIgiAIgiAIwr+MCOb8B0VGRkrFZy0tLQEYM2aM9PUuXbo0OV79RlUmkzXbhUgQ1GxsbEhISMDNzQ03NzdSUlIIDQ3FycmJlJQUunTpQu/evYGGFuGxsbFoa2szceJEFi5ciFKpxNnZmeDgYADWr18vvUZnzZr1sG7rLne2U/+j3wv6+vro6+s/qMsSBEEQBEEQhL8V5d8gM0cpMnOEf4u1a9cCd78hbbw9qvH/i6CN8Ef5+voSGxtLu3btMDc3l4I5rq6uJCQkkJGRwUcffcRPP/2Ejo4Or7zyClpaWjz55JN0794da2trzMzMpPP5+fk9tHtp3I2r8ffAnd83ZWVlHD9+nOPHj+Pp6cnTTz+NiYnJX3qtgiAIgiAIgiD8t4h36f9R6oLEjYmtUsL9Cg4O5tixY0BDFsqlS5cA6NSpE25ublhbWzNu3DgOHDhAXFwcY8eORaVSYWBggIeHR5NAzl+lcSe1xtRt1NXfJ9XV1aSnp6OlpcWZM2dYvnw5JSUlfP/997z//vu4uLjg7e19z/MJgiAIgiAIgiC0FJGZ8x8lChILD0K3bt2k4sVTpkzByMgIaFp7yd/fv8mYvypweOPGDf73v/+RkJBASUkJo0aNYsyYMejq6gK/ZqPV19dTXl5OcXExu3fv5uLFizg4OBAaGsrOnTvZvXs3SqWSxMRErl27RkZGBq6urkycOFG6X0EQBEEQBEEQQKF6+NusFP/SP7aKYI4gCC0mIiKCiIgIANzd3R/y1fyquLiYjz76iJqaGsaOHYulpSV5eXmkpKSgr69PdnY2nTp1Iicnh9WrVxMWFoaenh4LFy7k4MGDhIaGcubMGaqrqwHw8vJCpVKhVCoZOHAghw4dYu7cuWRmZjJx4kT69u37kO9YEARBEARBEIR/MxHMEQThH+POtvd3fn6v46Oiovj555+JiYm565gdO3bwwQcfcOrUKbS1tTl27BjLli0jISEBKysrunbtCoCnpyfFxcXU1dVhbW2Nnp4eOTk5dOzYkR9//JHKyko++ugjdu7cSbt27aTCzX9EaWUtetT+iZVoYKSnWYadno7mO2xd5IYajTPU1XzO6nrN/pqifR8bif1sjDUap0jK0HxS746aj02K1miYnrnmWxsVlZUajasrK9d4zrqKao3G6Rppdq0AJGq2tgCl52M1Gqesrdd4TpmGL3yVQvn7B91zrGbfo/pWmheEN3M21Whc+ulMjee8H4WJ2RqNsw/X7GfR/dA11uznPIBpKwuNxuVe1Pxnp6avP4C6Ks2+1x51N9d4zm9vFms0bnCrv34rupGV5hnH1cWa/byur67TeM7ipDSNx9aW//l/hwEUXC/QeE59M81+BtrcR0lJm3b+v39QMxTJf/73mTKvUKO5hD9O1MwRBOFvLz09nf379yOTyVAoFNLjdwZy6urquHz5MkeOHJG+Xl9fz9WrVxk8eDDQtLBxRUUFI0eOxMTEhOPHj6NUKjEyMqKqqgo3NzdcXFzIzc0FwMHBgfr6erKysgC4efMmycnJpKenc+zYMbZu3cr58+fp0KHDnwrkCIIgCIIgCMK/leL/u1k97I9/I5GZIwjC30pz2TbXr1/n9ddfZ9CgQVK9p+TkZFJSUnjkkUfQ1tZmx44d7N69Gy0tLdq2bUtkZCQymQwdHR2Ki4uxtramqqoKQ0NDxo0bx4kTJxg0aBDvvPMOb7zxBv/73/9wcHDg0UcfRaFQYGZmhr29PVeuXMHW1hZ9fX18fHxYvHgxfn5+lJaWUlFRQUlJCceOHSM7O5vevXszZMiQh7FsgiAIgiAIgiD8h4hgjiAID4VSqZQCN+oPuDvbRqlU4u3tjbGxMbW1tRQXFzNmzBhkMhkODg7Ex8czbdo0LC0tiYuL4/jx47Rq1Uoaq6Wlhb29PWlpaRQVFWFoaMgbb7xBfHw8P//8M4mJiXTu3JkDBw6wYsUKPvzwQ6mrlpmZGadPn6ZHjx4AvPXWW2zbtg2ZTMb69evx9vbG0NCQgICAv27hBEEQBEEQBEH4zxPbrARBaFF3tuZWFwpuvD0KGlp/a2tro6WlJQVwqqurOXbsGBUVFQCMHDmSgwcPSjVqUlJSsLW1Ze/evezbt4+nnnqKzZs3c/nyZVq1akXPnj0pKGjYu6xUKqXz9uzZk9zcXHbt2gWAm5sbbdq0ob6+nsr/r/sxfPhw+vTpIxU5Bpg8eTIDBgyQPndycmLWrFm88sorBAcHY2j4a10BhULRZAuXIAiCIAiCIPzXPeztVf/mbVYimCMIQosoLCzk448/viugIZPJpMBNY5cvX+a1117j7bffJjg4mJiYGEpLS1m5ciUXL14EwNzcnFu3bmFgYICTkxMXLlwAGooWd+rUiS+//BJ9fX1Onz6No6MjZmZmZGZmSvOqgzmBgYEMGzaMo0eP8txzzzFo0CAmTZqElZUVYWFhAAQEBGBra0vnzp2la2zfvj1t27Ztct0qlQqFQnFX0EodmBIEQRAEQRAEQXjQxDYrQRBaxN69e5k6dSoWFhY88cQTaGlpUVVVRWZmJqdOnWLv3r0MGjSIkSNHYmxszIYNG6ioqCAyMpI1a9bw888/88orr9CmTRtu375NREQEvr6+JCcnAw3dpJKTk6moqCA6OpoPP/yQLl268MYbb3Dp0iXkcjkmJibcvn272et79NFHCQ0NZf/+/Xh5eRESEiIVKq6vr2fSpElkZ2cTHBzcZJx6q5aaTCa7KzD1R9XU1FBTUyN9XlpaqtF5BEEQBEEQBOGfoF6pQvshZ8bU/0szc0QwRxCE+6Kue3P16lX69+/P1atXOXHiBD179uTw4cN89tln2NvbM3ToUA4dOoRSqSQyMpLi4mKWLl1Kq1ateOGFFzh9+jQAdnZ23Lx5EwA/Pz+OHj2KUqnEx8eHw4cPo1KpqKmpISMjg6ioKOLj47ly5QrQUOOmtrahtWRzLcudnZ2ZPHnyXY/r6OjQpUsXOnTocNfXWjLbZvny5SxevLjFzicIgiAIgiAIwn+TCOYIgtAitLW1iYyMxNDQkC1bttCzZ09at26NoaEhXbp04amnnkImk7Fv3z769etHVVUVpqamAPTp04evvvoKaKhn8/XXXwNgYWHBL7/8QmFhIe7u7pw6dQoTExMmTZrE5MmT8fLyYuLEiVLdmxkzZvxu8EVdS6dxsEelUvHcc89pdN/qQs6Na//cy7x583jllVekz0tLS3F2dtZoXkEQBEEQBEEQ/rtEMEcQhPsik8nIyMhAoVAwZswYDAwMiI6OJiEhgVatWuHi4iIFbdq3b89bb72Fk5MTCoWCU6dO0b9/fwoLC0lNTQWgd+/efPzxxwwfPhxTU1N8fHwo/D/27juuyvJ94PiHvfcWZG9FERRwr3JrapqWuXOVWZZpZN9SS22qDbNl25EjZ+bIkXsPEBEnCAIqQ/Y85/z+4HeeQLDyKFl2vV8vXnoOz32u+3k4HjnXue/ryskhJCSE1157DZVKRUxMDCdOnKg1l7+yiqauY/4sCQO1t1vdSUwtExMTTExM/vLxQgghhBBC/Jv9EwoQ3+/49UWSOUKIu2ZgYMCWLVsICAggLi6OX3/9FQsLCxYuXIiFhYXSYSowMJC8vDwqKysZPnw4H330ET/88AMeHh44OjqSnp5OgwYNWLBgAenp6URGRtKgQQMlzqBBg2rEValU6OvrKytj7gXttrFbkze3Pn5RUREWFhacO3eOWbNmkZqaSnh4OPPnz5dCyEIIIYQQQoh6Je84hBB3zcTEhKysLDZv3oyrqytLly5l8+bNpKSkKB2mcnNzATA2NiY+Pp7evXszdepURo0axYQJE2jSpAlpaWkAREZG0rt37xqJHKjd9tzAwEDplnUnrl27phQfrqysrPE97Sod7WOWlZVx/fp1Nm/eTGpqKgCnTp3i8ccfp7i4mHnz5tG6dWt++OEH/ve//0kiRwghhBBCiP+I3Nxchg4dio2NDTY2NgwdOpSbN2/+5fHjxo1DT0+PBQsW3HFsWZkjhLhrJ0+e5IknnuD9999X7uvbty/r1q3DyckJPz8/pQNUfHw8lpaWqFQqjI2NWb9+PW+99RZt27YlKipKGV/Xtqa/sh3qdlauXMn8+fOpqKjAyMiIxx9/nAkTJmBoWPNl8Ndff6V169YsXLiQ0tJSduzYwdNPP81HH33EmDFjePLJJ7G2tsbKyori4mKuXbvG/v378fHxoUWLFsrKHiGEEEIIIf7r1P+AbVbqeoz/xBNPkJaWxubNmwEYO3YsQ4cOZcOGDX86du3atRw6dKjWB9h/lSRzhBB3LSsrC3d3d2WVi6GhIW+++SZmZmY1jtNoNFhaWqLRaDAwMKCkpARnZ2dmzpxJREREjWN1WeGyc+dOAgMDcXd3r3H/uXPnWLlyJbGxsXTr1g0jIyM2bNiARqNh1qxZPPTQQ7Rq1QqAmTNn8sknn1BYWMju3bv55JNPCA4OJiEhQWl7bm1tjYODg9Ii/aeffmLbtm3MnTuXbt26ERsbe9saO0IIIYQQQoh/v8TERDZv3szBgweVrrhffPEFLVu2JCkpiaCgoNuOvXr1KhMnTmTLli307NlTp/iSzBFC3LUBAwbUWo1SPZGjXa2iPUb7Z+fOnencubNOMat3kdL++fbbb/Pkk0/y5JNPKsfo6+vz8ccf4+PjQ+/evZXx2r+rVCrWrVuHn58faWlptGjRgtDQUI4fP05qaioeHh4A+Pv789tvv6FWqzExMcHR0ZG4uDh69OjBpEmTAFi9ejUfffQRsbGxd3QuFqZGmJga3fE1cLbWrZiygb7uK4fySit0GmdupHtiq1yl0mlcWaXun8LklVX++UF10Ldx0DmmWueRoOcX8ecH1aFgz286xzR1sNZ5rK5MbC11GqdnoPvz725+prq6eT5V57EW7o46jdM31v1XQiOLO3/9AjC21G0cQM75XJ3H6upu5luaW6rTuIqiEp1jatR386qiGwMj3Z5H9v66/zvLOJ6h81hDM93mq7mLT/l7e+j22rkhLV/nmN1dLHQad1fP+Zu6PecLrxXpHNOqgW7/RwCU6Phv1MDYQOeYLuFuOo3Tu5sPCyt1+z3O0M3njscY6On2vKtP2jILWnfbnOTAgQPY2NgoiRyAmJgYbGxs2L9//22TOWq1mqFDh/LSSy/RqFEjnePLx8ZCiLump6dXq57Nrd+/G+np6Zw6dUppQQ5VK3e0NXO0oqKiSE9PV25r51RcXIy5ublyX1FREQcOHCApKYnXXnsNa2trfvjhB8rLy7l48SIGBgZ4enqSl5enPFaTJk24fv06WVlZWFpacvr0aaWL14gRIxgwYADz589n6tSpyvyEEEIIIYT4L1NpNP+IL4CGDRsqtW1sbGyYO3fuXZ1bZmYmzs7Ote53dnYmMzPztuPefvttDA0NlQ+EdSUrc4QQ98S9qBOj0Wjq7Ex19epV9u3bh42NDV5eXuTn57N582ZWr15NaWkpI0aMoH///gQFBbFr1y5UKhUGBgYYGBig0WgIDQ0lMTFReazZs2eze/du3Nzc+PXXX+natSvTp0/H1dUVJycnAEJCQsjPzyc/Px9LS0uCg4N56KGH6N27N46OjgQFBSmrjVq3bo2fnx+NGjXCxcXlrq+DEEIIIYQQ4t5KTU3F2vr31XG3W5UzY8YMZs6c+YePdeTIEaDu90B/VEPz2LFjfPDBBxw/fvyu3z9JMkcI8bfSvrjdmri5dStWSUkJN27cwNPTk7NnzzJz5kzmzZvHo48+yqRJkygrK2Py5MlUVlaydOlSgoKCiIyMZMmSJRQVFSkv1Hp6ejRp0oQvv/wSqMqUL1q0CECprRMZGcnDDz/MpEmT+OGHHwBwdXUlJyeHjIwMGjRogJGRERMmTCA4OBgfHx/8/PyUcxozZszfc/GEEEIIIYT4F1H9Awoga+NbW1vXSObczsSJExk8ePAfHuPt7U1cXBzXrl2r9b0bN27c9gPePXv2cP36dTw9PX+fn0rFiy++yIIFC0hOTv7T+WlJMkcIcc+Vl5dz7Ngx4uPj2bt3LxERETz//PMANermaP+em5uLnZ0d6enp/PDDD+Tk5LBmzRoaNmzIzJkziY6OVlbFDBs2DKh6Mf7ss8/Yu3cvZ8+epUmTJowaNYri4mJycnJqvFA/9NBDWFhYMH/+fCZPnoxKpSIuLo6wsDAKCgqwsrJiypQpzJ8/X6mRA1U1cBo2bKjcNjAw4KGHHlJu3y4xJYQQQgghhPh3cnR0xNHxz2vQtWzZkry8PA4fPqx05T106BB5eXlKc5VbDR06tMb7CYCuXbsydOhQRo4ceUfzlHceQoh7Rluj5pdffqFt27YkJyfTvHlzunXrBkBBQQEHDhxg3bp1lJWV0bdvX8LCwhg5ciQnTpzA2tqa7du3U1hYSFJSEpMnT2bu3LkEBgYSHh6Oqloh3I8//piysjJef/11Jk2axJUrVzAxMcHGxoarV6/WmtPixYu5ePEi4eHhREZGMm3aNCZPnqzU0snPz6dnz55KgkmtVuPl5VUrQVO9NlD1xJQkcoQQQgghhPjvCAkJoVu3bowZM4aDBw9y8OBBxowZQ69evWoUPw4ODmbNmjUAODg40Lhx4xpfRkZGuLq6/mH3q7rIyhwhxF+Sm5uLra0tenp6qP+/Q8btEhiBgYFEREQwZ84c5b7Nmzczc+ZMmjZtipeXF1lZWQQFBbFq1Sp+++03xowZw5EjR/Dz86N58+ZoNBpatmzJ3LlzKSwsxNramhs3blBYWIilpSWfffYZv/76K6GhoSxatIjCwkI0Gg3W1tacOHGC1q1bAyjzbdKkCTNnzqSwsBAvL68a801KSmL06NG0bNmSxo0b/+G53YvaQEIIIYQQQvwX/JO2WdWHJUuWMGnSJLp06QJAnz59+Pjjj2sck5SUVKOxyr0iyRwhRJ2Ki4v59ddfAYiOjuaRRx5h/fr1ODs710h05OTkYG9vD/ye6AgJCSErK4vPPvuMs2fPUlRUxLBhw7h06RLr1q3D2dmZnj17Mm3aNAwNDencuTNFRUUkJyfj7u5OaWkpZWVl2NvbY2try6VLl/Dz82Pfvn0kJyfTuHFjRowYQWxsLHp6ehgbG+Pp6cm1a9cYM2YMFhY1WyFq25c7ODjg4FDV/lTb2lzbuWrVqlW4urrW6zUtKyujrKxMuX1re0QhhBBCCCHEv4e9vb1Sc/N2/qjrL3BHdXKqk2SOEP9xZWVl/PLLLzg4ONC2bVvlfnNzcy5evEheXh59+vTB0tKSnJwcnJ2duXz5MhMnTiQtLY1GjRoxe/ZsfHx8gKokib6+Pp6enmzatIlu3boRERGBnZ0d7du3Jz09XUkIZWVlKfF8fHw4d+4cgYGBJCQkUFxcjKmpKQ4ODuzcuZPnnnuOXbt20aFDB1599VWmTJnCgQMHMDIyIiYmRqmRc7uEzK0raqonpMzMzDAzM7ur6/hHVeu15s6d+6eV8YUQQgghhBDiz0iRByH+A0pLS9FoNHz77bfcuHGjxvdMTEzYs2cP8fHxyvapkydP8t1331FYWEhJSQkAdnZ2XLp0CYDvvvuOl156iVOnTuHr68uCBQvIzMwEUOra2NvbM2zYMCZMmEB0dDR2dna4urpy4cIFAB5++GE2bdpEcnIyFy5cwNXVFR8fHywsLLh8+TIFBQUA9O/fH19fX6CqTWBWVhbPP/889vb29OzZky5dutSqSq89j/pWPc5f2X4VGxtLXl6e8pWamlqf0xNCCCGEEOK+0m6zut9fDyJZmSPEA+TmzZsUFhYqHZlu3ryJp6cnkydPZubMmbi4uNRYgXLp0iXOnz+Pnp4eZWVlFBcXc+HCBSZPnkxoaCgZGRlAVXcqX19fzp8/T0VFBUeOHGH58uU4OTmRl5dHv379lJUu2j8jIyPZuXMnjz76KBqNBlNTU5ydnTl37hxQVcl93bp1PProo1RUVDB06FACAwNxcXEhLCxM6SL1yCOPKPPVFiv+sy5S96IYsbY+j6enJwYGBrVW3mhXIEHVdqmzZ8/i4+ODk5PTbR/TxMQEExOTu56bEEIIIYQQ4r9NkjlCPEC0yZAdO3bg5OTEkSNH8PHxoaKigvz8fFxcXDh16hStW7fmwIEDTJs2DX9/f9LS0khPT2fy5Ml8/vnndO7cmVdffZV169axYsUKpU7NqVOnyMzMJCQkhJYtWzJ9+vRac9AmPMLDw5Wq7Xp6epiamtKwYUPS09OBqpU+w4YNo2/fvtja2irjbWxssLGxqfGYKpUKAwODWjGqtzfXlTYpo11RpNFoMDQ0ZO/evVhYWODh4YGBgQF6enpUVFSQlpaGvb09NjY2/PDDDyxevBhfX18OHDhAnz59eOONNzAyMrqrOQkhhBBCCCHEH5FtVkI8QPr06cOlS5c4ePAgAHFxcTRs2BBra2sqKyvZtGkTS5YsAeCnn36iXbt2fPXVV4waNYrKykpOnTpFSEiIkiBp1KgRvr6+XLx4kcaNG5OSkoKNjQ2hoaHs3bsXgMzMTDZu3KgU7tKObd68Oc2aNVPmZmRkxPDhw4mNjVXu09fXVxI5f7Q1qnoi525pC5BdvHiR+fPnEx8fr8QwMDDA0LAqx92vXz9CQ0MpLy8HYOHChQQEBDBixAjefvttoKrWzvHjx1m8eDG//fYbV69eVa6LEEIIIYQQ/3UqjRqV+j5/af6eEgx/N0nmCPEACQwMxNfXl6ysLI4dO4aPjw+mpqaoVCrS0tJo3bo1RUVFZGdn4+LiohQLjoiIoGHDhmRmZuLl5cXJkycBaNCgAb/99hvXr1/H19eX1NRUiouLGThwIC1btiQiIoIePXrwzTffKEkQbTLHxcWFL774otYcb1fN/V5sjaru9OnT/PLLL8DvdXyqz8/Pz4/nn3+epk2bArBr1y4GDBhAr169+PHHH0lOTmbcuHFcuXKFS5cu8e2335KcnMzPP//MlStX+OGHH2jbtq2ybcrU1BQ/Pz9SUlLu6XkIIYQQQgghxK0kmSPEAyQkJAQbGxuaNGnCrFmz0NPTo3v37hQVFZGenk5AQADXrl2jpKQEe3t7pX6Nr68vO3fupLS0lHbt2nH27Fm+/vprPv74Y8zNzUlISMDGxobGjRtTWlqKpaUl06dPZ/v27Rw/fpxVq1YpdXqqq2u1zd1ui6qLNlkTHx/Pc889R3x8PMbGxkqCqfrKnoKCAn788Ufi4uL4/PPPeffddykvL+ett95i5MiRzJ49m65du+Lo6IizszM5OTmUlpYq7c7NzMwYOXIk+/btw9nZGWNjYwoKCrCyssLc3Jz8/Pwa7ceFEEIIIYT4r1L/A4ofq6UAshDin65JkybcuHGDyMhI0tPTeeONN9izZw9vvfUWGRkZdOvWDZVKRWFhId27d2fevHmsXr2amzdvAnDu3Dl69+7Njz/+yLvvvoufnx/vv/8+DRo0AODLL79UYhkYGGBnZwdUJVP09fX/sP333dIWO66rTo42WePn54eenh5paWl0796duLg4KioqeO2112jRogX9+/cH4LXXXuPQoUMcPHiQ/Px8jI2NOXjwIIMHD6Zhw4bK1i8TExMyMzOxtbXFycmJjIwM3NzcuHr1qpLccXd35+TJk7Rt21bpxJWdna1cs7/i4rVCjMzu/D+ZwtKKOx4D3FVF/+AG1n9+UB2yiyt1jplwo0incQZ3kTi0M9Ot7pHG3l3nmBgY6zxUo+PyYStPF51j6hmb6jQudct+nWMaWegW08zJTueYhq5XdB5r7uGqW8wLV3WOaWJrpdM4I3OzPz/oNgrSbuo0ztROt58ngIm1bsXk9Qx0f13Q9fkHYGCk26/cpdn5OscszdPtgwWj67k6x1RX6PZaX5JbonNMVbnqzw+6jYoS3earp3/vP5j6M91dLHQe+8s13f4fHXDpps4xdaVR6f47StG1Yp3HFmYU6jROfRfzLczQ7d+3gdFd/H6tr1vpAnXxnc9VU6LbNRV/nazMEeIB4uXlRVFRESUlJcycOZO2bdtibm6Ovb09V69WvTlQqVScOXMGNzc3Fi5cyIoVKzh//jwffvghI0eORF9fn9DQUL7++mteffVVGjVqpCRtoO5tUtoCwfeKWq2utapHT0+vzoQRQFJSEsOHD2fYsGHcuHGD7OxsAJ588knKysro3LkzX3/9NYWFhRgYGODq6oqpqSkeHh7k5eVRVlbG119/zeXLl/nggw9o06YNV69exd/fn/T0dEJCQsjOzmb9+vWoVCp+/fVXgoODgaoW7EePHgUgJiaGXr161SrgLIQQQgghhBD3kqzMEeIBY2VlxdGjR+nRowcxMTHo6enh7OxMdnY2Go2GWbNm4evrC0D79u1p3759nY+jVquVtt/VEyj3eptUQUEBH330ERMmTFCSRnWt6Ll8+TLJycmsW7eO9957T9lCBfDuu+8SFBREv379GDx4MAEBAUBVLaD4+HgeeughZsyYwaFDhygtLaVjx46oVCrs7e3R19cnKSmJfv360a9fPwB69erF7t278fX15ddff6WsrIyPP/6YDz/8kKCgILp3707Xrl0BWLp0KXZ2dmg0GiIjI+/ptRFCCCGEEOLfTKXWoH+ftzndzar0fzJJ5gjxgOnUqRO5uVVLpO3t7QEYMmSI8v02bdrUOF6btNGufNGqjy1SdT2mlZUVjzzyiLKapbKyku3bt7Nv3z6aNm1K3759KS0tpWfPnrRq1YrQ0FDKysqUZE5JSQkpKSk899xzhISEMHz4cLKysgDw9/fn2LFjtGzZklGjRnHq1CkOHDhATEwMFhYWWFpaYmxszPXr10lKSuLtt9+muLgYAwMDOnTowPXr1ykpKaGyspKQkBA+/vjjGvV31Gq1koDSJrm011IIIYQQQggh6oskc4R4wCxcuBCoSjRUT55UTzJU//u97iJ1a1ygzjo3paWlxMXFodFoOHnyJLm5ubRp04aNGzfy9ddfEx0dzZdffsnNmzcZPXo01tbWhIeHM3HixBrnkJycTFRUFDdu3ACq6uYkJiZSWFhIZGQkp0+fBqBv376sWLGCtWvXEhYWBoC1tTXm5uaUl5djZmZGQEAAzZo1IzIyEicnJ9zc3JRuV1C1nUyj0SjnWNe1k0SOEEIIIYQQor5JMkeIB5BKpaqxggSol61S2oTKHyWHVCoVCQkJnDhxgpiYGIKCgnjllVe4cuUKlZWVTJgwgb1795KdnU2bNm1YsWIFPXr0YNy4cfz000/s3buX06dP0717d6VQc0VFBUZGVQVqGzRogLGxMb/88gudOnVCrVaze/duMjIyaNy4MYsWLQKqVim1b9+e7t2706VLFwA8PT2ZMWOGMtfY2Nha53hrckpPT6/WtRVCCCGEEELUVqkGvfu8zalStz4R/3iSzBHiAXQvkw3agsd6enp1Jjaq/5mens6hQ4cICQlRCgQvWLCAPXv24OXlxfnz5xkwYAARERHs2bOHL774guDgYFJSUjh+/DiZmZmEhIRgZVXVjaVJkybEx8eTmZlJo0aN2LBhQ63zs7GxoW/fvsTGxtKzZ08MDAzo0qUL169fp2XLlsycOVM5NiQkhPXr19/2XNVqda1VRPdy5VJZWVmNtuX5+bp3KRFCCCGEEEL8d0kyRwjxh26X2CgqKuLYsWP4+/tz/PhxFi9ejLW1Nampqfj5+TF8+HCsrKxISUnhww8/JDU1ldjYWEpLSxkxYgSOjo54eHgAEBAQwPr169FoNDg5ObFv3z6eeOIJnJyc+PXXXxk9ejRXrlzhzJkzteYE0LRpUz744AMuX75MREQEjo6OyvcGDRpU41iVSlWrPlBd51cf5s6dWyO5JIQQQgghxINMCiDXH2lNLsR/VF0txm9VUVHBsWPH+OWXXygtLWXNmjWMHz8egIyMDFauXMmhQ4dwd3fnwoULDB48mB07dtCmTRvmzZuHs7Mzn3zyCePGjWPBggV0795d6VpVWFhIUVERAMHBweTn56NWq+nevTuHDx9m3rx5vPjiizRt2hR3d3f8/Pxo2bIllZWVdW4TCwgIoEuXLkoiR3t+t7Y4NzAwqPekze3ExsaSl5enfKWmpt6XeQghhBBCCCH+3WRljhAPsNsVPYY/r5tz7tw5xowZg56eHs2aNaN58+bY29tz7NgxABwdHfH29iYzM5P27dvj6OhI48aNgapiw7NmzcLZ2RlnZ2d++eUX5XG19W5UKhWZmZm4uLhgZ2dHTk4OycnJtG7dmsWLF7Ns2TKaNWvGo48+ip6eHi4uLnz44Yd/+Xzro8BzeXk5Z86coWHDhjg4ONS6pn/WycrExAQTE5N7Nh8hhBBCCCHEf5Mkc4R4AJSWlqJSqbCwsKhxvzaxcGutm8LCQn7++WcefvhhpX35rS5cuIC1tbVSpwaqathoixBbWVnh5OREUlIS9vb26Ovrc/HiRRo2bIipqSnm5uZoNBq6d+/Oyy+/TIsWLTh9+jRlZWXMmTMHV1dXpYU4wHfffYefn58Sp0mTJrXmVFenrLrO9165tW17VlYWr732GtOmTaN169bo6emhUqlISkoiNzeX1q1b39P4QgghhBBC/JvJNqv6I8kcIf6FtO2xDQwMKCoqYu/evVhYWNCmTRvlmLKyMhITE7l27Rpdu3YlPj6ecePGsXXrVpKTk3n33Xfp2bPnbWM0b96cpKQkRo8ejYeHB+3ataNz586YmJhw6dIlfH19yc3NJTs7GwAvLy8+/PBD9PT0WLduHUOGDEFPT4/PPvuMefPmsWrVKjw8POjduzcAS5curXE+oaGhNeJrEyn6+vr11kYdoLKykuXLl3Ps2DESExPx9/fn3XffxczMrFa8Bg0a4OLiohQuTk1NZfTo0RgaGmJvb09+fj4PPfSQ0mlLCCGEEEIIIeqD1MwR4h+oescjtVqNSqWq8f3q7bH19fXZu3cvH374Ie+99x4JCQnk5ubSv39/ZsyYwYYNG/jggw8ICQlh3LhxPPbYYyxcuJCpU6diaWl52zk4OzsTHx9PbGwsenp6zJkzh+zsbFq1asWaNWtITk4mISGB5ORkMjMzCQgIwNramo0bN1JYWMiAAQMwMDDA0NCQqVOnsmzZMt59913atWunxKjeKetW+vr6GBgY3NM26tu2bat1v6GhIePHj8fd3Z1Zs2Zx8+ZN5s6di0qlYseOHYwfP56+ffty4sQJAGxtbUlLSwPg3XffZdq0aWzatAk/Pz8+/PBDLl68eE/mK4QQQgghhBC3IytzhPgH0Gg0fPrpp6xatYq8vDxCQ0OZM2cOHh4eda5GOXPmDAcPHuTXX39FT0+PY8eOYWBgQFBQEM7Ozrz11lu8+OKLhIeH8+uvvzJx4kQeeeQRhg8fTlJSEu+99x6TJ08GqlamGBoaKn9qFRcXU1FRgZmZGZGRkeTk5FBRUcHrr7/O66+/zoABA3j88ccZMGAArq6uuLm5cfXqVd599906z/HWLUtw77dF1RVPu7JHT0+PgQMHcvz4cXx9fZVj9PX1CQkJoVevXgQHB/P444+zatUqjh49yurVq/H396dt27a88cYbvP766zRu3Jjk5GSKiorIzs7mscceIywsDEdHR+VaCCGEEEIIIWSbVX2SZI4QfxO1Ws3+/ftrbIXS2r59O7t27WLq1KmEh4eTmppKTk4OHh4ebNu2jQ8++IArV67w/PPPM2LECM6fP8/bb7/N3Llz6d+/P7t372bLli1Mnz4dU1NTkpKSWLp0KQEBAbi6uvK///1PqadjYmKCi4sLq1evZvDgwfj4+DBv3jzy8/OZMWOGknAxMDBg/vz5LFu2DF9fX0aOHKkkKr788sta5+Dn58fPP/9MUVERpqamtdp/12cHqfPnz2NkZISnp6cSp3o8lUqFgYEBUVFRJCYm4uvri0ajUVYG+fr6cvToUYKDg0lNTcXe3p4tW7ZgZGTElClTADhx4gQbNmygW7duHD9+nMzMTJo0aYK/v3+NduOlpaV3PP8bucUYltx5YiunoOzPD6qDmYnuL/025sY6jYu/XqRzzKv5d35NARq7WOkcs0LH//Q1xuY6xzTMSdZ5rNrURqdxJk3uos5TZYVuMQ/F6RzSxFa3n6mxte4/FyP/cJ3HGhiZ6TSuoZWd7jEddEsoq4vydY55I+6yTuOMLEx1jmnqYK3TOAtX3a+tuZuDzmN1Pdfy/GKdY8JVnUZVFun2mgtQnK3bfM3sdH8umDvq9u8MoCy/XKdxBsa6/05j7qDb65Gxpe5buAdcuqnTuFVnsv78oNuYMCBYp3HWno46x6ws1e3nCWDhotvPRVWu/vODbqMsX7ff43R9DgHomeo+VvzzyDYrIeqJdnuUNmGgr69P9+7duX79eq1j33jjDfr370/Xrl1xcXGhefPmNGnShMrKSr777jsGDBjAwYMH+fLLL1mzZg2BgYEEBwfTsGFDAIyMjCguLmb//v0AODk58dRTT7Fjxw6WLl3Ks88+i5OTExcvXuTGjRt89913aDQaZXWOm5sbcXFxyryhKunz8ssvc/r0adavX0+/fv1qnZ/2C6BNmzasXLkSCwuLemv/rY13a1v1AwcOsH//fiVmTk4O33zzDUOGDGHixIkkJCQAEBgYyJEjR4CardlbtmzJ+++/z8iRI1m8eDG9evUiPDy8xs+qdevWHDt2DF9fX/Lz89HX1yc6Opr169eTkJDA5s2bmTt3rnIdhRBCCCGEEKK+SDJHiLtw7do1NBoNly5dIjU1VUlsQM2aL9r7mzZtSlJSEvB7MqGkpAQDAwM8PDwAatTHOXDggFLY2NzcnMcee4xz585RVFREWFiYkmxwdHTEzMxMWRXSp08f4uPjWb58Odu2beO1115j8+bNHDx4kNTUVDp27Mjo0aMZOnQoeXl5ODs7Ex0dDaDU4tH+XaPRoFKpatXt0dfXV77g3m2Z0l4XbZHn6vdr4+np6VFZWUlubi4AcXFxTJkyBW9vbz7//HOysrLIyspi/PjxRERE8NlnnwFVSZtTp04pj6mdc1RUFPn5+YwcOZIVK1bQsWNH/Pz8uHbtGhcuXAAgNzeXBg0aYGFhQXZ2NikpKXTo0IG3336bZ555hkWLFpGfn6/8HIUQQgghhPivU6s1qO7zl1q2WQnx36ZNLmi3D+3bt4/4+HjGjx/P7t27sbW1VVbK5ObmsmXLFrZv3469vT1PPfUUAQEB+Pj4cOzYMdq2bat0o8rKyiIkJISUlBRat26Nvr6+stVJpVJhZfX7toLAwECWLVvGU089hampKRkZGQC4uLjg7e3N/PnziYuLo2/fvrz66qu8/vrr6Onp0axZMwICAmjfvj1DhgxBo9Hg4uLCo48+CkD79u3p3LlzneddvdjyvVJeXs7Jkyc5e/YsO3bs4IknnqBLly5KPO2f2r+XlpZiampKfHw869evJz8/nyVLltC9e3dmzJhBdHQ08fHxvPbaa7Ru3RqVSsXAgQNZsWIFmzdvJjMzk5MnT9K8eXPefvvtWo/v7++PqalpjeLMoaGhDBo0iJdeegl9fX2uXbvGkiVLMDEx4dFHH8XLywuALl26KHMXQgghhBBCiL+DrMwRog55eXksXryYlJQU5T5tUkO7EqV169YMGzaMyspK4uLieO655/Dz82PJkiWkpqZy/vx5BgwYgJubG1988QUA0dHRHD9+HPh9BYqtrS3Ozs4cPHgQqOpkpU0yuLi4oKenx4oVK4CqYsU5OTk4OTmhp6enrBqxtrZm4MCBxMTE4O7uToMGDQgPD2fdunWsXbuW119/HT8/P8zMzJRzgd+3VFUvfPx3mDNnDjExMSQlJREQEEBQUBBQVXT50KFDnDhxguTkZDp27EizZs14+eWXKSkpQa1W8+233xIQEMCFCxdo2LAh3377Lf369cPDwwNz86p9wOXl5cyePRuVSsXLL79M69atSUpKwt/fn5KSEsrLy2usJHJ2dubq1atcuXJFuU9PT4+xY8fy1FNPMXbsWFauXImXlxcajYbhw4fj4+Pzt14zIYQQQggh/m3u96oc7deDSFbmCEHtFtlGRka0atUKZ2dnoCrJcP78eTZu3IijoyOjRo0iPT2d999/nxYtWtCiRQtlZUjbtm2prKzE1taWDRs2sHHjRnJycjh37hxRUVF8//33wO8Feq2srOjSpQujR4/m5MmThIeHA7B27Vq8vb0ZPnw4sbGxREdHKzV0APr374+JiYlyDnZ2drzxxhu1zk27PUq7Pam6+ixK/EfCw8Pp1asXs2fPVu5buHAhv/zyC46OjkRHR5OZmcmgQYMYNGgQixYt4tlnn+Wzzz6jQYMGREVFYWpqSqtWrfj2228xNDREo9GQnp5Os2bNMDMzY9myZRQUFAAwbdo0vL29MTAwoKysjNOnTxMREQH83tFqzpw5Na4nVD0vevbsWeO++uzAJYQQQgghhBB/hSRzxAOvoKCgxlalW2k7HUFV/Zpr167h6upKVlYWFy5cICYmhilTppCVlUV4eDinTp3i6aef5osvvsDZ2Rm1Wk2vXr3YuXMnjo6OyuPMnj0bd3d3JkyYwKZNmzh79iydO3dW6rxUT6S0bNmSF154gTfffJO0tDSKi4sJCAjgww8/xN3dnQULFgAoLbUBQkJCap2LtjjwrXVv/mkiIiKYMGEC69at4+DBg9jZ2WFjY0NycjIbN24EICAggBMnTmBpacnzzz9PdHQ0Go0GCwsLiourumU4OTlRUVFBSUkJrq6uXL9+Xfl5d+/enSFDhmBsbIyDw+8dSGJjY7G0tFRua7e1Pf3007XmKYkbIYQQQgghxD+RJHPEv562vkx127ZtY9asWaSlpREeHs7IkSPp06dPjWMvXrxITk4OLVq0UNp+JyQk0KZNG15//XXi4uI4c+YMvXv3xsjICFdXV2bPnk1WVhaPPfYY58+fx9HRkZSUFCwsLCgtLSUtLY2QkBCMjIxYunSpsjJk1qxZNG3aFAsLC/Lz87lw4QL+/v41zuGpp54iKiqKyspKgoODlS1DGo2mRhLnj9yvlTZ3ytPTk6KiIpYvX05kZCSdO3fm8uXLtGvXjuzsbBwcHNBoNNy4cQNLS0tMTExwcnIiKysLPz8/zp8/T0xMDLa2tqhUKhISEhg9ejSxsbG88MILrFixgvfee49Nmzbh7e1NVFQU9vb2AEyYMKHWfP6upE1ZWRllZb+3oczP170VsBBCCCGEEP90Go0GzX3e5nRrJ9wHhSRzxL9WYmIiFy9epFevXspWGYDk5GQ++eQTpk2bRs+ePfn111+ZMWMGxsbGdOvWjZMnTzJmzBj09PRo1aoVLVq0YM2aNQQHB/PTTz8BUFFRQWBgIIcPHwbAw8MDNzc3ysvLcXR0xNnZmdzcXBwcHLhw4QL6+vrY29uTk5NDZWUlpqamtGnThnHjxinfKyoqAuC5556rlTzQ09NDo9HQpEkT5T5t4ulBXR3i6+vLG2+8oSS1CgoKMDY2JiMjAwcHB6Kjo/n+++957bXX2LJlC0FBQbi4uGBpacnJkycZOnQoNjY2dO7cGX19ffz8/Pjkk0+wt7dXngvjx4+/n6dYy9y5c5k5c+b9noYQQgghhBDiX+7f8TG++M/Ttsau3qr61KlTvP/++7WOTUxMJDc3l169eqGnp0enTp148cUXmT9/PgCvv/46b7/9NocPH1a2L61fv57HH38cqCoybGRkhJOTEyUlJRQVFdGgQQNOnTpFRUUFABcuXECtVtOwYUNyc3O5evUqw4cPZ9myZbi4uLBv3z4WLFhAQEAAXbt2Zfny5cTGxgJV23z8/PxqzVubtLm1fs+DKiQkhJ9//lm5bW9vj5GREWlpaQBMnz6d0tJSwsLC+N///kfHjh3R09Pjqaee4plnngGqikdr249DVYv2v2N1UmFhofJcqKysrPG8/COxsbHk5eUpX6mpqfU5TSGEEEIIIcQDSlbmiH+k6ittoO66L02aNFESH9WPPXHiRI022wYGBkRFRTFz5kzy8/O5evUq3t7eQFVtGzMzM9RqtVLLRtvZycbGBktLS1JSUggJCeGLL77g/fffJz8/n8DAQEJCQkhPT6dJkyaUlJTQrFkzFi5ciJ2dnbJFStul6c/Or7oHPYmjFR4ezu7du3nuueeAqutdvR5OaGgosbGxPPvss7i5uQF3tuXsXtJoNKhUKgwNDdm/fz9xcXH07t0bd3f3Gp3AysvLMTY2vu3jmJiY1CqyLIQQQgghxINKrdagvs/brO53/PoiyRzxt7t15UldNW+0iY6MjAzc3Nz45ptv2LVrF2fPnmXy5MkMGDAAd3d3KioquHbtGi4uLkqCRK1Wo6enx82bN7G1tQXAzMwMV1dXUlJSCAoK4vTp0/j6+iqtunv16sXSpUuxt7fH0dGR9PR0HB0dMTAw4PTp04SFhdG2bVs0Gg0NGjRg+PDh2NjYYGNjU6MQsbu7e43z0K7YuDVx82+pbVOf2rZty+XLl5XbHh4ezJgxo8YxVlZWNYpX13eiS1tAGmomEPX09JSkTatWrWjVqhXl5eVUVFTwySef8M033+Dg4MBzzz1H796963WOQgghhBBCCCHJHFGvqiduNBoN3377Lf369cPGxkY5Rk9Pj+LiYq5fv463tzdlZWVMnTqV4uJi9u3bx/79+zE0NOSJJ56gVatW9O3bFxcXFzp06IC9vT1nzpypkcwJDAxk586dpKSkKMmcuLg47Ozs8PX1JSQkhDVr1tCkSRPOnz+PqakpL774It988w3jxo0jJyeHoUOHMnHiRKZNm0bDhg1JS0tDpVLRunVrHnroodue460kaXN72qSI1v1YkVRWVsbXX39NYWEhU6ZMqfPnVVFRQUJCAmfPnmXLli14eXlRVlZGWFgYnTp14scff2Tz5s1YWloqyUEhhBBCCCGEqE/yTlPctT/qyKMt4KtdfbNmzRpWr17N6tWrycnJIS8vj0GDBtGyZUuee+45du3ahZGREbt27cLZ2ZkzZ85ga2tLt27dSEhIYOTIkfz222/s378fAB8fH+Lj42vE7NatGyYmJrz99tvKfZs3b8bNzQ0LCwueeeYZ2rZty6OPPspbb73FmTNnABg6dCg7d+4kMTGRV155BWtra/z9/TExMcHZ2RkPDw9ldUb1GikPcpHifzuNRqMk225Xxd7IyIiUlBQArly5wowZMxg0aBBPPfUUxcXFqNVqPv/8cz799FPGjRvH888/j4mJCcXFxVhYWJCYmMhXX33FoUOHlO5lQgghhBBCiN9/H7/fXw8iSeaIu9aoUSMloVL9H0pWVhabN2/m+++/Jy8vj8zMTNLT05k1axY//PADxcXFLF++nB49enDq1Ck6derEJ598woULF+jUqVON2iJbt27l8OHDfPTRRyxYsIATJ04AVUV0z507B/y++sfa2prJkyfj4eFBeHg4AQEBXLhwgalTpwJgZ2fHqFGjOHbsGNu3b2fcuHFA1bYaY2NjpT5KdVZWVrz00kt06NABkBU3/0QajabGNimomWirnnBTqVR89913mJiY4OnpSU5ODlD1nHV1dWXq1Kk89NBDvPzyyxgaGhIaGoqHhwfR0dHY2tpia2tLVlYWFhYWrFq1CgcHB77++mv69u3L6dOn/94TF0IIIYQQQvznyDYrcdeaNGlCXFwcYWFhSpHYEydOsGDBAtRqNRYWFty8eZNx48YxZswYLl26xFtvvQVAfHw8K1as4NNPP0WtVtO1a1esra1p3LixsvomPz+f8+fPExwcjKurK8bGxuzduxeNRoOXlxeLFy8GqhIs2jfsXl5ezJ49m2eeeQYvL6/bzl375v/W+ih1FVwW/xzaZNutP7fqCZvKykrOnj1LXFwc3bp149ixY+zbt4/Y2FhMTEyYOHEiHTp0wMPDg8rKSq5fv05ERATl5eX8+OOP7N69m5KSEq5du4aTkxOBgYFkZGTQoEEDnJ2dSUpK4vLly3Tu3JnOnTszduxYRowYQUJCAo0bN76j8xnT0R9zS6s/P/AWF7OL7ngMwKkrN3UaBxDhYfPnB9XBz95c55gqHT9NSc4t1jmmt51u81Wb6XZ9AHJMHHQeW67S7Ro5XknQOWZp0imdxukb6/6rR87ZFJ3GOTap3UHwryo98POfH3QbhVdv6DQu7Tfdfy5WHrY6jdOo/lpXvrqYOVjqNK4ku1DnmPpGuj2P8i5n6RyzvED31xRLd0edxhlbW+gcU9efqY2f+58fdBsOjW/fBOCPZBxK0jmmtYe1zmML0nV7Dpbll+kcs/Rm6d867m5MGBCs89hFq87qNO4RH1udYwY9EqrzWF2fCxod//8FsG5457/7AZi72escU3UzR6dxJmF3/hqmV1z1+7pGrUFznwsQ3+/49UWWF4i71rRpUw4dOlTjvqCgIBYuXMj8+fNp2LAhK1euJCEhgWbNmnH27FmKiorIycnB09OTkSNHcuDAAQ4dOsSsWbNwdXUlKCiIq1evAmBubk6bNm3YsmUL/fv3Z+fOnYSFhZGdnU10dDSzZs0CatdcMTIyUhI5t67Y0NLX15fEzT+YWq2utUoKqpI41X9uJSUlnDlzhkWLFjF58mRyc3MZP348zzzzDOvXr6ewsJCysjJycnLIyMgAoEWLFiQmJuLm5oapqSmXL1/m5s2bfPPNN7i4uLB48WIaN27MyZMn8ff3V56zAG5ubuTn55Odnc22bdvo0KEDkZGRGBoa0r1797/n4gghhBBCCCH+s2RljrhrUVFRLFiwAPg9oWJqasoXX3zBsmXL8PPzw8fHhyNHjjBo0CDy8vLQaDTY29vTpk0bxowZwyuvvEJWVhb79u2jadOmuLu7k5qaSkVFBUZGRnTu3JmSkhKsrKxo1qwZ1ta/fwrTo0ePP52jbIv6Z6trhRTU/XPLyspizZo1bN++nY4dOzJ69Gj279/P7NmzCQ0NZeTIkSxevBg7Ozt+++03Zdy1a9cwMjJSWtMHBwdz9OhRunbtqmybunHjBsXFxbz44ovk5eWRnJzMhQsXCA8P58aNG6SlpdG4cWPc3NxwdnbGwsICZ2dnpk2bRtOmTWnQoEG9XyshhBBCCCGEkGSOuGsRERFKAVmVSoWBgQGlpaXMnj2bK1euADBq1CgyMzOxsbHBxcWFb775BoDx48fz6quv0qtXL8rLy2nYsCFRUVF4eXmxY8cOjIyMgKp6KL169aozfl2tzcW/y61JG41Gw/Xr1zl8+DCbNm0iLCyMwYMHY29vz6ZNm0hLS+Oll17im2++4euvv6ZLly4YGxvTtm1bIiMjWbFihVKsOi8vDxsbGxwdHTE3Nyc1NRUAb29vdu3aBUCDBg1ITExk+PDhrFu3jt69e2Nvb09gYCCpqam4urry6KOPEhYWBkBwcDCxsbHKfL29vev/IgkhhBBCCPEvo1ZrUN/nbU73O359kWSOuGuenp5UVlYCYGxctVfa3NwcMzMzfvzxRwwMDLh06RJqtZqCggJee+015s2bh5GREQUFBTz++OMMGDBASdxoubi4KH/XFjfW/r06SeT8M2mTbNqW8bdTVlbGnj172Lp1Ky1btqRfv37Ex8fz5ptvUlhYyGOPPca2bdu4ceMGEydO5NChQxgaGnL06FE2bdpEfn4+zZs3JyYmhoqKCqCqKPfy5csBsLGpqmHi4OCAi4sLW7du5aGHHiI9PZ1jx44B4OrqyrFjx3BycuLll19m27ZttGzZktDQUOV52bNnz9ueoyQUhRBCCCGEEH8nSeaIe8LKyopXX30VY2NjfvnlF0aOHMkHH3zAV199hbm5OdOnT8ff3x8LCwtCQ0P58ssva4w3MjJSuhFVL2RcnbxZ/me6XbJG+/PSfi87OxuVSoWzs3ONxNyWLVv4+OOPad++PevWrePkyZPMmDEDPT09mjZtyogRI/Dz82P16tXs2rWLrKwsDA0Nqaio4Ouvv6ZVq1aUlpZiZWXFjRtVxUbbt2/PqlWr+PLLL/H29ubUqVOMHTuWIUOGsG3bNgYOHMijjz7Km2++iUajYciQIQwfPhwAPz8//PxqF0utK2FTV6csIYQQQgghhKhvkswR90SPHj2UGiYTJ07k4YcfxtnZmW7dutV5fF2JG+ki9c92u5VR2mRN9ZU4V65c4eDBgzRs2JD09HRiY2MxNTVl7NixTJo0SXmcgoIC9u3bR58+fZg4cSL79+/n3Xff5dKlS7Ro0UJ5Pvj5+WFoaIixsTE+Pj4EBgYyatQoAG7cuIGlpSXm5uacPVvVOcHLy4tFixYxbdo0SkpKCA4ORqPRYGdnx7p162qdm3ZLlpZara7VHUsSNkIIIYQQQtwZjbrq637P4UEkyRxxT7z33nt13q9N2mjfGEvi5t+rrmTGpUuXOHXqFAYGBvTp04fr16+zaNEidu3aRbt27SguLmb//v2sXbu2Rrtu7WNVVFRQUFBAZGQkAI0bN0ZfX5+KigpsbGzYunUrkydPpkGDBvzyyy9MnjwZDw8PYmNjOX78OMnJyWRnZ7Nx40YaN26Mg4MD5eXlGBsb4+7uzg8//FDnuajVVa/odRVdhvormF1WVkZZ2e/tTPPz8+sljhBCCCGEEOLBJskccc9UVlYqCRvtm2FJ2vyz/dVaL4WFhRw+fJhr167Rp08fLCws2LJli9JBytnZmeTkZCZNmoSBgQFqtZqZM2cCsGPHDp5//nkeffRRGjduTJs2bZSY9vb2WFlZceDAAVq2bIm1tTVHjx7F2toaLy8vEhISmDlzJmfOnKFDhw7Y2Njg7u7Ou+++y/79++nTpw/h4eE4ODjQtm3bOueubW1e/Xl4r5M1Go1GuZZ/dD3nzp2rXBchhBBCCCEedNrfk+/3HB5EkswR98ytW1XEP8sf1Xy5ncLCQt59910SExMpLy/H0tKSDRs2sHTpUlq3bs3WrVs5f/48q1atYvHixUyaNAkfHx+aN2+urJCZP38+p0+f5uzZszzyyCP89NNPdOjQQYkxaNAgZs2aRX5+PsnJyQwePBg3NzcuXLhAr169MDExYfDgwbRu3RpLS0sAwsLClM5Sf3aO9ZVMrF4r6M+SOFqxsbG88MILyu38/HwaNmxYL/MTQgghhBBCPLjk3bcQDxBt1lmj0dRafXJrsuHChQucPXsWW1tb2rRpU+fjWVpaoq+vT0ZGBnv27AGgRYsWHD58mMjISMaMGUNKSgqdOnWioKCAK1eu4OHhweHDh8nOzsbNzQ1bW1s6duxIx44dOXr0KNeuXasx34iICF5++WW2bNlCZGQkAwYMQE9PD3t7e4qLi+nZsyft27evNTftVqnq53kv69pU/xShrpU82vtUKhW//fYbcXFxFBQU8L///e+2j2liYoKJick9m6MQQgghhBDiv0mSOUI8QP6ou9KZM2c4ffo0jz32GK+//jpbtmzBz8+PRx555A/bh7u4uNCpUyeuXbuGi4sLbdq04cqVK1y4cAErKyu2b98OwLp160hMTCQgIICKigouX76Mm5sb27Zt4/333yctLY3w8HClPk71ecbExBATE1MjrpOTE5GRkUry49ZVN/dqq9TttprdutqmsrKSkpISrKysKCoqYvLkybz//vvs2rWLzz77jGbNmuHv709ZWZkkbIQQQgghhADUag1q9f3d5nS/49cXSeYI8Q+WnZ3N/v37SUxM5Pr164wcOZJGjRrd9vizZ89SVlbGsmXL6N+/PxMmTGDlypX4+voSFxfHr7/+SteuXdmyZQsfffQRLVq0UMbemtTQ3nZyciIxMVFJ5pSUlJCRkUHjxo2pqKhg+fLl5OXlkZ2dzd69e2nTpg1ubm7KypmYmBi++uorvLy8/vBc1Wq1sqJIT08PFxcXRo4cqXz/blfdXLt2jRUrVnD27FkuX75Mv379eOqpp+p8XLVazdmzZ8nIyGDlypX4+Phw/vx5IiIiGDlyJGZmZiQkJHDjxg1Wr15Nu3btGD16NA4ODnc1RyGEEEIIIYT4KySZI8Q/VElJCZMmTeLGjRu0atUKPz8/9u7di7+/Pzk5OTg4OGBsbExxcTEjR47k888/Z+TIkXh5eRETE0NUVBQWFhbEx8fj6+uLu7s7FhYWlJaW0q5dO1588UUiIyMJDAyka9eu+Pr6otFoqKysxMjISEnm+Pv788knn7BkyRJSU1O5ceMGjRs3pmPHjqSmpvLRRx8xaNAgvv32WyWGdquRRqPB3t4ee3t75TbUnZiprw5SWvPmzSMtLY3OnTvz5JNPsmfPHrKzs7l+/ToWFhZKsqlLly688sorxMXFsXr1agYOHMjEiRP54IMPyMnJoaysDDMzM0JDQzlx4gTPP/88b731FgkJCRgbG9OuXTuGDh36h6udhBBCCCGEEOJuSDJHiPug+iqYmJgYli9fjre3d41jXn31VVxcXFiyZIlyX05ODiYmJgwaNIhx48YxZMgQjhw5gouLCzY2NkRHR1NQUMDzzz8PQHh4OMePH+eRRx7B3t4eMzMz4uLieOedd8jPz2ffvn189dVXXLhwgXfffZdZs2YRFRVFjx49lMSLnZ0dTZs2pbKyktWrV9OjRw/atWsHwLBhwxg2bNifnqPWvaxpU11d9XOqW7duHUlJSXz99dfY2dkBVdfGzMyMt956C319fSZPnoyTkxP+/v5YWFjQpEkTfvvtNzp27AiAr68v27dvp6CgAFtbW0JDQ9m9ezePPvooy5cvp6Kigg8//JAPPviAoUOH3tG56utVfd0pb3vzOx8E3Cwu12kcQGG5SqdxafmlOse8crNEp3HGBron00x1HJtdoXvB7fM5up0nQHGFbj+XLu4BOsc0KdftZ6p3OUPnmFaezjqNU5dX6hxTVVqm81hDU2OdxundxXPXLlC3ouoWnu46xyzLytZpXHlBsc4xTWwtdRqn688EwLllM53HFl9J02mcWQPdnvMAFUW6/RvV9d8ZgL6ZhU7jGtzFhx938zxSq1J0Gmfna6dzzMrSCp3GFV4r0jmmRqXbFhNrT0edYz7iY6vTuHWXb+oc89nsfJ3Hlubq9u/F3FG338UALN11u75383+avrGRTuM0JYV3Pqas6t+mRq1Bc5+3Od3v+PVFPjYWop5UVFRQXFxMZWXtF1w9PT0lAWFsbMzp06eBmkV3z549S3R0dI1x2hUukyZN4uTJk6Snp3P58mXKyqrebLi7u9dovde8eXPi4+OVsSkpKWRmZgJV244aNmxIaGgooaGhFBQUkJmZqSQ7tF2gHB0dMTMzIzw8nK+++orRo0fX6BClVqtRqVS12g7e62LEWhcuXGDfvn3KOWu3ZmkTOaWlv/9nrG1LvnPnTvz9/bGzs1Ouu5mZGQCvv/46lpaWfP/992RkZFBSUkJ4eDgWFhY4OjoqXdr8/PwoLCzk5s2bAOTl5SnFnDdu3MimTZu4ceOGUqy5vhJXQgghhBBCCCHJHCHukepJDYBdu3axf//+Wi3bz507x759+8jJyQGgSZMmHDt2THkMPT09cnNz8ff3Jzc3F4C0tDRiY2Pp1q0bX3/9NQMGDMDDw4O3334bNzc3JbnSokULzp8/r8SKjo6mqKiIjRs38uuvv3Lt2jXOnz9PcnIyAwcO5MUXX6S4uJjBgwdjYWFBWloaLVu2rDFfc3NzLCwsqKiooKysTEmGaOnr62NgYPCX23P/kcrKSg4fPsyVK1eA35Mx1R/3+vXrbN26lUOHDpGSkoKenh5bt26lTZs2hIeHM3/+fG7cuAH8ngTy8/PjzJkzQFUSZv78+Xh5edGzZ0+srKzo1KkThw4d4uLFiyQlJWFkZIS7uzvl5eVK8sbHxwd/f3/mzZvHggULyMzMJDExEYCffvqJn376CTs7O1588cW7ugZCCCGEEEII8Wdkm5UQd0hbqLf66hSovcUnOTmZX375hV9//ZXWrVsTHBzMtGnTyMrKomHDhkRERPDiiy/SokUL1q1bV2OsgYEBrq6unDt3DqhKZoSHh2Nvb8/GjRsZOXIk/fv3Z+DAgaSnp/PUU08BVYmhs2fPKo8TFBTEK6+8wvTp04mMjOTVV1/F29sbLy8vTp48WevcVq1aVec5x8bG1utKE219mdzcXBYvXkxkZCRjx47FwMCAkpISzp49q1yDhIQE3n77bb777juGDx/O0KFD2b9/P2vWrMHIyIj58+cze/ZsFixYoMw5MjKSefPmAVXtwfv06UOHDh3o06cPUJUEi46OZvr06Uqb9gYNGlBYWEhqairR0dGYmZnxwgsvEBsby82bN5k4cSKvvvoqAF999VW9XRshhBBCCCH+tf4B26y43/HriSRzhKhDSkoKhoaGuLu7U1FRgaGhoZIYqJ600W4tunLlCsnJySxdupTGjRvz7LPPkpOTw969e7GwsMDe3h53d3e+/PJL7O3tWb58Oe+//z59+/alRYsWSqJBG8Pa2pqYmBieffZZysvLcXd3Z9CgQWRmZrJhwwYAPDw8mDZtGkOGDGHRokVA1VaqPn36kJeXh42NDQDt27dn7969dZ7nrYkpU1PTOo+720SOSqWq8/pp56C9z8bGhpCQEGVlzTfffMP8+fNxd3cnKCiIwsJCevfuzcmTJ+nWrRu9e/fm8uXLzJs3j5MnT5KWloaRkRH9+/cHft8q1rJlS4yNjVm7di19+/bFz89PiX3z5k1sbW157rnnWLBgAS+//LIyt8cff5ywsDDltrGxMe+///5tz1F7frLFSgghhBBCCFGfJJkjxP/buHEjL7zwAm5ubly9epXY2FhGjx6NkdHvhcIqKyvZuHEj8fHx+Pj48OSTT3L8+HGGDRtGz5498fX15cSJE3z33Xc8++yzXLx4kdjYWHx8fNBoNKxdu5Z58+YpBYuPHj3KgAEDyM/Pp7y8HGPj3wszduzYkaZNmzJp0iQiIiK4fPkyiYmJDB8+nMrKSgwNDWnbti1dunShqKgIR0dHNBoNixcvrnVuGo1G2cJVfTvUve62VD1O9ce+dRUTwJUrV8jKyiIiIoLExESGDRvGkSNHcHZ25rfffgOgW7dujBgxgszMTBYsWMAnn3zC0qVLcXFxISMjg4qKChwdHbG1tSU2NpawsDDMzWsWotMWYv7oo4/45JNP2LZtm9LFatiwYco2OBMTE5o3b67cVqlUSlKornO8NWlT1zkKIYQQQgjxX6bWaNDT3N+VMer7HL++SDJH/Ofc2vlI+8a8tLQUtVqtJBIAjhw5wuHDh9mxYwdBQUF06dKFjz/+mDZt2rBt2zby8vIYM2YM9vb2tGrVir59+7Jx40ZWr17N8OHDqaio4PTp07i5uWFqasqsWbPYs2cPTk5ODB8+nNTUVAwMDLCxsSExMZGmTZvWmOuSJUtYvHgxv/32G82aNaNHjx5ER0djaGhIYWEhM2fOJDo6WmmrraenV2f7bz09vXuebCguLmbz5s0YGhoq25XqiqNSqVi5ciWnTp3Czc2NH3/8kX379rFixQquXr1KREQEfn5+3Lhxg/Lycho2bEheXh6VlZXY2NgwaNAgkpOT8ff3JyUlhcLCQhwdHcnNzUVfXx8rKytcXV25fv065ubm3Lx5kwMHDhATE4OdnZ1yTbp06YKnpye//PILHTt2pFmzZsoKnYKCAj7++GPMzc2JjIwEfk/O3NqVqz6upRBCCCGEEELcCUnmiAdCXW2wtVuIbl1BcetqFO33oqKilJUxWVlZXL16lf379/PJJ5+watUqgoKCePjhh/n4448JCwvj7NmzDBs2jPHjx2NtbU2DBg0A8PT0pKioiOLiYlxcXMjPz1e2L5mYmLB//34CAgKIj4/HxMQEAG9vb86fP18rmQMwevRoRo8eXev+hIQE1Gq10jr71vOpb2ZmZrRp00bZznXjxg2uXbvG6tWrOX/+PG+88QY+Pj6cPXuWr776it69e1NYWMjFixcpKSkhMDCQzMxMZUuYpaUlFy9exMPDA41GQ1ZWFuvWrSMoKIgff/yRgoICHnnkEVJTUwkICGDr1q2sXbuW9u3b884777Bq1Spee+01iouLGTBgQI1OYNprEhwcTHBwcK1zUalUeHh40K5dO5yda7ZkvZfXs6ysTOnCBZCfr3sLTSGEEEIIIcR/lyRzxL+atmaNvr4+Fy9eZPr06SxfvhyoewvR9evX2b59O8ePH+fcuXOsW7dOebPu6elJeno64eHhGBoa0rVrV5o1a0ZAQACenp4YGxuTmZmJpaUlUJUYMDMzIy0tDT8/P86ePUtUVBS2trZYWFiQnJxM+/btWbNmDWvXruWFF17gnXfeYe7cuZibmzN27Fiio6NRq9WsXr0aAwODOpNSUHc9lujo6Fqty+/2Wmof+3bz0F7DM2fO0KxZM65cucKePXuYPHky06ZNIy8vj5iYGPz8/JgxYwaffPIJX331FQMHDmTMmDGUlpaycuVKEhMT8fDwQKVSkZqaio2NDR4eHhw7dowBAwZgaWlJVlYW5eXlFBcXc+HCBTZu3MjVq1fZs2cPY8eO5ciRI7z++us899xzjBkzRqlt4+Dg8IfneevKLABbW1uGDh16Ly7jH5o7dy4zZ86s9zhCCCGEEEL8E2g0978AsuYB3WYlrcnFP572H5+29Xf11tjVa7P4+fmxbNky5Xtnzpxh9OjRtGrViq+//prKykpSUlJ46aWXCAoK4vPPP1eO1T6mj48Pc+bM4ejRo8yePRtXV1cCAwNJTU0FqrpDbdmyBYDs7GxcXV2pqKjA09OTuLg4ACwsLDAzM+PkyZN0796dhx56iLCwMJydnenatSu7du1i06ZNjB8/nmbNmimtvf8ogWJgYKC0/74X1/PW9uLaa1n978XFxSQlJdV48ZswYQI9e/Zk1qxZ3Lhxg/T0dBITEykoKCA8PBwTExMmT57MzJkzycvL49KlS1RWVtYosBwcHMyxY8fw8/OjpKSEzMxMAAwNDdm7dy+mpqaYmpqyc+dOnn32WYyNjenWrRv5+fm88847tG7dGoBXXnmF06dPM2bMGKAqiaNN5NR1flr6+vr3vFYQ/J5w+yOxsbHk5eUpX9rnlRBCCCGEEELcCVmZI/6RKisrWbp0KR9//DGDBw/mhRdeqPMNeGJiIqWlpfz444/07t2bKVOmsGjRIsLDw/nggw/w9/fnf//7H0888QQWFha0b98eb29vgoKCcHFxURIo2oRFcHAwly9fVh7fxsYGY2Nj0tPTady4MUOGDGHr1q1kZGSQkJBAUFAQ/v7+hISEKMkQe3t73nrrLaytrQF47LHHas1bm2yoXoz4Xm7nycvLIyEhgWPHjmFlZcWIESOU71WPqXXz5k0OHTpEXl4enp6ezJ8/n7Nnz+Ls7MzTTz9Nv379WL58OcbGxuzdu1fZHpabm4uFhQWZmZm4urri6+tLbm4uTk5O+Pj4cPLkSVq1asXWrVsZNWpUjbnZ2NgQFhbG//73P1avXk15ebmyBemxxx7DwsICgNmzZzNnzpw6z7OuVTZ13b5Xqq8Eu/X+v1JHx8TERLl2QgghhBBCCKErSeaI+yI/P19JdmjbVmvfIGs0GgwNDfn000/57LPPaNasGQB79+7ll19+4cqVK7z44ouEh4czZswYnJyc6NChA61bt1YKCQcEBJCbm8tTTz2Ft7c3o0aN4ty5c/j5+dGuXTuuXr2qxKqe2IiKiuLw4cM888wzQNX2m4qKCi5evAjAoEGDCAgIYNmyZfTp04eHH34YgJ49e9KzZ0+gKlmiPTctlUpVY4tUfSUbtEJDQ3Fzc6NLly6sXLmSiooKRowYQVFREQcPHiQlJYXu3bvj6enJvHnzOHz4MKampvTt2xcHBwc+/vhjnJycWL16NcuWLaNp06YkJydjYGCAiYkJBQUFWFlZ4eTkhImJCSkpKQQEBLBjxw4KCwtxcnIiJCSEI0eO8M4773DkyBH69u2Lh4cHbm5uyvUcPnw4Tk5OuLq60qxZM6ysrICqdupa2mRb9cSb9vrV13UsLy8nLy8PW1vbGt3M6kqEqVQqDAwM+OmnnzAxMaF79+71/vMVQgghhBDi30Cj/gdss7rP8euLJHPEfdGoUSM2bdpEWFhYjRUN2iTByZMnSUpKYtCgQYwfP55evXqxa9cuGjVqREREBD/88ANmZmb07t2bEydO8NxzzwEQGRnJmTNnaNWqFf7+/srWFz8/P+Li4rCxscHZ2Znk5OQa89G++W7UqBGffPKJcr+zszNDhgzByclJuS8iIoKIiIha56TtilWXv7v7kTbR1bdvX7777juOHTvGli1b2LVrFxkZGTg5OXHz5k1GjRpFZGQkGzZsYNasWbRt2xaAVatW8eabb2JiYoKVlRXHjx8nPDycefPmAShJFwsLC+zt7UlOTqZZs2ZkZWVx/fp1fHx8lG1vpqam/O9//2PTpk0EBgZy+vRp9u3bB4ClpWWdK5eg5vWsrxVMt8aDqudCSkoK+/btU1Y0aTQaKioqOHHiBMeOHaNVq1aEh4czdOhQfH19ee2119i0aZOybU4IIYQQQggh6pO86xD3RZMmTYiPjweqEgdPP/00kZGR9OrVi4MHD+Lg4ECLFi2IiYnhhRde4Oeff+bgwYPo6+uzceNG1qxZQ2JiIv7+/lRUVCiP27x5c06dOoWnpyeGhob89NNPQNUb9FOnTuHv74+FhQWnTp0CqJUg6NSpEzt27FAez8TEhIiICBo2bFhj/mq1WumWpfVPehPftGlTdu3aBYCjoyNpaWn4+voyZ84c5s+fj4+PD5s2bWLPnj14eHjg5eWFo6MjAJcuXWLp0qWsXbuWQ4cO0aZNG5KSkoiOjkalUrFq1SoSEhKU+kSGhoZcunQJBwcHwsPDsbW1BapW12jrC6lUKsrLy1myZAlffPEFEydOVOaqXXVzq3t5PXNzcykoKFDi1VVTp3otnVOnTrF06VIGDhzIBx98QFlZGV9//TXvvfceaWlprFmzhl9++YVFixahVqvp0qULjo6Of0sRZSGEEEIIIYT457z7FP8pTZo04ejRowCsXbuWixcvcuzYMR5//HFmzJhBw4YNGTduHDdu3ADAw8ODPXv2kJGRQefOndmyZQt9+/bF19eXK1euKI/brFkzzp07h56eHoMGDSIxMZGuXbsyZcoUYmNjAejQoQMTJkwAaq/yMDQ0rJW4qYv2jf/f1Qb8TkVFRbFz50527drF8uXLCQ4OJjQ0lLVr1zJw4EDOnDlD48aNOXLkiNJVKjc3F6iq+ZOQkICJiQnnz59n9+7dHD9+HDs7Oz799FOWLl3KxIkT2bZtG4aGhgwfPpxXX30VgFdffZWgoCCg6lpqW70bGhpy48YNmjRpwpdffkmTJk2Uuda1deleOHjwIL169SIkJIQuXbqwZs0aioqKamzpKywsBKpa0a9YsYJRo0YxaNAgvv/+ezIzMzEwMKBv374cPHiQ48eP88Ybb9C5c2f27NnD119/jaWlJSNHjuTKlSscP34ca2trKisr7/m5CCGEEEII8W+kVoNarbnPX/f7KtQP2WYl7ovo6Gg+/PBDoGpL0OnTpwFo3bo1GzZsoKysjKCgIM6fPw9A48aN8fLyYvLkycpjXLx4kcaNG3Px4kXKy8sxNjbG29sbtVpNfn4+jRo1Yv78+WRkZBASEqKsPAkICCAgIOBvPuO/V4sWLYiPj+fHH38kMjKSxx9/nPLycubNm8dPP/1EgwYNeOONN0hOTsbExARjY2MyMjJQq9XY2toyffp0Hn74Yezt7Rk+fDg2NjaUlZUREBCgrHaqi3aFza3JGWtra6ZMmXLPz/PEiROUlJTQqlWrGvWPrl27xvfff89DDz3Exo0buXnzJikpKajVanJzc5k+fTqbN28mIiKCp59+mjZt2rBlyxZSU1PZtm0b5eXlLF68GFNTU7y8vCgtLeX7778nIyMDGxsb+vbtS5cuXYCqrWZWVlbY29vz6aefMn78+Ds+j43xGRiZFdzxuEeaNrjjMQAPBTr9+UG34W5tqtO4u+kIWVimW4LM2VL3YtNOFkZ/flAd7mZLdlnln3dEu52HnHULrDp9RueYmsqKPz+oDlmnde/iFjS8h24DdZwrAPq6b5O1aBWlW0gj3X89s2jUTLeYXo10jln563Kdxjn1fVznmKq8bJ3GlVzfpHNMI89AncealZfqNM7QyV3nmA4ObjqN0/XaAugZ6vbaaWxtrnPM4hu5Oo+1dLPVaZyZk53OMW+e1+010KqBpc4xi64V6zSusrRc55hBj4TqNO7Z7HydY370/Wmdx/bxstFpXNF13a4tgH2Qs07jrh5M0TmmjZ+Orylx++54SHl2nm6xxF8myRxxXzRr1kypWxMYGEhCQoLy95KSEq5evUpoaCjl5eVUVlYSEhJCVFQUEyZMoLS0lMTERB577DFeeOEFHn/8cW7evImzc9UL4rlz54CqxIK/vz/+/v614v9RG/AHgbu7Ox4eHixatKjG/aampvz888/Y2Nhw6tQpsrOzKSoqwt/fHwMDA6VOzZNPPsnjjz9eo/hvddotZrfWAqrPa6qNqS2CbGBgwJYtW9i3bx8bNmyokUg6dOgQp06dYuHChUBVIWvt9q/169dz48YNLl26xJ49exg/fjyHDx8mLCwMMzMz4PeklLZQs4+PD3Z2dqxfv16ZT2lp1S/mn3/+OSNGjKBPnz48/vjjmJub88QTT2BoKC+vQgghhBDiv+12JRX+7jk8iOTdhrgvvLy8KC8vp7i4GE9PT8rKyrh58ya2trbo6+uTmJiIr68vJSUlxMXFERERwZdffskPP/yAWq1m4sSJNG3aFEB5w34rbWKhrsTNg5zI0bKwsGDnzp107NhRWbm0aNEipc33008/jYeHB2ZmZsoWNC3tNrLqL77Va9jUV32gyspK4uPjUalUODk58f333zNq1CgaNGhQZ8x27dqxceNG5bb251pRUaF0FKteSLmiooJjx47x0EMPAdC2bVtCQ0NJSEjAycmJzMxMysrKMDExwdHRkUuXLgFgbGxMnz59eOGFF2jatCmJiYmo1Wqefvpp9u3bx1tvvYW3tzfz5s3Dzc1NEjlCCCGEEEKIeiXvOMR9Y2lpyalTp/Dz8+PmzZucO3eOqKgo2rZti4lJ1faI3377rcbKmieffLLW49xua4/WfyFxU5dOnTopRX+1tWtCQkL4/vvv6zz+dkmv+rp+1eNp/25oaMiuXbtISUlhwYIFTJs2DSMjI9RqNVu2bOGnn34iJSWFXr16MWnSJBo1akRGRgZQO9lkb29PaWkppqa/bwsyMjKisLAQOzs7iouLMTc3p6CggNLSUjw8PDh27BjXr1+nYcOGNG3alDVr1tC5c2eefPJJ3nvvPZYsWcLOnTvx9PSkZ8+euLu7s3nzZqAqEdWyZct6uVZCCCGEEEIIUZ0kc8R906lTJ3JycmjZsiVvv/02fn5+ALz++utA1Rv80NCa+221K0X+jlbV/3baFUu3Jmm03Zy017A+r2NlZSV79+7FxcWFkJCQGnOpHk9PTw+1Ws25c+ewtbVVaiW99NJLdOvWjW7dupGdnU3//v1p2rQpkyZNIiwsjI4dO2JsbMzly5fx8fFRHj8wMJCUlBQyMjLw8fFRzruiooLmzZuzYcMGgoODadKkCRqNBnNzc4yMjMjLyyMtLY2GDRsSGBjI+PHjSU5OpmPHjlhYWDB27FjGjh1b57nKahwhhBBCCCFq0qirvu73HB5E0s1K3DeffPIJPXv2BCAsLAxz89+L32mTDbfSdiKSBM5fo1Kp6lxtY2BgcM+vY0VFBUuXLmXVqlXKfcnJyXTq1Ilvv/1WiQ2QlpbGjh07KC+vKqx35coVoqKiGDt2LNu2bePatWtK4u7GjRuoVCoGDhxIamoqL730Ejt27GDbtm0AeHt7c/LkSeD3VVqNGjXCx8eHt99+m7y8quJr27dvZ+3atfTo0YMOHTrw7LPP4u3tTadOnWjevDk+Pj7MmDGDFi1aKPNv164dw4YN+0sdzoQQQgghhBDi7yLJHHFfqVR1d2+pr5os/zW3Fii+FzQajZJIqc7IyIhx48YRGxtLcXFVZf+jR4/SrVs3ysvLlTbgY8eOZfjw4Xz++ecsWLCA8vJy5syZw9ixY9m9ezcdO3akrKyMjIwMgoKCSEtLA6pa2O/bt4+XXnqJuXPnUlhYiEqlIiIighMnTijzUP9/78GZM2fi7e1N165d8ff3Z9asWZSXl2NjY8OwYcNYvXo1ycnJTJs2DajquNWwYUNZYSOEEEIIIYT4x5N3zOK+qo9kg7i31Go1KpWqRm2igQMHKsWBtcdAVWt5Nzc3fvnlFwCOHDlCWFgYpqam5OXlsWzZMqKiovj555956aWX+OKLL9i9ezcWFhbKKp2HHnqIoKAgzp07R0BAAJmZmUBVG3IzMzPCw8MxMDDgt99+Iysri5CQELZv367MRZsI9PHxYcqUKSxbtoyzZ8+ye/dupeaSkZGR0qr+71RWVkZ+fn6NLyGEEEIIIR5UarXmH/H1IJKPoIUQivPnz2NkZISnp6eSFKm+SkqlUmFgYEBUVJTScax6xytXV1dcXV05f/48e/fupWHDhqSmpmJlZUVubi75+flMmTKF7777DgsLC/r160ejRo2Ij48nMTERABMTE9LS0khPTyc6Opq8vDzS09Pp1asX06ZNY8CAAZSWltKqVSuuXr1K165dlRbqt67oMjQ0VGrm1LfqXbNuZ+7cucycOfNvmY8QQgghhBDiwSXJHCH+g7QraW7tVnXgwAEMDQ3x9vYGICcnh/Xr17Nt2zbs7OwYO3YsTZo0ITAwkCNHjtCzZ08lkQMQFBREXl4ejRs3ZsGCBXTr1o2YmBjOnDnDlStX8PHxITw8nN27d9eYT8uWLVm6dCnnz5/nzJkzXLt2jcOHD9O3b1/Ky8vJzc2lTZs2zJ49m4KCAqKionBxcVHGDxo0qB6vVm11df76K1sDY2NjeeGFF5Tb+fn5Uo9HCCGEEEI8sDRqDZr7vDLmfsevL7LNSogHlDbJou1eVf1+fX19pQByZWUlubm5AMTFxTFlyhS8vb35/PPPycrKIisri/Hjx9OsWTM+++wzoCr5curUKeUxtYmNyMhITp48ycMPP0xZWRmffvopvXr1wtzcnJSUFJo3b46pqSnffvstJ06c4KOPPuLrr78mJiaGmTNn8thjj7FixQpeeeUVHn/8cczNzVmyZAlNmjQBoEOHDvTu3btGIqc+r59Go6mzrtOtiZzLly+zcuVKdu7cSUVFxW0f08TEBGtr6xpfQgghhBBCCHGnJJkjxL9YeXk5hw8f5rvvvmPEiBFs3bpV+V71FuDaVSOlpaXo6ekRHx/P7NmzmTZtGt7e3kydOpWrV68SHR1NWFgYS5YsYezYsfj5+TFw4EAOHjzI0qVL2bVrFydPnqR58+ZcvHix1uOHh4dz5coVTExMmDt3Ls888wxmZmZYWVmRkJCAvb09X3zxBVu3bmXatGmcPHmSgIAANBoNPXr04MSJEyxZsoQuXboQHR1d4zz+btpVS9XrOmkTO/Hx8axevRqVSsXChQt5/PHHWb16Nenp6ZSVld2X+QohhBBCCCH+Xrm5uQwdOhQbGxtsbGwYOnQoN2/e/NNxiYmJ9OnTBxsbG6ysrIiJieHKlSt3FFu2WQnxLzZnzhxmzZpFbGwsAQEBBAUFAVBcXEx8fDzGxsbY2dkxcuRIbt68Sfv27Zk7dy5qtZpvv/2WqVOncuHCBd555x3l9ubNm5U28eXl5cyePRtfX19efvllVq5cSVJSEgMGDKCkpITy8nKMjY2V+Tg7O5Oenk5aWhqNGzemUaNGAERERODv7095eTne3t4sWbLkb79Wubm57N+/n/j4eNLS0hgyZAgxMTG3TRalpqZy/vx5fv31V7p168bixYuJjIxk0qRJnD59moMHD+Ln58fFixcZMmQIzz777N98RkIIIYQQQvyzPejbrJ544gnS0tLYvHkzUNW5d+jQoWzYsOG2Yy5evEibNm0YPXo0M2fOxMbGhsTERExNTe8otiRzhPgXCw8Pp1evXsyePVu5b+HChfzyyy84OjoSHR1NZmYmgwYNYtCgQSxatIhnn32Wzz77jAYNGhAVFYWpqSmtWrXi22+/xdDQEI1GQ3p6Os2aNcPMzIxly5ZRUFAAoKzkMTAwoKysjNOnTxMREQH8XgB4zpw5SkFibaIkKiqq3q+Fto7NrYWItdvMZs6cyenTp2nfvj2NGjUiKSkJDw8PbG1tKSgooEGDBmRnZ/P+++8zcOBAfvrpJ5YsWcKUKVOIiYlh+/btxMfHA+Dr68uJEydQq9VERUXxxhtvcPHiRZydnenTpw+NGzeu9/MVQgghhBBC3D+JiYls3ryZgwcPKrsKvvjiC1q2bElSUpLyQfutpk+fTo8ePXjnnXeU+3x9fe84viRzhPgXi4iIYMKECaxbt46DBw9iZ2eHjY0NycnJbNy4EYCAgABOnDiBpaUlzz//PNHR0Wg0GiwsLCguLgbAycmJiooKSkpKcHV15fr16xQUFGBlZUX37t0ZMmQIxsbGODg4KLFjY2OxtLRUbuvr66PRaHj66af/1mugrW2jr6/PsGHDaNWqFePHj0elUilbwObNm0d6ejq//vqrMq6oqAgLCwteeeUVcnNzWbRoEefPnyczM5Pw8HASEhIwNTVVzqdVq1bMmDEDqOrapa+vT1paGoMHD2bgwIEcOHCA5cuXM3fu3Puy8kgIIYQQQghxe/n5+TVum5iYYGJiovPjHThwABsbGyWRAxATE4ONjQ379++vM5mjVqv5+eefmTp1Kl27duXEiRP4+PgQGxtL37597yi+JHOE+Bfz9PSkqKiI5cuXExkZSefOnbl8+TLt2rUjOzsbBwcHNBoNN27cwNLSEhMTE5ycnMjKysLPz4/z588TExODra0tKpWKhIQERo8erXRdWrFiBe+99x6bNm3C29ubqKgo7O3tAZgwYUKt+dRnfZvqSZvbxfT29lYKM2s0GgwMDNBoNBQUFBASEgL83l7dwsICgMGDB/Pmm29y+fJlLCwsSEhIQE9Pj6ZNm1JaWqo8dnh4OFevXgXAy8uLhIQEQkJCyM/PJzc3FzMzM1xcXG6bga8PWcXlOo27VqR7XZ/iCvWfH1QHf3tznWNmFOo237yySp1jetvq9h+7/l38E7AzM9J5bJ6hbvO1NbPQOWZlXrZO4wozCnWOeePgCZ3GWXnqXjS9LFf3+droOO7a4USdYza01a2wurHJnS3trk5Vrtu/tfILcTrH1FTo9vpXWar761/FlXM6jy1MzdRpnH76dZ1jlucX6TTO0MJM55jWQQE6jcs+fVnnmEWZuTqPLckt/fOD6mCn0u3/QoDyQt2eu7rOFXR/3bVw0f3/7oJ03WKW3sV59vHS9VUX1qfk6TSun7+9zjFVpbo9F6waWOkc08zHT6dxeobGf37QLQz1cwBQazToae7vNiv1/8e/tYvs66+/rnxYq4vMzEycnZ1r3e/s7ExmZt2v+9evX6ewsJC33nqLN998k7fffpvNmzfTv39/du7cSfv27f9yfEnmCPEv5+vryxtvvIG/vz8ABQUFGBsbk5GRgYODA9HR0Xz//fe89tprbNmyhaCgIFxcXLC0tOTkyZNKwa7OnTujr6+Pn58fn3zyCfb29kriZPz48X/rOeXk5JCdnY2vr69SgPjWNuoA58+f58qVKzRu3BgXFxdiYmJ48803axxTUFCAvr6+UgeorKyMmTNnEh8fT9u2bYmNjWXw4MFMmzaN5557jubNmwMQFhZGZWWlUhfIxcUFGxsbVq5ciampKdevX+fSpUtcvXqVl156ibKyMkJCQhgzZszfcIWEEEIIIYQQdyI1NbVGN9nbrcqZMWMGM2fO/MPHOnLkCFD3h9na8g910XYZfuSRR5g8eTJQ9aHx/v37+fTTTyWZI8R/SUhICD///DPPPfccAPb29hgZGSlFiKdPn84PP/xAWFgYxsbGTJs2DT09PZ566inlMWxtbWskbBwdHf+2+atUKiVppH3Ry8zM5IcffmDOnDlA1YvewYMHycnJ4cCBA4wbN44XXniBnJwcfH19sbCw4IMPPqBZs2bK6hltEsjKygpra2vlfnNzc5o3b46npyeHDh2iqKiI/v378/HHH/P888/XSAapVCri4uKUBM9XX33FnDlzcHJy4tVXX6Vp06Z4eHgoW9qEEEIIIYQQ/0zW1tY1kjm3M3HiRAYPHvyHx3h7exMXF8e1a9dqfe/GjRu4uNS9KtjR0RFDQ0NCQ0Nr3B8SEsLevXv/dG7VSTJHiH+58PBwdu/erSRzbGxsatTDCQ0NJTY2lmeffRY3NzegKlusS5Gtu1W9jo1W9dbf2lUwmZmZfPbZZxw4cAAHBwd++OEH2rRpw6xZs2jatCmurq589tlnmJmZkZSURNeuXXnyySdp0aIFarWanJwc7O3tlax4TEwMr776KvHx8YSFhTFw4EAyMzM5ePAgV69eJTAwkBdffJFJkybVmO/YsWNr3G7RogVr1qyp89zUarWyDex+tVMXQgghhBDin+Tf2M3K0dHxL3243bJlS/Ly8jh8+LDS8OXQoUPk5eXRqlWrOscYGxvTokULkpKSatx/7tw5vLy87miekswR4l+ubdu2XL78+15zDw+PWns/rayssLL6fX9tfScbblffpnriBqqSO/PmzcPFxYWFCxdiaGjI0qVLsbCwwNXVlREjRtCnTx9MTU2xsrKic+fOtGzZEoC9e/fyzjvv4OrqiqenJydPnqRFixa4u7tz8uRJOnXqhOb/98e2atWK0NBQ3nvvPcLDw8nKyiIuLo727dsre2ebN29Oz549laLOarWa119/XTkf7TXTdsfSbvvS3n/ruQohhBBCCCEeXCEhIXTr1o0xY8bw2WefAVUfBvfq1atGHc3g4GDmzp1Lv379AHjppZcYNGgQ7dq1o2PHjmzevJkNGzawa9euO4ov7z6E+Jdr1aoVn376qXL771oVot3vWVZWxurVqykq+r3QYvXVN3l5VQXlNBoNU6dOpX379nTq1Injx49jYGDABx98wMmTJ1m/fj09evTgs88+Izo6mujoaFxdXbGzswPA39+/Roxvv/2WKVOmsHr1ajp27MiJE1WFURs1asSBAweUmFoff/wxjz/+OAkJCdjb2/Pyyy/zzDPPYGZmRmVlJfPnz6e8vJzWrVvXSERpVxNVPzcDAwNZgSOEEEIIIcSf0Gg0yuqc+/ZVjwWYlyxZQlhYGF26dKFLly40adKE77//vsYxSUlJynsigH79+vHpp5/yzjvvEBYWxpdffsnq1atp06bNHcWWlTlCiD90u1U22tsmJiZ8++23ODs7Y2lpSePGjSkuLmbChAmcPn2aoKAgvvrqK3777TcaNWrEa6+9xqlTp5g9ezafffYZHTp0wMvLCxcXF9q2bctPP/1ERkYGPj4+HD9+nI4dO2JsbEzz5s05dOgQDz30EKWlpbi5uREXF0fjxo05efIkRkZVnYAiIiKIj49X5lg94dKtWze6detW6xxv3LhBSUmJki2vPubW1UR3o6ysjLKy3zup3NoeUQghhBBCCPHvYW9vzw8//PCHx9SVTBo1ahSjRo26q9iSzBFCkJeXR0JCAseOHcPKyooRI0Yo36uri9SlS5c4fPgwhoaG+Pj4cPnyZYYMGYKHhwdr1qzh008/JTAwkG+++QaNRoOJiQmrVq3izJkzbN68mbNnz2JhYYFKpcLT05Pr16tarzo6OmJkZMTVq1dp1KgR27dvx9i4qhViZGQkS5cuZfr06ZiamvLUU08xbdo0jh49Sq9evYiJiaGyspJnnnkGuH0V+bpq27i5ufHBBx/Ux6WtYe7cuX9aGV8IIYQQQggh/owkc4QQhIaG4ubmRpcuXVi5ciWVlZU8+eSTaDQa9u7dS3JyMl26dMHLy4sVK1bw0Ucf4ePjQ5s2bXj44Yfp1asX1tbWxMbGAnDlyhU6deqEsbEx5eXlAAQEBJCSksJ7772Hubm5sn0qLCyMFStWAGBnZ4eZmRmnTp1i4MCB7NixAx8fHwYOHMjzzz9fo1BYs2bN2Lp1a53n80ftAOujto022/5n265iY2N54YUXlNv5+flKzR4hhBBCCCEeNBq1BvW/rADyv4Ukc4QQhIeHM2bMGPr27cv333/P/v37adWqFT/99BM7duzAzc2N+Ph4Jk6cSFJSEk2aNGHhwoU1xm/duhW1Wk1GRgb+/v5UVFQA1Nj+tHXrVtzd3QG4ePEiZWVlREREKF2kbGxs8PHxwczMDGtra/73v//xwgsvKJ233n///Vpz19buAWq1OK8vtyaL/mo8ExMTTExM6mtaQgghhBBCiP8IKYAshKBp06ZK9XQ7OzsKCwvZvXs3CQkJ7NixgyVLluDq6sqXX35Jv3792L9/P+PGjSM2Npb9+/fTvHlzrl69ikqlwt3dHT8/Pz7//HMASkpKSExM5OGHH6Znz548/PDDREZG8thjj5GSkkJQUBCffvopGo0Gc3NzRo4cyeDBgwFwcXGp0UJdpVLVmru+vr7ydS9pawXVtce1evKmsrKSI0eOsGzZMvbt23dP5yCEEEIIIYQQdZGVOUIIoqKieP3119m1axfLly8nLCyMVq1asWjRIqBq9csjjzzCuHHjeOeddzhx4gRnz57l559/5tlnn+XYsWMYGBiwbds2jI2N6d+/PwkJCcTExFBSUkKHDh14//33mTp1Kl27dsXDwwMHBwcl/qOPPlpjPrfbJnUvixH/WazbrbbRaDQcOXKES5cuMXjwYCZNmkRSUhJBQUH07t37ns9PCCGEEEKIf6vbfTj6d8/hQSTJHCEELVq0ID4+nh9//JEWLVrwxBNPYGFhQW5uLpWVlRgaGnL16lU8PDwoLCzk6tWr5ObmYmpqSqdOnQB4/vnneffdd7GysiImJoYZM2YwduxYZVsVVL2QNm3atMZtPT09nbct3YmUlBR2795NUlISRUVFjB8/nqCgoDrjAxw6dAiA7777juHDhzNkyBCOHj2KjY0NCQkJHD58mF69erFz5042bNiAv7//PZ+zEEIIIYQQQtRFkjlCCNzd3fHw8FBW4mh17NiRmTNnEhAQwIoVK5g0aRJmZmbMmDGD7Oxs/Pz8mDJlCgAPP/wwDz/8cK3Hhd+TNrcmTLS367vGzbVr13juuecwMjKiVatWBAYGsmfPHgIDA0lKSiI4OBiAnJwchg4dyvr163niiSfo1KkTrVu3JioqCktLSxITE4mJicHd3R0jIyM0Gg3t27dn4sSJBAYGEhAQQL9+/fDw8KjX8xFCCCGEEEL8t0kyRwgBgIWFBTt37qRjx45UVFRgZGTEl19+yXvvvceOHTvo27cvrVu3xsDAgGXLlt32cVQqVa3tUPWVrLm1i1RoaCgHDx7E2tq6xnFTp06lRYsWTJ8+XbmvoKAAPT09HnvsMd577z26dOnCnj17CAsLw8DAgOjoaBwdHZU27cHBwZw4cYKYmBgcHBwwNjbm9OnTfPrppxQVFXHgwAE+/PBDsrOzmTFjxh2dh72FMcbmxnd8/jamur2EG91FfaFgRwudxtmZ6r5FLtrdVqdxlia6x9RHt+esc1mmzjErLFx0HmuXe0GncWXJiTrH1DM21WmcS7ibzjEt3Z10GqdRqf/8oNuwcLPXeay6KF+nccbW5jrHLL+pW0xN0gmdY147rNvzyKmiUueYega6vY6l7Tmvc0xDU90L2BekXtNpnGtUiM4xVeW6X19d5Sfpdn0rikt1jllRovt5qspr1+L7KwrScnWOmZ2UrdM4A2Pd/09Tq3TbYqIq1/21U6NjTHNH3V//iq4X6zy2n79ur/VrLuToHHNsI0edxun6vAUovXJZp3GGpnf+e2pFTh5Q1UnqfneTut/x64skc4QQAHTq1ImCggLg9w5URkZGSrvxW2mLEevr69dI1tRHXZuSkhLUajWmpqY1Hl8bV61Wo6+vj7GxMUlJSbRo0aLG+AsXLjB27Nga91lZWQEwZcoUdu7cSYsWLTh9+jSGhlUvi25uNd9wRkREcOJE1ZsdS0tLkpOTyczMRK1Wc+7cOczNzfH396dRo0b39uSFEEIIIYQQ4hbSzUoIAcDChQvp06dPnQXCVCpVrU5SBgYGGBgY1MuqG7VaXSPeli1bOH78eI1ETllZGUeOHGHHjh3k5VVl/gMDAzl+/LgyZ4DMzExCQ0O5evUqAGfPnmXChAl07NiRlStXMmzYMMzMzJg3bx6+vr5KV6zmzZuTkJCgxGvTpg3Xrl3jp59+YvPmzdy8eZNLly6RmJjIyJEjeffdd3Fzc6NPnz73/HoIIYQQQgjxb6RWa/4RXw8iWZkjhFDUtUUK6me1DVQlbTQaTa3Hv7XNeEJCAkePHmX58uX069cPe3t7ZsyYgUqlwsnJicTERJ555hkiIyOVZI42KWVkZISzszNnzpwBwMTEhJ49e+Lp6cnPP//MwIED6du3L2PHjiUhIYGpU6cCVStxXnzxRWUO0dHRTJw4kTlz5tC+fXvmzJlDw4YNcXNz4+TJk/VyfYQQQgghhBCiLrIyRwihuBdJm+ore9RqNXFxcWRkZABQUVFR41h9ff0aMUtLS0lMTGTt2rU89thjfP7551RWVlJYWMixY8fQ09PD3d2dwMBAfvjhB9auXUtYWBjLli3j2rVrREdHK0kbbULIwcGB5s2bs3HjRtRqNT4+PvTq1YuePXsq8woODubZZ59l+/btREdHAxAUFMSAAQOUOevr6/Pwww+zc+dOZsyYQVRUVI2tWHWtXhJCCCGEEEKI+iArc4QQ95Senh6ff/45b775Jj4+Ply/fp333nuPnj17KrV4KisrKSsr48cffyQxMZHIyEgGDx7Mb7/9xosvvki/fv1o3bo1hw8fxtbWlhdffJG8vDxeffVVXF1dqaio4NNPP2XJkiU0aNAAGxsbjh8/TkxMDJmZVQVoq6/u6dOnDytXruSZZ57B39+fy5cvc/nyZcaNG4dGo8HY2JhWrVrRuXNn8vLysLW1RaPR8OGHH9Y6P+1qor+jVpAQQgghhBD/Zhq1Co36/n7geb/j1xdJ5gghdKLRaJRVONrEiXabVklJCd7e3vz222/K8bt27WL//v3s27ePNm3aEBwczJo1a2jbti1bt26lsLCQgQMHYm1tzcMPP0y7du348ccf2bVrFwMGDCA/P5/Tp0/j5ORERUUF7733HikpKQA88sgjpKWlYWdnh0ajIT09nQYNGiixDQwMWLp0KZ999hmnTp0iKiqKcePG0ahRI/T09MjMzOSVV16ha9eu2NraAlVJKbVaXaul+q1bwIQQQgghhBDi7ybJHCFEDRqNRklk6OvrK0mbW2vb3Jrk0N4H0KpVK5YuXQrA5cuXycjI4MCBAyxZsoSdO3diZmbGww8/zJo1a3Bzc+PEiRNMmDCBp556ClNTU1xdXdFoNHh7e7N69WoAbGxsKCkpwcDAAHNzc0xNTdm6dSvGxsZcuHCBpKQkALy8vLh8+XKNZI7WuHHj6jzns2fP4unpSYcOHWrcf68TN2VlZZSVlSm38/N1ayEshBBCCCGE+G+TZI4QAqhK4qjVagwMDDh06BBffvklX3zxRZ1JG4ArV67wyy+/cOLECXJyclixYoVyXFhYGMeOHSMyMhITExMeeeQRvLy8CA4OxsnJCT09Pa5evapsZ2rWrBkqlYr8/HwaNGjA+fPnCQwMxN7eHkNDQzIyMujYsSM//fQTn376KXPnzuXtt99mzpw5NGjQgOnTpxMZGQnA9u3blfOpa94qlUo5J+33O3ToUCuRUx/mzp3LzJkz6z2OEEIIIYQQ/wSyzar+SDJHiP+guuq+6OnpKStvoqOjlULAAIcOHWLu3Llcv36d8ePHM3ToUC5cuMCrr77KV199pSRC9PT00Gg0mJqa4unpyXfffUejRo0A2Lp1K15eXly5cgUvLy+8vb35+eefGTBgABcvXsTb25uKigpcXV05efIkPXv2xNLSElNTUxISEhgwYACVlZVcv34dV1dXmjRpQt++fes8v9slcqB+attoE2G31tG5VWxsLC+88IJyOz8/n4YNG97z+QghhBBCCCEebJLMEeIBpk0y6Onp1dgyVNf2oYMHDwLwzTffMGLECIYNG8bOnTtxd3fn/fff55FHHqFbt25069YNNzc3/P398fX1JTAwECsrqxrbswwMDPD19SUxMVFJ5tjZ2WFgYEB6ejpeXl6MGjWKLVu2cOjQIeLi4ujatavSeaq0tBQAFxcXFi5ciJmZGQCDBw+uNe+6Vtr8UULlXtEmb7Tx/kqSyMTEBBMTk/qemhBCCCGEEP8IGrX6vq+M0ajV9zV+fZFkjhAPkFtXpNwuybB27Vq2b9/O9evXmTVrFkFBQYwYMYKoqCg6depETEwMDg4OnDt3TknQtGvXDjc3N0aNGsWpU6dwcHCgZcuWJCcnExQUVCtGREQEhw8fZsCAAcDvNW8uX75My5YtGTlyJCEhIWzZsoWJEyfSrl07oGbCRl9fX0nkaGmLLGvVVxcpbXFn7QqmW2nvU6vV7N+/n71791JWVsaYMWPqrNcjhBBCCCGEEPeKJHOE+JcoLy/n6NGjHD9+nLNnz/Liiy/i4+NT45jqiZz09HSysrLYsmULJ0+e5JVXXqFRo0acP3+euLg4evToQUVFBQsXLuTll1+me/fuVFRUMGLECABCQ0NJTEzE0dGR4OBgCgoKAPD09GT//v3Y29vj4ODApUuXgN8TSdo5hIaGsnjxYmU+Hh4ejBs3rkaiIyYmhpiYmFrnemvCprp7nby53ZasW1f5lJeXU1xcjK2tLTdv3mThwoV069aNyspK5syZQ0xMDAEBARgbG9/T+QkhhBBCCCHErSSZI8S/xKJFi9iwYQNhYWG4u7srW6jy8/PRaDTY2dnx22+/cfz4cZ5//nleeuklLl++zODBg2nUqBELFixgypQprF+/nuPHj+Pk5MS2bds4deoUQ4YMwdfXlzNnzijxIiIiOH78OGPGjKG0tJR169YRHh5OcXExly5dwtvbGzMzM06dOlVjntoVK4MHD+aRRx5R7jc3NycsLKzWeWm3SVVf/VIfq22ys7NZuXIlJ06c4OLFi3Tr1o1Ro0Zhb29f69iSkhKuXbvG8ePHOXLkCBYWFmRkZGBqasr777+PRqMhMzOTjIwM0tLS0Gg0TJkyBXNz83s+byGEEEIIIf6tNCoVGtV93mZ1n+PXF0nmCPEvUFhYyN69e5k3bx5NmjQBoLKyEn19fZ5++mkaNmzI22+/TX5+PhcvXuT69eu0a9eOjIwMJk2aBMCcOXNYsmQJUVFRvPPOO/Tt25dRo0bRokULXFxcuHnzJmvXrlVitmjRgsWLF2NkZMRjjz3Gm2++SevWrdFoNCxYsACA3r17U1xcDNSuw2Nqaoqpqemfntu9TNxoNBry8/OxsbGpcZ+enh7fffcdu3fvpn///gwfPpzLly9z+fJlSktLuXjxIm3btgVgxowZGBoa0rp1a1555RVGjx7NSy+9xIYNG/jxxx9RqVSYm5vj5+dHQkICo0aNYvfu3UyYMAFjY2MCAgKYOnVqjZo6QgghhBBCCHEvSTJHiH8BlUqFq6srq1at4tq1azg6OiqrXNq2bcuOHTsA8Pb2xtjYmPT0dIKDg5W6L1C1pWnhwoU8+eST+Pj4KNupAC5fvkxERAQnT55U7mvUqBGq/89iR0VFMX/+fAoLCwkKClKSNHXVyvk7aTQa5cvAwIB33nmHjIwMJdmkTeTs2rWLLVu28Omnn+Lt7Q1UJauMjIxYvnw5X331FcuWLcPMzAyVSkWbNm3w8vLC1dWVrl27AlXX4/r16+Tl5WFtbY2Pjw/r16/HycmJpUuXUlpaytGjR+nRowdTp069o0ROXkkFRlTc8fl/vv3CHY8BMDTSPYH2aJRu3bf0/4ai1LeKcLPWeayZoW6JOP3iXJ1j6tu46jxWr7RQp3GqHpN0jml2bpdO49xicnSOqWsBQ30j3X/dMbBx0HmsurRIp3EeA/vrHFOVe0OncZrKcp1j6qo0O0/nsY7t2+k0zrdnqc4xLd2ddB5rZPHnH27UxdC29urRvxyzSLdzNffy0jmmrjIPJek81s7fReexuReu6TTOzM7szw+6DRNr3RohuIS76RyzMCNfp3Fl+WU6x7RuaKXTOEt3R52K0woMAAEAAElEQVRj2gc56zxWVarba+DYRrrP9/N153QaN+XZ2iUK/ipTb3+dxl3fteeOx9zM1+3/QPHXSTJHiH8BGxsb+vfvzwsvvMDBgwcxMzOjvLycZcuW0bJlSz7++GOgqvuTsbExV65coU2bNiQnJ5OUlERQUBCpqan4+PgQGBhIeHg4o0aNorCwkIsXLzJhwgSeeuophg8fTnFxMebm5lhYWChbqDQaDX5+fnXO7Y/agN9L6v9/E3dr16rqsRs1asSZM2coLy/H2NhYmVteXh45OTlK+3MjIyOMjIyorKykX79+3Lx5k7feeou5c+eyc+dOpk+fTmVlJXp6etja2gIo9YlSU1Np2rQpFy5coKCggNLSUvbv38/Vq1dJSUlhyJAhlJSU1CrcLIQQQgghxH+NRqO6/92sNLLNSghxH3Xs2JETJ06QnJxMYmIiP/74I++99x4zZswgKysLAGdnZ44ePUrDhg1xcHDA1NSURYsWodFo2LdvH0uXLgXg888/Z+nSpVhaWtKoUSMlUTNv3rw6Y2sTJnUlbuojkVNUVMSFCxdwdHTE3d0dqL2Nq7CwkAMHDnDmzBl8fHzo06cPQUFBZGRkUFBQgIODgzLG1tZWSa4YGBiwcOFCvv32W8rLyzl58iTDhg2jdevWjBkzBj09PSorK7G0tMTCwoIrV67g6emJnp4eHTp04JNPPsHT05Pk5GSuXbtGfn4+u3fv5uLFiwQHB/Pyyy9LIkcIIYQQQghRrySZI8S/jLe3N97e3pw6dYrr169jaGhI8+bNefnll7G0tESlUpGRkQFAw4YN8fHxITg4mFGjRhEYGKg8zhNPPFHrsdVqda3VLtXVR+KmrphqtZpdu3bRqFEj3N3dKSoqYvfu3ZSVlbFixQoGDx5MSkoKhw8fpnHjxmzatAkXFxeioqKoqKjgxo0bODj8vjXCw8OD7OxsCgoKsLKyonPnzgwdOpTWrVtz+vRpGjduzKOPPsq4ceOIiIhQtqeZmZkRFxdHmzZt4P/YO+uwqLavj38JCSlFBURSVLBFEANFsQtbsUDExAAV9apcW+zu7u4O9GKLRYrSIN3dDDPr/YN3zp2BwRj11m9/nsdHZuass/be55x9zv6etdcG8Ntvv2H79u3IyMjAtGnTYGBgAC0tLaxYseKntwuDwWAwGAwGg8FgVAcTcxiMfwkpKSkIDQ1FSkoKoqOj8eDBA3h6egIA9u7diyNHjkBdXR179+6Fnp4eAEBTUxMlJSVc3hdRhLlmRCNefnXCXklJgUU/x8bGQl9fH4WFhdi1axcEAgFq166N8+fPY9GiRbC0tMSsWbNgZWWFkpISDB06FMHBwbh06RI0NDTQvn171KlTBzExMTAzM+PqaWJiAg0NDRw5cgRz5szhftPX10d0dDRatGiBxYsX4+HDh1BTU4OaWsU876lTp4qJQnJycnB3d5dYN2F+IVlZ2b9k2hmDwWAwGAwGg/FPhwT/gGlWf7P/XwUTcxiMfwnq6up48OABQkND0aJFCyxbtgzt27cHABgaGmLVqlVVbIYOHYr8/HwAVYWUL0Xg/AwkTckS+k9PT0etWrVQo0YNHDx4ENnZ2bhz5w6SkpKwcOFCjB07FgMHDkTNmjWxdOlSKCsro3Xr1jAxMUGnTp0AANHR0Vi5ciXq1q0LGxsb5OXlIT8/H02aNEFk5J+JgQUCAeTk5LB27VqcOnUKDg4OKCsrQ2pqKlq1aoWOHTsCqBBq+vbty5WRz+ejV69eEuvG5/OriDa/Yjl1BoPBYDAYDAaDwZAEE3MYjH8JNWvWxLp166r9nYg4wUYoMtjb23O//8yoG+E0JBkZmWoTIMvIyKC4uBihoaEwNTVFzZo1sX79ety8eRM8Hg9jxoyBm5sb4uPj8erVK5w9exYKCgqYPHkyOnfujAEDBuDVq1dITU2FkZER6tWrBxUVFa6Oe/fuhampKdauXYtHjx5hw4YNyM7OhpmZGZ4/f86VSyiydO3aFWZmZrhx4wZq164NS0tLLqkxj8fDnj174O3tjVOnTgH4U5yRFE0krXBTWlqK0tI/V4bIy5NudQkGg8FgMBgMBuPfAIvM+XUwMYfB+JchnM4jIyNTJdLmZ0aH5Obm4uPHj/D19YWamprYUuai4o3w7+joaGhpaUFVVRUA4OrqimfPnkFBQQGnTp1CWVkZ1NTUcOPGDdSrVw/m5uYwNDREu3btkJubCyUlJdStWxd6enrw9/dH69atkZubi8zMTBgZGaFZs2YICgpCeXk5FBQUYG5ujhs3buD69eu4ffs2ACA4OBht2rTBp0+fUF5ejho1aojVSVtbG1OnTq1SVxkZGRgZGeG3336Djo748tA/UwRbt24dVq5c+dP2x2AwGAwGg8FgMP43YWIOg/Ev46+aztOsWTPUr18fvXv3xqVLl8Dj8eDk5ASBQICgoCC8e/cOo0aNwuXLl3Ho0CEoKytj0KBBcHJywuPHj8Hj8eDr68uV9/Dhw9i3bx9Onz4NgUAARUVF6OnpoaCgAABQXFwMAGjcuDE+fvyIAQMGQEZGBgkJCbCwsICRkRFOnjyJ4uJiKCgoYMyYMeDxeDh9+jSGDBkCa2tr6OrqQlFREa1ataq2XsIlzkVFGnl5eQwZMuQXteSfLF68GPPmzeM+5+XlQV9f/5f7ZTAYDAaDwWAwGP8tmJjDYDAk0qZNG0yZMgVDhgzByZMn4e/vj4sXL+L9+/f49OkTBgwYgHv37qG4uBivXr1CUVERJkyYADk5Oejo6KCkpARycnIoKCiAqqoqtLW1oaWlhZs3b3LROwAQHh6OoqIi5OTkQF9fH40bN8bVq1exdu1a2NjYwM3NDadOncL69esxYcIEKCoqAqjIITRr1izMmjWrStklTY0S8qORNtHR0cjMzESrVq24snwrioqK323DYDAYDAaDwWD8W2HTrH4dv3bpGgaD8a+ldevWePLkCQCgTp06SEpKQsOGDZGZmYkWLVrA1dUVDRo0wKpVq2Bra4s+ffqgRo0aMDc3h46ODpKSkgCAE25atWqF2rVr48aNGwAAHx8fnD59GkZGRkhNTUV6ejqAChFJGCVjZ2eH8PBwXL58GY0aNYKzszOUlJTEysnn8yEQCLg8PsDPzw8kzEcEABkZGSgrKxObahYdHY2XL18iLS3tp/llMBgMBoPBYDAYjOpgkTkMBkMiVlZWWL58OZ48eYLz58/DzMwMlpaWaNq0KZeLRkdHB6qqqnj16pWYbVZWFuLi4vDu3TtoaWnh/fv3GDJkCFatWoXVq1dj8+bNqFmzJkaNGgUFBQVs27YNhoaGAAA9PT1u+W9ZWVkoKChwyYx/ZjJiIRkZGQCAunXrVlmlStSfjIwMcnNzoauri+zsbJSUlCAzMxOOjo7Izs6Gubk5Zs+eDS0trR8qD4PBYDAYDAaDwWB8DSbmMBgMibRr1w4fPnzAhQsXYGlpidGjR6NGjRrQ0tLC58+fAVTk1TE2Nsbp06fRu3dvBAcHIzIyElOnTsWJEyewYsUKZGVlQU9PD926dUPz5s1x4MABaGhoiPlq1KiR2GdJy6gDPy/iRrj/xMRE7NixAw0bNsT06dM5YYjH4yErKwva2tpIT0/HgQMHUFBQgJCQEPTq1QuPHj3CggULIBAIUKNGDbx///6nlIvBYDAYDAaDwfgvQQLB3z7Nif4/wv6/BhNzGAyGRBo0aAA9PT3s27dP7PvatWvDz88PmZmZqFOnDo4ePYqNGzdi586dUFFRgaOjI4qLi2FlZYUbN25AXv7PbkYgEHBCjnBqlKTImh8VbYRTo4AKIUh0ShQRcfvX0NBA/fr1UVRUBAC4ceMG1q5di/LycjRt2hSenp7Q1dWFr68vlJWVuSligYGByM/PR9u2bREWFgZnZ2c0adIENjY2aN++/V+WpJrBYDAYDAaDwWD8b8LEHAaDUS0qKip4/PgxbG1tUVZWBgUFBdSrVw8GBgYoLS0FUBFVs2vXLomJfeXl5bl8M7KysmIizc+Msqm8v8oCDgCUlJQgPz8f9erVQ2lpKfr3748//vgDtWrVQnh4OADAzMwM9+7dg6amJjw9PbF9+3Zs27YNJiYmMDQ0RElJCZSUlKCmpobExET06dMHAQEB+Pz5M06fPo2VK1diw4YNaNOmzXfVITGjCPJKMl/fsBJ1ail/tw0A6GlKZwcABaXlUtnJyX5//YQ0qasilV0RT/q3QEGppVLZpag0lNonL6dEatv6avWkslPyvyW1z7yAd1LZFSSmS+2z/oD+UtnJqKhJ7ZMMWkttK6MknV+5tHCpfcoaNJfKTqAgfb9QLz5BKjv1jt2k9iktCmo1pbZV7DxUer8pUVLZydSU/txVbGYlnWENBal98sL9pbJrPL6f1D7zI6Kltq3VRLoVJXPC46X2Wa+ZdHYyP/DcJFdDOtuadaS/XmrW15TKTlAm3XMGACS+jpXaVk1XumuNXyb9s8b82R2kstu867XUPlcaaEtlpzt17nfbCJJTgV0XpfLH+DaYmMNgMKqle/fuyM/PBwAoKFQ83HXp0gVdunQR204o5FQnrPyMSBXRSBtRJIlCoaGheP/+PdTV1eHl5YWdO3diy5YtkJGRwbx586CkpISgoCAkJSVBX18fAQEBSE9Ph6mpKRYvXoy7d+9CVlYWurq6yMjIQIMGDcDj8VBaWgolJSXo6+sjKysLKSkp0NLSgqGhIezs7FBSUiIWicRgMBgMBoPBYPwvIxDwgb95mpXgP7qaFRt1MBiMatmzZw8AcAmIRZH03c+IthEIBHj//j34fD46duzIfV/ZFwDk5ubi9evX8Pf3h5OTE3R0dJCamgpXV1doa2ujTp06ePDgAVJTU9GwYUNERkYiJycHOjo6aNasGYKCgmBsbAw+n4+8vDz4+PigsLAQb9++RVZWFhYuXIjY2Fg0adIEz549Q2FhITQ0NKCjowNvb2/k5+fj0qVL2LVrF/T09DBhwgS0aNHih9uAwWAwGAwGg8FgML4EE3MYDMYX4fP5EiNrJIkr30NxcTEUFRUhKysrJgzJysqCz+dDR0eH2zY7OxsBAQHIyclBnz59ULNmTUyePBnFxcVQV1dHfHw8cnNz8fvvv2P//v2wsbHB77//jsjISMTExODTp08wMjLiInB0dHTQqlUrvH37Fp07d0aNGjWQn5+PlJQUZGRkQFFREc+fP0dAQACCg4PRtm1bxMbGclFKHTt2RK1atdCgQQNMnToVrq6uP9QWDAaDwWAwGAzGfxES8P8BCZD/m5E5PydpBYPB+M/yK5L5pqWl4ezZs5yAI/yfx+MhIiICmpqaSElJQWFhId68eYNJkybhwIEDuHnzJs6fPw+gIr9Nfn4+du7ciQsXLiA3NxdBQUFQUlJCdnY2gIplzi0sLBAYGAhjY2OUlpYiKysLQEU+n7CwMKiqqnIrUo0ePRq1a9eGvr4+rl27hpkzZ0JXVxfNmjXD9u3bYWpqCgAwMjJCv379oKKiAiUlJQAVEUV8/n/zRsFgMBgMBoPBYDD+WbDIHAaD8VMRRtlUXl5clLKyMty5cweJiYlo3749SktLERISgufPn6Nx48aoW7cuUlNToaGhAQsLC5w4cQJEhA0bNuDixYuwtbVFkyZN8PHjR9SoUQOlpaUwNDTEhw8f0L59e6xcuRIAoKSkhOjoaKipqUFHRwfGxsbYunUr3r9/j/z8fLx7V5HA1dzcHBoaGlBXV8f69euxYcMGqKqqipVZNFIIqLp8+s9K6MxgMBgMBoPBYDAYX4OJOQwGQyqqE2tEp0sBQGZmJvh8PrS0tMDj8VCjRg08fvwYPj4+iIqKgrm5OWrWrAlvb2/Y2NjAw8MDEREROHjwIDIzMyEvL499+/bh5s2bMDAwQJ06deDn5wdzc3Ps27cP+fn5qFmzJvT09BAQEIBx48ahdu3aWL16NZSVlaGoqIikpCQAwLRp05CWlgY5OTksXrwY69atAwCMGTOGK7+a2p+rGQiXOJdUTybeMBgMBoPBYDAYX4ZNs/p1MDGHwWB8ka+tIiUaiRMXF4fXr19DX18fSUlJWLx4MZSUlLi8MkKb4cOHo6SkBFlZWbCzs0NKSgpMTU3RqFEjAOCiYnJzc5GWloaDBw8iMjISQIXwkpycDDs7OxQUFCA9PR0NGzZE3bp18fHjR6ioqGD//v3YuHEjtLS00Lx5c4SGhqK4uBjKysrw9PSUWE9J4pSkJc5/hNLSUm5JdwDIy8v7aftmMBgMBoPBYDAY/zswMYfBYHwRSWJGdHQ0AgMDIScnh0GDBiEtLQ379u3DkydPYGNjg6KiIrx69QrXr18XW91JmH9HSUkJtWrVgo+PD4AK8UZdXR3FxcUAAG1tbaipqSE1NRVaWlooLS3FkydPkJ6ejtjYWNSqVQsKCgrQ1tZGbm4uAMDKygq7d+8GACgrK2Py5MkICQnB8ePHMWPGDCgrKwOoEJ8EAkGVXEB/RaTNunXruClgDAaDwWAwGAwGgyEtTMxhMP4HkbSsuCQKCgrw9u1bpKamYtCgQVBRUcGDBw/g6emJZs2aQUtLC58/f4arqyvk5OQgEAg4scLb2xtz5szB8OHD0aJFC3Tu3FlsCpauri4KCwsBVIg5tWrVQnZ2NhdBIycnh+joaJSXl+PAgQPw9PSEvr4+VqxYgYYNGwIALl++zJW1du3aqF27NgAgPz8fhw8fRm5uLsaOHYvOnTtz28nIyPzUpM5CcUhGRuargtDixYsxb9487nNeXh709fV/WlkYDAaDwWAwGIx/FHw+SPZvnub0H12khIk5DMZ/HEnCzdeEnIKCAmzatAkhISEoKyuDqqoqbt26hbNnz8La2hpeXl6IiIjA5cuXceTIEbi6usLY2BiWlpYoKyuDgoICtm3bhuDgYISGhmLw4MG4evUqunXrxvlo1KgRSkpKsGjRItja2qK8vBxFRUXIzc2FsrIyBg4ciBo1akBWVhb9+/dH//79v7l+urq62Lx5s3QNVg1CP2fOnEFeXh5cXFy4Zdu/VRxSVFSEoqLiTy0Xg8FgMBgMBoPB+N+DiTkMxn8AYV4bScl6KwsdkZGRCA0NRa1atcQiVkRRVVWFrKwskpOT8fz5cwBAu3bt8PbtW1hYWGDKlCmIjY1F9+7dkZ+fj7i4OOjp6eHt27fIzMxE/fr1UatWLdja2sLW1hbv379Hamoqt3+BQABtbW2MHTsWz549g4KCAiZNmoTatWtDXl4eRITWrVtXqaMwAkY0l83PzGlT2Z/o/oX/5+bm4urVq3BxcQERITQ0FNevX0d2djbGjx+Pli1bfnPkE4PBYDAYDAaDwWBIA1uOhcH4DyAUNyRN8/n06RMuXrwIAFi+fDnGjx+Pc+fOISkpCQKBoNp9amtro3v37pwI07lzZ8TFxeHChQtQU1PDH3/8AQ8PD9StWxchISHQ19cHj8dDTEwMAODhw4fo0aMHTE1NUVBQAAsLC27fwnLa29tjz549sLW1Rb169SAvL8/VB/hTUBF+JycnB1lZ2Z8mlAgEAvj4+ODKlSvcZ1F/on7i4uLA4/Fga2uLxMREABXTuQ4ePAglJSVYWVlhyZIlyM/PZ0IOg8FgMBgMBoMBgIjPrWj1t/2j/+Y0KybmMBj/QDIzM3Hr1i1s3LgR8+fPx8ePH7+4fWhoKAIDA7Fo0SIueiY6OhoAEBQUBC8vL+Tm5uLBgwfYtWsXzpw5g1GjRkFWVlZMMAH+FFDq1auHnJwcTswpLi5GcnIy6tevDx6Ph/Pnz+PAgQPIzMzEixcvoK2tjfr163OCSIcOHXD06FGEhYXhwoUL3EpVleHz+dWKSj9bFBEIBOCLzJnl8/n48OED7t27B6BCZBImYU5KSsJvv/0GACgpKYGbmxv++OMPmJqackmX37x5g8TERBgYGCAsLAyPHj3C06dPf2qZGQwGg8FgMBgMBqMyTMxhMP5hFBcXw9XVFbt27UJRURFMTEzw4sULlJaWIjk5GWVlZQCAoqIi2NvbIzc3FxMnTsS6deugo6MDKysrqKio4MOHDwCABg0aQEVFBSUlJbCxsYG7uzvmzp2Lffv2ITo6GjIyMiAi8Hg8AH+KOY0aNUJwcDDOnDmDO3fuID09HS1atICtrS06dOiAXbt2obS0FCdOnICzszNUVFSwdOlSdO7cGUQETU1NGBoacvusLBoJEUbb/Ez8/f2xfft2sfoAFWKNML+NQCBAjRo10KRJE+Tn52PcuHFo1qwZ5s6di9zcXMjLy+POnTvIysqCkpIS9PX1kZmZCVlZWaipqSE6OhoJCQlITEzE3bt3oa6ujufPn6Nv374/tS4MBoPBYDAYDMa/FRII/v7InC/MRvg3w3LmMBh/IaK5VDp06IDz58/DyMhIbJvff/8d2traOHPmDPddVlYWFBUVYW9vj2nTpmHcuHF49+4dtLW1oaGhgfbt2yM/Px9z5swBALRp0wZ+fn4YPHgwNDU1oaysjKCgIGzcuBF5eXl4+fIljh49isjISGzatAmrVq2ClZUV+vfvz4kftWvXRuvWrVFeXo4rV66gf//+sLGxAQA4OjrC0dHxq3UU8qumHUVEROD+/fuYPXu22Pepqal4/Pgx5syZI+bb19cXq1atQmRkJBwdHTFr1izUr18ffn5+WLx4Mc6cOYPRo0fj1KlTGD9+PBo1aoSQkBBYW1tDS0uLm17VuHFjfPjwAQYGBrC2tsaSJUugoaEBAMjOzuZW1fpWrk6ygLq6+nfXPyaX9902APAhNV8qOwBoqa0mld2bhBypffIEkoXArxGRVSi1zyMPwqWyOzy5vdQ+UwtKpbaNkNWWys5Ur7HUPms1MJHKTl1BRWqfVENJKjtB8DOpfeY01JDalqS7RFG3KE9qn2nXDkvns2dvqX1qdJVOxJZRrSW1z/J46a5RRS0tqX0KlKTr/wAgz7SHVHbK8tK/7MgtlW5aQQ056e/ZGmkJUtnxW0n/IqR2p3SpbWVLpbtPEP+k1D7rtWsunWG5lB0KAMhKt4qnjFJNqV3yc7KkspNVqCG1Tw2TBlLbKhtLd08riYuR2qeSkeSo9a+x0kC6ez4ALF9wQyq7nR2sv9uG0jKl8sX4dlhkDoPxk+HxeCgqKkJ5eXmV32RkZLgpRQoKCggODgYgHrkSGhqK9u3FB4SampoAAFdXVwQEBCApKQkxMTEoLa0Y/DVo0EAsAsXS0pKLzNHU1ERsbCxSUlIAVAgd+vr6aNasGZo1a4b8/HykpKRwAoQwcqVu3bpQVlZGmzZtcPToUUyaNEls1SbhlKXKUTe/SriRNB0rNTUV9+7dQ0FBgdj3enp6UFVVRUJCAldWANi7dy969+6Njx8/4tGjRzhz5gxq1aoFIyMjaGtX3BidnZ2RmpqK+Ph4NGnSBIGBgQAALS0thIWFAQCsrKzw7Nkz9O7dGzIyMpg+fToWL16Mbt26Yffu3QBQbSQSg8FgMBgMBoPBYPwoTMxhMH4QUVEDAJ48eYJXr15xyXyFhIeH4+XLl8jKqnhT0apVK/j6+nL7kJGRQXZ2Nho1aoTs7GwAQEJCAhYvXoy+ffvi2LFjGDFiBPT09LBhwwbUr1+fE1fatWuHiIgIzlf79u1RWFiI27dv49GjR0hNTUVERAQ+f/6MkSNHwt3dHUVFRRg9ejRUVFSQkJCAjh07ipW3Zs2aUFFRAY/HQ2lpaRUhRThlqXKi4B9BVAA5duwYioqKuM+i07GEU8J0dHRQr149xMbGcu0IABoaGlBWVubyBsnKyiIuLg5EBHNzcwDA5MmTkZKSgtjYWHTu3JmLutHQ0EBWVhbq1KmDBg0a4MmTJwAqkh2/f/8eOTk5aNGiBby8vAAAS5YsQb9+/aCuro6lS5dyUUIsCTKDwWAwGAwG43+dv3+KVcW//yJsmhWD8Y0IBAIQkVh0CoAq+V4+f/6Me/fu4dGjR7C2toaZmRl+++03ZGRkQF9fH23btoW7uzvatWuHGzfEQx3l5OSgo6OD8PCK8HEZGRm0adMGmpqauH37NiZOnIhhw4Zh5MiRSEpKwuTJkwFUCEOhoaHcfkxNTbFkyRJ4eHjAwsICv//+O4yMjGBoaIiAgIAqdbt8+bLEOi9evPiXiBIfP34EEaFZs2Zi7SfM3yMjI4MzZ86gdu3asLKygqqqKu7fv48DBw4gKSkJ48aNw5QpU6CtrQ1VVVVERkaiefPmnBikqqqKevXqISIigpsalpGRgQYNGnARU/r6+vDy8oKuri5kZWVx4cIFTJ06FZmZmUhISICuri4GDRqEly9folmzZjA3N4eDgwNKSkowYMAAbnUudXX1aqecMRgMBoPBYDAYDMavgEXmMBgixMbGchEaPB6v2uS5RASBQIDPnz/jyZMnmDp1Knbu3AkiQlZWFl68eIHExERoamqiQYMGOHz4MJ49ewY7OzucP38eUVFRaNeuHaKiogD8GcWhrq6ODh06wMvLC2VlZWjQoAHs7e3h4OCA9PSKOeF6enr47bffcOfOHU5Q0NTUxKBBg7hVlgCga9euePHiBXbs2IHu3bujYcOGnJ/KqzopKUnOQ/EzI26EbQYA8fHxKC8vF9t/REQE7ty5g5SUFMTExCAxMRHOzs6YP38+4uLiYGZmhi1btiAkJARlZWXYuHEj1NTUUK9ePa4dhSgrK0NXV1fs+7Zt20JVVRUnTpwAAJSVlSE6Ohp6enrQ19dHXFwchg0bhiVLlmDChAkAAGNjYxw4cADv37/HmTNnMH/+fOjo6EBRUZFL7iysn2h0FoPBYDAYDAaDwWD8SlhkDuN/ntu3b2PevHmoX78+EhMTsXjxYkyaNAk1avyZgK28vBy3b9/Ghw8fYGxsjPHjx8PPzw+Ojo4YMGAAGjZsCH9/f5w8eRKzZ89GVFQUFi9eDGNjYxARrl+/jq1bt3IJi9+/f48RI0YgLy8PZWVlUFBQ4HzZ2tqidevWcHV1Rdu2bRETE4OQkBBMmDAB5eXlkJeXR5cuXdC7d28UFhaibt26ICIcOXKkSt2EAopwKpRQPPnR1aNEkxzz+XwkJiZCR0cHCgoKKC8v56ZfARXCkdCfjIwMsrKy0KJFC+Tl5SEvLw8aGhrYsGED7t+/D11dXXz69Al2dnaYM2cO7ty5g7NnzwKomOa0ZcsWzJw5E3FxcTAxqUhU16BBAy73kNCngoIC9PX1OTEnOjoanz59gr29PZYsWQIrKyuUlZVxK1717t0bHTp0gLa2dpXkxaKfRdtSFBkZmSoRWwwGg8FgMBgMxv86JBAAf/NqUmw1KwbjX44wKkQoLAhFhpKSEggEAjx9+pTb9t27d3j79i28vb1hamqK3r17Y/fu3ejcuTMePnyI3NxcTJkyBZqamujUqROGDBmC27dv48qVK5gwYQJ4PB6Cg4NRv359KCkpYdWqVXj+/Dnq1auHCRMmID4+HnJyctDQ0EBISAhat24tVtYzZ87gyJEjePr0KczNzdG/f3+0b98e8vLyKCgowMqVK9G+fXsuOkQ4PUn4t5BfJTLIyMjg4MGDWLt2LerVqwcigqOjI1xdXblcQSUlJSgqKoKmpiZCQ0Nx+fJlJCYmoqioCGZmZggKCsK6desQGxuLgIAAPH78GI8ePcLatWuhqKiIwYMHY9u2bQAqomhev36NsLAw3L17F3w+nxNzDA0N8eLFC7FjKysri9q1a+PAgQO4dOkS1NTUUKdOHdy9exc7duxAQUEBjI2Nufro6upCV1eX+yxpRS7R/UtLaWkpl7QaAPLypF+xhsFgMBgMBoPBYPzvwsQcxr8aSYNuYW4bWVlZsd8qD8SFv1lZWXGRMRkZGUhMTMSrV6+wd+9eXL58GaampujVqxd2796Nli1bIjQ0FI6Ojpg+fTrU1dU5EcDAwACFhYUoKiqCtrY28vLyuOlLioqKePXqFbektaKiIgDAyMgIERERVcQcAJg0aRImTZpU5fuPHz9CIBDA1tZWYn1+JqIrVQnbj8/nQ05ODsXFxdDX18fz58/x6tUrbN68GUZGRiguLoanpycUFBTQpUsXrFq1CmpqavD29karVq2wb98+5OXlwdXVFZmZmSgvL8f169dhbW2N2rVrw9bWFr1794auri4ndigoKMDf3x8NGzaEhoYG7t+/j9zcXGRmZkJbWxtJSUlIS0uDlsiSsxYWFnj//j2MjY1Rs6b40pr16tXj6iep3X5V8uJ169Zh5cqVv2TfDAaDwWAwGAzGPw0S8IG/OQExS4DMYPyDEIoMsrKyiIqKgoeHB86fPw9AcvREWloa/vjjD/j5+SE8PBw3btzgBuwGBgZISkpCmzZtIC8vjz59+sDc3ByNGzeGgYEBFBQUkJKSAlVVVQCAmZkZlJWVkZCQABMTE4SGhsLKygq1atWCiooKPn/+jK5du+LatWu4fv065s2bh40bN2LdunWoWbMmpk6divbt20MgEODKlSuQk5OrVlQQ5rURFabat29fZelyadpPuEy6rKws156VEzxXN6UIAKytrXH06FEAQJMmTaChoYH8/HxYWlrCx8cHcnJyWLp0KXbu3AkPDw/o6+ujU6dOACpyA8nKyiIlJQUGBgawsbHBgwcPOB/C6WRqamp49OgRtLS00KVLF2zZsgWtW7dGr1690KVLF2RnZ8PMzAw7d+5EnTp1xMqpqqqK5s2bc/UV1rVy5NJfyeLFizFv3jzuc15eHvT19f/SMjAYDAaDwWAwGIx/P0zMYfxjERUchH+L5l4RDsRNTExw7tw5zu7Tp09cotwpU6bAwcEBsbGxWLBgAVasWIH58+dz2woH+MbGxvD09ET//v0BAC9evECTJk0QHx8PDQ0NmJqa4sGDB5g+fToyMzOho6MDHo8HAwMDBAUFAQBUVFSgrKyMgIAAjB07Fvn5+QgNDYWWlhY6duyIPn36fLGekvjZU6SEooacnBzevHmDw4cP49ChQ9UuLx4XF4d79+7B398fWVlZuHjxIrdd8+bNkZmZCQDIyclBeHg4lixZgvr168PV1RXv37+HnJwcmjRpAoFAAE1NTZSXl3M5gurWrYvU1FQMGDAAJSUl2LlzJ1q3bg0fHx+oqalh5syZWLVqFdavXw9jY2Ns3rwZ69evBwA0atRIrJxNmzb9Yr1/xXQz0aXav3X6laKiIheVxWAwGAwGg8FgMBjSwsQcxj+K8vJynD17Frt378bo0aMxb948iQPlkJAQlJSU4MKFC7Czs8P8+fOxb98+tGnTBjt27ECjRo2wdOlSjB07FioqKujatSuMjIxgamoKbW1tTkARTiEyMzNDTEwMt38NDQ0oKCggKSkJLVq0wLhx4+Dl5YXk5GR8/PgRpqamaNSoEZo2bcqJG5qamli/fj3U1dUBAKNGjapSbqEAICqe/KroEEnTzURFjcoRPm/evMG6deuQlpaG6dOnw8HBAZGRkfj9999x9OhRdOvWjdsHEUFZWZkTazQ1NTFmzBg0btwYW7ZsgbGxMY4cOYKgoCB4enoiIyMDJiYmSEpKQlFRERQUFFC7dm3uOF6+fBk7duyAp6cnGjZsiNGjR4OIYG9vD3t7e66MGhoa3N+i0Vm/CqHYJ6ktK/sVRhMxGAwGg8FgMBiMCtg0q18HG3kw/lLy8vI4sYPP54tF2xAR5OXlsX//fhw4cADm5uYAKqJk7t27h7i4OLi7u6NNmzaYMmUK6tWrh27dusHa2ppLJNy4cWNkZ2dj8uTJMDIygrOzM8LDw2FiYgIbGxtu2fHK0TBWVlZ4+/YtZs6cCQCoVasWeDwetxqSvb09GjdujHPnzmHQoEHo1asXAGDAgAEYMGAAgAqRQ1g3IXw+/4sCwM9AdMUq0f1L8vX69WsAwPHjx+Hk5ARHR0c8fvwYDRo0wJYtWzB48GD07dsXffv2Rf369dGoUSM0bNgQTZo0gZqamli0lJycHExNTTF+/Hg4OjpyPgIDA2FmZgYAuH//PkJCQhAZGYkGDRrg4cOHKCoqQq1atdC7d2/k5+dDRkYG9erVw5o1a6qtozBPjyjVRRNJi3B5cXl5eQQHB+PBgwcYMmQITExMJLZlWFgYfHx8EBMTg5MnT8Le3h4eHh5QU1P7aWViMBgMBoPBYDAYDEn8ulfaDIYEmjdvjg8fPgComEIkHCQLB/UBAQEICwuDvb09tm7divDwcDx58gTNmzfHkCFDcPr0aYSFhcHOzg6Kiopwc3MDUJHs9tOnT8jIyECjRo24XDMmJiZIS0uDhoYGtLS08PnzZ7HyCP03b94cr1694r7X0tLCuHHjMHDgQO67tm3bYtOmTXB0dET9+vW57wVfWOpOdInun4UwmkiIMNqmsuBw/fp1zJ49G/b29ggLCwMAODk5Ye/evejQoQM6dOiAOnXqIDw8HElJSRAIBLCxsUH9+vXh7OyMwMBAZGdno2PHjlXaTUjr1q0REhICACgsLAQAuLm5ISQkBAYGBoiOjsa0adOgrKyM3r17Y9WqVVzCaAsLC3Tr1k1s2pFAIACfz6/Spr9iRa7Tp0/Dy8uL+ywjI8NF1piZmcHd3R1GRkYAKpJOjxkzBl26dIGnpycAICEhAWvXroWuri68vLxARDhw4MBPLyeDwWAwGAwGg8FgVIaJOYy/lFatWnFizuXLlzFjxgxYWFhg4MCBeP36NerUqYN27dqhQ4cOmDdvHu7cuYPXr19DVlYWt2/fxrVr1xASEoJGjRqBx+Nx+7W0tERgYCAMDAwgLy+Pq1evAqgQawIDA9GoUSOoqKggMDAQAKpMcerevTu8vb25/SkqKqJt27ZVktMKBAJuyo2QnxltU1ZWhlevXmH37t2YNWuW2NQvIaLiUFJSEoKCgrBp0yaMGzcOHz9+BABEREQgKCgI/fv3x7hx47Bnzx4kJSWhX79+UFdXh5OTEwCgWbNmCAkJQWZmJszMzJCfnw+gIil0amoqNDU1UadOHURHRwP4U0gSlqFFixbcsuDClbssLCywY8cOhIaGYv/+/Zg5cybMzc2hoqKCunXritWlsmgjKysrUZiShoyMDG4Z8MoCGAB06NABVlZWACra/cmTJ9i+fTtOnDgBeXl5eHp6Ys+ePQCACxcuoFWrVti9ezeys7Ph4eGB9u3bQ0dHB507d0bjxo3RqVMnTthiMBgMBoPBYDAYgEDA/0f8+y/Cplkx/lJatWqF9+/fY+zYsbh+/TrS09Ph6+uL/fv3Y8WKFbh//z6mTZuGgwcPAgD09PTw/Plz9OjRAz169ICHhwcaNWoEf39/xMXFcfs1NzfH4sWLISMjA3t7eyxatAh9+vRBVlYWVq9eDQDo1q0bTE1NAVTNUyMvL/9Nqwr9yvwsALBv3z7cunULLVu2RIMGDbgpVHl5eSAi1K5dG0+fPoWfnx/mzJmDBQsWICYmBqNHj0bz5s2xfft2zJ8/Hzdv3oSfnx/q1auHhw8fIjAwEOPGjUPDhg3x6dMnzl/btm3h5+eHKVOmoKSkBDdu3ECbNm1QVFSE6OhoGBkZQVlZmRPBKreDvb09Bg0aBEA8ekZTUxPAnyJKdbltfmZ7FhUV4datW1BUVIS5uTmuXr0KJycnKCoqih3vzMxMpKWlQVVVFbt27cLSpUtx9OhRXLhwAe3atYOWlhb4fD7U1NRQXFyMkpISXLp0CYGBgVzi5gEDBsDT0xM1atTg6qCjo4OioiIUFhZCRUXlu8qeWlyOIvny766zhqJ07WdtoPH1jaqhTg0pb4Z6taT2+SE1Xyq7/o3rfn2jahjfUlsquxp+t6T2marVTWpbE+XvP38A4EGOrtQ+tVUUpLJrqSDd8QQAUpJuGiOVlUjtU9Vrt9S28vUaSGUno99Yap91OltL59O4tdQ+ZbISpLLjq9f/+kbVUG7ZTCo7xfRwqX0K5KQ75wGgVvxb6XzW/3KC/y9Rl6qPHP4i5dL1JwCAJh2lMlNOCvz6RtVQriF9P8aP9JXKTm2A49c3+sk+5esbS+1TUJQnta20KLaU7h5MxQXSOw16KbWpjLx017e8kvT9QtqT51LZ6U6dK7XPnR2ku0e4dln43TYF+IG+hPFNMDGH8ZfSvn177Ny5EwDQpk0bBAcHA6hY5vrWrVsoLS2FqakpIiIiAFREfhgaGmLu3D87raioKLRo0QJRUVHcykhGRkac6NG8eXNs27YNycnJaNq0KRcN0rhxYzRuLP0D8q+moKAAL168wNatW9GqVSsAFUl1ZWVlMWPGDOjr62PDhg3Iy8tDVFQU0tLSYGNjg+TkZLi6ugIA1q5dizNnzsDKygobN27EkCFD4OzsjHbt2kFbWxs5OTm4fv0657Ndu3Y4cuQIatSogVGjRmHNmjWwtrYGEWH79u0AADs7OxQVFQGoKr4oKSlxETmS+NVJnkWpWbMmMjIyEB0djSFDhmD69Ong8/nw9fVFSEgIxo8fj+LiYmzZsgUGBgbo3LkzLl++jKVLl+LWrVtwc3ND7969UbNmTQBAvXr18P79eygpKXGijoKCAnR0dFCzZk3k5eVBT08PERERaNq0KerUqQM+n4/IyEi0bi39oIjBYDAYDAaDwWAwvgYTcxh/Kebm5lz+lSZNmnDTgpo0aYLi4mIkJiaiWbNmKCsrQ3l5OZo2bQorKyu4uLigpKQEISEhGDVqFObNm4cxY8YgJycHWlpaAIDw8Iq3bUSERo0aVVm+WvjbXyEsSAOfz4eOjg4uX76M1NRU1K1bFy1btgQAdOnShZsGZmRkxK20ZWZmJjaFqEOHDtizZw/Gjx8PY2NjbjoVAMTExKBt27YICAjgvmvevDmXX8jKygrbtm1DQUEBTE1NOZFGGM30d/Kl40ZEePnyJYKDg1FSUsLl7nFwcICDgwMMDQ2xevVqjBgxAsrKynj+/DlOnjyJevXqQU1NDTk5OXBycsL+/fvh5eWFkpISeHh4QFdXFyUlJSgvL0ebNm1w5swZuLi44OnTp2jevDlUVVWhqqoKf39/DBo0COrq6mjRogXKysr+yqZhMBgMBoPBYDD+sRBfAMj8zatZ8aWMVPyHw8Qcxl+KoaEhysrKUFRUBAMDA5SWliInJwe1atWCrKwsQkJC0LBhQxQXFyMoKAht27bF4cOHcfr0aQgEAsyaNYuLehDmM6mMcNAvSQD4pwo5QMWy28OGDcO8efPw+vVrKCsro6ysDOfOnUPHjh2xe3dFqL+2tjYUFBQQFxeHzp074/PnzwgLC4OpqSni4+NhbGyMJk2aoE2bNnB2dkZBQQGioqLg4uKCyZMnY8KECSgqKkLNmjXF8ggREUxMTCSW7VeJYESEiIgICAQCTpgS9SP8LFxBKyQkBBoaGtDT0+O28fHxwZIlS9CuXTskJCSgtLQUfD4fJiYmyMrKwuDBg9GmTRtcunQJDg4OUFVVRXZ2NoyNjVG7dm34+flh5MiRGDFiBAoKCjBq1ChcunQJPXv2hLy8PD59+oRVq1Zh3759sLa2RmFhIRYtWgRZWVk4OjpCQaEivFZLSwvLli376W3EYDAYDAaDwWAwGJVhYg7jL0dVVRWBgYEwMTFBTk4OwsPDYWVlhS5dunArGz19+lQssmb8+PFV9lM5GW9l/snCTXXY2trC398fnz9/RkhICC5cuIDNmzdjxYoVyMjIAFAhGrx//x76+vqoU6cOlJSUsG/fPi5C5ezZswCAgwcP4uzZs1BVVUXz5s05oWbr1q0Sff9VIpjocZORkUFoaCgaNmwo5ufz58/IzMyEhYUFAKBfv35o1aoVPn78iPnz56NBgwbc9itWrICbmxuGDx+O69ev48yZM0hMTISRkRESExNBRHBxccG9e/ewZcsWdO3alZtK1bhxY4SEhKB79+548uQJgIr2rV+/PgwMDKChoYHU1FT06tULS5YsQUpKCpo1awYVFRUIBAK0b9++Sv0EAsEvz63EYDAYDAaDwWD8GyDiA39zAmIilgCZwfgpdO/eHVlZWejYsSM2bNjAiQzLly8HUDHYb9ZMPLEhEYlFaQD/TrHmWzEyMoKRkRECAwORlpYGeXl5WFpaYtGiRVBVVQWfz0dycjIAQF9fH8bGxjAzM4OzszOaNGnC7Wfs2LFV9i0QCMTasTK/SriRtP/c3Fx06tQJOTk5KC4uRo0aNTBu3DhERkZCQ0MDDg4OmDhxItTU1JCQkIDbt29XqYeBgQEyMzMBVEzje/bsGSIjI9GkSRPcuXMHqamp6NatG0JCQvD7779j+vTpMDMzA1CRtDgwMBB5eXnYv38/+Hw+bGxs0K9fP2hpaWHVqlVcPfT19cWSZAsFm8riDRNyGAwGg8FgMBgMxq+GiTmMv5y9e/dyfwtzwgipLqrhS+LDf4mUlBSEhoYiJSUF0dHRePDgATw9PQFUtNuRI0egrq6OvXv3clONNDU1UVJSgj59+lTZn1AE+1Vig6hYU1ZWhrNnz2LUqFGoWbOmWIRPaWkpiouLUatWLbx79w7v3r3Do0ePoKWlhbp166KwsBBLly7FgQMHoKuriwsXLuD9+/fYtWsXWrZsifbt23O5loRJr4X1aN68OXx8fDB16lTIyckhKCgIFhYW6NixI5KTk5GWlgYdHR306NEDe/fuRULCn6uuTJw4ETweD+rq6rhw4UK1dfxS1BITbxgMBoPBYDAYDMZfDRNzGH8LfD5fbClrIf/rA2N1dXU8ePAAoaGhaNGiBZYtW8ZN5TE0NOQiRUQZOnQo8vMrlvqtLIb9LBGsupw5ot8pKCjgzp074PP5sLCwgKmpKT5+/Ijly5cjMjISPXr0wJw5cyAjI4PTp09jxIgRmDdvHt68eYOLFy+ioKAAsrKyKCmpWEK4efPmaNeuHZ4/fw4LCwt4eXkBqFhGXrRMtra2uHPnDvbu3Yvk5GSoqanBz88PI0aMQOPGjaGqqgqgIsm2r68vl+MGqFixShRhMmhZWVmJEWA/2palpaUoLS3lPufl/fVLhTIYDAaDwWAwGH8VJOD//QmQ/+ZpXr8KJuYw/hYkCTmMiuW1161bV+3vRMQJNkJhwd7envv9V4lhkkSM/Px8+Pv7Iz09Hf379+cibl68eAEnJyfY29vjw4cPmD17Nvr27QsPDw8sWrQIe/fuRfPmzWFsbAwAqFWrFoCK1bZatWrFTaVSVlZGXl4eatasiSZNmnARNZVFljZt2mDnzp3YsGED2rVrB2dnZ9SpUweKiopVxC8FBYUvJnP+1eflunXrsHLlyl/qg8FgMBgMBoPBYPz3YWIOg/EPRBghIiMjUyXS5mcJDt+6QlVpaSk+ffqEsrIytG/fHgUFBThy5AguXboEY2NjpKWl4fXr19i0aRMWLFiAoKAgrFu3DomJibh48SJSU1OxbNky8Pl8jBgxAnw+H3Xq1EF5eTkAQFdXF0pKSkhLS0OvXr0QGxuLN2/eoLy8HG/evMGGDRugq6uLnJwcFBYWQkVFpUoZmzVrhhMnTkisI/Bzo2sq718gqFjq8FuOy+LFizFv3jzuc15enlgeHgaDwWAwGAwGg8H4FpiYw2D8A/nZESJfEjW+JOo8fvwYc+bMgZ6eHho1aoSAgABMmzYNRUVFKC0txalTpxAXF4ehQ4eivLwcbdq0wdWrVwFURMEIBAJs2LABPXv2FPMhXB4cANTU1CAjI4OIiAiMHDkSZ86cwdKlS1FSUoJhw4ZxCZ2joqKgpKRUbR0FAgGXH+hnJ8kW5h4iIrFj873imqKiIrdiG4PBYDAYDAaD8V+HTbP6dfxvJyhhMP5jCCNFhOKNkMq5c9LT0/Hs2TM8ffoUMjIyXHRJZaysrODj44MzZ86gefPm2LhxI4CKxNXCpeN1dHSgqamJqKgoGBgYoLCwEEBFPhorKyvcvn0bJSUlSE1Nxc6dO8Hj8aCkpISEhATk5OQAALp16wZbW1vweDxYWlri3r17ePz4MWbPng1ZWVkQ0ReFHKBiipmcnNwPCTjCdktKSoKnpyfS09O59hPuX0h+fj5CQkJw5MgRDBgwAGfPnuUiqhgMBoPBYDAYDAbjV8LEHAbjX4wwWkSIUHSoLGgkJSXhwIEDAIAjR46gW7du2Lp1K3x9fQFUn2tHRUUFixYtQu/eveHr64vk5GTk5eXBwMAAfD4fGRkZUFBQgKqqKmJjY6Gvr48aNWrg2LFjePbsGaZOnQptbW107doVffv2xbt375CbmwsHBwfMmTOHy5fTs2dPdOzYETVq1OB8CwQCselmP5sHDx4gPj4eAKr4qV27NlxcXLgEySkpKdi/fz+mTZuGW7duAQBu3LiBmTNnIjw8HEOHDsXTp09x6tSpn15OBoPBYDAYDAaD8c8kOzsbDg4O0NDQgIaGBhwcHLgX1tVRUFCAWbNmQU9PD8rKymjatCn27dv33b7ZNCsG4x9KSUkJfH19ERwcjJSUFAwYMACWlpZi24iKHBkZGUhPT8fdu3ehra2NwMBA9OvXD927d0deXh62bduGadOm4cCBA7h27Ro3felLvHz5EtnZ2Xj8+DFUVFRw//59BAYGomXLllBQUEBERATq1q0LFRUV+Pr6onfv3pg2bRouXryITp06wcrKCvPnz8fcuXOhrKz8RV+Vp3v9jGTOkqaQCVdSS0pKgpGREYCKaW08Hg+fPn2CrKwsWrZsiXPnzkFJSQljx47F2bNn8fr1a1hbW+PmzZtITU1Fnz59cPbsWfTr1w/dunWDnJwcnjx5Aicnpx8uN4PBYDAYDAaD8V/gvz7NauzYsUhISMD9+/cBAFOnToWDgwP3AlgSc+fOxePHj3H69GkYGRnBy8sLM2bMgK6uLgYPHvzNvpmYw2D8AykrK8O8efMQFBSEtm3bwtDQEPfu3YOlpSVycnKgoaHBiRS9e/fG9evX4ebmBj6fjzZt2qBjx454/PgxMjIywOfzoa+vD21tbeTk5KB3796YMmUKLC0tYWxsjKFDh6JBgwYA/lzaXPh/Tk4O1NTU8OrVK/B4PKSlpeHNmzfo0qULNDU1kZGRAQCYN28etwT4+PHjMX78+Cp1krQSlyg/Gn1DRHj27Bnq1q0LeXl53L17F8OHD4eBgQH3uzDHTWFhIYYOHQpfX1+YmprixIkT8PT0RJ06dTBq1CiYmpoiPT0dpaWlyMjIwNOnT7Fr1y4YGBjA29sbHh4emDhxIjQ1NaGhoQGgYin1kydPfneZAaDg/5eW/14UpGwz+vom1VKjhnQ3w4JC6Y9vUUGBVHb5edL7lC+TLm9VjcIiqX0WFkh3HgBAnrJ05S0qKJfaZ4Ggxtc3kkAeT7rjCQBUJt3ZS4XFUvvkF5VIbSsvpV/5/EKpfZZL6VNWyn4IAGQLpCsvX1l6nzyedOe8Yr7055+AakptK20bCfKkbyNA8hTqr5tJ3y9AVkEqsx8652WlbyNp+wa5HziP+NL2C1KeQwAgKJL+3iQtsrLStRGVSF/P0r+hv+YVS+8zv7RMKru8H+nHpHxOKZOiP+EJbfi8H3r2/CnweQAqFh8R5UfzWYaEhOD+/ft4/fo12rdvDwA4dOgQOnbsiLCwMJiamkq08/HxwYQJE9CtWzcAFQLQgQMH8P79eybmMBj/ZISiQmlpKTw8PGBnZ4euXbuKbXPx4kUkJyfjxYsX3HfCKUGDBw/G/Pnz0a9fPxT8/yCXx+OhVatW8Pf3x7x586CgoAADAwOkpKSguLgYqqqq0NLSgo+PD9asWYOkpCTExcVh+vTpyM7OxtKlS7Fy5UqYmZnB3t6eE1369++P2NhYuLm5YejQodi5cyesrKwAADt37gRQIQC1bdtWrPzCvD0/kiz4e9tTRkYGDx48QHl5OTZu3IiGDRuiRo0aSElJQXR0NDp16oSioiIcPHgQMjIysLKygrOzM2JjY/H69Wvs3LkTffv25crfqFEjeHt7Q0VFBTExMTAwMEB5eTm6d++OhIQEyMnJQVFREampqQAAAwMDlJaWVrviliTy/3/w1KlV05/eLgwGg8FgMBiM/yCbz/zdJfguyj9d/LuLAKBiAZbKq8guX74cK1askHqfPj4+0NDQ4IQcAOjQoQM0NDTw6tWrasWczp074+bNm3B2doauri6ePHmC8PBw7Nix47v8MzGHwfiFCASCKsmHhX8rKioiOzsbaWlpVSJi9u3bh2XLlontS9j5eHp64sSJEzAxMUFcXBzXYairq6N58+bIzc1FvXr1YGBggMjISPB4PM5fREQE+vXrh5KSEjRv3hy9evWCqqoqiAh8Pp8TF4Sii4yMDFxcXDBjxgyJ9ROuHiX8W1i3nzFFShRJ7ShERkYGPB4Pnz9/hp6eHvz9/QEAa9asQYsWLaCpqYm5c+ciKCgIZWVl+PDhA+bNmwddXV3Iy1d0gSYmJpg/fz58fHygr6+PkSNHon79+sjIyICysjJq164Nb29vdO/eHfHx8TAxMUFpaSlUVVURHR2NsrIy1K1bFwoKCoiOjkbLli2/qV66urqIj4/nVvQSRbhseXx8PNTV1b+5raS1+7tsmc//ls9/W3mZz3+mLfP53/L5bysv8/nPtGU+/30+iQjp6emoW7fuTx8bSIOk9As/uspsSkoKtLS0qnyvpaWFlJSUau127tyJKVOmQE9PD/Ly8pCVlcXhw4fRuXPn7/LPxBwG4ycgKRIFqCpqpKWlISYmBk2bNoW6ujr09fWRnJyMkpIS1KxZkxNzlJWVuUic1NRUXLp0CWfPnsXMmTMxbtw4XLlyBd7e3mICTIMGDRAeHo7CwkLUq1cPrVq1gq+vL27cuAFdXV2kpqYiKCgImZmZGD16NGRkZNCuXTuMHTsWaWlpKC4uxsCBAwFUXcK8cqJlYb0kiVTfC4/HQ15eHurUqcOtqlVZIBJtx8qRL2FhYRg6dCgMDAxQr149ZGVlAQDKy8uRl5eHkSNHQldXlxNjXr58ic2bN6N27dooKytDSkoK5s+fj+HDhyMyMhKzZ88GEaF9+/ZQUFBASkoK3NzccOLECdy4cQMBAQGYNGkSFBUVYWFhgXr16kFGRgby8vJ48ODBd90UZGVloaen98Vt1NXVv/vG+iN2f5ct8/nf8vkjtsznf8vnj9gyn/8tnz9iy3z+t3z+iC3z+e/yKUxH8G9jxYoVWLly5Re3effuHQDJYyBJwpEoO3fuxOvXr3Hz5k0YGhri2bNnmDFjBurXr4+ePXt+czmZmMNgfAfCvC9fE234fD7S09Px9u1bJCUloXnz5jh16hR8fX2ho6ODQYMGYerUqWjSpAmCg4NRWFiImjVrchd969at8ebNG0yePBklJSUwMTGBmZkZLl++jHHjxmH06NG4fPkygoKC0K9fPwBAw4YNce7cOWRlZcHIyAgWFhYoLS2Fm5sb2rVrhzlz5kBTUxN16tTB27dvq9Rt6dKl1Xbg1UXFSIswCXFhYSGuX78ONTU1DBo0SKJoI5w2pa6ujkuXLmHOnDkYOnQot93mzZuxatUqjBgxAseOHcPhw4dRVFQEXV1dpKeng8/nY+7cuThz5gxUVVXRuXNnpKSkoHbt2jAyMkJQUBB0dHSgpaUFQ0ND2NnZQUFBAZqamiAi+Pn5YdiwYVBTU8OHDx8wYMAAdOnSBQDg6OgoVq8fVfcZDAaDwWAwGAzG38usWbMwevToL24jHEcIUy6Ikp6eDm1tbYl2xcXFWLJkCa5du4YBAwYAAFq1aoWAgABs3ryZiTkMxs9AKDiIIinvS35+Ph4/fgw/Pz/Y2Nige/fuuHjxIs6cOQNtbW2MGDECenp6WL9+PTQ1NXH79m0cOXIEjRo1QtOmTfHkyRPk5+dzy2ADQLdu3bBy5Urk5OTA0NAQhoaGMDc3h7W1NQDA0tISeXl52LdvHze30tjYGGZmZlBTU+P206lTJ041rowwmkiYkFhaJf5LCMWvytE1wjZUUVHBuHHjUFhYyJVp5syZePv2LWrVqoW1a9eiffv2ePToEXR1dXH16lXUqVOH21ZWVhYBAQFwdnYGAAwfPhw3b95EVFQUDA0N4ePjg+TkZPTp0weXL1/GsmXL0KdPH2hqagKoiGZ6/vw5WrduDScnJ8THx6NNmzZwdnaGnp4eduzYgTp16oCI0KtXL/Tq1UtiO/4TQkcZDAaDwWAwGAzGj1O3bl3UrVv3q9t17NgRubm5ePv2LZdX9M2bN8jNzUWnTp0k2vB4PPB4vCrjBzk5OW6WwrfCxBzG/zyiU4hEI1CEgoMwTK6wsBBRUVG4efMmTExMMGrUKMjJyeHs2bO4cuUKzM3NcebMGaSmpqJz5844cuQIBgwYwEXO3L9/H0uWLOHCEN+9ewcXFxcUFxcjJycHwJ8RPj169MDbt2/h5OQER0dHhIaGIiwsDA4ODlzZevXqBS0tLW4lKhUVFSxfvlxiHfl8PmRlZcVy3PxsAYLH4+H27dtiUTOSxK/k5GQEBgbCy8sL6enpsLW1xZs3b7B+/Xp4e3tDUVERDx48wNu3b7F27Vrs3bsXHTp0gKqqKifkAH+uBGViYoL379+jY8eOKCoqQllZGWJjY2FoaAhvb28kJSVBT08Pw4cPx6hRo6Cjo4O5c+cCAGbMmAEejwdtbW1cu3YNSkpKYmUV+hOeE5WngVX++2eiqKiI5cuXf3e0j7R2f5ct8/nf8vkjtsznf8vnj9gyn/8tnz9iy3z+t3z+iC3z+d/y+V+hadOm6Nu3L6ZMmYIDBw4AqFiZauDAgWLJj83MzLBu3ToMHToU6urq6Nq1KxYsWABlZWUYGhri6dOnOHnyJLZu3fpd/mVINBEGg/EfJSEhAYGBgTA0NESLFi3A4/FQo4bkZXWJCGlpabhy5Qq0tbUxfPhwvH37FqtXr4aamhp0dHRQWFiIOnXqwMPDA46OjvD09ISZmRkePHiAVatW4dmzZ3B0dMTcuXO55cTHjRuHLVu2wMzMDNu2bUN0dDR27dqFiRMnYvTo0ejTp0+Vshw7dgy3bt1CixYtYGFhge7du0NNTQ1FRUU4d+4c/Pz8sHHjRi6HjKgo9SupHLUkFLysrKxw584d1KpVCzVq1EBUVBR27dqF58+fw87ODvPnz8f79++xcOFC2NnZwd3dHb6+vrh06RJWrFiBpUuXolGjRpzYMm3aNHTv3h0lJSUIDQ3FunXrqpTh+PHjePDgARYsWICIiAhs3boV3bt3h7u7O9asWYORI0fC2toaxcXFiIyMhK6urpgoJEp1kUQMBoPBYDAYDAaDUZmsrCy4urri5s2bAIBBgwZh9+7dqFWrFreNjIwMjh07BicnJwAViZMXL14MLy8vZGVlwdDQEFOnTsXcuXO/axzHInMY/0l8fX2xfft2JCcnIywsDBoaGmjcuDHc3d0BQEzISUlJwdmzZ1FcXIxbt26hV69e0NPTw9OnT8Hn86GkpAQbGxsQEZo2bYqlS5ciOjoaI0aMgLu7O6KiomBmZoby8nL06dMHzs7OkJOTg5KSEjIyMgAAtWrVwufPn5GdnY3w8HB4e3ujsLAQ5eXlUFVVRVZWlsRpXRMnTsTEiROr1C8yMhLPnz/HxIkTxZIB/2wRR1IkCvBn1FJZWRmSkpKgr6+PsLAwJCQkwMLCAu3atcOWLVvw6tUrtGzZEtu3b4erqyv27t2LESNGQF9fH82bN0fNmjWhqamJGjVqICEhAY0bN0ZoaCjnx9DQEHFxcbC1tYWXlxfKysqgoKAgVoaxY8dCQ0MDTk5OsLGxwcqVK6GpqYm6deti+/bt3L6UlZUlrjIl2u6/avl0BoPBYDAYDAaD8d9DU1MTp0+f/uI2leNndHR0cOzYsR/2zcQcxr8eUcFBdDWorl27ol69evjjjz8wYsQI2NjYIDc3F+PGjUNycjLatGmDrVu3oqCgAPPnz8f169cxcOBAjB07Fg4ODrhw4QKuXbvGJaeqV68erKysUFpaioYNG3IRHKqqqvDx8UHHjh2RmZkJAwMDFBUVcQJOcXExlJWVsXXrVixYsAAAMHnyZGhpaUEgEGDTpk1VpvdUrl/lVZ1atWqF48eP//K2FRVx8vLyuLw6hw4dgre3N9LS0pCWlobly5fDzs4Otra2qFOnDnbu3Im4uDjcv38f+fn5ePXqFe7fvw97e3sUFBSgdevWKC4uBgDUrl0b6urqiIyMhI2NDS5fvoz09HTIyckhJiYGjo6O0NTURGhoKPLy8qrMX1VQUMDQoUPFpnd9D0y8YTAYDAaDwWAwGP82mJjD+EciaTm3ygl7hUjKX9KsWTM0a9YMQMWycbGxsRAIBNizZw+cnZ3RvHlznDhxAsuXL8fKlSuhqqoKa2tr1KlTB506dYKpqSn4fD4aNmyIvLw8lJSUQEdHB69fv+amQwkEAmRlZWH69Ok4dOgQnj59Ch8fHzg4OKBmzZpo3LgxNDU1uTL16dNH4lSqr/Ezp/t8b7Lehw8fYu3atUhKSoK1tTWcnZ3RuXNn+Pn5ITY2Fq9evcLNmzdx7NgxjBgxAsOHD8fBgwcBVIg/PB4PlpaW6NWrF7cceFFREdTU1LjM77Vq1YK6ujqCgoIwbNgwTJ8+HXZ2digpKYG1tTW3ctShQ4e4xMXVISk3EIPBYDAYDAaDwWD812BiDuMfhTAZsaysLKKiouDh4YHz588DkCxqpKWl4Y8//oCfnx/Cw8Nx48YN7jfh9BkVFRVkZmaCx+Ph+PHjiImJQV5eHgIDAzmhwMjICDExMahTpw60tLSQmJgIgUCAOnXqoGbNmoiPj0fLli2xa9cu1KpVC6GhobCxsYG2tjbGjx8PNTU1vHjxAkOGDMHgwYMBANOnT5dYR9Es5b9ScPhSsl4+nw+gIhmxnp5eFVuhmGZmZoZdu3ahRYsWOH78OJYuXYrHjx+jU6dOiImJAQCYmppCU1MTYWFhaNmyJaKiogBUJCY2NTWFnJwcOnbsCKBi+lvTpk2hqKiIT58+AQBq1qwJAwMDZGVlQSAQYPz48ejWrRsaNGjAiXZEhLZt2361zqLTpRgMBoPBYDAYDAbjvwoTcxh/OUKhQNL0IdHVpExMTHDu3DnO7tOnT9iyZQtCQkIwZcoUODg4IDY2FgsWLMCKFSswf/58MT/CfdatWxepqamIjo5Gs2bNULduXbi5ucHAwICbNtS0aVO8ffsWlpaW0NPTQ1xcHAoLC6GmpgYZGRkEBwdDX1+fS55sbGyMwYMHc8uADx48mBNxRJEUCfMrIm1iYmIQFxeHDh06QFFRsYrfwsJCqKio4N69e4iPj8fUqVOxd+9eeHt74/Lly1UioYR/6+vr4+rVq3ByckJJSQl4PB4KCgrQsmVLFBUVAahYEl0gECApKQm2trbIy8tDcXExsrOz4eTkhKVLl6Jfv35ITU2FkpISbt++jS5duqBt27ac4DZ8+HCxegkFJmG5ZGRkJEZrMRiS+DuXi2fnKYPxz4VdnwwGg8H4L8HmITD+EsrLy3Hy5ElYWVlh27ZtACpEDTk5ObFBV0hICPz9/bFo0SK8fPkSnTp1QkBAAABgx44daNSoEc6ePYtDhw7h6tWrMDAwgJGREUxNTaGtrV0luRRQkWCquLgYMjIyaNiwIerWrYsWLVpwU3uACjHn/v37ACqS7srIyKC8vBzq6upYvHgxBg0aBFVVVZSVlWHEiBFYuHCh2HJzQEW0i2jUjbCOPwOBQAA+n1+lfsL9FxUV4cqVK/D398enT58gKyuLd+/ewdraGpaWlli+fDmysrKgoKCAa9eu4cSJE3j48CHWr18PAJy4VpmIiAh4eXnh9u3bCA4OhqysLGJjY2FgYAAAyMjIgIKCAmRkZBAeHg6gIiLJ2toaS5YsgZ6eHrZt24bff/8dd+/exatXr6CpqYmWLVuiQ4cOVVbEqowkgem/gLCuycnJ320r6Tj9SjshwjJLuwDiX7VwYllZGXdd5OXlfZetMGLtexGt2/eep/+EBSW/pwyVz6NvtS0tLUVBQcF3letnIO0x/Rmkp6cD+GuO8d9Zz7+Sf0L/81cczx/pr//ONvreffyb6ila1u+9t/ysMnyv3Y/WtaSkRGrb8vLy77IT9mHSnBM/49yNj4//ru2F5fzRZ6u/gh9pn39D/f7XYWIO46cgemOrLGoQEeTl5bF//34cOHAA8+bNAwC8ePECHh4ecHBw4ASbKVOmYNWqVahfvz6sra2hoaGBkJAQFBYWIjs7Gz179oSRkRGcnZ0RHh6OhIQE2NjYIDExkfNVGT09PRQWFoLH48HR0RHBwcHo2bMnWrZsiRUrVnDLhk+ZMgUA0L9/f6xduxZ169aFjIwMmjRpAjk5ORgaGqJu3booLi7mpoOJUlmY+l5KS0vh5eWFFStWYNq0abhy5Qr3m1D4Eh0oJiQk4M2bN1i7di3u3buHY8eOwdHRERs3buSWLr906RJevXoFRUVFrF+/Hj169MD69euxc+dOyMrKolGjRmI+KpOQkAAFBQWoqKggPj4e0dHRCA4OhqamJsrLy/Hx40cAQM+ePdG0aVMAgIeHB/z8/HD8+HEoKipCW1sb1tbW0NHREdt35fb7L4k1X4LP50NGRgY+Pj6YMGGC2APE126aormAnj17xkVHfYtPWVlZpKSkYM+ePTh+/Dh3zX2LLQDk5+dzZfgWKtfle46v0DY/Px9lZWXfbJebm4udO3ciJiYG8+bNw4EDB77ZFqi4hsvLy3H58uXvKquMjAzevHmDdevWwd/f/7uOi4yMDNLS0hATE8P1Y9/Dy5cvuamN38udO3fg4+PzXcdGeP5NmjQJkZGR32SblZWFjRs3ws3NDSdOnACPx/vmB8TKIsX3PpTKycmhqKgI69at+2Yboc+0tDQUFhaitLT0u3wCQHBwMMaNG4fCwsJvaiOhT2l8AX9OMb1w4cJ32QmPQ2xsLOLj4795kCosb3p6OlJSUr7ZrvJx/94Bn4yMDJKSkvDu3TsA334+CI+Bs7Mz9+LmWxDt/9LT01FUVMRFin6NHxHehdfZ+/fvERUVhaysrG+2Fda1uLj4u46nsG0/ffoktqrk13j9+jXWrFmD7Ozs7xJsiQhPnjxBQUEBTp8+zT0bfivCej558kQqu1WrVn3XuSA8JqtWrcLZs2e/S+gQni9BQUEoKSn55j73R+6jwmMaHx+P4OBg+Pv7f7OdrKwssrKysHr1anz+/Pm7fMrKyiI+Ph4uLi7c9PlvQU5ODmVlZdi0adN3XTui0XZv3rxBbm7uN9sK/Vy4cAEbN2785utMWM/8/HysWrUKGRkZ3/1sFB0dzQn+32MXGxuLDx8+fLMd8Od5c/36ddy7dw/e3t7f7FN43n/69Il75mf8s2DTrBg/hebNm+Pu3bto2bKlWLRFfn4+1NTUEBAQgLCwMNjb22P69OkYOHAgnjx5gubNm6Nt27Y4ffo0lJWVYWdnB39/f7i5uQEALCws8OnTJ3Tq1AmNGjXiHqxMTEwQFBQEDQ0NaGlpSbzZCDsvLS0tKCoqIi0tDT169MDGjRsREhLCTbkCKpLwNm7c+It11NTUxJYtW35Gc0nk0qVLOHXqFLe0d3x8PHeTevr0Kby9vcHj8bBs2TLIyspi5syZUFZWRq9evWBrawt/f384OzujR48eKCkpwfnz5/HhwwcUFBSgvLwcw4cPR35+Plq3bg0ACAwMREhICCfCrF+/Hv3790erVq246U8dOnTA9evXYWlpCUtLS4wbNw4NGjQAUHHz09XVBRFh7NixXD2ES4eL3mAlhbb/r4g3lZGTk0NaWhocHR2xe/du6OvrIyUlBVpaWlzy5uraRvj92rVr4eXlhbt3736zTyKCg4MDevXqBX9/f9y5cwdnz55FjRo1qrUTCASQk5NDfn4+t6LbwIEDYW1tXSUyTRRR0WnJkiWIi4vDgAEDYGlp+dXrTGj7+PFjLFy4EDY2NtDV1YW7u/tX66mhoQE9PT00bdoUpqamCAwMBFAxYJSXr/52J2xzIoKfnx88PT3RoUMHsbxNkhBeJwkJCXBxcYGFhQXc3d0xduxY9O7dm4tgk4SwbUtLS9G7d29oa2ujRYsWsLS0xJgxY75aV6AiCunixYsYM2YMTExMvslGNC9ZSEgIeDweOnbs+M1tJHy4k5eXR2ZmJho1agQej/fF80hTUxOjR49GcXExFi5ciJCQEHTq1AndunXjprpW51N4P5k8eTJq1aqFpk2bom/fvlw/VB2iD6H5+fl49uwZXF1doaKi8sVpeEKfERERsLOzQ7du3aCoqIjZs2eLid+SEJ4PANCiRQs0adIEkZGRXJ9b3bUt9FlYWIjBgwejbdu20NDQgKurKzeV92sIBAKkpKTgwIEDGDly5Ff7EtE2evnyJVxdXWFnZ4erV6/i/v370NXV/aKdnJwcMjIyYGNjgw4dOiA9PR3Lly9Hu3btvlhOYbu7uLhAIBCgbt26GDt2LJo3b/5FO9Hz9uzZs3j+/Dlu3LjBleVbMTQ0/OYoJuG+i4uL0bt3b9ja2uL06dN49OgRmjRp8lV7YV03bdoEZWVlGBoaomfPnlBWVv4muwULFuDz58/Q0dEBEWHjxo2oWbPmN9m6uLggISEBRkZG6NGjB4YMGfLVeubn56N79+5o3749kpKSMGrUKO4llySIiOs3ioqKMHPmTLRs2RJmZmbftLqkjIwMYmNjMX/+fOTn53P5Eb8VHo+H8vJyzJs3D0eOHIG5ufk3TbEVbqOmpobg4GD07dsXZWVl3LPLlzh//jzu3r2LR48eQUlJCRkZGVBSUoKqqupX/T158gSenp7YtWsXzMzMuN+/1C9Iex8VHtPs7GyMGzcO1tbW+PjxI0aMGAFHR8cv2gqvp379+sHe3h5GRkZfLGdlWz6fj+HDh8PJyYl78felYyJsHyJCfn4+bt++jR49esDS0pITJ7/kV/jbunXrEBAQ8F0vcWRlZREQEIDFixfj7t270NTURHJyMmrWrAkNDY0v1hMA7Ozs0Lt37yqrrFbXVsJ7xJs3b7Bo0SLs2bMH9erV+2o5hefC27dvMXv2bJiYmCA1NRW7du3iFnupDmH7ent7Y/bs2bC3t0dGRgbev3+PhQsXftFWeNxmz56Nd+/ewdDQEFpaWti1a9dXy8z462CROYyfQqtWrTil+PLly5gxYwYsLCwwcOBAvH79GnXq1EG7du3QoUMHzJs3D3fu3MHr168hKyuL27dv49q1awgJCeEGBkIsLS0RGBgIAwMDyMvL4+rVqwAqOpjAwEA0atQIKioq3KBNUufZoEEDbNiwAT169AAA1KtXDzY2NlU6318Vpi5U6yVNkxKSnZ0NDw8PHDlyBGvXrsXkyZMxefJk7q3Kpk2buJuH8OGqRYsWUFVVxaRJk9CwYUPo6uoiJiYGhYWFyMnJgbm5OSZMmICXL1/i3bt3WLRoEdTU1HD+/HkMGzYMzs7O2Lx5M/dm6tOnT9zbTuHAVllZGcuWLcPz589x5swZHD16FJ07dwZQkU9HNFroS2+Q/leFG1FE2yc8PBz9+vWDubk5du3ahWHDhsHU1BSxsbFfbasXL17g/PnzuHfvHmrWrIkbN27gjz/+4FYHE0X0Lf/JkyfRvXt3zJgxA76+vpg9ezZq1KjBJbKWhPBGvnfvXgwZMgRTp05FeHg4rly5wp0rkhDW4f79+wgODkavXr3g4+ODy5cv482bN9XaCR/c8vLycOjQIbi5uaFfv36Ii4vDnDlzvvjWTNi+zZo1w7Rp01BQUICdO3cCwBdFCtHyEhFatmyJwYMHo6Cg4JseXHk8HubNm4c5c+bg0KFDWLZsGXx8fHDhwgUEBwdXayts2wsXLsDJyQlXr16Fubk5fH19sWfPnmrfcIuGdisoKMDIyEgskuhr0+FkZGS4N8oNGjRAdHQ0+Hz+N7fRixcvkJOTg9LSUq7v+JKQI4y8aNCgAVq1aoVr167B0NAQz549w4MHD1BWVvbFsgLAmTNnkJmZiRYtWuDz58/YvXs3N0W2OoTtGx0dDWVlZZSXl3M2XxJyhFNsjxw5And3d8ydOxf6+vpYtmwZXrx48UWfQkFmzZo12LNnD+Lj47ljk5mZKfEeI/rQv379erRs2RK9e/dGfn4+5s2bh+jo6C/6FFJQUABdXV0UFhZy9RQ9ryUhKyuL7OxsLFy4EIcOHULjxo2hoaEBbW3tL0bECdtv9+7dmDx5Mo4cOYKhQ4fC1dVVLKK0Om7duoXPnz/D3t4etWvXxpo1a/Do0aMv2ojm1hsxYgRatmwJAN8s5Dx+/Bh+fn5QUFDA9evXkZaW9lUbYfvNnDkTDg4OmDt3LsrKyr4pmkjY5jdv3sS5c+eQmpqKp0+fYtu2bUhKSvqq/b179/Dx40dcunQJgYGBaNKkCWrWrImcnJyv2j59+hRpaWnYsGEDrK2tcfnyZezevbva7YXteuTIETg6OuLEiRNYuXIlLl68iKVLl1ZrJyMjgxo1asDS0hJr167F/Pnzoa+vj3v37mHz5s1fLKPwWpg4cSI6deoERUVFZGdnf1O0i7BtBQIBlJWV0a5dO+7+9y3R0QEBAUhMTERpaSnCwsJQXl7+TUKOQCCAl5cXxo8fj9TUVKxatQrjx4/HsmXLvhgNIisri8zMTEybNg1r166FmZkZIiIiuP7kay9vvvc+KvQJAPPmzYOLiwtGjBiBqKgodO7cGQKBAMXFxVVs4uPjkZ2dDaDivDU0NMS8efPg7e2NWbNmwc7Ortqp4aJ9zM2bN9GhQwfMmDEDDx8+xJAhQzBp0qSvljUmJgZ8Ph89evTgrs/Kq9dWh4+PD65cuYLz58+jVq1aePnyJW7dulXt9qLlffv2Lfr37w8dHR1s3LgRjo6O6Nat21f73mvXrqFhw4ZYsmQJ3r9/Dzc3N8yaNQuA5GMqFO3z8/Ph6uqKFStWoFmzZoiLi8Pjx4+/6IuIUFJSAk9PTxw7dgxOTk7IyMhAw4YNv2gHgIuU8vb2xsmTJ7F582ZMnz4dMTExWLhw4Vf7lDdv3iA9PR1Pnz7F9u3bUVpaiuHDh39TH8r4a2BiDuOn0KpVK7x//x5ARRhfVFQUfH19MWbMGKxYsQL6+vqYNm0aF1Kop6eH58+fIzk5GT169MCDBw8wZMgQNGzYEHFxcdx+zc3NER4eDhkZGdjb2yMkJAR9+vTB/PnzsXjxYgBAt27d4OLiAuDbRQNJD7ff83avOoRJnSXl0Kg8TUqU58+fo3v37pzAVF5ezr3p2bt3L7p164Zly5Zh7dq1iIiIQGBgIBeBILz56urqIjU1FYqKitDR0UHt2rWRlJTEPUg8fPgQnz9/hre3N9TU1LBkyRK0adMGfn5+SElJQaNGjbi3RaI3UOEKX8L6VRf+ypYC/zLC9nnz5g2srKzg4+ODIUOGoKCgANeuXcPIkSOrjbQRbXNtbW1069YNHh4ecHd3h6enJ86dO4eQkBAxm8TERBw4cIALl2/SpAkyMjIwfPhwzJ07FzY2NoiJicGBAwe+eDNfu3YttmzZgtGjR6Nv374YNWoUysvLcfXqVTx48KBaOx8fH8ycORPz58/HhAkT4OTkhLKyMty9exc3b96UeA0K3865ublxibFtbW0xffp0aGhoYOrUqYiIiKhiJwx5jouLw+zZs7Fhwwa8fv0ap06dwrRp0wAA7u7uuH37drXlvX//PiwsLODg4ICzZ89i2LBhuHjxIrZu3YonT55UO/0lMzMT8fHx2LlzJ0pKStCtWzcsWrQIISEhuHjx4hcHxWfPnoWLiwuUlJSgoqKCgQMHomvXroiOjsamTZsk+hQN9R8xYgQyMzPxxx9/4OHDh3j79i0CAgK++gZ19erV6N69O96+fYvr16/D2dkZ165dw65du5CZmVmtXXZ2NrZu3YrZs2cjJycH69atw7hx47Blyxa4ublJHCDIy8ujsLAQTk5OSEtLg7KyMlxcXGBpaYm7d+8iIiLii9NWzp49i7Nnz2LVqlVwcnLCoEGDoKmpiePHj+PevXvVlhUAXr16hcGDB2PDhg2IjY3FzJkzsXv3bhw+fFji9Aphmy1evBjv3r2DhYUFTE1NuYi2DRs2SJyCJ3p9ZmZmIisrizsnPT09MWfOHAwcOBC///57lWMq9ClM7u/i4oKePXti+vTpaNKkCRYuXIhnz559sZ4hISEYPXo0tmzZAllZWezcuRO3bt1CeHg4goODq5wLL1++5AYqysrKGDVqFAoKCrB161YcOnQIcnJyOHfu3BdD6g8ePIhnz55BU1MTsrKymDRpElasWIH169djw4YN1do9f/4cR44cgYODA7p3744JEyZgwIABOHLkCPbt2/fFeq5atQp2dnaYNm0ajh07BmdnZ9y4cQOXL1/+onCal5eHu3fvYsGCBYiNjeX8u7u7Y+DAgWLPHEBFrriwsDCu3UxNTdGuXTuMGDECGzduRLNmzXDv3j28fPmyWp8yMjJ4/vw5bt++jZMnT2L16tUYMGAAysrKsGfPHvj6+laxEZ5HKSkpUFdXx9ChQ7Fu3ToYGxvD1dUVQMVA+UtTpwICArB8+XJYWFigWbNmGDhwICZPnozAwEC4ublV+9Lq8uXLuHLlCgoLC1FSUoJOnTrh4MGDCAoKwrhx46pcn1lZWZg1axY2b96MPXv2AADatm2LoUOHwtHREcnJyTh37pzEKenCqBEiwqhRo+Di4oLdu3dj7dq12Lt3L1eemzdvVtu2RUVFGD58ONavX4/Y2Fhs2bIFd+7cQUhICLdSZmWICAKBAAcOHMD8+fPx8eNHnDhxAr179+b6F0n3F6BiylpBQQHs7e1x584djB49GvXr14ebmxt4PJ7Evlq0X8jPz4eenh6UlZXx+++/w93dHf3798eRI0ck+hPyvffRqKgo+Pv7c8e5RYsWqF27Nn777TesXLkSDRs2xKtXr/Ds2TMx27y8PFy+fBny8vIoLi6GlZUVPnz4AHNzc9y4cQNt2rRB27Zt8erVq2qPibCerVq1gre3N/r06YPbt29jwoQJSEpKqlboJSL4+vpi0KBBWLBgAa5fv44RI0Zg8+bNcHFxwfHjx7lp3pXtRP3XrVsX+/fvx/z587F06VIcPXq02nu+sLwBAQEYNmwYXr16hc6dO0NFRQUHDx7EoEGDvii6FhcXw9TUFPfu3cOIESNw4MABNGzYECEhIRLP26dPn3J5JdPS0qCuro6MjAxs2rQJkyZNwpYtW7h8oqIIyy8rK4uioiK0bNkSr169goeHB86cOQMlJSUcPXoUYWFh1bYtAFy8eBEXLlzgXrq3a9cOs2bNQnFxsUS/QhISErBu3ToUFxcjIyMD9evXx86dO9GiRQt0796dm0HA+JshBuMncO3aNbK1tSUiok2bNtGECROIiCgoKIj69+9PJSUl9PHjRzIxMSEiok+fPlHLli3F9hEZGUllZWVUu3ZtKi0t5b5v3Lgx5ebmEhFRREQEPXv2jNLT0/+CWklGIBAQn8+n8vLyr24bFxdHd+/epby8PFq5ciU1bNiQdu7cSQUFBURE3D727t1Lv/32GyUlJXG2ZWVlREQ0depU2r9/P/f91KlTac+ePfT48WOaP38+JSYmEhHRzZs3ad68eXThwgWKiYmhjx8/kpubG7Vq1YrMzMxo3rx5FBoaSj4+PlXaLz8/n0JDQ4nH4/1Y4zC+SFhYGJmamtKpU6dIIBBQSkoKERFlZmZS27Zt6eHDh9Xa5ufn0/nz5ykuLo52795NTk5O9Pr1ayIimj9/Pi1btkxs+5cvX9Ls2bNp/fr15OvrS6WlpdSnTx/uGiwqKqJu3brR+vXrv1jm0tJSsrGxIUtLS+Lz+URE9PnzZ1q5ciW9f/9ebFuBQMD9zePxqGPHjtSsWTPuvIqLi6Nly5bR8ePHq7UjIjpy5Ah16tRJbLvPnz/T9u3bKSEhQWI5MzMzaciQIbR582buu7KyMrKzsyM7OzsaMGBAFRthfYSkpqZSQkICeXp6Ur169WjPnj3k5ORE+/btk1jWwsJCIiLKyckhNzc36tu3L0VGRhIRUVZWFvf3l9i1axc1atSIXrx4QUQVfcKDBw/o3bt3YtuJ+uXz+fTw4UO6c+cOXb9+nbS0tMjV1ZWsra1p3LhxVfxWbt+MjAyKjo6muLg46t27N/Xp04eWL19OQ4YMoaCgILFthX1UUVEREREVFxeTQCCg7Oxs6tu3L61atYquXr1Ky5cvF7MTbduysjLq27cvZWdni22zZ88e6tChA33+/Lna8r5+/ZpMTU1p8uTJ3HehoaG0adMmunTpElVG1G95eTmlpaVReno67du3j1q2bEnz588nDw8PWrNmTbXtExgYSMOGDSM3NzfKy8sjoopjfOXKFQoODq62rB8+fKCwsDDuc1xcHA0cOJCePXtGERERYr9Vtr927Rp16dKFVq1axbV5SkoK7d69m/74448v1jMlJYVevnxJt2/fpkWLFlHdunXJzs6Oxo0bR2PHjhWzy8jIoMWLF5O7uzt3jg0dOpTU1dUpNDSUiIj8/f2pTZs2FBMTU8WvaN0WLVpEU6ZM4foXIiI/Pz96+vRptW0UFhZGdnZ2NHr0aMrKyiKiir7t6tWrtGvXrmr9EVUcg/j4eHrz5g0NHTqUTExMaPfu3dSzZ0969OiR2LbCNszNzaXy8nIqLi7mfnNxcaFLly6Rt7c3XbhwQcyOz+fTrl27yM7Ojh4/fkxERGvWrCFTU1Pas2cPt12nTp3o2rVrEssprO/58+epdu3atHTpUu63d+/e0e+//04HDx6s4peIKDo6msaPH08+Pj7UrFkzatiwIbfN7NmzafTo0VX8VT7nFyxYQN27d6cPHz4QUUVf/ObNGzp8+LDE8gr3cfz4cRo9ejTdv3+fu1azs7O5+4wo3bp1o/nz59OxY8do5syZdPv2be630tJSunjxIi1atEjsWa4yhw4dotmzZ3OfQ0JCqH///jRz5kwyNjau0gdW7q8fPXpE165do02bNpG8vDx1796dnJ2dqV27dlx/JWwT0f/z8/O5/U2cOJGcnJzI29ubli9fzj13VWbZsmW0atUqev/+PSUmJlJaWhoRVTx3WVpacv2EJE6ePEk8Ho/mz59P5ubmdPDgQSopKaEHDx7Q6tWrq/Q/0t5H+Xw+LVq0iKZPn04vXrwggUBAV69eJTU1NZoxYwYRVVwPLVu2pKtXr1YpZ2FhIcXFxdGKFSsoPDyckpOT6eLFi9zvAwYMoBMnTlRbz3fv3lHr1q0pJiaGgoOD6f79+9wx69OnD926datKeSX9f/XqVTIxMaEDBw7Q5s2bq1wropSUlNClS5coMjKS9uzZQ506daI//viDCgoKaM2aNXTo0KFqbR8+fEgODg5069YtKi8vp9TUVCKq6P+aNGlCHz9+lGj36dMnGjFiBKWkpNCLFy/o4MGD3DP9qFGjqvQLfD6fjh07RmVlZRQSEkI5OTl05MgRaty4Me3evZsiIiLo7t27tGjRoiq+hg0bRi1atODGBrt27aImTZpwxz48PJzMzMzI399fYtuKcv36deratatY+WJjY6ucu5XHNo8fPyZ7e3vav38/xcbGct/fuXNHYvsw/nqYmMP4KXz+/JmMjY2JiOjGjRvk5ORERBUdra2tLUVFRRERkb6+PndDmjRpEk2fPp2cnJyoffv2tGXLFiIimjFjBtepilL5hvetv0mDQCCg/Px8EggEFB0dTUOHDqWBAwdyDwGVKSwspM+fP9PRo0fp8OHDNHPmTJoxYwaNHj2a2rRpQw4ODnT06FGKiIigkSNH0qlTp4iIuAedq1ev0owZMyggIICISOzB88CBAzRx4kSug12wYAFt376dQkJCaMyYMdwNp6CggA4fPkzNmzen1atXExFRXl4e99BRHd8iSjF+HOHNNTAwkPr160dubm5E9KeosnHjxio2oud1QEAAmZub065du7hBEFHFILBNmzZiQqCQwMBAWrZsGf3222/05s0bKigooClTppCVlRWNGDGCXF1dq/gSlvPjx4/04sUL7vxxd3enpk2bUnh4OBFVXNuiCM+j0tJSioiI4Pbn7u5OTZo04QaKwoceSXX08fGhT58+UUZGBn348IFsbW1p27Zt3PUgfNAW2ojalpaWUs+ePalt27aUkZEh5iM0NJTbR+UH+7CwMFq4cCEtXLhQ7OHE1dVVYj8k5PDhw+To6EhTp06la9euUVxcHO3atYs6duxI9+/fl2gjbNvXr1/Tvn376PLly5STk0NeXl7UsGFDOnr0aLX+hNy6dYsuXbpEERERXBu4uLjQyZMnic/nc/WU1Cfu3LmTNmzYQJs3b6ZPnz4RUcX5I+x7qytvXl4eDRkyhFavXk3z58/n+vM5c+bQmTNnvljep0+fUnJyMjk5OdH58+ernDe7d++mJ0+ecJ+FxyU7O5uSk5OpvLyc8vLyqEePHmIDWUmCvtA2KCiIpk6dSjt27OAG68XFxeTs7Cx27RCJt9Pjx4/p6dOn9O7dOyotLaXJkyeTs7Mz9wAr6QFZyLp168jOzo6mTp1K3bt35x6QXV1dycvLq8r2wn1FRERQXFwcpaWlUVJSEg0YMICWLFlCOTk5RFT1OhOtZ1FREe3YsYPu3btHISEh3PZOTk5fHET7+fnR1q1byc3Njd6/f0/5+fnUsWNHcnR0pM2bN5OlpSUnlFXuF548eUK3bt2i69evE1HFy5upU6fSo0ePJA5ohWUtKCig6Oho7pjOnj2bxo4dywmPooPoyj4fPHhAu3btoqVLl3LX9qdPnzghoPK5Lnre2tnZkaurK82ZM4fevHlDRESLFy+m3377TWI5iYiSk5PpxIkTNGrUKLp58yYVFxfTsGHDaNq0abR9+3YaMGAAzZkzp9q6lpeXc2UICQmhZs2a0e+//85tFxUVJfFcKisro7Vr19KOHTuIqEKQHzlyJI0cOZKWLFlC1tbWVY6r6Lnw7Nkz8vX1JT6fT0ePHqUePXpUe+4J/Xt5edG+ffto48aNVFxcTPfv36dx48bRyZMnqxXOjxw5QhMnTiSiCrHB09OzyrHg8/k0depUmjt3rkT/KSkp1KVLF+ratSt9/PhRTGh5+vQp91wjLKfoMT5y5Ag9evSIE8CJiDw8PLhrQPQ5TdTO3t6eli5dSsOHD6dXr14RUUX/V/lFSGU7oop7qYuLC3l4eJC/vz8VFRXR69evqUmTJuTn5ydWVlGSk5Np8uTJNHv2bO6lJFHF/bVt27Z048YNse2lvY8K4fF4tGHDBpo0aRLdvn2b8vPz6fTp02Rra0tubm7Us2dPWrFiRRUboop+c9myZbRw4UJaunQpvX79mvM/dOhQmjRpkkSfouzbt4+sra25/kF4DQrFpMr1DAoKolGjRtGsWbNo5cqV3O8eHh5VXixI4o8//qApU6bQ7t27xZ6Brl69Sm3btqW4uLhqbRMSEujs2bPk6upKe/bsoZycHEpLS6NmzZpxIpakY5qYmEibN2+m0aNHi927Ro4cWUU8r3x/GTFiBJ0/f57y8/O5e3VKSgpZW1tXey9dvXo1GRgYcM9wkydPpgULFtDkyZOpXbt2nLAj6blo+fLl5O7uTq6urhQZGUm+vr7Uo0cP2rp1q8R7hPC4FBcX0549e2jv3r304cMHio+Pp4kTJ9LatWs5kVjIl+6LjL8GJuYwfhoNGjSgwsJC8vf3pzFjxnBvdnr06MG9talbty75+vpyNqdOnaITJ07Q+/fvvzkq5GcLN8J9lpeXc2XYtm0b3b17l4gq3h5v3LiRe1BNTU2lEydOkLu7Oz1//pyIKgYk/fv3p+nTp1NoaCgtW7aMevbsSVlZWZSYmEh9+/als2fPEhHRqlWraMqUKUT0p5gTExND7u7utHjxYq5MJSUl5OXlRfHx8bRgwQJydnamSZMm0bBhw6ioqIhSUlJo48aNFB8f/011ZB3u30d0dDQ9ePCAO4fS0tJo7NixNGHCBCooKOBEPCLJ57fwwS0mJoaGDh1Ks2bNouTkZIqOjqbZs2fTy5cviajiRlxZnCsqKqItW7bQvHnzuOswPDyciwoiqvpm7PXr19SuXTsaMGAATZw4kYu62L17N8nJyZG/v79YOSs/MPfq1YvGjRtHnp6exOPx6ODBg6SioiJR5BDa7t+/n6ysrGj69OnUsWNHun79OqWlpdGgQYNoxowZVQa1ouez6MB+zpw5ZG5u/sUoCCGFhYVkY2NDFy5cIFdXV+rSpQv3RnfEiBGcyFH52nn8+DGZmJiQn58frVu3jlavXk0HDx4kPp9PBw4c4AZjknwHBQVRmzZtaO7cueTu7k79+/enwMBACg4OJk1NTU7olcS+ffuoa9eu5OHhQXp6etwgwsfHR+LgUhTh4O7mzZtkbm5O586dIyKi+Ph4srW1pdDQ0Gr7iJ49e9LBgwdpz549ZGlpScnJyUREdPv2bZo2bZpEwYGoYjA6duxY6tKlC3Xs2JFUVFTI3t6ePDw8aMKECVReXk5v376lZ8+eEdGf7VxUVET9+/enwYMH0/jx47n2nDRpErVs2ZIyMzOrrWdWVhZXP0dHRxo/fjzXr4tGWQl9Ca+XW7ducceld+/enNj6+++/k42NTbUDW2E9bWxsqLi4mFxcXMSiDfbt2ycWLSbqMygoiCwsLGjixIlka2tL+/bto5KSEpo4cSKNHDmyiihZmV69etHixYtp5MiR5ODgwA0WR48ezZ1HlSO6hCQlJdHevXtp5syZ3HW5e/duOnnyJDcQq1ze169fU9OmTWnVqlVkY2NDw4cPJyKiM2fO0KBBg+jt27didqL+Bg4cSMOHD6fBgwfTzJkziYho48aNZGNjUyXCT5Tg4GBq06YNPX78mCwtLcnd3Z2LajQ3Nyd/f/9qz9uBAwfSiRMn6Ny5c9SsWTNuYBcUFERz584Ve2lSubz5+fl0/fp1GjVqFCeyHjx4kPbu3Ut79+6tYiNqO23aNBo9ejS5uLjQ3bt3KTc3l3r06EHDhg0T81e5Pzp16hR16tSJZs2axYmOeXl5tHnzZrpz5w4XhSvJfvDgwTRs2DBydHQkW1tbSkxMpEePHlHbtm25Z4/KZfb396fmzZvTjh07aMqUKdSkSROKjo4mf39/GjhwIPcMJEppaSklJydzYghRxf1t0KBB3GehCM7j8ejixYtVBGah//z8fJo2bRpNnDiRoqKivunZzsPDg4YOHUqenp7UpUsXTvRZuHAhzZ49m3uWq8zMmTPJ3d2d/Pz8qGnTppwQFB0dTba2thQfHy/R/5EjRzjBURjVNmbMGHr8+DH5+vpykXqix7/yfqKiomjNmjU0duxY7l49aNCgKv3Cj9xHK18Dly5dorFjx9Lp06cpISGBoqKi6MSJE1Wif4U+c3JyqG/fvhQaGkppaWm0bt06WrRoEV27do3S0tLEhIbKAltubi59/PiR+/7hw4fUuXNn2r17NxGRWGRN5WvM2tqa7t69S5s3b6Z27dpx0a7u7u7k4uJSpZ6SePDgAS1cuJDWrl3LRU6NGTOGvL29iajqC8u7d+9yAn1eXh7duXOHXFxcaN26dRQdHV1t9GVJSQn3LJaVlUXnz58ne3t7OnXqFJWXl3MvUUV9Cm2vXLlCW7ZsoXPnztGECRNo9+7dFBUVRVlZWTRnzhyx6D1RO+G97sKFC1S/fn26cuUK8Xg8evbsGR0/frxKRKIoGzdupN69e9P9+/dpz5491Lx5c3r+/DlFRkZSp06duOcHUX9ChH3JunXrSE9Pj06dOkWFhYU0ZcoU+v3337/4soDx18PEHMZPw9TUlF69ekWpqanUr18/7i3YihUruBvIx48fv9oJCASCXyLYSPLzJYqLi6mgoIAGDRpEjRs3JicnJ/rw4QNt376dhgwZQitWrKCJEyfSjRs3KDg4mHr06MGFw9+8eZPGjBlDRBUqvqenJxfifO/ePerQoQMRid9kgoKCyMrKitasWUPu7u7Ut29fWrhwIRFV3PQ2btxIhw8f5t4+faleLNrm70f40JKenk4LFy6ksWPH0pUrVzjh4fHjx9SmTRux0FpJg5I3b97QkCFDuEiK0tJSGj58OLVt25Y+fPjA3eyF0/+IKt7wTps2jSZNmkSenp5UUFBAx48fJzc3Nzpw4ICY+FH5bU55eTkNGTKEbt68SUREvr6+tGLFCu78FT4gSWL16tU0btw4brsNGzbQhg0biKjiDaiwT6hMVFQUtWrVipvW8eHDB7K2tqY//viDsrOz6dixY9X6XLNmDTk6OtKCBQu4QeHu3bvJwMCgSlh3ZW7cuEGbN2+mhIQEsrS05OzDwsLI399f7E2f6BSh06dPi73NvX37NnXr1k0sBJnozzYVjVjw8PCgnTt3ct9fu3aNm0KUlpZW5RwQ7iM9PZ2GDRtGpaWltH//fm4gnZ+fTx8+fCAPDw+JdRT2p+7u7pSTk0O7d++moUOHElHFoMvf35871pV9CgQCys3NpSVLlhARccIXUcXA/tmzZ9VOkRJObyGqOKeSkpJo8ODB5OPjQ9evXxfzWXlqg6OjIy1atIhyc3PJ39+fpk+fzrXZ4sWLq7SzKF5eXnTgwAHKy8ujli1bcoO9gIAAunbtmtjbcSEFBQXUrVs3sYd/BwcHbirW5cuXq/XH5/Pp8+fPdObMGdq2bRv169eP+23btm1V2ke0zra2tpzoEhsby4lmRERr16794j3Ky8uL3N3diYjIwsKCmzaRlJREO3bsqHKfEB6Ljx8/0oMHD+jJkyfcIM3V1ZWOHj3KDaSEVJ7uMWbMGLFpCxMmTKBRo0YREX1xiqiHhwc5OjoSUcWg0cXFhTvnd+7c+cV7moeHB929e5eePn1KnTp1ouzsbCorK6Pk5GS6ceOG2L1OtLzl5eX022+/UXp6OvXu3ZsTL9++fUt+fn7cAF203yOqEHijoqK4CIgXL17QhAkTaM2aNVXaR1J/7erqSuPHj6eAgAC6c+cOjRo1irtmBgwY8MUBFFHFoG/06NF06dKlL0bVivreu3cvDRkyhNvnkSNHqGfPnlRUVERPnz4Ve5MuOv1o4cKFtGrVKu7zwYMHycrKikpKSiQek4CAAHJ0dOQi84gq2i0zM5PatGlDBQUF9PjxY3JycqLc3Fzi8/mcgCZsXx8fH3JxcaH9+/dTYGAgERE3xVM00qYywijpgQMHEhHR+PHjueejtLQ0evDgwRf7+9WrV1NpaSmNHTuWi0wJDAykV69eidVH6Eu4323btlGnTp3EyjZ48GDq169fFTtRfH196eDBg1zflpqaSlu2bKEhQ4bQ/fv3q40eEpb1e+6jwrbNzMykw4cP04EDBygxMZGCgoJo/PjxtH37dk6Ar47KfVdWVhbt3buXXFxc6MqVK1V8Cc+/kpISWrx4Mbm6utLbt285Yf/IkSNkYGAgNnWy8nOpn58fbdu2jaKjo6lt27bcVKHnz59TdHR0lShKUQ4dOsS1EVHFFC9nZ2eaPHky3b17V+y5SLS8qampNHv2bDI0NOReIhARrV+/nnr27CnW14s+UxERubm50ZQpU7gXYXl5ebR+/Xpq164dHTlypNp6JiQkkIODAxfV7OPjQ87OzrR+/Xp6//692HOG6LmQnJxMEyZM4Mrk6+tLxsbGYhFMonY8Hk/s5e6sWbPEntdu375NDg4ORERVZhmIfvb29qYePXpwn6Ojo6l58+b06NEjys3N/abp44y/FibmMH4aLi4u3Jv/oKCgLz4Yin7H5/N/uniTnZ1NV65cod9++4169+5NK1eulPgQLyQgIIBWrVpFc+bMIT8/P3r8+DE37/i3336jLl26UGpqKvn5+XFzZYkq3qQNHDiQ8vLyaPz48VxY6KdPn6hPnz6Uk5NDxcXFtGPHDlq7di0RVYRUamlpSSxHamoqLVq0iNavX19t2Loof5Xwxfg+RN/629vbk6+vL127do0cHBzo0KFDlJiYSOfOnaPVq1dLjGoQHtMbN27QlStXaNOmTTR27FhuwFRcXExNmzaVOO+diGjs2LHk5uZG/v7+1KtXL5o0aRLxeDy6efMmLVy4sErukidPnohFsowfP15smsWlS5doxIgRYkKsMB+JaFTR1q1bubwSPB6Pnjx5Qv379xebriSs25kzZ7gHD2E0guib8sOHD1eZ/lP5XD99+jR17dqV0tLSyMDAgAthFradaK4boopBuzBK4/Pnz/Tu3TsuEkg4xerjx4/k4ODADaSE9RfNN/HmzRsyNzcXm8IwduxYiW9MX758KSZc7NixQyz/S1paGg0dOpQT64iqDhKF/cDatWvJwcGBunbtyv02c+ZMiZFdwv5O2KbLly8nGxsbsYc0Dw8POnnypJiv0tJSTux78+YNlZaWUr9+/UhbW5s7trm5udS5c+cqYfDCcgvDySdPnkz79++n1NRUKi4u5vIZiCIQCCgmJkYsP8aSJUu4wVNxcTH98ccf3LQOIaLTS4THNDk5mYKDg6l9+/ZkZmbGPay/fv2anJ2dufNeIBDQ9evXycfHh9vf7NmzxaINXr9+zUWQVK5fZGQkBQUFUV5eHu3evZt8fX2pXbt2ZGhoyG27efNmbuAp5NmzZ2L1dHNzE8vL8PTpUy4iqLLPyjmIYmJiaPjw4dSzZ0/atGkTV/8lS5ZUmYImPCdiYmLI2NiYlixZQk2bNqWNGzdSREQEeXl50eTJk6tEhd25c0csp8zmzZvFxJySkhJydnYW68P4fD4lJyeL9U2HDh3irh8ej0cZGRnk5OQkNlirfN4SVQg/586do0WLFlGHDh24wd758+dp6dKlYiJgcXExN4C7du0alZWV0cKFC6lWrVrc4D03N5datWpVRTQQ7Ve6d+9Oy5YtI2NjY66uERERNHXqVHJ1dRWbQiUso6jwsWjRIq6cxcXFdO/ePZo6dWq1/ogq+rGjR4/S1atXqby8nLy9vcnBwYH27NkjUTBIT0+ngwcPcteAl5cXF9VbVlZGAoGAZsyYIZZHQyAQ0PPnz7loCWE7CoVa4b6mTJki5lO0rmFhYeTp6UnOzs5iA2Eiorlz59KNGzeoffv2dO/evSplJqrI9dK0aVO6du0a9ezZkwYNGsSdc7t27ZIYXSg6xVZ4n5g9ezaNHz+e22bFihVVpn4IXwx8/PiREhMTadasWaSrq0vz5s3jthk4cKBYThjR+r58+ZLMzc0pPz+fjh07RtbW1ly+mIULF9LWrVurlFVom5KSQnv37qWOHTuKPXuGh4fT4MGDxfKLCQQCqe+jlZ//evXqRdOmTaNFixaRnp4eeXt7U0pKCo0ePZo2b95crfCZl5dHW7dupV69etHevXs5P3w+n06fPl1lCreo7eLFi+n69eu0cuVKcnFx4fr3x48f0/Lly8WiyXJzc7lr9P379xQYGEhDhw6lli1bchFLISEhNGDAAImRkEK/7969o6ioKLK2tqYBAwZw9Xrz5g117ty52vxZ6enp1L17d+LxeHTu3DkyNjbmou42bdpURSQRreeWLVvo4cOHNHXqVBo7diwn9j579ozc3NwkXqcCgYDKyspo9uzZ1LFjRzp//jzXZ33+/JkcHR3FovwkvYjdv38/TZgwges/MzIyqFGjRhLz61y8eJFevnzJPacJj4mQ3NxcGjRoEMXFxYm9sMnPz6fffvuNe87IyMggR0dHysjI4LY7dOjQF/MPMf5emJjD+Ev4VVN8CgoKKDIysko+jIsXL5K5uTn99ttv5OXlRWlpaSQQCLjBY2lpKR09epT27t1LeXl5NHDgQFq9ejWdOnWKUlJS6NOnTzRx4kRKSEigxMRE7qE8LCyM2rdvz/nPyMjgEso6ODhwiR/Lysqoe/fu3AD50KFDNG3aNK6Tbdu27RfFJUn8KuGL8es4duyY2MD96dOnNGPGDHJ2diYTExPugUBSiLbwoebTp0+UnZ1Nx48fp2HDhtH27dvJ1dVV7MEjLS2NcnNzKTk5mXg8HvXt21csemHEiBHcnHXhQE/0Zn706FEuOR+fz6c7d+5Q7969uTdCkZGR1KNHjypvio8fP04fP37kRMtXr16RhYWFWGLanj17ig2ahWUQPnAJH/4cHBzIzs6O22bz5s3k4OAgUbAUCASUl5fHRWls3ryZRo4cSUePHiUzMzNav359lWmb5eXl9OzZMzp8+DAtXLiQ5s+fT+Xl5TRhwgQyMjKisrIy+vjxI3Xs2FHsAUuUZcuWcYL18ePHae7cubR06VK6du0aNWzYUOLbz3fv3lFJSQl5e3uTn58f5efnU9++fWny5MkkEAjo8+fPZGFhwZ0LQkJDQ7mB14QJE+j169d06tQp6tixI/cG+vz589SuXbsqom9CQgJdvHiRXrx4QRYWFlzuo549e3JTPE+cOEHm5uZVpiy9evWKDhw4QGvWrKHGjRsTUUWkVL9+/WjRokUUHR1N/fv3l/gwSURczoHw8HAaM2YMDR8+nDu/165dS6dPnxbbXpgcMiUlhRISErjIo2bNmnEDtPz8fOrSpUuVNiorK6Nbt26Rl5cXzZ49m3vruHLlSrK0tCQ/Pz+Kj4+nDh06iEV3lZSUcH319evXqbCwkA4fPkwNGzbkBKrbt2+TjY1NlbYtLS2lt2/fkru7OzVu3JgbmAUFBZGRkRG5ubnRnDlzyMrKihuQCHMZXb9+nUpLSzlBZ+XKldShQwfuvvDmzRvq0qWL2EO0EC8vL4qOjqZLly6Rvb09EVUIUJ06deKiH4YMGVJtjhKiigG38KVCamoqlxOIqCJipXLemrCwMCovL+cGdM+ePSMLCwvy9vamkpISevv2LbVo0aLK9B9vb2+KioqiuLg4ysjIIG9vbzIxMRGbhmVtbV1FECgsLKRbt27RtWvXaNq0aXThwgUKDg6mFi1acJGub968IVNT0yq2fn5+NHfuXFq1ahWZmZlRbm4uJSQk0KxZs2jatGl048YN6tevX7URbETE5aIQCATUrFkzqlOnDpcnJC0tTWL+jcOHD1NYWBh3nqxatYo6duzIfS4oKKDu3btTaGioxClvFy9epI4dO9Lhw4fJxsaGZs+eTUlJSRQaGkpDhgyRmPw6ICCAIiMjKS4ujvz8/CgxMZGaNm0qNm3H1ta2ilCRlJRE5eXldOLECXr06BGlpKRQp06daOPGjZSUlERv374lMzOzKteZKKWlpeTp6Ul2dnZi+1+wYAHJyMhUEdBFWbduHV25coUiIyOpRYsWtHv3burXrx9t2LCBysrK/o+99wyoIsvWhne33T2hZ/r2dI7TaptzBBRUBAFRkmQkg5KRjAKSFUQURYIoJsxZFFEwgIqgGBBJEhQEyZIzB855vh98tafqBLpn7vt978y9PH+Uc05V7dq1a++91nrWs0TSd4qLi/H8+XPk5eVBQ0MDfD4fAQEB+Oabbyg7JTg4GMuXL+dcp7KyEkePHkVwcDB+/vlnvH//HsPDw9DQ0ICGhgby8/NhbW0NPT09se1sbGyErq4uDZ4IBAJkZmZi4sSJVDCegbCzdWhoCOrq6iguLkZbWxv09PRgb2+PoqIixMfHw8bGhq5NzH3+q+so+329efMm1qxZQ//OycnB1KlTUVBQgLq6Og5jgz0OGUc7MMIod3NzQ0JCwm+K6DO/Zxh3wIhDztraGo6Ojhg/fjx1mjIFQx49eoRdu3bBwsKCFknZu3cv/va3v+Hx48fIyMjAkiVLcODAAZFrMf377t07LFu2jO5jLC0tMWfOHJSVlcHNzY0jVcDG8PAwtm7dygkQPX78GIsWLYKpqSlmzZpF31lxadXM/AOMBEbU1dWxY8cOTJkyha7HwiwgBu/evcPmzZvh6uqKp0+f0v7u7e0VSfVkwGb6pKWlwdTUFH5+fjTNS5x+Z319Pfh8PoKCgnDz5k2qx6ijo4OSkhJs27aNM3YZdHV1oa6ujhaZAEaCRAYGBqipqUFXVxc0NDR+s1jGGP7vYcyZM4b/o/j/Or2HWRSY6yQnJ8Pc3ByVlZWc6+fk5HAiMMDIJnD58uU0Op+QkAAvLy+8e/cOX331FSorK+kE2dnZCRMTE2RnZ6Ovrw/Lly+nOd2LFy+m9ODS0lIsW7YMAoGARjaZBVZRUZFSHIuKivD48WOJlRLYYLzzY06b/2w0NjZCTU0NCgoKePz4MR2bzc3NaG1tpZFDcY6cwcFBbNy4kaOx0NbWhocPH8LExIQjJsgYq0ZGRtDS0sKtW7cQHByMc+fO0Y1CVVWV2Pxz9hh78+YNVFVVcerUKTQ0NODmzZtYsWIFdHV1MXfuXGoMC4/LgYEBmJiY4MiRI+js7ERaWhq0tLRgYmICc3NzmtIj7pqZmZkwNjamNG5bW1ssXLgQHh4emDFjBkfkFxCdXwYGBqg4L4PVq1eLFfTl8/morKyEjo4OfvjhB071FXt7e6iqqsLIyIjjJBO+18OHD0NRUREXL15EdXU1srKyYGpqCi8vLxpZFOe4HhgYgIuLC3x9ffHkyRN0dnbCysoKS5cuxcqVK+nmVfh669evxx//+EfY2dkBGHGC+fr6wt7eHgoKCpCVlaXOB+G+2bVrF3788UdO37x69QoWFhZYsWIF1NTURCpgMLCxscFf//pXGh0WCASoqKjA+vXr4ejoSKP54vrp5cuXCAwMRGlpKaSkpOjc/OzZMzx//lyEsQmMGCVtbW2ws7PDsWPHwOfzcerUKUyZMgXbt2/H6tWr4enpKbatbFYMY+B1dnbi+PHjmDZtGiwsLDiVq9jPp6qqiqYi8ng8XLhwAZMmTYKDgwNmzpxJHT7iUhGVlJQwd+5cREdHUydnV1cXYmJicP36dcq4YT+XoaEhGpFlnnlQUBCmTJmCkJAQzJ07V6Jm0q1btzB79mz8+OOPdF0pLCzErl27MGXKFOjr64sYpxcuXICPjw8cHBxQW1uLq1evwsbGhuPAU1ZW5jghhZ2n3d3dcHV1hbm5Oerr63H//n0sW7YM1tbWWLRoEa2MIpzixOPx4OXlhc2bN6Onpwc3btzA3//+d3h5eUFdXV2smGp/fz8ePHgAGRkZTJ48mbbz3bt3WLJkCYyMjLBq1SqJfbRz5058/PHH2L59O4CReZRxirq7u3PYFOLYb3fu3EFPTw/09fWRlJQEgUCAv/zlL1BWVhZ7PWCEmdPX14fNmzdToy40NBQLFizAlStXYGNjw0kHYY4BRoJBGhoaqK+vR0JCAlauXIng4GAYGxsjPz9fYsEFBuHh4bCxsUFJSQmampogLS0NXV1daGpqcq4p7ETat28f9PT0cPfuXbS1tcHQ0BDm5uZYvnw5ZTayj3n27Bl1OA4MDGDhwoVwcXGBra0t7dMbN26IME6E+7iurg5dXV3Q19en79a6devg4OAgVtA8Pz8fpqammDJlCk0p7OvrQ2xsLKZOnQorKytIS0uLTcc5cOAAvv76a1haWnIcsu7u7nB1daVOO3F9VFhYiC+++EKEUdXb20vZikxfCiMwMBAODg70N0x1MUdHR0hJSdFUG+Fj/9l1tKioCHp6evD29kZiYiJevHiBTZs2ob+/nzqLwsPDRfSv2PeamJiINWvWwM3NDdu3b8fw8DAeP34MNzc3BAUFjZrm9+rVKygqKkJLS4sTOHr06BGysrIoa5Xdr+3t7TA1NcUPP/zAYbomJSVBS0sLrq6uIjpC7HP09fVh7ty5Ig7Z0NBQ6OjocATyhfu3sbER33//PUfbCRhZK6qqqqg+mbDWTUVFBWbNmgVra2vOOLp27RrOnz8vNjjBYP/+/UhPT8eLFy/A4/Gwfft2ODg4ID09nc4Bwn0EjDDYlixZQtd9YCQo9OOPPyIgIICOLXH7oqGhIRrwYxjB7u7usLOzg76+Pp3rhdPlgBEnvJ6eHnXoBAQEUC0uJlAyhn9PjDlzxvBvC3bFBUkoKSnBhg0baASXmdwaGhpgYGAAKysraGtrQ0NDA+/fv4eioiKNrt26dYtSdT09PWFhYQFLS0u6gDs6OtLIk6amJt1Ax8TEwMLCAv7+/li1ahX9zb59+5CWlkYdNpKqDTAYc9b8z8WxY8dw/vx5tLW1wcnJCQEBAZzyvb+Fp0+f4vTp05g8ebLYKldsLRIFBQXExMSgoqKCjs2EhASsXbsWx44dQ3p6OgwMDDiVqxiwhTD5fD6uXbtGj2dKVt65c0fE6GfrS/B4PFy/fh2WlpaIj49HeXk5mpqaEB0dzck/F2aVMRVMLl68CFdXV8qGefjwIXJyckSEJdmpa9HR0UhOTqZRaxUVFTg6OuLEiRNQUlKiDgPhzQ4j/Ofo6Ag/Pz9OJZGSkhKOs5U99yQkJFDj+86dO1BQUEBUVBT9vfAGkH38nTt38OrVK9TV1WHnzp3w9PSkwqINDQ2jbpgZ59Gvv/7KeQZv3rxBfX09h/khjBs3btA58MKFCxza+sDAgERBaR6Ph6ioKLi5ucHJyQlnz56lG11xKYFsI+zatWvo6emBjo4OvvvuOzpnpqWlYf78+TTNSVh8mDn/6dOn4enpidjYWLS2tuLFixeIi4vjbJiFj21qaoK7uzt0dHQQGRnJEdgfrXJaZmYmgJF0iqCgIHh5eaGxsRH19fUoLy+nzhhx8zRTsfDOnTsIDg6Gr68vXVfYGgXCkVqGip+amkoFO3k8HrKzs3Hz5k2xpV7ZzzYsLAxz5sxBYmIix7BobGwUEUvOzs7G3LlzsX//fmzZsgVz587FoUOHsGnTJqSlpaGqqgrd3d2YOXMmdZoKtzsjIwOdnZ149+4dYmJioKenh2fPnlEBfkm6PIyh8uTJE2zfvh3u7u6oqalBTU0NLly4wGF0CL/f169fx9y5c+Hi4oLw8HAaOAFGDCthJhlzXGdnJxITE3Hs2DGsXr0akZGR1JktnLIh/L4mJydDR0cH/f39aG5uho6ODmXVurm5Ub0mNhiDmUlr2rNnDzw9PXHy5En09vbizJkzcHFxgb+/P+ceU1NTsWnTJsp+KS4uRllZGRYtWoSOjg48e/YMMjIy8PLyErkmu3+bm5vx7t07JCQkwMHBgc6F2dnZHAYHe969du0aXr16hfb2dly7dg0GBga0Es7w8LBYZmFGRgZmzZpF0+bWrVtHhV4zMjKwadMmuLm5ccap8Hx0//59FBQU0PFiamqK/fv3o6+vDytXrqTvrLDTFAD8/f0xe/Zs7N27F6WlpXQOYphJ7PmTfZyvry+cnZ0RHByMiIgI6ugdHBwctdjGgQMHUFZWhry8PCxfvlzsuinuHhl4enpi8eLFuHfvHsfI7uvro8454YqK/+w62t7ejiVLliAiIgJRUVHYuHEjoqOjoampCScnJzQ1NaGrqwsrVqzgMDzYePDgAebOnYvq6mqYmppCSkoK+vr6aG1tRWlpqcQUbmBE06aurg5ZWVkwNDTE0aNHJeqYsVOHXr9+DRUVFQQEBMDX1xfx8fG0H0djgzFgRIb/+Mc/0uIjDHp6ekT6lUF0dDRSUlLw/v17LFmyhLIRfwuFhYVoa2vDlStXsGLFCly+fFniHk6YVebp6QldXV2EhIRASUmJBsMOHjwIPT09kdQ15nh2hSsnJyesW7eOjpt169ZxUoHZxwEjTM3i4mK0trbi3LlzcHJyQmJiosg+Rfjfrq4upKSkgMfj4dmzZ3BwcICnpyf6+vrQ09PDYYqO6XH+e2LMmTOGfwsI56ELY3BwEM3NzThw4AA2bdpEc+B7enpgamrKKQ/IwMrKCsbGxkhOTqaUUWVlZTx+/BjAP0oisjcwra2t+OGHH1BcXIyIiAiEh4cDAIyMjDgVas6fP4/g4GBK0f89GHPe/O9BdnY2VFVV0dDQgJaWFnh5ecHV1RW3bt36TXbWmTNnaHTq/v37tHoAW7iSwa5duzB79mz699u3b2m1M6bCg4ODA0eLgBmHzIY2KysLy5Ytow7R58+fw9raGoGBgSLGmnBOt56eHq2U8uTJE1hbWyM4OFjEOBQ2nqKioiAnJwc+n09TkDZv3oyAgACRYwHuhsXc3Bzq6urw9fWFgYEBYmJi0NLSAhMTE+jo6ND7EN5cdXV1QU9PD/fv30drayvi4+Ph4uKCy5cvi1SoYb+rZ8+exezZszkpFu/fv4e+vj4sLCzEvv/sHP558+bRKHRfXx+OHTsGV1dX7N+/X2x0jq2XtGrVKgDA8ePH8cMPP9BN/ZYtW8RWdGKOvX79Ok3FuXnzJkxMTLB//368fPkSGhoaHH0e4ft1dnamzIfz58/D1NQUx44dQ2hoKBQUFDibWYFAgOPHj8Pa2hqenp6UOn/27FnY2NggIiICaWlpmDVrlojIMjP+Ojs7sXLlStpHt2/fhru7O3bs2CFSkUw4mtjZ2QklJSVUVlaiq6sLbm5uVPdMXJSXOf7ChQuYPn063VCXlpZi586dcHFxoQ4VSfP1kydPOFT1rKwsbN++HY6Ojpg6daqI4c9c88mTJ5g6dSplKj169Ahbt27laKyw+5V9n8BIhars7GxUV1dDQ0MDrq6uGBwcxIULFyiDikF7ezsWLlzIqSLj6uqK27dv49y5c3BxccGaNWsgLy8vov3BPJfMzEyMHz+ejpXOzk6cPXsW69evp/fIHrPseWHp0qV0DL169Qq7d++Gi4uLSHUk4XmhpKQEOjo6KC4uRmFhIYKDg+Ht7Y2XL19i9+7d1AEnDhEREdTxXVxcjLVr12Lr1q2Ijo7GjBkzJLJc3r59C01NTTrX8Xg8BAUFwd3dHSoqKhxjXtiRCIzsDbKzs8Hn82mZ4/j4eBFdMuaYhw8fYvv27fD09KR7kXfv3sHCwgLASNrphg0bRNL72NeUl5ene5OmpiacPHkSrq6uiImJ4aRt8Pl8+jxzcnLw66+/cpwaDx8+hKOjI+zt7dHf3y/WmcK0SVFREfLy8pzSy/39/Xj06BEiIyMlGnkJCQmYOnUq3NzcsHTpUpw5cwavX7/G9OnToaioOGrqBlOmvbq6Gi4uLvDw8EBRURHKysqwZ88eie/orl27aLrN06dP4evri9DQUOzevRtSUlISK4C2trbC3t6eauPU19fD0tISmpqao1bQA0bma11dXQAj+iuqqqrIyMiQ2C//nXVUWVmZpssODAwgODiYstFMTExgYGCAtWvXipQDP336NE3vv3jxIp4/f46UlBQsX74czc3NUFdXx6JFi+gcBYifB8PCwrBmzRoMDw/j/v37MDc3R1RUlEgVKPbxXV1dWLduHU21PHfuHDw9PREVFQVfX1+x5eHZOH/+PGXkHDp0CN9++y19Tr+F69ev02pRfD4fWlpaUFRU/M1qgVFRUVTgPTU1FfLy8oiLixM7l7D3dYzGEQDo6OjAysoK5ubmiIyMxNDQEGVlA+AwqU6ePEmZvjdv3kRtbS22bduGX375BUuXLqXvPBvMnOTn5wc1NTXq7BwaGsKdO3coO7K7u5uzJ2KvLSoqKtR5LBAI8Pr1a2zbtg06OjocZ/qYDfPvizFnzhj+fwPDtPk9+jl8Ph8XLlzAkSNHoKKigj179iA1NRX+/v64evUqQkNDqZ6Eo6Mjzp07J7IxdHd35+QcAyM58Yzg2a1bt6CsrIwXL16gtLQU0dHRCA8Ph56eHtrb23H69Gl6jZKSEhFdAEntHsP/Pohb5AICAmg0hs/nw9/fn9JXR8OjR48wZcoUalTm5+fTNAfh/OrW1lYYGxtj48aN6O7uxo0bN7B06VJqCDALu6SoSmdnJ2bNmkWNilevXiE7Oxs8Hg8bN27kVKIQhomJCdXnEAgEePPmDXg8HtUMkcRMu3//PqZPn05FFnNyctDY2IicnBx4eXmJGP1sREREUMfU4OAgKioqYGZmRtvPbFTFvYcxMTFQUFCgf9fV1eHUqVOwt7fH9OnTOdF7pvT6wMAAjI2Nce/ePXR1dWHPnj1QUFBAWFgYBgYGxOpDME43Ho+HVatWIT09HcBIJDQwMBDd3d04f/682FQwBllZWVBTU+NojNy/fx8//fQT1dWQhNLSUtjZ2VFtFGDEqWRvbw9jY2PqcBGH+Ph4rF27lqbOMNf18/ODsbGxxGozqqqq+MMf/kA38+/fv8eNGzfg4+MDLy+vUcutr1ixggr4Dg4OoqmpCdXV1ZT6L6nsOTBSyczQ0JD2+eDgIEJDQ+Hm5gY5OTmxrKe3b9/i119/pcybzMxMPH78GKWlpdi9ezddH8Shu7sboaGhmDBhAscxUVpairt374otSQ+MMCmmT59OhWFrampQV1eHly9fIigoaNSxAIzQ9R0dHakjrbu7G+bm5rCwsMDMmTNFKsy9e/cO69evx44dO2ganra2NnXu1NbWorq6WkQgl0F7eztmz55NnSeZmZm4dOkSXr58ievXr4s1Khjo6elh8+bNAEbegdLSUsog2bRpk8QKNf39/XBzc+M4T/Lz87F3716oqanRCpDiwBjp7GfX3t4OPz8/eHp6UqaKOO2tCxcu4Ouvv+YwIJ8+fYpLly6JpA0Jw9DQkGMwDw8P49mzZ3ByckJYWBhnDmQfX1paij179mDTpk1ITk6GQCCAuro6NDQ0MHHiRLHBKQY2NjZUmLunpwdpaWlobGzE5cuX4ebmJhLxB0b6Vk5OjrItbty4gbCwMOTk5ODp06dimUcAdx6trKyEoaEhPDw8OIYh8A8HoPC8W1BQAC8vL2q8FhQUYMmSJbh//z76+/s5DnLh/n306BEsLS1pWlJnZye2bt2KTZs2Yd68eZxnw8a9e/egoaHBKfVcXl6O/fv3w97enjKRJCE7OxuLFy+mYvbd3d1wdnaWyFRh2s3j8eDo6EgDh0eOHIGCggIOHjw46r7wX1lH4+LiMHnyZJpCFRsby0mrq6ysFGFZNTU1wd7eHhs3bqQV9gYHB+Hk5ETX3ICAAPj5+YnsM4T3DXw+H15eXnTdLSoq4jh5xSE+Pp6j0dbb24v09HRs27YNy5Ytk1hti+m7jIwMGBoa0uMfP36Mn3/+WaxotvBYevv2LeTk5JCQkEA/s7Kyog4wSffZ3NwMOzs7GlR4+fIlZGVlxTog9+zZg5iYGAwPD6OxsRGVlZU4fvw41QH09fWFjIwMrarHtHPPnj2wtrbGnTt3IC0tjTt37iAwMBBBQUGUVZWbm0v7mjmut7eXBoMaGxuxcuVK1NXVobS0FFu3boW+vj4KCwuRnZ0tMp+wAzIRERE08MNU3s3MzERRURGioqJ+s3ruGP49MObMGcP/cbANx9/ryd25cyeWL1+OpUuX0gittbU1lJSU6GZ0cHAQRUVFiI2NhYyMDNasWYPu7m7s2LEDe/bsoRFyZkLeu3cvwsLCOBGVy5cvY8OGDXBxcYGjoyOUlJSQlpaGW7duwcjICOHh4ZyqAqPht9hEY/jfAfb48vLywtWrV1FaWoqKigpMnTqVYwCP9j68ffuWbtxSUlIQHByMwcFBDA8Po6SkRIRey954uLu7Q0lJCdOmTaPltdnjk33d27dvU0p+Q0MDli9fjgcPHsDb2xtaWlr44osvcODAAQwODnI2dewKNb29vdDW1kZZWRlOnz6NDRs24Ouvv4avry94PJ5IhC4wMJBWgLt37x6torR582ZMnToVK1as4OStS4KKigo+++wzjmM1ODiYOp0kaSB0dHTgwIEDWLx4McLDw6nxz0TFGKN/eHgYd+/exbVr12j06siRI/j888+hqqqK4OBgPHz4EMbGxpwNEdPPwtVi1q9fj+3bt1OjT1pamjpThEUw2cjKysKHH34ootnQ2trK2ZiJe77Pnj2DgYEB9PX1UVBQQH/DpGaMhqysLJiYmMDT05PDiunv7xfZ4DPXfPToEQIDA+Hv749p06ZxtIiEI+ACgQD5+flUT4HR62hqakJcXBwMDAzwpz/9CSkpKWhsbBR7PPMvj8dDcHAwFBQUaEoju58Yh+bw8DCioqKoYO779++pU9/e3h5KSkqYOnUqbty4Ibbai7gN/vbt2+Hi4sJJ02ODEQ1m0kdqamqwceNGZGVlITg4GHJycpg2bRoePnyItrY2iSKYw8PDGBgYgJGRERYuXIgHDx5w2pOXl0eNXWE0NTXB09MTXl5esLOz41QxE+fU2Lt3L8fQcHZ2Rnh4OCwsLKClpYVly5ZRZxCbOVRaWkoNZIFAAHt7eyp0am5uji+++AIJCQno7+8ftSpOeXk5vLy8MG/ePI7OR0dHB96/fz+qfkxrays2bdoEXV1dVFdXc847mr4EA0ZUWpJTjTmmrq6OOsCampqgra2NoaEh3Lx5E7a2tvjll1+Ql5eHwsJCiXpU/f396O3tpUUYGHYgMJJGJvw8a2pqsHXrVvp3QEAAzp07Bx8fH9jZ2eG7776Dm5sbLRHO3Ou5c+c4+l9+fn7w9vbGmjVrYG9vDzU1NY7DA/jHfNLX18d515jPe3p6qHjtaGkxAsFImeRly5Zh8uTJHIPw9OnTIqnDwumpw8PD8PPzg7S0NKKjoznvdl5eHsfJLXx8ZWUlLe2dmppKn//Q0JDIuGee65s3b+Do6EiZMFevXuWkJ/0Wa5xpQ1hYGDWMgZH0UvazA/576ygb6enpmDhxIiwsLCAtLS3WiccGw7gIDw+nbDJghGXj6emJo0ePYuHChXRtZfqGzThJTk5GSUkJDbYuWbKEjrm2tjZOUQ92X/N4PKoB5OrqKsI4Go3dzl4D/P39oaWlRa/Z0NAgkkbGzPvt7e3Q1NTE48eP0dbWhjdv3sDa2lrifMlu761bt+icfPDgQVrNFhiZa4SF0Ht7e5GUlAQvLy9ERUVRJ8vJkyepgyskJEQkmCcQCFBYWIiQkBCoqKhQLbqhoSEkJydDVVVVZA1kxmJSUhKuX79On4+RkRH09fWhoaGB6OhoODg4iE3VbG1thaqqKr2/lJQU+Pj4YN26dXBxcYGioiIt/iKub8bw74kxZ84Y/mWI04cYDTk5Obh06RL09fUxefJkHD9+HAMDAygoKKDR9cePH2PlypUoKSmhugTMxPj69Wts2LAB/v7+OH36NCwsLPD06VNcuXKFU46VWYQuXrwIa2trGoVgkJaWhi1btuDBgwe/aTxKMg7HMAZgJP3F3t6eMg+2bt2KvXv3YtasWTh8+DDWrVvH2TALj6GcnBy0t7fj3bt3lIZ+8+ZN+p4I54ULn4NtmCQlJUFOTg6PHj2SmMrF4/FoLv+tW7cwMDCAyMhILFq0CIcOHcLAwACePn0Kd3d3Ecp9RkYG1Sno7u5GbGwsvvvuOzg4OODBgwfo7OyEkZGRWMM0KysLAoEA6enp6O/vh7GxMbS1tanh7+DgwEkJkUT3B0Yi0+PHj6cVgfT09GjapTg0NzfTjUlKSgp8fX0RHh4ucfPL9F1CQgJiYmLQ19eH3NxcGnG9e/cu5s2bJ9a4ZKqJJSUlITs7G0VFRXBwcKAaIe/fv8eaNWtEKtmx04cYJkp9fT1mzpzJqRbChnDKB5/PR3NzM5qbmzE4OAhPT094eHggNzdXorOAOcfz58/x/PlzFBQUoKenB87OztiyZYtEnSfmubS0tMDV1ZU6LC9cuIAJEybg6NGj8PLyEhHdFggEuHfvHurr6ykzxsbGBosXL4a7uzvKy8tx9+5dWFtbj6pr8fr1azQ0NEAgECAlJQUmJiY4e/asxGfKGA9MZHb79u0wMzOjwtuJiYlwdnYWWcfYf0dGRsLFxQUZGRkoLi7GoUOHaOUXcXjw4AEGBwep883GxgYqKiqIiopCf38/9u/fD1dXV7FjnJ1GxiA6Ohpr167Fo0ePfnO9ZVfW2bVrF1asWMFx1IhDd3c3hoeHqUPj0qVLcHV1paXJU1NToaamJpLu+fr1a5SUlFDDc9++fVi9ejXs7Oyo9pCamprIWsu+h+7ubnR3d4PH4yEhIQEeHh4iwqLijs3KykJKSgplUYSFhUFDQwNPnz4V26/szxiR0GPHjiE/P59WGnRzcxOb0gqMzB8FBQV0r6GpqYklS5bAxMQEqampOHjwoIgDlt3e48ePQ0tLCzNmzEBsbCwKCwtx8eJFODs7Y9u2bWLf0+7ubpSVlSE/Px9v3rzB/fv3oaenB1dXV9TU1IDP52PVqlUiKYnAyPP38/PDq1evUFJSgqioKOooe/nyJeTk5ESeS2trK7Zs2cIR+gW4a42vry+WL1/OKZUtDt3d3dDS0oK6ujo1siMjI6GpqSkyhsU5Dy5dugRTU1NcvnxZoiOarceSnZ2NO3fuQCAQIC4uDh4eHjhz5ozYfd6WLVsQExODvLw8PH/+HL6+vlBQUMDWrVuxevVqzJ07V2wlMWBEOJ1xKCxbtgx79uzBxYsXwefzYWtri0OHDol1mAL/2jrKdp6yBcpfv36NlStXckR9f8vxNDw8jISEBOjp6SE1NRUdHR3w9fWFo6MjXY+Z8+fk5CAyMhLZ2dmor6+HqqoqPDw8oKioiPz8fKxZs4ZTJZB9LIPi4mI8fvwYQ0NDePLkCcLCwrB582YO00QYZWVlqK+vR09PD+Tl5eHi4oKcnBwUFxcjOjparCNRIBBgx44d2Lp1Kx3jfn5+8PDwgJ6eHiwtLaGurs4RXmbaWlpaiuPHj+Px48dobm7G7NmzqY7my5cv4ezsLMIYFk5XHxwcRFZWFjw9PREQEICqqirk5+dj/PjxsLCwwJQpU2iwTjhD4d27dwgJCcH333/PCRAYGhpy9JLE3fPatWtx69YtNDY24sqVK9TRlJCQQFM3hVFbW4vnz59j//794PF4iImJQXh4ON3TKCsrj8qQHsO/H8acOWMYFe3t7cjJyUFcXBzs7OygqakpstFhT95v3rxBTk4Oamtr4e3tjSlTptCJNTAwENLS0jhz5gxaW1uhqKiItLQ0REdHcwxeKysrxMfH4+7du/D29qaRgqioKGrY1NTUQFZWFlevXsWLFy9gaGhINzPMJPn69WucOHGCo0sxGpgqWWNOmzH8Hty5cwfz589HXl6eSBnPqqoq7Nu3D46Ojvjqq68oE4ENe3t7GBoaUqdKR0cHkpOT4eTkBH9/f3z66adYvnw5J4rV3Nwssglib7IvX76M5cuXIzo6etRN3evXr+Ho6Ijg4GCOwVhUVITFixeLlLRl0NvbS3U+ent7OawkV1dXEccD+1169eoVpk6dKpLnfuvWLZE0JwBUc0J40wSMGAQffPAB1NTUOKktwlojx44dg7y8PObOnQtnZ2fk5+cjMzOTimNKMhAaGhqoMbtnzx6aJvDgwQNMnDiRpm2I6+OamhocOHAAurq6NMUKGEndkpaWFtn8ss/BCB56eXkhLS0NAoEAurq6WLRokVhDj92/enp60NfXx5IlS+h8unv3bpibmyMjI0NkXmOu++jRI0yfPh0eHh6YPn06rfwUGhoKExMTsTRrJlqvoKCAlStXciKVeXl5MDMzg4ODg0SjuKurCxYWFggODoZAIKDGlkAggL6+PodRIHyvhw8fhpSUFNavX48lS5agrq4OT58+hbGxMXbt2iXiKGPQ1tYGNTU12NracvqSKXXNaImIg5GRETZs2ID4+HgoKysjMTER7e3tOHPmDNzd3SWOo7a2NixevJjS8pkx/P79eyxatEhs6gbzXJ49ewZlZWXY2NjA2toanZ2duHjxIhQVFXH69GmRsdfQ0MBJyRB29G7cuBGJiYliDXD2uTQ1NbFs2TIOG6KkpASzZs0S0bxhv5s2NjZUr4v9rtrY2MDJyUls/wAjBpeuri4mTpyIpKQkFBQU4PTp03BycsKuXbvEpngAI2kWc+bMgYeHBwwNDaGuro6+vj4cP34cc+fOlciMAUbYfIqKirhw4QJMTEwQHh6OV69eobCwEPb29tRRLA6Dg4MwNTXFwYMHIRAI8OzZM+qA3bJli0TB3NLSUsydOxcVFRUoLCykRRT4fD5u3rwp1tnG9O/g4CDi4+OxYMECjoYFMLKOCKdOssVUY2Ji8PPPP3McE4WFhZg9ezY1FNlzw8DAAHx8fODk5ISMjAzOs2T/X7hMtvC7zv6tlZUVpkyZAicnJzg5OdE5RXi+5vF40NbWhr29PXR1ddHW1oYHDx7AzMwMMTExIqk4zHHNzc2YMWMGvL29MWPGDCrempycDCsrK07aKAB4e3tDR0cH+fn5HIdVfX09ioqK4OPjAzk5OWzcuBHNzc2c/klISIChoSFlXGRmZuLo0aOwtraGiooKTE1NsXr1apE2svHPrqNsJ7WwE39wcBBr1qzBqlWrRHSW2MjMzMSECROoI+TixYswMDAQWY+Zey0vL8ecOXNw4sQJympk+urw4cNwd3fH0qVLOSW9hc9x6NAhLFq0CKtXr4aqqiru37+PwsJC7Ny5E5aWliL7JgBwcXGBjY0Nrl27Bh6Ph3fv3iE0NBTBwcGYO3cufvrpJygrK4uk3yYmJmL58uUoKysTcd61t7dj69atMDY2xvjx4zns1vfv30NKSgoxMTE0rbS/vx+NjY04cOAA1qxZg/nz52PSpEmjFjVhUoXLy8sREBAADw8P1NfXo7GxEY8fP+YwnthjoqmpCZ2dnRgcHMSZM2dgaGgIf39/PH78GLNnzxarIciguLgYV69e5bAmgZE0vPnz59N+EB4z3d3dqKiowDfffMNJxx4YGIC9vT2HXTaG/wyMOXPGIBH29vaYN28eJkyYgLlz59JIEjCyuDCsAmDECFFXV4eenh6WLFkCCwsLpKSkIDk5GTY2NsjLy8Pt27ehq6tLnS6hoaGIiIjAoUOHOHnne/fuhYODA6qrq7Fx40a6+GRlZUFTUxPe3t6wtraGrq4uwsPD0dXVhdjY2N+MErExliI1hv8OWltbMWfOHJFcZCMjI5HPUlNTsWHDBo5REhAQQAXyGIpxbW0tLenL4/GQlJQEa2trToTk7NmzmD9/Pq5cucI5H3ssP378mBN9EsajR4/w8OFDvHr1CoGBgfDw8KCUazMzM87izkZnZyfu37+PZ8+eITAwEO7u7vS4iIgIyMvLi20PMEI3fvLkCV6+fAllZWVq8NTV1WH16tU0tZI57tatW/jyyy85BoOwaN/t27fx66+/IiIiQmx7q6urISUlhaqqKvD5fPj4+MDCwgLt7e3Iz88XW7IVGHHSSUlJobOzE3l5efD29saOHTuQk5ODt2/f0ucrbv4oKCigVa6Sk5NhZGRERXiPHDkitjIZAzc3NxgaGiIvLw/Hjx/nlBa1tLQUSbNjY/fu3bR0bWtrK+Tl5WnFjt27d9NUVWH09/dDVVWVliPu6emBtLQ0dQaNVnYVGGH0SElJiegWMOOY+T8b9fX1uHbtGl68eAEXFxfY2dlRwU0HBwdOCVRhB1R5eTnmzZtHjcG4uDhMmDABZWVlyM3NFXGUMUhLS8OJEyfQ1dWFTZs2QVlZma4rlpaWlH3C3F9vby9td0VFBRWiBkaMchkZGezbtw88Ho+mDwq3NTc3F9euXcPbt2+hp6cHU1NTagwYGxuPqjvT0dGB+fPn49SpU3j16hV27NiBJUuWoLGxEdeuXeOUrAVGIrvm5ua4dOkSxwnD7vuUlBQYGRmJOE0Z3Lt3jzLcNm/ejAkTJlDHcUhICBITE8Ue19bWhgMHDlBGh4KCAvLy8gCMpE/r6OjQ3wqPn7t370JKSgrAyLxkampK++Xy5cu4c+eO2GsODQ3ByMiI87wDAwNpuXNJjApgxJFoYmJCmWGNjY2ws7OjLLLRgj+9vb3IyMjAnTt3YGlpicDAQDp/b968GUpKSvS3AoGAzrWtra2orq6GsrIyfS+6u7uxdOlSidWGGPT09GD79u1oa2vDyZMnIS0tTbWBzpw5QwVaAW7/vnz5kr5LKSkp+OGHH6jY9alTp8Rel2lbVVUVFBQUMGHCBJw8eZIzpoQZc0z6jq6ursg8w/5tdHQ0fv75ZxooEJfuZmJiAnd3d7x79w4BAQH03WZEgSXpLXl5eVHB4+HhYejp6dH5MC0tjZPGc/78ecybN49zPKNdxXYAFhYWwtramhM8uX79OhYtWoRXr16JTQ26evUqjhw5gqlTp8Ld3V1sW//ZdVQgEGD16tVinzO7D42NjUW0yYTnpB07dmDq1KlUu+vevXvQ1NRESkoK53eDg4OYN2+eyHx64MABeu3u7m4IBAI4OzuLZRgyKdwMM/7o0aNQVVVFbm4umpqaqOOEjeDgYMpcZVeFZQukx8XFwczMjDqhmFSlKVOmcFKSmpubYWFhwWG68Hg8HD9+nKOtJSsrK5Jeee3aNeq4am5uRltbGxwdHRESEiLSZqZtCgoKWLp0Kdra2tDW1obIyEjY2trSvmb/loGLiwvWrVuHGTNm4PDhw8jJycHNmzcxceJEyMrKUieauL0GW9T5yZMnUFZWpmlVV65coWuk8HvG4/FgY2ODsrIytLa2YtGiRdDW1gYwstaxx+2YjfSfgzFnzhgkgtl43r59Gzt37qQRzy1btkBGRgZaWlo0B9TDwwOysrIARozXFStWoLKyEgKBgAp5lZSUwNbWlk4yKSkp0NHRwZs3b6CiokK1avz9/REXF4f3799j7dq1dKHj8/nIzs6Gt7c30tPTRapFiMPYZDSG/y9QVVUFVVVV9PX10TG2efNmzJs3D99//z2nMtKLFy8wb948Gr2qqakREWd98eIFlixZgp07d3I0mzIzM6GqqsrZxN64cQMrV67Evn37ONFQYWcH85kwwsLCsHTpUvT39+Pt27fYs2cP3NzckJaWxol2CR975swZyMjIoLu7G7W1tdizZw88PDxw/fp1WsISEN08dHV1wdfXl5b2bmhogKWlJfT09NDd3U2dsMLXO3LkCCZNmoRTp07Rz5jNLbvU8xdffEGFiG/cuIHS0lL09fXh7du3UFZWpuWgAdBo+G/1kY+PDxVxzc/PR2BgIFxdXSWWX2Xw8OFDzJs3j25UHz58CDs7O7i4uIikbHZ2dnJSIzZv3kyN4I6ODhw/flyEJs2co7W1FdevX6fG0okTJziOIoFAAAMDA7FpR0xpaOY5+fv7czacVVVVtFKKuGsDI3P8vXv3UF5ejt7eXqioqMDIyOh3sRoPHDhAHU2NjY3Yvn07TE1N8fz5c+oYAf4xji5dukSdPc3NzZSlwtx7ZGSkiFA3O01veHgYBw8e5LBDoqKiICsrS4VY2WhtbYW+vj7OnTtH22NlZYVTp07RNTA3Nxfe3t4S73FoaAgJCQlUL6Ovrw+urq5Ys2YN3r59y2EYMG0tKCjgaEEIP/vAwED6DokzhI8cOQJLS0scPXqUoynF/q24dBO29pGdnR3tjyNHjuDHH3/8TQPx/v37sLKyonNHbGwsli1bhpSUFPT391OjiGlHVlYWNbquXr0KPT09eq6GhgbMmjVLLJPs1KlT2LVrF50Lw8LCqLE5PDyM2tpamJubc4xscZpSwEg6rKOjI30/ent7oaOjI5HVxeDo0aPYsmULgJGouJubGxwcHNDQ0IC8vDz6/Bidpnnz5sHU1BSLFi3C3bt3sXnzZly7do3O/QkJCSLVxIRRVFQEY2NjmsZ27949KCkp0XmM6XeGVcxmVtja2tI55dWrV5g5cyYsLS055xfum46ODixYsABXrlxBZGQktLS0EBcXJ9GRwoCppiPsSBNmjn7++ec4fvw4gBFnPtMXAwMDMDU15ejExMbG0vay01ozMzMRGxtLHQVJSUnw9fXlPHt9fX3OfMLg5MmTVNdsaGgIra2t+Pvf/w4zMzO4u7tzxMQNDAyogdzR0QE5OTkaeGCgpKSEDRs2iPThpk2bxKaK/ivrKJ/Ph66uLhQVFekYE+fQEYf379/TSlnAPxx7jANDWIYAGNmPqKmpcT4LDAzEuHHjMGvWLE41prKyMmhoaGBwcBCHDx/Gw4cP8f79e/T29kJLS4vDSo6LixO7tgAjTvJFixZx5sby8nKsWrUKnp6edM7g8/lISUnhMOCeP39Oxwkz3+jo6MDY2BiKiooc9m5MTAxWrFiBoaEhPH36lMOiAkbSRL/88kvMmzePk87FaNEJ9zebVbV582ZMnDgRBQUFGB4ext69eyWKmaenp2PJkiUARgJIfn5+NPCTlZUlwnwTRk5ODlasWEHZku/evYO+vj4MDAxE0tSFU1rDw8M5FRD19fUxc+ZMdHV1/e5xNYZ/L3xIxjAGCfj0008JIYT84Q9/IPX19aS2tpbcvXuXDA4OkkePHhFbW1uSkpJCkpOTiYKCAhEIBIQQQr755hsybdo0MjQ0RAgh5KeffiIVFRXkl19+IY2NjeTy5cuEEEKGh4fJxx9/TCZOnEhsbGyIq6srWbBgAcnPzyfW1tbkq6++Ij4+PmTOnDmEEEI+/PBDsnTpUhIREUGUlZXJ559/TtsKQOw9fPjh2BAfw/95/O1vfyN/+tOfSHNzM/nwww9JV1cXkZWVJS9evCDZ2dkkNTWVNDc3E0II6ezsJBEREeSvf/0rIWTkfRoYGCADAwOEEEIEAgGJiooiCxcuJH19feTGjRv0O0IIaWlpIZ999hn9W1VVlcTFxZFbt26RoKAg0traSggh5IMPPhAZ7x988AEZHh6m1yGEEB8fH7J06VISExNDfvnlF6KlpUUmTJhAysrKyB/+8Ad6rPA7ZWhoSOTl5Ym/vz/5+uuviY6ODpk8eTJJT08nQ0ND5NNPPyUAyLhx4zjH/fWvfyXr1q0jMTEx5OTJk+S7774jMTEx5KuvviIXL14k33zzDW0r+7qWlpbkyJEjJCQkhAQFBRFCRt5nAOTDDz8kfD6fTJw4kTQ2NhI7Ozuye/dusnPnTvLu3TvC5/PJTz/9RBYtWkQePHhAqqurCSGEKCsrk/7+fpE+IoSQtrY20tDQQAghxM3NjXR2dpK3b9+SuXPnElNTU7Jq1Sry97//nXMs01ZmrpOVlSUBAQFk//79pLKykkhLSxNra2vy66+/0usQQgifzydaWlrk/Pnz5OHDh4QQQv7yl78QFxcXUlVVRf7rv/6LGBsbk7q6OlJWVsZpKwCira1Nrl+/TnJzcwkhhHz55Zfk9u3b9D4/+OAD0tLSQkpKSjjtPX36NAkLCyNdXV10fH7xxRdk7969pLGxkRBCSFNTE3nx4gUdV8L3unv3brJjxw5y4sQJEhAQQGJjY0laWhr55JNPyNy5c0X6V3gcWVtbk4aGBuLr60u+/fZbYm1tTRYtWkTi4uLIF198QY8ZN24c7ct79+6R/v5+Mm7cONLe3k6SkpLIRx99RM9ZXFzMuRbT10NDQ2TcuHHEzMyMvHv3jjg6OhIAxM3NjdjY2JB79+6RP/7xj5z2rVu3jkydOpXIy8uTb7/9lhBCiJycHHnx4gW5efMmKS8vJ3FxcZx3VBgfffQRWbNmDcnMzCShoaHkT3/6E9m9ezeRkpIiO3fuJN999x1t7wcffEAuXbpEnJ2dycGDB0l3dzcZN24cefPmDUlMTKTn/Pvf/07y8vKIQCDgvOd8Pp8QMvK+GBkZkczMTHLmzBny+vVrQggh48aNo+/+l19+KdJWZuxKS0uTDz/8kGhra5PBwUFiaWlJTp48SW7fvs35PXscE0LI8uXLCSGEGBgYkOHhYeLo6Ejc3NzIrl27CI/HI5988gl9ng4ODiQuLo7U1NQQQgiZP38++dvf/kbu3btH2tvbyXfffUeUlJRIa2sr5zoXLlwg4eHhZNKkSaSzs5MQQsi8efOIv78/OX/+PBk3bhxpbGwkhYWFpK2tjR7HzBMffPAB6erqIo8fPyatra1k9erV5KeffiJnzpwhWVlZJDY2lnR3d3PmWXFYtWoVuXPnDtm7dy+ZMWMGcXZ2Jl9//TXx9PQkM2fOJF988QURCAQkPT2dHDp0iKSmppLjx48TdXV1cuHCBTJt2jRy8+ZNEhkZScLDw8nu3buJrKzsqNecOXMmkZKSIqampqSiooKsWLGCxMTEkKKiIlJfX0/n7HHjxpEPPviAvn+TJ08mCxcuJGZmZqS4uJhMmzaNPHv2jPzXf/3XqM+zoKCAfPPNN0RLS4t4enoSb29vEh0dTbZs2ULevHkj0j5m/G3bto3o6OiQ0NBQcvLkSTqu2ONv3bp15M6dO2TevHmkrq6OGBsbk3379pHGxkbyySefkK+++orcunWLnltNTY10dXWRvr4+uh998eIFcXJy4rz/v/zyC3n9+jV58eIFef/+Pent7SUlJSWkqalJpL19fX3kxIkTpLOzk3z00Ufkk08+ITt37iRJSUnkm2++Ie/evaPzyMyZM4mnpychhJA///nP5OeffybffvstvZ+QkBAyZcoU0t/fT5YvX054PB4hhJDq6mqSkpJCmpub6W8Z/DPrKEYC7uTDDz8kFy5cIPPmzSMrVqwg+fn5dA5g1kRxz4QQQnJyckhmZiaJi4sjPT09RE1NjRw9epR4enqS+Ph48ssvvxBCuPP0999/TwDQd625uZl8+eWXZHh4mNjY2BAXFxfS29tLCCHk+fPnZOXKlWTXrl3kxIkTZHh4mPzhD38gf/7zn2lbCwsLCSGEfPfdd6Snp0ekTwgZWYcmTpxI9wM8Ho94eHgQKSkp8u2335LIyEjS19dHPvzwQ9LX10eePHlC71MgEJAXL16QlpYW8sknn5Cenh6ira1NTp48SSIiIkh9fT19L/72t7+RPXv2kI8++oj88MMP5JNPPqF7pObmZlJfX0+qq6uJg4MD8fPzI319fYQQQvLy8sjEiRM5+5uKigqyb98+uobv2LGDuLq6ElVVVZKcnExcXFzIihUrRO6VEEJ6e3vJjz/+SAghRFFRkZiZmZHDhw+TrKwsIicnR2RkZOhzYT+biooKQgghS5YsId7e3iQ2NpYUFxeTn376iRw4cIDY2trSd5r5l71e/OUvfyFr1qwhsbGx5PDhw4QQQs6dO0dUVVVJVVUV/a3wPm4M/+b4/9FxNIb/UFRWVsLd3R137txBSkoKxo0bhyVLlkBBQQE+Pj6orKzEmzdvMHHiRAAj+anm5uZUFDMtLY3mYJqbm8PU1BTKysqYPn06JzJdXFzMiRxKivKOpUiN4d8BTk5OHK0XJgp38OBBTrRZHOzs7HD06FHKrGFYZoWFhdDW1qbn5PF4VGwTGImWZ2VlobW1Fd3d3bC2toa1tbXEvGp2zvTx48cpy+Xly5dwcXGh37e2ttJIjEAg4DB0cnJyqMBoa2srPD09acSqqamJwwIAQNteV1cHHx8fqqeSk5ODgIAAysQZLfJTWlpKo+YNDQ2Qk5MTW1KbOcf169cxbdo0Tl8BI2KTjGaHo6MjZs6cyYl4eXl54dWrV+DxeDAxMaG/6+zsxJYtW7BmzRqRtAtmXnr+/Dm9fnR0NDZs2ICqqip0dXUhPDyc6uUwbCLm/wCgoaEhtqRqZGQk1qxZg+PHj8PJyUnsODI0NKSliYWPXbRoEYKDg2FoaAhdXV3O9yUlJZgyZQpNlWUjMDAQy5cvh5OTE+bPn0+FgYVRV1eHxYsXo62tDXw+HzU1NdiwYQNNWROm67NZL2lpaTTqXV1dDT8/P8qaev/+vUjk/+zZs5g7d67IOCkvL4eMjAw2bNgAT09PzJ07lxPNZ6qVdHd3UwFUYIQFFBwcLDbljHk+ERERnHQGNhITE+Hj4wMNDQ2azsMcy2YA7Nmzh6ZrVFVVwcPDg7aPqfLDRn5+PqZPny6i8fLixQuMHz8ezs7OuHLlChYsWCDyXJi+aWpqopXZqqurYWdnBz8/P7x8+VIsO+Dp06fo6urC8PAwLCwsEBsbS5kd27Ztw8mTJ8VqLHV2dtI568qVK7hw4QL9fuvWrZyUBoaJyJwnLCwMK1eu5LRneHgYsbGxcHZ2hrOzMzZv3owZM2Zwot2VlZWYMmWKWMHUhw8fYtasWbCwsMD8+fNpe8RFpFesWAFlZWVoa2sjKioKUVFR2LdvH1RVVWFubi6iL8E+9sWLF3SsFhUVwd3dnTIaqqurOdofAwMDsLa2ho2NDZ2PsrKyKHMgMzMTSUlJCAoKEmGxtLa20nZcu3YNAQEB9LsDBw5w0l6YNBSBQICHDx9S5sKmTZtgbm6Ompoa8Hg8nDx5EjExMSLjgD3fs9HT0wMtLS0kJSVRNszBgwdp6WNx52CzpJ88eQJFRUXs2LFDRCSe3aeysrKIiYnhfFZYWIgFCxZgy5YtSE5Ohq6uLlxcXOj3vb29WLx4MU0LZePUqVNU6FZOTk5iuvDAwACcnJwQFxcnUilIT0+Pst+E293b2wtNTU3O9+wCBSYmJnRMlJeX4+nTp/+tdZTp2+HhYeTn59O/Dx8+jAkTJkgslc7uz+TkZDQ2NuLq1avw9vZGWFgYenp6UFxcDCcnJ5H7Z9Dd3Q0FBQVOOifDWrtz5w7Wr19PGTD9/f1ITU3F9OnTRViOr1+/hqurK+zs7LBu3TosWLBApBIZ+5qLFy/mVIMsKSkBMPLOWVlZ0TWipqZGhHXq6uoKLS0tkQpg7u7uEnWsurq6ICMjwxljDFMsNzcXxsbGdL5j5jO2uHxTUxM2b96MrVu3Ii0tjX5nZGQEQ0NDsddkfvP+/XtYWFjgwoULdI9ha2srtkLiuXPn0NPTg+bmZjg6OmLp0qXIzs5GSUkJ9u3bJ6JlBvxjXWL2Ozdv3sTy5cvpviU/Px9+fn4izKwx2+o/Ex8AEigNYxjD/4ve3l4SFhZGpk6dSiZNmkRCQkJIWloa/R7/b3Txp59+Iq9fvyZ//OMfiaGhIVFTUyMmJiYkPz+fJCQkkLi4OOLn50fGjx9PVFRUyIQJE0TOIQxJn49hDP+3wI6Me3l5kVOnTpEjR46Qzz//nNTU1JDt27eTGzdukB9//JHw+XxOhIMZz8eOHSPp6elk/fr1REZGhnz99deEEEKsrKzITz/9REJCQkSua2pqSqNIfD6fWFlZEQUFBeLj40MKCgrI+fPnafSSEELKyspIaGgoOX78OGlqaiKHDh0ixcXFpKuri3h4eJCQkBDyzTffkGPHjnGOGxgYIIaGhuTw4cPko48+ouyftrY2sn37drJ7927S1tZGTp06JRLlvXTpEhk3bhzR1NQk2dnZ5ObNmyQ1NZWYmJiQ3t5eUlNTQ9auXUu0tbUl9uvly5dJQkIC+eyzz8jMmTPJhg0byM8//0zWr19PCgsLSW5uLvnzn//MOdbHx4f8+OOPxMnJibIBGDx//py0tLSQ2tpaMn36dLJ06VJ6rYKCAjJnzhxy9+5doqCgQKqqqkhUVBR59+4dUVBQIEFBQWT//v3E0NCQc72enh4SGhpKQkNDSUdHBykqKiLZ2dkkPT2d6Ovrk5SUFFJXV0dOnjxJFixYwDk2NzeXBAcHkxs3btD7JmQketbT00MePHhArly5Qn7++Wfi6+tLPvroI9relpYWYmdnR06fPk0++eQTMjQ0RD788EM6xh4+fEhqa2tJT08PMTc3Jx9//DG9bk5ODrly5QqJjIwkQ0ND5OOPPybDw8M0wv3ixQsybtw40tfXR6OChBASFxdHvv76a6Krq0sGBgaIgYEBiY6OJhMnTiR8Pp8kJiaS6upqEh4eznmW79+/JxEREWTHjh2kpqaGnDp1ily/fp2sWrWKyMvLkyNHjpAZM2aQwMBAkbFACCGBgYFk9uzZ9Lp//OMfaXu7u7tJamoq+fjjj8lPP/1EpKWliUAgIC9fviQ5OTnE0dGRvHz5kpSWlpJdu3aRFStWkD//+c+kpKSETJs2jWzbtk3sNQ8fPkza2tqIl5cX6e/vJ3/6059o31dXV5OPP/6YfP755+STTz4hH330EeHz+aSkpITcvXuXuLq6ksLCQpKSkkKOHTtGLC0tyWeffUZKS0vJnDlzyMaNG8VeMyAggHz99dfE2dmZPhdmDHd0dJCwsDDyxRdfkC+++ILY2Nhw+vjDDz8k7e3tREdHh0hJSZHu7m5ibW1NZsyYQcLCwkhNTQ1xcXEh8+fPp8fV19eTq1evEnt7e/LmzRtSW1tLIiIiyKRJk0hvby/5/PPPycDAAImLi+O0s7+/n+zYsYO4ubmRgYEBcuPGDRIdHU2WL19OFixYQEpLS8mf//xnkecJgPT09BAzMzPi5+dHFi1aRNkyzDx6/fp10tvbS96+fUu0tbXJ5MmT6fHl5eUkLCyMHDt2jJ6PkH9EnQcGBkhTUxMZHBwkU6ZMEdvHW7dupXPZnTt3SHFxMfnjH/9IbG1tyeDgIBEIBORPf/oTna/7+vpIdHQ08fT0JLW1tSQuLo7cv3+f2NjYkDlz5pAjR44QKSkpYm1tLfZ6lZWVZO/eveQvf/kLMTU1JQEBAWT69Oli53UGfD6fBAcHEzs7O/KHP/yB5ObmksOHD5Ph4WGycuVKUl5eToaGhkhAQAD5+eef6XG9vb3kzJkzxNLSkpSVlZFPP/2U7N27l/B4PNLW1kY++OAD0t3dTeLj4znHCePJkyekr6+PyMvLk4sXL5KioiJCCCFKSkokODiYuLu7k9WrV9M1jBl/XV1dxMLCgkyYMIH8+OOPxMTEhAgEAuLi4kI+/fRTEhkZKcIIO3fuHElJSSEnT56knzFjv6WlhezevZv8+c9/Jr29vWTHjh30N83NzcTLy4skJSURgUBA28KMo+fPn5PPPvuMtLa2cuYwYZw5c4ZkZGSQ8ePHk8WLFxNZWVni5uZGent7yalTpwghRIQBRwgh9+/fJxs3biQuLi7E0dGRfh4VFUUyMzNJSkoK/ey/s46y9726urrk008/Jd3d3cTAwIAYGBiQ7OxsoqOjQ7y8vIiHh4fYe3R0dCQNDQ3k8uXLhM/nk6ysLJKRkUGysrJIfX09OXz4MJGTkxN7n4QQ0t7eTlRUVMgXX3xBUlJSyODgIKmqqiJmZmbkwIEDREpKih4bHx9PWlpaSEBAgMi8WVNTQxoaGkhfXx/56quvyOzZs0Wuxfw2NTWVXL58mcjJyRFLS0v6vY2NDfnyyy9JeHi4iE3AHFtbW0sOHTpEnj17RszMzMj8+fPJpUuXyI0bN0hmZiYZN24cZz/GnKeuro7Y2tqSb775hhw5coQQMsJOVVdXJ6GhoURFRYVegzl+aGiImJubEzs7OyItLU3i4+NJQ0MDmThxIunu7ibv378n4eHhlJV2/vx58tFHHxFdXV1CyD+YU6dPnyalpaWkpKSETJ48maSmppLnz59z2KLd3d0kOzubyMvLk4KCAjJ16lRy9uxZkp+fTz766CNy48YNwufzSUpKikjfnjt3jrIfu7u7yY0bN0h2djb529/+Rjo6Osi4ceOIkpISMTMzEzuGxvAfhP8rLqQx/Mdhx44diImJQX9/P6ZPn46UlBS8ePECsbGxNNr/66+/4tmzZwBGokriqqD4+/sjICCAervHKkeN4T8B9fX1nEgQO8p59OhRKCoqQl9fH8bGxpSR9ls5x/v27YO2tja8vLxoBQdGFBngRkguXLiA9evXAxgphWphYUGjOgBEqkKwGW779+/nRLv27NmD3bt3Q0dHB3/961+pHgkbbW1tqKqq4ohkBgcH0yonH3zwAVJTUznHsPPo4+LiaLQoPz8fJ06cgJOTE8aNG4c5c+agv79f7Lv/+vVrLFq0CK2trXBzc8OMGTPg6upK2RTC+h0MwsPDOVFs4B/lPx89eiTC+sjNzcWFCxfQ2dmJpqYmfPrpp3Bzc6PfP3z4EGlpaVBUVBRhctTV1VFdo9u3b8PQ0JCyj54/f47r16/Dzc0Nn3/+OR0LbBQVFUFKSgpNTU0iY0RcZTRhzZOpU6eKlKwXCAQoKioatdxrZmYmfv31V04kjonuX7x4UazAsru7OzQ0NJCZmUn1KIKCgrB48WJa8Sc6Ohqmpqac58m8Hx0dHcjPz6csJUYkd+fOnZg/fz7GjRsnto+AEeabsL7C8PAwuru7ce3aNZHKIqWlpZxqK4xuVU9PD1JTUxEXF4effvoJ33zzjcSI9MGDByElJcVhPTD/P3z4MBWkZL5jM0jS09OpuOubN2+QmJiIrVu34rPPPsOf//xnlJeXix3zW7ZsEan2xLDj2NeThFWrVuHYsWO4dOkSpkyZAgMDA8rgOXjwIIc18erVK/p3WloavLy8aHnr0tJSHD58GHPnzsUf/vAHPH/+nHMdHo+Hvr4+1NTUIDExER0dHRgaGsKRI0ewZ88eTJo0CR988IFIdRwGZmZmlJnFZs4wJX0loaamBjNmzKDaeUxbgBF2EKMHIqwTweDly5eYOXMmp2R4Tk4OZGRkKItLHAoKCtDY2IiCggIMDAzg6dOnMDU1RUhICGbOnIk//elPYscuc/2uri74+flBRUUFK1eu5HwvLvrNMBqbm5sRHBxMWRu3b9/G6dOnoaioiA8++IBWmwNGmAvMO//o0SPY2tpSTZf379/j8ePH0NTUxI8//ojbt29LbOu5c+cwe/ZszJgxA87Oznj9+jVu3LiBwMBAjoi7OCgpKdH3bdKkSXB2dsbLly8xODgIT09PsTpNDOtGHBgdLmHw+XzU1dVh6tSpHB2SoaEhKoIrTtReEtPg5s2bCAkJwZw5c2BgYAAdHR2xjC7h86Snp2PZsmUwMjLCpUuXsHPnTkybNo2y89jz9b+yjrIRGBhI54bvv/8eenp6iIqKAp/PR3V1tcT5Pjs7m+qxsPH+/XsUFBRQtoak/Te73LaOjg6kpaWhoqKCFStW0Peb3UcHDx6EkZER/ZsZ4wKBAFlZWaNWZGLvpdra2rB//35s3LgR69evp1X42MLifD6fs4ax21FdXY1Tp05h8eLFMDU1hb6+PtW5E8foZ/4uLS2FoaEhpk2bhvXr12Pp0qUiY57dV9u2bYOKigpkZGSomHJycjJ8fHygoKBAWXwCgQCDg4NISkqCvr6+iIg8j8fDmzdvcP78eRw4cICuS2y9OGaPd/DgQZiYmNB5sLW1FXV1dfDw8ICmpqbIO8OwZAUCAVxcXGi1q7a2NpSXl8PZ2RkTJkzgFBwYw38uxpw5YxgVzAQWExMDDw8PdHd3o7y8HJaWlli+fDnWr19PF1aGUituIWQmp8LCQrx48UIs9XsMY/h3RG9vL6ytrbFr1y6O44M9zru6uiAQCH6Xk5I99h8+fIjU1FRs3rwZp0+fpjTloaEhSutta2tDbm4u6uvrsW3bNtja2gIAtLW1oayszDFygBHa8+bNm7Fnzx5aanX27NkcqnFnZyfa29tFNpLHjh3Dzp07UVlZicrKSvzyyy9wdnam39fW1qK2tlakdHRDQwOMjIxoZandu3fDzMwMFy9e5FCvb9y4QTd27LK7DLKysnDjxg3k5ORg4cKFePXqFTQ1NbF8+XLOBl7YCZKRkYFJkyaJpPkAwPr160Xu8/Tp01BXV6fOod7eXigqKkJZWVnss2Oux+fzkZiYCDs7O1ppytvbG5qamtSRzYCpliOMtrY2GBgY0I04I9ILjJQ+DwsL4/SJMCIiIuDt7S3i9Hny5Al0dHREUs3Y8PT0xI4dO0SEnN3c3BAYGMj57PTp01i8eDE1nNk4fPgw/v73v8PW1hbTp0+nm2um7+Li4hAaGorm5makpKRg8eLFnPQEHo+HJ0+ejCr+WlZWBlNTU6Smpoo8b01NTY5oc29vL7y8vLBhwwY0NDTQcsY7d+7kVG8qKyujz0WSkWdtbQ0rKytO/7a3t2PBggUcpwOPx4Onpye8vb3R39+PkydPwtDQEEePHuWU6r1z5w6nRL0wXrx4AWtraxQWFooYk7a2thLLgQMjzsMTJ06Ax+NBRkYGZ8+epSWs2RVaGMdmaGgoZGVlUVxcjOrqavj7+8PHxwf37t2j562vrxd5R0+ePAkjIyOUlZWhqKgIurq62L59O6ckfVlZmcRqYsBIIGfp0qX0GGaMNzU1QV9fX6zBx1x/69at2LZtG8dhDIxUBfT09JR4HDDy7l6+fBny8vK0RDwwkuYjTmT01KlTSEhIQH9/Pw4fPgwpKSk61gYGBtDc3IyzZ8+KVBRjgz22GGHqtLQ0sYLkwIhjbe3atUhNTUVPTw8cHBywadMm5Obm0nsZHh7G9evXOcedP38eCxcuxLlz58Dj8RAfHw8XFxecOXOGOrAZcWjhfmHw+vVrqKmp0fQSGxsbmJub0xQX9lzEjCMGubm52L17N4aGhrBkyRLs378fbm5uUFJS4lRhFH7XWlpasHr1ak5KCZOSFBYWhujoaIlraExMDIyNjUUcGYmJidDX1+fMV+zrRkREoLu7W2yp+/7+fpHqeyUlJWIFlJn229rawtXVFVu2bKEpksyx/+o6yhaw7uvrw/79+9HV1YX169dj+/btuHfvHn744Qd4eXlJTGErKytDRUUFp0IsA+FUztH2Kex+LCwsxNu3b0XePwb19fVYuHAh5/1ioKurK9bBe/jwYepYZlI8gZH9y/PnzxEeHg4HBwfs2rWLOu6HhobQ0tKCH374geNsEbYnBgcHMTw8zBEHB0YKteTm5kq854yMDDx79oyKhgPiK1Dp6uqisrISN27cgKamJkJDQ+n3zHNhj7Pu7m5aAS84OJjzXWlpKaesOPMc+/v7ce7cOZibm1OH0YEDB2BmZobk5GSOk57ZdzLnraysxIoVK+jcmJKSAldXV+zdu5ezrrH/PxZY/8/GmDNnDKOCecFzc3Nx+/ZtkQXk9xw7hjH8p+Pp06ewtbWlmhvsKinCVYrYkMTOEWcgM+Dz+Xjx4gVSU1Nx6tQpqKuro6+vj+pZXLx4EcCINkJCQoLYc9y7dw8eHh4IDw9HV1cXent7oaqqSqtOCINp9+3bt+Hu7o7IyEh0dHSgr68Pa9euxZo1azj5/8L319vbi4cPH8Le3h47duwAn89Heno61q9fj0OHDonkZTPXq62tRVFREbq7u+Hm5ob29nbweDwOm+jEiRMwMzMbtWQwMMKQMjQ05FQS2759O4ftxMbu3bshJycHR0dHGtXasGEDZs2aJZatxKCvrw+xsbHYuHEjjQQfOHAAioqKuHHjhsizFTcPRkVF4dtvv+U4JIaGhiAlJUUrvbDB1t3JycmBra0twsLCKDOgs7MT0tLSYvUe2Lh+/To2bNiAkJAQ3Lp1C3w+HwkJCZg7d67I3H7gwAHqbBGnr1FfX4+ysjJqnDO/4fF4uHnzJvz9/REcHIy+vj4UFRVBRUUFgYGBHEcHA+H3RCAQoKOjAyEhIdi0aRNOnjxJnVTe3t4iz3R4eBhVVVUIDAyElZUV3r17h9raWtja2mLr1q148eLFqA4y9r0VFhbC19cXsrKySEhIwMWLFyElJSVSVr6/vx95eXnw8vKCl5cX+vr68OzZM5iYmGD37t2jOifYaGxshJWVFby8vDg6G6dOnRL7XBjs378fhw4dQldXFx4+fEiNxZcvX8LCwkLEUcHMWZGRkVi+fDkeP36MgYEBREVFwdPTExcvXhSrDzU8PIzKykpERkbC3Nwcb968QXNzM5ycnODl5YW8vDwRrQz282Qbp97e3rCwsODoZpibm4swk4SRl5cHbW1teHt74/Lly3j79i0OHDiABQsWUC0PYUfY8+fPkZCQQKvpPH78GIaGhpg9ezZsbW3FViPr6+vDyZMn4e3tTSuk3bhxAytWrEBiYiLHaGQ7WdjPVVw1mHPnzkFLS4vqNwn3cXt7O06dOgUjIyPcuHEDAoEAUVFRsLKywq1bt0QctGyWwcWLFyEjI0Oj/pcvX6aR+NEYEUxbDx8+jC+//JKuK8AIe0RKSkpE32RgYIBqkqSmpuLNmzfo7OzE9evXqeF49+5drFu3TqI2Cp/Px/DwMCIjI+Hi4oJr167ROfPt27eYPn26SICCjYqKCgQEBMDe3p46BG7evIlJkybh5cuXYo8JDQ2lVciE2yIOAoEA1tbW0NPTE+lDSfta9uf/6jrKVES7fPkyHW8tLS0cHS8NDQ2cO3dO7H2Ul5dDQUEBWVlZWLJkCfz8/Ohv7O3tOew04WuXlZWhoKCAEzQZrX+E37eMjAxYWFhg06ZN6OzsRG9vL/z9/SWuv7a2tpgwYQJ9ZuyghjiwvysuLsbChQs5DjJ2wIXdTjaCg4OxevVq+o79nvsUxrZt2+i63dfXh/T0dMyfPx8ODg4i1fDYbR4cHMSTJ0+wadMmODo60vVo6tSp2L59u8TrxsXFYfXq1di7dy916JqZmSExMVFsdU3mXqqqqqCpqUn3N4WFhTSYI47ZO4b/bIw5c8bwL4NZlMcEs8bwPxXsxfjdu3fw8PCAq6srcnJyxG7KJMHb2xu+vr7w9/fnCBuKQ29vL969ewd7e3t88803nKjPxYsX8ac//QmGhoaQkpKinzOLMWNs1NXVYe3atZg0aRI2bNhARW8dHBwwfvx4kYgj+x22t7fH4sWLOeVwnZ2dMXXqVE6Zb+FjL1y4AEtLSyxcuBAuLi5obm5GQUEBzM3NERAQIEK35/P5eP36NZydnSEnJ4e1a9fS765fv46//OUviIiIwMyZM2k0bbS5pqmpCRcuXMCyZcuwbNkymJqaQkZGhhOhZpCRkQE5OTnExMRASkoKHh4eNOro5+dHy5KLu8+6ujooKytDSUkJq1evRnR0NIaGhpCWloZZs2aNSptnb5pOnDiBn376Ca6urjAzM8OqVatEDExhhgGDBw8ewMvLC9ra2pCVlYWamppYhoK482RkZCAwMBCysrJYvXo1Vq5cSaPwbFy4cAFqamoc5wuzAY2NjRWJ8gq30cHBAbKysnByckJ5eTlaW1thYmICExMTTvlZBuKebXt7O3bt2gUHBwdMnjwZVlZWkJOT40QimWvev38fpqamWLJkCfT09JCZmYm+vj74+fnBzMzsNw1bdh81Njbi/Pnz0NTUhL+/P/bs2cP5HXPNN2/ewNHREdLS0lSIvKamBvb29nB1dRX7vohL5aivr8fGjRuxceNGqKiowMfHB1OmTKHpfMIoKiqClpYWPcfTp08xf/583LhxAwoKCti7d6/Yvi0oKMDGjRuxZs0aTorA8ePHYWlpySnLLNzGrVu3QkVFBerq6rh16xZ4PB5CQkJgYWExapoUu1+LiooQGRmJyZMnw8jICLq6uiKlgSUd/+7dO/j5+cHS0hJSUlLQ0dGh85rwXFpXV4e///3v8Pf3x3fffUcZg9XV1diwYQP09PSow1acEejr6wtlZWWEhISgvb0dhYWFUFVVxdatW6nDS9xzFHbksp0/9+/f57DEhPvGw8MD69atw/Lly2kp5XPnzkFHRwfnzp0T6yB79eoV9PX1YWFhATk5Obi4uGB4eBjZ2dmwsrISK2Qu/J719/djz549WLduHSeN9fTp05zoPzDifI+Pj4eVlRUmTJhA18C0tDRMmDABBQUF0NDQwL59+0SuK4zm5mYEBQXB1tYW6urq2LFjBxYuXMgpmSwJDAtMWVkZK1euhLq6uljhWGAk/WzZsmUcB8jvNV79/Pygrq4u4lySVPL+v7OODg4O4siRI9DX18ekSZMoC0sgEGDt2rWQl5eHjY2NRGFdRtg5MjISwEhKlYyMDDQ1NWFhYQElJSWRdjP/1tXVYeHChdi1axdkZGQ440BcX4kTCe/r60N2djYsLS0xa9YsGBsbQ1lZWazznsH+/fvx/fffc8Yp2zkqfG12imJPTw9Wr16NtWvX0vVA0v6A/fnZs2chLy+PxMTE37WHEz5nYmIipKSkOGwhd3d3WFpaUskJJr1K+HgmnTUoKAgbNmwQYUwLIyoqCurq6rCzs4OJiQlcXFzQ0dGBp0+fQlNTU+wazMDJyQkODg5YtmwZ1NTU8Pr1azQ0NMDb2xtbt279pwLzY/j3x5gzZwy/G2Pe2zH8bwKzee7s7MSbN2/Q0tICPp+PXbt2YcOGDUhPT/9NtggwolWyYMEC3L59m25cJdHeHz58SBkply9fhpKSEsLDw3Hz5k0a/c7Ly8PNmzdpFEjYkBkcHIS0tDQuX76MoqIi+Pr6wsXFhUbqjx49KpGl4O7uDlNTUzx8+BAODg7w9PSkhtrOnTupHoMwCgsL8cMPPyAvLw/Jyck0il9ZWYm6ujoRmvX79+9x6NAhACN06++//x6RkZGora2l93nz5k14eXnhypUrnL76LfbT0NAQUlNTUVpaKlbHYHh4GJs2baKR7La2NtjY2EBGRmZUo5S5tra2NqVFJycnw8vLC6Ghoejs7ER5ebkIS0EYjMYDMEKxvnz5Mo4dO8ZxAjEbQB8fH46WD9tYbGlpQVdXF9LT00VSrkbbgAP/cMo0NjZK3Gy/efMGmpqanHQJBhoaGhKNJwDQ0tKCh4cHzp07h61bt8LNzQ3Pnj0Dn8+Hh4fHqBU0mKgn+7Pu7m48efIEb9++5VDzGbS2tmLixInIzMzEy5cvcebMGaxfv562XZxRK45tJElTQdzfPB4Ps2fPxsGDB3H16lXs2bMHxsbGeP78Obq7uxEZGSli3NfU1MDBwYGm27AdQ0NDQ8jNzcXZs2eRkpIi0ZHT0tICQ0NDKCgocJgIiYmJ8PDw4ETj2fc2MDCARYsW4fjx42hpaUF2djbWrFlD07EkaRcBI1H09evXIysrC/Hx8bCwsKBaNXFxcSLOwD179nBYYuIqkp0/fx6PHj3ivC+Sxq3ws2IYfMz3wtd48+YNdQpUVVVh0aJFNC2qqakJu3fvhoqKilgH36ZNm2BkZITg4GDY29tj8+bNqK6uRnNzMzQ0NMRWQwNG3tVVq1YhOjqa6kmJu3dx8PPzg5qaGhoaGnDx4kW4u7sjMDAQAwMDdEyL6xc1NTXquKusrISdnR2srKzQ2tqKt2/fik0pYnD27FkkJSXRuSM5ORkmJiYcTR72MczzPn78OD7++GNs2rSJkzYWEhICXV1djnEqbs5mswx5PB6eP3+OY8eO4eDBgyKOcOZ3Z86ckdjvDQ0N1JgXh+fPn8PV1RUaGhocZ+XvMfyBkfdq5cqVuHjx4u96lsA/v46y+0NJSQkyMjLIzs6mlR+BEcM+ICCAM6ew+zUvLw/r16+HtLQ0J03oxo0blPEDiB+Penp6SE5OxsOHD7FgwQLU1dWBx+OJZRDn5ORg5syZlBXCfp4MioqK0NHRIcJUEYfbt2/jp59+4rBTxMkwsCv3sfU4nZ2dsXDhQonOenHP+eXLl1BRUUFQUNCoezjm2JKSEuzfv5+uJzt27MCvv/6Ko0ePQltbG5s3b8aRI0ewdetWAMChQ4dgZGREK5QJ62TV1NTA398f69atk9hOpqIYw3wtLi6Gm5sbrK2tUV5ePmq7jx07BhkZGQAjbLeEhAQoKCggNzcXvb29vxnYGMN/HsacOWMYwxjGIAT25kRVVRVOTk6wtLSkTgmGNs84GoTBLMyvXr1CamoqFbEbHh5GSEgIVqxYwaEzM2hqasLQ0BAOHz6MmzdvYmhoCHv37oW7uzuuX7+O9PR0hIeHi436sM+xevVqqoHQ1tYGExMTLFq0iFPOVHhT19/fDysrK2qItLW1wd3dHfPmzeOk/ogzuIqKijgU7levXkFdXR3y8vIcIVXm2Pz8fJqic/fuXVRWVsLV1RWbN2+m0fZr166JUKbZ166qqhJxSolrm7jPEhMToaury3EqzJ49G76+vqOyf/h8PmxsbDj9kZSUhJkzZ8LHx0eigTk4OIihoSGazjUao5H9eUlJCXR1dbFhwwa6wf09emPMPT9+/BjXr18XEVv+vWzKY8eOYc6cOdi/fz81vG1sbDhil8Lo7e2FoaEhbefr16/h5OQERUVFKhAsqQ0hISEc59XvSWkARjSr2G1qbGyEi4sLFi5cSNkn7GuydQl27NhBmRBsiDNS2Ojo6KCi5MA/HDWysrKc94x9n69fv8bmzZthYWHBcdaMlnYJiL6rubm5MDExwa5duzgivsJlv4WxadMmarz39/fj0KFDmDRpEofVJe6e3dzcKLvg/fv32L9/P6SkpBAUFCS2vffv38evv/7K0QRh2jZanzLfPXjwAFlZWRyjbbRxzz6npqYmNDQ0MHnyZDr38Pl8KCoqUvZfXV2dSFlwYCTav27dOvo88vPz4ejoCAMDg1EdvU+ePMG6deuQkZEBb29vBAQEIC0t7XdrA0ZFRdE1ghH4XrhwIYyNjUWEvtkICQmhBubAwADu3r2LefPmQUtLa9T+3rp1K/T09LBjxw58/fXXtGR2VlYWjIyMRJxH7969o2O6qqoKWVlZCAsLQ0BAAHWQ1NfXc5wPwgzUsrIyOrcDvz0HMe3Oy8uDqqqqRAew8HmY6zU3N6OtrQ2dnZ3o7+/Hvn374OzszEknEwZzbEtLC5KTk6kI9f3797Fy5UrExsaKFWdm459dR4XbX19fjxs3bsDY2JgGXh4/fixSUIT9XFtaWjA0NITy8nJs27YN3t7eYvcXbKcRG/v27cOdO3cgJydHNbpu3ryJ5ORkieNn5syZHKeUuOcpiblUUFCACxcuUCdwTU0N5s2bBysrK5FzsI9rbm6GvLw8TExMYGlpSR3QMTEx+Oyzz0RSS9nXDwoKgoeHB/bv34/Gxka0tbXB1NQUlpaWHO0vBsxY6OnpwYIFC2BpaYlNmzbBxsYG7e3tuHv3LsLDwxEWFgZgRBuISUsuKSnBtm3bYGpqytHSE9bREfc5g6GhIWhpaXHGzPnz5yEvL0+ZhsL3yODhw4fw8vKifdfY2AgtLS1MmTJFLAt3DP/5GHPmjGEMYxiDBDD6IqWlpfj1119hbGxMI6YPHjwQKwjIFiKcOnUqlixZIkLVjomJoYutMBghS319fbrxTEpKgqenJ6ZMmSKxohMbvr6+sLOzo5vRly9fQlNTc1QtGADYtWsXNDU16caRz+dDXl5+VBYGMLIBnTp1KsLDw+lnzEZH0uZ3aGgIO3fuhI2NDfLz89Hb24utW7fCxcUFSkpKUFNTk3i9uLg4LFu2DHPnzsX9+/d/N2uQ2TS9e/cO/v7+iIuLQ3Z2NgoLC6GlpSWxyhEbt2/fhqKiIo1Ud3Z2ihVwZW9u16xZg8DAQMjIyNBnAvw+tmNraytsbW2hpqZGN53Cji02mM+vXr2KBQsWwM3NDb/++iuHLSAOklIHMjMzsX79eqr5oKOjQ7+TFKk2MDCAiYkJffZM/4ozMBjk5ORAXl5eRIPn90JbWxuampqUOn/16lX4+PiIpBSy709bWxt2dnZYuXIlzM3N/6mI5cDAAJYtWwZHR0f62bVr1+Ds7EwdH+JQW1uLffv2QV9fnyNu/Huce7GxsUhISEBOTg7a2tpgZ2eHwMBAPHv2bNT+Yu7Z09MTS5cupWyY58+fw9fXd9SqTgCwefNmLFu2jEaDGUOI7bQSbm9dXR1kZGRgYmLym/fIxt27d/G3v/0NHh4eWLFiBSc95rfGBJMuVlpaiu3bt8PExISjSyVJlJzB0NAQVq9eDQ8PD/rZvXv3oKSkJOIEYO7lzZs3OHz4ME3Fq66uxq5du7B582YcO3bsN5l6wAjz5Ndff+VUL7OysvrNeffEiRMYP348Pe7Nmzdwc3MbdRxnZmZCVlYWw8PDsLe3h7a2Nj777DPK0GJXaGPAjJ/jx49DVVUVFRUVaG1tRWhoKHx9fWFraytW34k5rq2tDQsWLBCp5vNb6OnpgYmJCSe1aLQxxIyPxsZGLFy4ECEhIZCTk6NMlRMnTsDc3FzsuGWziOTl5bFp0yZoaWkhICAADQ0NqKqqwooVK6jxPhr+lXXU2dkZLi4uCAsLo6k0JiYm8PHxweeffy5x7gwODoaZmRmUlJRw9epVvHjxgjquhLV1gBFne25uLjo6OrB3717k5+cjOjoa48aNo87ZhoYGTJs2TaQCGvv9O3HiBCZMmCDWWS4OTP+WlJRg8uTJiIiIwI8//oi9e/dShqKMjIzYFGcG69atw/nz55GTk4Mvv/wS1tbW9L28c+eORPH/HTt2UNH8KVOmwMbGBjk5ORAIBLC1tRVb6Y3Bnj17KGuouroau3fvpixF5p7j4+NhZGTEWVvq6uoQGxsLfX19znP/Z9a1zMxMzJ8/n84tSUlJ8PDw+M1zVFVVYdasWQgJCaGfeXp6imXZjuF/BsacOWMYwxjGIAZ9fX1ISkrC0NAQ1NTUEB0djYcPH2LOnDkwMzOjm3RxRnVvby927dqFlJQUvH//HqGhofDz88PNmzfFCuQy52htbUVnZyf4fD7S0tJgYWFBWQM8Hk8knUYYzLkrKysRERGBdevWITIyEtLS0jh58qTIdYWPa29vx86dO2FnZ4fjx4/Dx8cHGzZskHgcG69fv8aqVatgYGCAkydPYurUqdSoEJcKAYxEFPfv349NmzZRjYCcnBxOWoxwBLOtrQ1qampoaWnB8ePHsWrVKiQlJf0mu0F4o5mZmYldu3Zh5cqVkJeXp9f/PRvSGzduYNWqVdDR0cHChQtFNErYsLGxQUBAACorKzF+/HiJwqDC1wC4EVTGMBFXQlwYnZ2d0NHRQWNjI5KTkyEvLw9AMruBfc39+/fj/fv3HGZKX18fhoaG0N7eTs8hbkPJ/L6jowObN2+Gjo4OcnNzYWpqikChalnsY4aGhnDx4kWsXLkS1tbWYjV1xLVVGK6urpgzZw7i4+MxceJEkVLY7GM7Ojo4bfL29oaWltao4qvC6OjogK6uLtasWYOsrCxIS0uLNaDEpbucOHFCpFztaPdmYWEBPT097NmzB+PHj6eCmG5ubnB1dR2VwcGGh4cHpk2bhh07dmDKlCmULSUpjZGBj48PFi1ahBs3bmDjxo2cajnCx7AduIaGhli+fDllCo5W7XJwcBDp6en0ud26dQvLli2jOiCjISMjA2vWrKHzZWtrK44fPw59fX0qZvxbbCtgxNG7ceNGbNq0Cb29vQgNDeWwxdj38PbtW0yaNAn6+vr47LPPqIZFb28v9u7dK1agXtL8cv78ecyaNQuhoaHYsGEDDAwM6HfsNguzES9fvoyJEyfCxcUF06dP/02HycDAAGpqanD27FkqTpuQkIAPPvhAJB1RuK0MK8vAwAB3794Fj8fDtWvXEBwcTOc1cf2rr69PnSCVlZWIjo6mTlbhawi/o0lJSZg2bZpIdbbRsGLFCpw6dQo5OTmYMGECxo8fT53vt2/fHvVd2bJlC7Zv346+vj788ssvcHBwgLOzM8rKytDT0yPi8P9X11E2kpOToaioiOvXryMoKAjGxsYoKyvD+/fvkZGRwXHysXHnzh0sW7YMADBr1iwaTKmpqUFsbKxY/bba2lrs378fa9euxZQpU2hfHjx4EFOmTMGWLVsgJycnUpqbzY5hxuDz588xY8YM+Pr6iu0P4c94PB40NTVx69YtFBcXY+LEiVBTU4ODg4NYbTv2elVfX48DBw6go6MDCxcuRGpqKvbs2YMJEyYgPj6eI0jOvubbt2/h4eGB/v5++Pr6wtDQELt27YKysrJYQXJ2m4uKijBnzhzo6urS9r1//x6HDx+Gjo4OmpubMTw8jDdv3oikEjJj4fTp0zAwMBj1vWSPZ2ZfyXxWWFiIhQsXQk9PDzNmzBCpNMj8Tnhtb2howOLFi6Grqwt9fX0oKyuLvd4Y/mdgzJkzhjGMYQxCePToEc0Jr6+vh4WFBf3O1NQUd+7cETmGvUB6e3vjb3/7G90c19XVYe/evXB0dJS4Yc7MzISCggIWLFiAPXv24N69e8jOzoa9vT02bNjAMZCEDa+HDx+KLNC1tbW4desWgoKCRDRrmN/29fWJGJoVFRW4fPkyDA0N4eLiQpkOwue/f/++iBhof38/PD09ERUVRVkH4ujk3t7esLKywsWLF1FaWooTJ07AxcUFsbGxHFFCYXHS6upqXL58GcbGxvQ3mZmZUFZWhp+fn0TthAMHDsDFxUWkHcPDw+jp6eHktjNg/n/37l0RYVhgJGp86dIlzkZb3EY2JCQELS0tUFNTowbJo0ePOOln4hAZGQlPT09YWVlR7YHjx49j8eLFnGioOAwNDSEkJAQeHh5YvHgxFZ8OCQlBZmamxON27NjB0VyRdE8MmL5saWkR6fumpiZERERQ4Ubh87ENeAb5+fnYsmUL/Pz8RNIKhJGenk6ZZuxnevz4cSQlJY0aBd+xYwcUFBTw5ZdfcozEvXv3YuHChSKMO3ZUmXE0CY/nwMBAsaV5mfscGBhAeHg4AgMDaRrLzZs3YWFhAR8fn1H7OS8vD8uXL6d/t7e3Y/78+bQktTB1njlXRkYGjeiz3/PU1FSkpKSIpIkyx3V3d6OsrExE6+HQoUNwdHSEh4eHCJOLXdWGKYPLpMYEBgZi1qxZYh2RbIehtrY2VFRU4OnpSY2nwsJCyMnJiU3pYt9TXV0dvLy8YGxsjLy8PPD5fAwMDODy5cti2YxsI0j4vS8rK8OGDRugrKwMVVVVavwLzx1WVlbUINy3bx8mTpzIYfBIclT09fUhKytL5NoFBQXw9/dHdHQ0Z95lfnP79m2cPXuWpmkyn1dVVSEnJ2dU3SP29YGRVGGGVRYXF8d5D4Rx5coVxMTE4Pnz5ygtLcWVK1dgbGwsMg9JYvdt3boVcXFxMDMzg52dHWbNmiU2pYbdXy0tLVST5/79+7CyssLWrVvFzvEPHjyg601LSwuOHDmCnp4eLFy4EPn5+bhy5Qr+8pe/cIoJMG0cHByk/29ubqbl4deuXYuDBw+ipqYGM2fOhLm5OXVICo/5/846mpWVxWHhNjQ04MCBA9DX1xfrGGZf/9SpU0hISEBcXBw0NTUBjKxLjx49GjXF7/bt2/jmm29gZ2eH3Nxc2qdPnz5FcnIyZ41g63q9evUKWlpasLCwwIEDB9DT04O2tjYoKipCRUVl1LYCI+/ogwcP0NzcjMWLF6Ourg51dXX4/PPPERgYyEkN7O3tpdX9tm3bhtzcXPB4POTl5cHU1BTASNBCWVmZoxHEvmZZWRnOnTuHN2/eoLy8nDovW1pasHz5cqrbNxqqq6uxbt06eHl5UeZPV1cX3TMIIzQ0FJs2bYK8vDxt1+3bt2FsbCyWdcTuHx8fH6Snp4s9b21tLb2+sMOKx+Nh3759It8DI2zRe/fu/aZI9Bj+szHmzBnDGMYwBhYGBgYQGhoKHR0dmoO9ZMkSBAcHY926dZwyuuKi2UFBQcjKykJQUBCmT59Ojfa+vj4cPHiQk+rEHNfS0oJVq1YhJycHr169QkBAAIKCgtDS0oLi4uJRI7zV1dVYtGjRqJUN2Mew26qvry9xE8/exAlvHu7fvw8lJSWR30s6D/s7R0dHWFpa4urVq1i7di2ioqLQ1taG69evw93dnSOqyT4vj8eDrKwsrKyssHjxYmhpadHNS3l5Oezs7MSyc/Lz87Fu3Trq0BDW4ZHUZmCErm9paSlRsJINSYYMk+bEznNXVlYeVbvh7NmzkJWVRUdHB7766iusWLGCjqPU1FQcPnxY7LWBf0T2Tp48iblz5+Ls2bMAgOzsbMyaNUtEe4LB5cuXoaurSyPYvwW2o01FRUXiJlScjgvzb0dHB9auXUuFngUCAaqqqrBt2zZs3LhRxOHF3GdFRQUUFBR+lwC58Duan58PDQ0NVFZWIj09HUpKSpzIMlvXg93WxsZGLF26lOPokTR+xG2YtbW1ERERgaCgIPz1r3+l/ZybmwtnZ2eJKQLAiHPFzMyM8+wuXboklrHCTnNSUVHhMAlGS+Vif2dhYfG70jnFCRtPmTIFGRkZmDNnDrS1tZGSkgJghPHFdooLY8eOHfDy8sLevXuxadMmHDlyhBpMTU1N1JBmwIyryspKJCcnU4ZReHg47OzscOfOHfT19Yl10LLv1cDAQGIFuo6ODupsFNa5evbsGebNm8fRTUpPT8c333wj9rmw27FlyxaReVcSY4ntaDA0NBRx3Ik77vcYbM+fP4e9vT10dXUxe/ZsKoQu7EA/c+YMZs+ejc2bN0NDQwMxMTEoKSnBnTt3oKmpOWrqZExMDO7du4fi4mLY29tj165d1HmioKDAYZqy+8fOzg729vaYM2cO1QwpKSmBvb09LC0tRaoQXbhwAXPnzuUY5xkZGdTp/+rVK7i7u1NtIHY/ZWdnIycnB7t370ZYWBh18LPHqo6OjohD///EOgqMOGoVFRVhbm5On0FHRwdOnjzJqaLHtJeNsrIyaGpqYv78+dTh7+fnBw0NDZF2CL+rb968wYEDB+Du7k7XoqysLM48JLyuLFmyBPfv34e/vz8mTpwIPz8/Or9s3rx5VAdSYGAgnWcrKyuhqKiI7u5u9PT0QEtLS0TgmmE0q6mpYdq0abRdDQ0N+Omnn+Ds7AxFRUWJDKKBgQGYmpri1q1b9H7nzZuH0tJSJCYmcgJCwvNCSkoKPDw8cOzYMdTU1KCvrw+2trYwNTXlpEkL48yZM1i+fDl4PB6kpKTw6aef0jH55MmTUdOcMjMzOUEPBr8nLWvPnj0izFdxx405cv7nYsyZM4YxjOF/PcSVtk1MTIS+vj4ePHiA+vp6jtgdIN6Qu3//PszMzOjfBw4cwKRJk8QayGVlZfT/u3btwuzZs2k0uqWlBZqampwKD4DoYjwwMIA1a9bAx8eH3sfv1Y/ZsWMHp62/x8kBjGxKtLS0aNRQUnUNBuxIanp6OkecmTE4mU2ecORTOP3H3t6entPX1xerVq0SSVti38fQ0BCio6PxX//1Xxx9kt/qI4aRICcnx2FE/JagKbv6xaNHj1BaWore3l6sWrUKxsbGuHv3LgwNDTn9Lnzdvr4+arTFxsbCyMgI4eHhHKaX8DEMQkJCYGNjQzeQfn5+cHBwwOrVqyEtLS3R4QKMRLfXr18PBweH39RQYcPe3p5uJP/ZzaKKigri4+ORlpaGL7/8EsuWLUNTUxPa2toQHx8vUhoZGBkzcnJyNKXgt9Lr2Ojo6ICdnR1UVVWpvkdFRQX09PSgoaHBYUqw+7Wvrw+WlpbUcGCPg9/zvp04cQIWFhbg8XhQUFBASEgIPv/8c8qCEtZVYTu7mHciMDAQa9euRUVFBbq6umBqaipRd6u7uxuGhoawtbWVWLlOEgIDA+Ht7f27+5VtCG3ZsgWpqakoKCjA/PnzERYWBllZWcTHx496Dj8/P6ioqFCH68WLF+Hl5YWdO3dydG6Ya504cQKNjY3o7e3FggULkJSUhB9//JFWk4mPj4eWlpaI8S6MPXv20GPE3ZMkMBH3p0+fwszMDO7u7rTtpaWlIkKswvdqampKKxr+nndmcHAQOjo60NLSQlVV1e8ac+Xl5RxBYnEoLCzEkydPqINSuC01NTVQVVWlYt15eXnYuHEjdVxIcgwzOH78OL766isq7gyMrG3q6up0zRJGdHQ0dUYsW7YMn376Ka1EVl9fLzFN9dGjR1BUVKTvVFNTE4yNjZGYmAhpaWmOkCyD4eFh3L59G2vXrsUvv/zCYaSsX78eM2bMgJqamkRhXuCfX0eZd7uvrw/19fVob29Hf38/LC0tsWHDBuocEXZYsc+bkpKC5ORk1NXV0fc1PDwckZGRmDVrFn3uwixIHo8Hb29vHDhwgL4bSUlJcHNzg4GBAaZPn86Zi0pLS6kTJS0tDfv370d9fT3mzp2L8+fPQ0tLC2vWrBl1vAMj76OJiQnH+e7v7w85OTmOE064v16+fImpU6fC2NgYpaWldH9UV1eHoKAgjgNN+FhnZ2fo6upy1jIm5VxRUZFTjYuN3NxczJgxA8nJyZCWloaxsTHtK09PT05Qhg0+n4+wsDAUFhYiNjYWZmZmyM3NxccffywyT7PbOjw8jIaGBnz77bdYvXq1RAaXJMTHx2PlypWUIfh7939j+J+FMWfOGMYwhjFgZBGMj4+nG46Ojg5cuHABa9euFYlSi9PAePfuHebPnw9VVVVUVlbS32RkZOCzzz7jbBTr6+vh5OTESbHS0NCAHWfkuQABAABJREFUi4sLdfKkpaXB3t5e5FrCkeatW7fir3/9q9jS1qMhPDwcH330EcdBIOk49jXLy8sxa9YsqKur/+ZxPB4Pfn5+aGpqgkAgwP79+yEnJwd/f38ada+trYWlpeWo2gmnT5+Gk5MT5OXlOWlNe/fuxbx589DU1CRRl6e3txdRUVHQ1tbmGBWjsWsY5OXl4fvvv6dOJECyQ4ddOnXixIlYv349TExMaK68v78/goKCOMajcJsZA5rZ6K9atYpeT15eHtbW1hLbfOTIEcjLyyM9PR2TJk1CYGAgHZcPHz4Uiegz16yurkZFRQUqKirQ29sLZ2dnbN68GXl5eaMa9Mx11dXV8dlnn0ncHLNRVFREN6tPnz5FQEAABgcHISUlhXv37sHR0RGTJ0/m0OaFU30AwNzcHNOnT6cst9+zgWWcGqmpqTA2NkZ8fDw1YhkxV0mGWGdnJ2RkZLB48WLqBPpnHFd8Ph99fX0ICQmhzL6oqCh88MEHInoYbD2WefPmQUdHB8rKymhqakJkZCTWrl0LAwMDjhC1uD4KDQ2FjIzMqA48NpjxYG1tjZ9//pmy0UbrW8YQBUbEhZubm9Hb2wt9fX0aaV+zZg0cHBwo60AYAoGAGlBsoycjIwNOTk4iKRSHDh3CokWL0Nvbi5CQEOzZs4fqaLAN/Tt37oiwedj3OjAwgNmzZ2P8+PF0nP9WFHx4eBh1dXX44osvaMoOU6HM3NxcYjl55j4B4PDhw/j73/9OK9+wv2ND+Hlev34dK1euxN69e3/TQZednY0//OEP2LZtGydoMNr1mM8iIiLoe3H27FnMmTMHdnZ2NM23oqICysrKHEersAO0s7OTtvHZs2eYOHEirZh24cIFuLq6co5lp2sdOHAANTU1CAgIgLu7O4aGhvDFF1+IMEHZ12McDm/evIG+vj4sLCwwPDyM69evY/fu3fD395d4rEAggIWFBdTV1XH48GHOMzxz5ozEynQM/pl1lA0tLS3o6upyHFuBgYFQUlISEVBnPy9DQ0Po6upi6dKl8Pf3x9mzZ3HmzBls374dYWFh9FhxY3ndunXw8/NDVFQUZs2aRcvQFxcX4/z583jz5g1tf09PDwIDA9HX10ffXT6fj0OHDlGHxqVLl6Cmpia2sAI7jfb8+fP44IMPOMyprq4uPHnyRIQVJ7wW1tXVIS4uDlZWVtSpkpKSwnEM8fl8dHV1USdWcXExjh07huXLl3NSFoGRsSLMQmOckjweD25ubsjJyUFWVhbmz5+P6OhorFmzRoQNC4BT9S0xMRG9vb1obW2FqqoqZXja2tpCVVVV5FjhMVJaWgoZGRmOPtfvYeW8fv0a69evh6mpqcT5bgz/8zHmzBnDGMbwvxbsTVJPTw9UVVVhZ2dHo2P9/f0wMzOjYnfCEF5si4uLoa6ujpCQELS3t3Mo8sIYGhrC5cuXsXHjRgAji3lgYCBUVVUREREBeXl5EU0L9gagurqabkqSk5MhKyv7u0T2uru7absvXbqEpUuXYv/+/WL7hH2PTIlLYGTTo6OjAzU1NRHBPjZ6enrw9u1bvH//nqaKpaenw83NDaGhobh79y6cnZ1pDrw4JCUlwcbGBkVFRQgMDERwcDBu375Nr8dOexGu/OPp6YmMjAwUFBTg2rVrMDMzkyimyr7ve/fuITc3F93d3ejr68PKlSuhpaUlsY1s7Nu3D3FxcQBGxJw3btyI4OBgkUovwukMwMhm+/Hjx/R7c3NzRERE4PTp0zAxMaFUeuH2lpaWYvXq1XSz29nZCQUFBejp6YmtpsMcW19fj3nz5sHW1hazZ8+mTDCmrKq41D3mWLYxFxISgh9//HFUcWaBQAAPDw8sX76cPrOenh4cPnyYRrZv374NVVVViSXMCwoKaLWd2NhYTJky5Td1QhgEBgZi3bp1GBwcxLNnz+Du7o7IyEiRVC5hdhv73XV2dsaSJUvEaiyxwbT51atXuHfvHmVhnDx5Em5ubrRcMdu5KHw+BwcHOo5CQkKwZMkSlJeXo7u7Gx0dHdRAEU7/efLkCV6/fo3+/n6kpaVhxYoVOHv2rEQnJHMsO70iKSkJv/7666jMFoFAgAsXLuDw4cPQ09OjpeEHBgago6OD0NBQNDc3Q0FBQaKTo6SkhP6usbERMjIysLS0pN8Lp1zeu3cPn3/+OTWiUlJSsH//fixdupQKvN+5cwe+vr5i3y9xYqEGBgbUIcz0p7h7ZR9XXV0NGRkZ6lzt6OiAn5+fiDYZ+5o1NTWUWVBSUoLp06dLLO3OHgfXr1/HgwcPUFFRgdraWqxZswZBQUH0XMIYHh6Gl5cXbG1t4eXlBV9fXzx//lzk+UsyFBknHpM+dfv2bTg5OSE0NBS1tbW4c+cOpKSkJOqT9ff3IyQkBMeOHaPvanNzM2bMmAFdXV2R3zc2NuLrr7+m6yAwInKvp6dHGR9btmzhONTZ/TQwMAANDQ1s374dAwMDaG9vh6OjI3R0dKiDWfiemX+HhoYwMDCA7u5uVFVVwdPTEyEhISguLsaFCxfEVpv7V9dRNrZs2QJTU1MMDQ2hsbERJiYm2LRpEwBg+/btEvXCLl68SLVxgBG2qpWVlQgDS9y+Izk5mYqWL126FDExMdDS0oK9vb2IY6SlpYU6hfLy8mBnZ4e8vDwIBAKkpKTgm2++wa1btyAvL8+ZqxlkZ2fj0aNHePLkCWRlZQGMaLd89dVX2Llzp9h7Y6eACwQCaGtrw9/fn+5pzp49CzMzMzg4OOCHH37grIV8Ph/379/HwYMHYWZmhrVr1wIYYWutWrUK4eHhEt+X7OxsDnO6rq4ObW1tUFJSouvUihUrsHnzZpExf+LECcyYMQNLly7FsWPH6Of+/v7Ytm0b9u3bh/Xr13OcYcA/xl9XVxfCwsJw6NAhPHz4EIODg1BTU4Oenp7EQApzjqKiIjx69Ig+F3d3dxgZGYl13o7hfz7GnDljGMMY/leCvdm6du0aLXHt5eUFXV1dPH36FGVlZdDW1qYbG/YxzGLb1taGwMBA7N27Fzdv3kRvby9MTEzg5OSE6upqzjHsDUtHRweqq6thbGwMU1NT9PT0oKWlBT4+Pli3bp1EOi8wYmyrqalBVlYWu3btQm5uLp49e4aVK1fC3d1d5PfM5uHly5cwMTHB6tWrER8fjydPniAvLw+rV6/maAGJ6yMrKyusXbsWZmZmNN3M09MT06ZNExuZY2vIPHr0CAYGBti2bRuGh4fx+PFjmJubQ0FBYdRIVHl5OVavXk37v7KyEjt37sSWLVtw4sQJToSa3daNGzdCX18fERERMDU1xb59+1BdXY27d+/C1NRUbHuZ48PCwiAvL481a9bA1tYWR48eBQCYmJhg4sSJIjocRUVF1CHAVJZhjLShoSEUFRXBxcUF1tbWGBgYkBi1tbCwoDnzPB4Pra2tSElJgZeXFxYsWCBSWjwwMJA6T549ewYDAwNoaWlxmAxaWlqcMsvCMDY2ps+yo6MDMjIy8Pb2BjBiKAiXlWfafvv2bejo6MDU1BR79uxBd3c3rl69ih9//FGsvhODwcFBREZGQlZWlhqNOTk5sLW1RXZ2NrS0tEQcmAzc3NygqKgIY2NjmJubo6GhATdu3MB3330nVhBa2Jjq6OiAi4sL1q5di7q6OlrlZOvWrRJZI/v27YOKigosLS2xdetW8Hg87N27F5MnT5ZYYYa57suXL7FgwQI4OjpCVlYWt2/fRk5ODlxdXbFq1SqxuhYMoqKiIC8vz9FY2L9/P7S0tEZNawwKCsKyZctgbW0NOTk5vHjxAgUFBVi+fDl27Ngh8n4xfz979gwqKiowMzODo6MjqqqqkJWVhcmTJ4s1vtra2vD27VvU19dj6dKl+O677/Ds2TP6fWlpKaSlpbF06VLqkGLAngOzsrLg5uaGoKAglJWVYXh4GHp6epg7d67I2KuqqsLcuXOxevVqrFu3DuXl5Xj16hXmzZtHjdSBgQFISUnRd1bcvVZUVMDZ2Rk+Pj50rEVERGDSpEm03LA4vH//HiEhIRxDW1VVFYsWLUJLS4tYZxlzTeYZ6OnpwcTEBNeuXUN7eztWrFgh1knMnotkZWXh7u4OGRkZHDhwAH19fTAyMoKpqalIHzGora0Fj8dDW1sbNm/eDGdnZ2RkZIyaJsoeSxUVFZg2bRpNK3z8+DHMzMwwbdo0aGlpUa0bcQ6zgYEBHDx4EO7u7jh06BCda2NjY7F8+XKOEc52qqxZswby8vLUSblt2za4ubnByckJurq6Yp1yDAoLC6GpqQkPDw9aic/f3x/a2toizln2/9XU1LB+/Xro6emhpKQELS0tCAwMhJ2dHb7//nuJbMb/zjra2NiI06dPU+cjn89HQ0MDzM3NR62y1djYCBcXF4wfP55TcW/jxo20ghv7OoODg3B0dKRpZwMDA2htbUVYWBhNW9u+fTtkZGSorhWD8+fPQ0NDA1euXKFVoJycnOicxzhwJZVpr6iogJycHL799luOg6uiooJWhxqtj4KCgmBubo4rV67A2dkZbm5u6O3tRVlZGa5fvy4y/pj+0dPTw+eff85Jqauuroa2tjZHk4iNtrY2DA8PIz09HUlJSejp6YFAIMDq1avx4MED1NTUYNWqVZS9Izznqqqq4i9/+Qtdz4aHh3Hz5k2EhYVBQUGBOiTFOfdWrVoFW1tbBAYGYv369bQ/DQwMoKKiIjLOmfstKyvD/PnzYWNjA3V1dVhaWkIgECAqKgrS0tKc1NQx/O/AmDNnDGMYw/9KMIvr5cuXoa6ujlWrVtHN/f79+2FsbAxZWVmxThX2plhJSQlOTk7Yv38/VqxYQSnd1tbWsLGx4Ww42Mawl5cXWltb0dXVBU9PT6ioqOD169fg8/lITEyEvb09kpKSRDYBjx8/xqxZszA8PIy7d+8iLi4OwcHBGBgYQFlZmcRym319fZg9ezYuXbqE5ORk7N69GwEBAWhsbERFRQU8PDwkRhNDQ0Oxbt06tLa24unTp/D09ERAQACAkY2XsEAwexOSmJiId+/e4cWLF3Bzc4OjoyOtVOLr64uQkBBkZWWJbFz4fD4uXryIpUuXwsLCgmpSdHV1Yffu3RzKNtvAraurg7q6Ou33oqIiaGtrc0oWS0JNTQ0WLVpEads5OTlwcnKihio7UguMbJiPHj2Kzs5OGsU7d+4c5OXlkZycTH9XWVlJS4oKQyAQoKamBsrKynj69CkyMjJgYGAAY2NjGu0Tp33BfMawEOrr67Ft2za4u7vj7t27Yq8lHO2LioqiAsnASCRXWM9H+Lm8e/cOv/zyC27duoUzZ85g79691Al1//59mJubi1yXOQfjfDtz5gyWLFmCpKQk8Pl8bN26Fba2tjAxMRHb7itXrkBGRgbDw8OoqKhAUlIS1q9fDx6PhwcPHoiNDjMoKCigTDs+n4/du3dj+fLlePHiBdrb2zlUeTbu3r2L6dOn49WrV3j48CG2bdtGmRgJCQmjOluHh4dhamqKp0+f4tGjR5g1axY1vN++fYu3b99y5gXh9y4rKwtmZmbw9PSkzoPGxkYoKSlJNPgePXqEuXPnorOzE0NDQ7h58yakpaVRXl6O4uJiiZVxurq6MHPmTFy8eBG5ubk4fvw4NDQ0UFNTg/z8fE6JbAanT59GQUEBeDwe7t69Cy8vL3h6euL27duc8sySKr6wI9zFxcXYtm0bvLy8qFN09+7dIsa7iYkJNQwjIiIgJyeHgoICFBQUYOnSpTA3N4eioqJYDRwGvb29mD59Ovbs2YPt27dj69atVK+Lmb8lGf55eXnw8vLCli1bOMY0k1IpCYyD6fz586itrUV2djb09fVx+/ZtCAQCbNq0SaxOU0VFBRYsWEDnq4aGBqxatQrXrl0Dn88XMcCBkapUbOOZOefOnTthbW2Nhw8fwsbGBiEhIRLbm5GRgYaGBrx69QqampqUMVJfX4/g4GB4e3tzHHfsNj99+hQPHz6ka5Onpyf8/f2xb98+qKqqUoaaMBiWn5OTE6ZNm4aqqio0NDQgISEBlpaWErV54uPjKROhq6sL5ubmUFFRoSK1bMeRMI4fPw4TExM0Nzfj4MGDWLJkCU1JrK+vp1orwvPff2cdvXz5MoyMjJCYmIhp06Zx1gRZWVkRZqOw87WhoQEBAQHw9PSk64uFhYVYhyuPx0NWVhY2bdoEV1dXOo6SkpKok87a2lqs85zH4+H06dPQ09Oj4sgHDhyAmZkZrl69iqGhIbHMEXZfHThwAIsXL8aWLVtQV1dHnXQ8Hg9mZmYSBd8TEhJgbGxMHTbl5eXU2cFmigrrAQGghSf8/f05zLCqqqpRK1ddvnwZW7ZsgYeHB44ePYqBgQFcuHABv/76K5YuXUoZd5J0ErOysvDzzz9z1oScnBwRZyebAfX48WNoa2vTPnn37h0sLCyQm5sLACKsMvZ9GxgYICYmhp7bycmJOhHPnDnzT+nIjeF/BsacOWMYwxj+1yIzMxOTJ09Geno6/Pz84OXlhfj4eCpEy95wMAt5SkoKIiMjwefz8ezZM452zODgINatW4fbt28DgFhj5t27d5g+fTqnvDmfz0dsbCwmT56MgoICNDc34+jRo3RhZ29iHjx4wInmlpeXQ1ZWVsTRIBAIOBuCt2/fctgAlZWV0NHREWFSMI4MtsESGxtLqcj9/f3Iz8+HsbGxxLQfBvr6+rCxsaHfv379GmFhYdDR0UFJSQmqqqrg7e1NI+niqn1kZ2fD19cXgYGBYquf8Pl86Onp0ZLRwIiuwI4dO2hq09OnT2FtbS02Mn358mVKwW5tbYWsrCx9bgMDA9i8eTNl2oirhgOMpNO4urrSiGBGRgYUFBRE8vXZEO6v0NBQLF26FKampjh//jwSExOpzoQkLZf6+npYWVlBR0cHjY2N6OjoQExMDKytrTlaD8CIEXLlyhXU1dUhISEBycnJSEhIgIqKCqXjNzY2YsGCBSLMpTdv3lBHTHFxMUcQtLy8nCMSyUC4j3p7e2FqakrTN+7fv48VK1Zg3759In0zODiI1NRUes2srCyqsyEQCNDc3AwLCwuxKVZDQ0OIj49HdXU1TfnZuXMndZTy+XxYWlri73//u0g6Q05ODh0j9+7do1HtwcFB1NbWwtzc/DdLygMj4yYoKAgRERFYvHgxPebMmTNiy9wzz/TevXt49uwZamtr0draCkdHR1hYWMDd3R36+voipc+PHTtGDYSamhpOqgowMqaEnbsCgQAvX76khk5bWxvHgdfT04OAgACx8wKDjo4O9Pf3w8PDgzqJ4uLiYGFhgevXr0NDQ0MkhaisrIy+C76+vpg8eTJte21tLaysrLBy5Upcv36dHsNOixEWWT158iSkpaWRlpaG/v5+vH79mjNPstPHmPPk5+fTKkUCgQBFRUUwNzencx3TPmENoq6uLvD5fDQ3NyMiIgLu7u5ITk5GdnY2nJ2dafopg+fPn1P9EWDE4Gbmyv7+fiQmJnIqqDH3eOjQIdTU1AAYGcempqacdMakpCQq/M2AGTv9/f24cOECbGxsEB4eLuIISE9Px4wZMzBjxgyJDsHY2FjIycnR+aC5uRkbN26EtrY2mpqaUF1djZ07d8Lb21uEFeTj40PTUeXk5FBRUYHXr18jPj4eRkZGIimFDM6cOQMrKyvqVI2Ojsb48eM566PwvQIj49TT0xPGxsaceWDp0qVQUlISK57O4O7du1BXV+cI6KalpUFWVlZs6tu/uo4CoPNwTU0NNDQ0qKNp3759+PnnnxEcHAwtLS0RkWXm+b179w7BwcEwNzfH48eP8eLFC8TFxWHGjBlQV1cXWyGOvc5VVVVhy5YtMDc3R2lpKUpKSqCoqAhdXV2sWrWK/o495ru7u6Gvrw9NTU2sWrWKVvlKSUnB2rVrxTqA2M/m/fv3dE11dXWFvr4+amtrkZOTw3EkinNonzhxAtLS0hzHSF1dHXbs2CFSDYppb0tLC27evEmDSleuXIGLiwsOHz4Ma2trOo+zj2GQkpICExMT9PX14dKlS3B3d0d0dDT6+vrQ3d0tsodjjr9w4QL8/PwQGRmJqqoqVFRUYNKkSbCzs4OampqIU7WlpQVxcXGU2VtdXY0FCxZwHJW+vr7Yu3evSN88evSIoy20bds26mQbHh5GZWUlrKysOMf8Hr2dMfzPwZgzZwxjGMP/Whw/fpzqhPT29uLs2bOQlpZGWFgYp6Qvs9Foa2uDtLQ0amtrUVpaitzcXKxdu5bj9Nm9ezddkMU5OM6dO0fZC8wGSiAQoLe3F3fv3qUaJ8yG7MmTJ4iNjaW/7evrg5aWFqKjo+mG2t3dnaOXIxAIUF9fD3t7ewwNDVEjVl1dHUFBQdTJceHCBXh4eIg4Oc6fP4/8/Hx0dHSgs7MTKSkpmDBhAicNQUFBQYSRw8adO3egqKgo8nlVVRX27dtHHVXt7e20fQzMzc1hYGAAQ0NDFBYW4t69ewgNDYWTk5NIuhEwsuFtaWmhEccHDx7Ax8cHsbGxqK6uhpubm9iKJO/fv6fGKGNMBAcHw8DAgMMScHZ2FjmWaW92dja8vb1pakFMTAx6enpQUVEBGRkZEacK8I+NVnFxMeLj43Hjxg2kp6dzIrXOzs40Ki4OmzZtgoeHB4aHhxEaGkrZJoygqLBDpru7G9euXcOcOXMwceJE+rmfnx9kZWXh7e0NGRkZEU2hwsJCavR0dXWhpaUFU6dOpZFBYCTlKzQ0VMQIFt44R0ZGQklJiRp2ZWVlUFBQ4DhqgBGnyr1799Df34+ysjI0NTVh5syZVLATGKGiHzx4UKRfXr58CXd3d/j5+aGurg5VVVVw+H/Y+86wqLKs6+N07unp6dw9Hc1ZMQEiwUAQRUSyguQkOSs5iaAEERNiwgBGFFSSGUWQJCgCIoiYAMk5Q63vB889U7eqoG3b9+33m6n1Byjq3HvuSffsfdZe28oK3t7e1NgPDAxkaRwAw/14/vx5cDgc1NXVoby8HL/++itLT8HQ0JAabSMxOJi+TUlJwbRp0+j68vz5c0ybNm1EjZ+MjAx8/fXXsLKygo6ODpKTk9Hf349t27ZhxYoVLGORwxlO4X7z5k0MDAwgIyMD/f39WLJkCWus2tnZwc3NjXWfmpoa7N69G4ODg3j16hUGBwchISHBCnc8cuQIjI2N0d/fzzIKuNeJ5uZmHDp0CPb29vTUOzExEV5eXtDT02OFWba2tkJKSgqBgYH0Gs7Ozpg4cSLtk5ycHKiqqrI0sASBu61v3boFWVlZvmdk7l1RUYGQkBAMDg6ir68Pz58/xy+//MJizXl6elIHiSADyNjYGGpqali8eDFKSkowODiIo0ePYvXq1Zg9ezZucgnbA8OOrn379qGvr4+yRszMzCAnJ0edKOnp6VBSUkJbWxtLxDcrKwscDoeuSXZ2dli0aBF1BPn7+4+a3r2zsxOPHj3CmjVr4OPjw9JMuX//Pj788EPqTOB91mfPnkFSUpIvy1ZnZydcXV3p2vrixQuW4xwYdl4tXLiQMgL27NmDadOmCdTc4kV7ezu8vb1hbm5OD0GSk5PxySefoKioSOA79ObNm/SdsXfvXujo6NA227BhA4ttyID7Oi9evKCOoPz8fOo0Ligo4Jtnf+Y9umHDBnrYwzgfnZycaNtnZWXh8OHDfAkWuO+/aNEihIaGIiwsDKtXr0ZcXBx6e3tx/PhxuLi4YPfu3QLL9vT0YOPGjXT+hYaGQltbGyUlJejr60NtbS2fhhCDtWvXwtvbGwMDA7hx4wZcXFzg5uaG9vZ23L9/f1RHmZ+fH+bPnw8HBwfq9AkJCYGamhoWLlzI5+RgxhmjVdPV1YWKigrIyclhy5YtdI8zUsgvMOzA09TUhIaGBu2ru3fvYuvWrVBRUeFztjJ4+fIlNmzYwEoBf/XqVWzatAmbNm2ijlWAPX7u3LmDuXPnIiUlBTIyMtQB2N3dDU9PT76U8sDw/H7+/Dmqq6tpf4eHh2PBggXUwS/ICTQwMICbN2+iq6sL6enpqKurQ1JSEn777Tca9saw+ASFjwvx3wGhM0cIIYT4rwHvpuXq1asYP348ZQsAgKmpKaysrASGbjQ2NmLlypUwNjam7BhnZ2dMmzYN9+7dQ0tLCxQVFVk6EbwGbUlJCfT19fHq1Su6+bt58yaOHDnCJ9DJbRA5OTnB3d0dnZ2duHHjBjw8PCArK4vAwECMGzduRIHm1NRUeHh4oKenB3l5efD29oauri4uXbqEGTNmIC4uTmBbdXR0ICgoiBp+ycnJmDlzJry9vWFhYTGq1gMwbLwaGxujo6ODPk9/fz9u3brFlxGIe3Po5uaG9evXo6urC66urjA2NkZJSQlevXqFbdu2sU68mf7s6OjA1atX8euvv8Le3h4cDgdpaWlwdnaGgoICn3HJXRYYPg3W09PDzZs38fLlSxw6dAgTJ06Eubk5Jk2aRDd1gnRY1NXVaeaKlJQUmr70+fPnI2paAMMbyQkTJsDDwwOqqqrw8vJCYmIi2traEBISgqVLl45Y9siRI5SizTzL0aNHISoqKtCQYVBcXIzJkydj5cqVLAPi9u3buH37Notdw6v1dPHiRXpimZubCxMTExgZGeHWrVuYMGHCqELEqamp9HcmK09QUBA4HA4aGhoEhlH09vZi165d8PT0xIsXL6j4q6KiIpydnSEuLj6i/lBhYSECAwNhb2+P+/fvo6Ojg4ZyrVy5ktW2vNc4ceIENSJyc3MhJiYGW1tb7Nu3j5X2VxCOHj0KW1tbpKSkUH0Ka2trKCsrY9GiRYiOjmZ9nxmDvb29uHjxIt3UJyUlYd26dfT70dHRMDY2xrlz51iC1kNDQ0hOToaxsTEyMjLQ19eHFStWQF5eHra2tpg/fz6L2s+N/Px8uLu748mTJ2hqaoK6ujqUlJSQmppKw0i4wd1OOTk5uHPnDgYGBnDhwgVs3LgRoaGh9DReEAOuoqICWlpa2LBhAw2Z3LdvH7777jtERERgzpw5dM0dTTyWF2VlZdDX1x/RwGxtbUV+fj51yiUnJ0NHRwdbt25Fc3MzFixYwPesDM6fP4/Vq1eju7sb+/btw48//shyBI3meCooKICTkxMVa/f398f06dOxd+9ezJo1izX/uNs2LS0NGzZsoGxFPz8/zJo1Cxs2bMDcuXP50k6/evUKra2t9BoJCQmYMmUKnJ2dYWZmRvUzHj9+TBlIgrRumpqaoKGhgdLSUlb/5efnj7qOAcOMvnXr1qGsrIyW3b59OytjFy9u3brFChXbvXs3VFRUaEgLbzgstwP8t99+w6+//koZM+fPn4eoqCgWLlwIa2trWoZ3ra+urkZ2djZdq7Zv3w5TU1Ncu3aNLySL10H7R9+jW7ZsgZaWFv379OnTOHXqFGxtbbF9+/YRBXm5kZGRwcqElJubi2nTpuHcuXPo6upCYmIizM3NqSOLd94sW7YM8vLydG8QExODFStWsN4Rguaah4cHHefd3d2Ij4/H3Llzoa+vL5Bpylzj4cOHMDIywsOHDxEbGwtnZ2fs3LmThgHzahAx5aqqqiAhIUFDJU+ePIm2tjasXbsWhoaGozqPYmNj6WFAc3MzbGxsoKqqSt/ZjKOOGQPMwVt3dzeOHDkCIyMjrFmzhh4uAcPrG29YFrfezq5du5CTk4Pbt29DQkIC/f396OvrYzl/AH7B9crKSvj5+cHGxgZHjx5FW1sbEhISMHHiRKxfv37EMGNgeNx7e3vD09MTHR0duH79OiZMmABLS0vMmzdP4MGGEP89EDpzhBBCiP8KcG9aLly4gGfPntGMLFpaWoiMjMSVK1eo0aWnp8fauDCnrAkJCfj8889ZG7UdO3ZAUlISenp6NKyI956Ojo44ffo0amtrYWpqCl9fXyQnJyMjIwPjx4+np5KCykZFRSE+Ph7q6upwdnbGs2fPUFtbi5iYGBw+fJjvtJXZRGRkZCAmJgarVq2Ck5MTnj17hkePHiEsLAwuLi58GxamXFdXFz1hcnZ2xvbt21FdXY3y8nIEBgYiOjqalU2H++ft27dp6NLq1asRGBiIrq4ucDgcaGlpUYFd7nadN28edfDwhght27aN6thwZ4TiNkT09PQoLX/lypVYs2YN/W5zczNfXbnb1tfXF2fPnsXOnTuphkB7ezsqKiqQm5tLHQ2CTu3DwsIgLi7Oop3n5ubCwcEB4eHhfFoY3Pfdv38/fH19AQwbQ0eOHIG5uTlaW1uRlZU1qgG1f/9+/O1vf+NzDiQnJ/P1Ke+YaG5uRn5+PszMzKi+U2pqKisdLm/mlqSkJPj6+sLAwADh4eF4+PAhnj17BktLS/j4+FBDWZBhUFVVBU1NTWoIAcMG4j//+U+4urqOKGLt7u6Offv2wc/PD56enrh79y6GhoYQExODS5cujZp9qK6uDn19fYiMjISVlRXVwnj48CFSU1OpM4FbjBcYduoFBQVh48aN2LJlC2UFOTo6Yvv27ZQVJig84OrVq1iwYAF27dqF2bNnIzo6Gs+fP8ezZ8+QnJzMxyhj2ra3txdGRkbUwdXd3Y3BwUFkZWVBW1ubsvyioqJw+vRpvjVl3759OHr0KKytrSnjKS0tDTdv3qTOBt45mpKSAl9fX/j4+MDDwwO3bt1CX18ffHx8EBISwicoXV5eTufk+vXroaKiAhERETg5OeH+/fvIysqCs7MzNm7cyJfxhTsMaHBwEPb29tRpAAyzVEJCQvgyQf0Rh44g5wRjQN27dw/Ozs5Yt24dYmJiUF5ejtzcXCxZsgQmJiZ0DvLi0aNH0NHRYaXRvnnzJn777TfKYhKk8wUMz0Nvb29ERETAyckJcXFx6O/vR2JiImJiYmiIBO9zOjs7IyIigjqFg4ODMTAwgMePH6O8vJyyRbmfV19fH0ZGRujr60NxcTEWLFiAzMxMtLa2Ijw8HHp6enwhuNzXGBgYQGZmJtrb2+Ho6IjDhw9Tw/Xo0aNYu3btiJmw+vr60NzcjIGBAVhZWWHv3r00A5mHhweL7cXbXmfPnoWIiAhrDduyZQsmTZokMMQKGA5pkpCQQHx8PIyNjfHVV1/R73Z0dLBCgwWFeYqLi8Pc3BxLliyBuro6OBwOTp06hTVr1tA1QlB9/+h7tL6+HmPGjKHr64EDB6ChoYG2tjakpqbC09MT7u7uv8tCYxwaaWlplNV14sQJGpra39+P7OxsvmflDkfeuHEjpk+fTtefCxcu8DlVeHHjxg1MmjSJhjx2d3fD2Nh4VKbVq1ev8Ntvv9H50tHRgcuXL8PDwwP29vYsJziHw2G9E+Xk5LB79250d3fj4cOHkJKSwvHjx2mY80ihyoWFhVi2bBnU1NRY7+nAwECIiIigvr6e1TaNjY3Yu3cvDh8+DDU1NRQWFqKsrAxeXl7w9/dnhcBy1+/ChQusg46TJ09CVFQUc+bMoe+S6OhouLq6jrgmtLS0QF1dHdnZ2bhw4QKcnJywY8cOdHR0oLOzk+Wk592npKWlwcDAADdv3kRgYCAcHBzw9OlTNDQ0oKCggGbA5C4jxH8XhM4cIYQQ4j8e3C84JycnzJo1C6tXr0ZkZCTu3LmD7OxsKCoqwtDQEEVFRTh//jyL+XD9+nVER0djYGAA+fn5uH79OlauXImVK1fSjUZNTQ3LMOUVA5SRkaEGOsMUsLe3x9q1a2nIh6AX8ZUrV6gI6eDgIExNTWFgYMAyvrnLctOWZWVlqXFlbm6O9evX05NaXuYFNzZt2kTp2zdv3sSmTZsQGBjIlyWB15CuqqrCrFmz6Al7fX09zRiiqqoqUEx18+bN2LBhA3Jzc3H9+nUcOXIErq6urI2uurr6iCeZvr6+fBoO1tbWmDp1Kl8b8eL27dvQ1NSkf8fFxcHQ0BBRUVECqdm87VRYWEjFX7lDziorK/lOltPT0+Hn50cNpdOnT0NUVJQVk6+goMDamDHgNt6YfktMTMSiRYtGFeJl6tvf3w9TU1MoKSlh69atyMjIoOLOixYtgri4+IhGeEFBAQ2Xq6yshIWFBby9vQUaBLxj8MGDB6iqqkJeXh6cnZ1hbW1N29XQ0FBgFipgmLHBiCq/ePECW7duxaZNm3Dp0iU+Zgrv/S9duoT33nuPhr8cO3YMNjY22LdvH8so4C178uRJmhb7/v378Pb2hre3N0vslfsZuVFbWwtZWVmq6VBSUgIlJSW4ubmNyuQBhtOOM86j9evXU3YWMJzCeqTyx44do6GDHR0diI+Ph5OTE8LCwgRqfTE/mRCGnp4etLa2UoP00qVLfMKZTNjcvn37YG1tja1bt0JVVZX+38fHB2pqaujs7MT9+/dHnG/MiTmjKRUeHg55eXmB+kG8/XLv3j20traOmulnpGtUVVVBTk4OHR0dyMjIgIGBASIiIugY5F0Duf9++fIltm7dCi0tLZw/f57O26qqKoEZ4piyL1++xPLly+l6dezYMTg5OSEqKoovPIn7Wc+fP8/K8nPz5k34+vrCxcWFlaGOF0zWIg0NDcydO5eVyefVq1fYs2cPzZwkCMrKylSbKz8/HyoqKrCysoKBgQHmzp2LoqIi1vNxO3qZTIyBgYG4fPkytLW1YWJiAk1NTUhJSbEYFcwa1traSvWPsrKyICcnh02bNgEYnoOCUpAziIiIYOk7xcfHY8yYMSPq1fA6h5msZ8AwA1dRUREcDgfnz5/nE+T9s+/RkpISzJw5E4qKihATE6PhawMDA7h9+zY8PDwoo1MQOBwO+vv7sX37dnh6euLYsWMoLi7GokWLsHfv3hHL5eXlwcjIiMUgCw8Px3vvvSeQgcbU+cSJE7C0tMS6detw7do1pKenY9q0abC1tcWiRYsEOj153/8xMTEYP3486zAmPT2db53nbqfm5mZ4e3vTAylg2JnEG2IsqE+BYafr+vXrsXv3bhZrV9Ba1N/fj/T0dPz0008QFxenn5eXl2Pr1q1wdnZGQkICy9nE/H9wcBBXr16lfWZhYYHly5ejqakJ6enpmD179qjzNDIykjW2r127Bnd3d3h4eOD+/fv0c97nq62txerVq6m+28OHDxEZGQk7Ozu+/hQ6cv57IXTmCCGEEP81OHPmDN04ZmZmwtfXF4GBgawXf3Z2NhYsWMDSzGFga2tLT8qBYRbJwoULKWuHAS9F28zMjJ5yMYYac9rJbZwKylwlKioKFxcX1umon58fxMXFR8zy0dHRAW1tbVhYWLCcHIGBgRAVFUVubq7AcsAw80heXp5mfwKGNxCenp7YtGnTqNmgnJ2dqUYI93MxJ8u8lGdg2OBft24dxo4dixs3bqC5uRkbNmzA5s2bER4eDktLS4FpnJnNnZmZGX7++Wc+/Z6goKAR01wDw2Fgq1atwrJly1ibqZs3b0JFRYUvbIi7b1JSUpCXl4enT5+ipaUFW7Zsgbu7OxITEwWeIg4NDaGmpgYrV66Eg4MDpb37+fnB19cXubm5GBwchIiICN+GkGmr169fw9XVFaamptQYKioqgoqKCvT09EasKwDo6OjQbEFOTk7w9/dHZWUluru7kZiYSMcRryFdXV0NCwsLFtussbGRhsIJSoHK3DsjIwMTJ05ERUUFBgYGUF5ejs2bN2Pu3LlQVFRkGVbc9c3KysKaNWugp6dHnQutra3YvXs3LC0tWRv2kcCbJj0pKQnm5uYjnkgXFRVBV1eXpTdTVVWFrVu3wtLSkk8oGWCP4fLycigrK0NCQoLqHnV0dEBVVZVP6JYb/v7+mDVrFm3348ePw8DAAFFRUZThwHsvYJihoKenBwkJCeo06O3txeXLl2FnZ8diKHCjs7MT7u7uWL58OR2nXV1dOHjwIExMTFjiw7yIiorCxo0bISYmRg18YNgpx+1AYMA9llpaWnDixAk4OzsjMjISQ0NDOHfuHGbNmsUKwePFmTNnMG7cOKioqGD37t2sdfr3DJeuri74+vqyUkUXFxfDysoKNjY2fGs208adnZ2oqqqicyImJgYODg44evQoXxgFL3p7e+Hj4wMJCQlWlrSUlBRYWFiMqI1SV1cHBwcHTJw4kSX0fO/ePfj6+vKxNnnrDAwL6oqLi6OwsJDV9txsRl7s27ePJeAPDB9KXL9+HWlpadRwFRTOaGxsjO3bt+P27dv44osv0NLSgp6eHuTk5ODWrVsj6o1IS0uzUlpXVVVh5cqVWLRoEWbPns1yePH2McMofPXqFR2/9vb2+Pnnn/nSZHOXLSkpQXJyMp+AuLGxMWue8T7nn3mPAsNjUE5ODiIiInz/4w2LHknkvq+vD1FRUXBycoKqqirNIsn9PW7h4v7+fkRFRcHOzo7lRFFWVuYTz2ZQUFAAUVFRlJWVQVNTk2r6VVdX49SpU7hw4QJfGe76RkVF4dy5c6iqqkJ2djYmTJjACrHjZXoy8PHxgY+PDxwcHFhizA8ePICMjAwfs4b5PT09HSYmJlBVVcXly5dRWVkJMzMz+Pv74969eyPqmQHDzmwdHR3Y2dnB1dWVjreXL19iy5YtLKcSN65cuQINDQ04OTkhJycHlZWVCAkJgYiICNauXUsdWILmSnFxMfT19bFo0SJWSP+9e/fg4+PDGoPcYPTvpk6dSjWrgOEDjr179wrMYibEfyeEzhwhhBDiPxYcDgd5eXn0lEtUVBS//vorfeEWFxcjMDAQlpaW1NC7e/cufaFzv5g7OztRWFgIJSUluLu7082kr68vpkyZwjo5fv36NZqbm+lpn7e3N1862C1btgg0Enk3Azt37oS0tDRN+cqAW4xYULng4GAsXLgQly9fZpU7derUqDHo5eXl8PT0hKmpKdV7AIY3ENxGnCCEh4fTDSNT7u7duyz2CbO5OnfuHEpLS9HV1YVVq1ZBVlYWJ06cQHNzM169eoUjR47A3d2dLxMF96k7c1p6/PhxTJgwAVeuXBm1frxGMaO3ERYWxtrEjZRSGRiOl1+yZAnCwsKwdOlSpKamgsPhICoqCmZmZnxGYmdnJ8LDw1FeXo7+/n5YWVlh7dq1KCsrQ0FBASIjIzF16lSsXr2aOsIEQV5eHidOnICLiwu+/PJLKnhdXV0Ne3t7Vkw/t0FUX18PNTU1ynRqa2uDiYkJnyC0oA13c3Mz3N3dsWLFCty4cYMahhwOBzExMSMa1F1dXViyZAlf+uS+vj5kZGTw6YVwX6erqwuxsbHQ19dHbGwsSyNktPFXWFiI+Ph4OibKysowceJEGurAu2Hmfs7q6mps2bIFGhoaSExMpNdobm4e0ZBmwBgtra2t8Pf3h66uLmtujmZMMyLL3CGb165doyEAgurLsGUyMjJgYWEBX19fmkYZAJ8IJvdz9vb24vDhw1BRUUFUVBRrnCcnJ7McsNxlHz16BEdHR1y8eBEWFhYIDw+nz2hoaMgyNHjBOLcYZ5O7uzs2b96Mzs5OFBQU8DHuuHWwNm7ciEePHiE7OxteXl7YvHkzX1YrbnCPo6dPn0JXVxcKCgq4e/cudSTX1dWxGHK8baSoqAhXV1eoqalRMdLLly/DzMwMBw4c4FtDeNfdjIwMGBsbIzAwkOUk5tWeYa7DOCyrqqrg5+cHZ2dnVpjRSOKtvNcBhrW0li5diri4OBZLdCQkJSXRNYcZp319fTR0RBAYnSsnJyeUlZVhzZo11GlaVFQ0ajrwjRs30nWnpqYGBw8epP2Zk5Mj8D0BDDMCmTG+YcMGuLu7IyMjAzk5OVi3bh0uXrxImXy8OHz4MNasWYMrV65g4cKFVDS2p6cHc+fO5UsH/q7eo9zQ19eHiIjIiOmmmeu+ePGCxdbhrsvg4CCLPcn8j7vshAkTqEM2Pj4ednZ2sLGxgbGxMcupzOFwWOPq2LFjSEpKQkpKCiQlJdHV1YXBwcE3ytxnYGAAa2treHh4YNGiRQCG17Vp06bBwsKC9d2amhqqTXPr1i2WHpCBgQFmz56NHTt2QFRUdERh55qaGixcuBBFRUWwsLCApKQkgOF5YmFhwTqEGgkDAwOorKyEm5sbTExM8ODBA3h6erLmKzfOnDkDe3t7tLS0ICAgAFZWVnSvwbTVSGhra6PhiF5eXggICMD169fp/5k+5XXMMWhtbcWhQ4dgZWWFw4cPs8KlmfVayMgRQujMEUIIIf5jcefOHZw4cYLFllixYgXExcWpEfHq1SsWJVkQAgIC6Ka3rq4O69evh6GhIWXvcG9CXVxcoKysjCVLlmD58uU4dOgQmpqaMHXqVLi7u+P58+cIDw/H/Pnz+bQImI19dXU19u7di927d6O5uRnx8fFYunQp4uPj+ZgfvMZwSkoKbt68iebmZiQnJ2Pp0qU4c+aMwHLcPxkjOyUlBQ0NDQgJCYGbmxvi4+MFbtAFbSAqKiogIiJCDdyqqipMnjyZdRoFgGbuYuLRHz9+jPz8fDg4OGDr1q0sg5R708r8npubC1FRUfj6+kJBQQEDAwM4f/48Jk2aNGLYETfDxdLSEhYWFjRVN2MUZ2dns/qE9xnv3buH+fPno6enB5aWllBVVYWsrCzVTBC0GaysrISzszM8PT1pCNWWLVuwatUqakg0NDTwhWBwgwnVaGtrw8KFC7Fjxw6MHz8elpaW6O3tZdWztbUV//jHP2joBDCsX7Fx40bKNmDSUfOGrnBvJNPT0+mmk3FUJScnj3iizPvT1taWOiSYscfrvBwcHKT9UlBQgIiICCpMe/LkSTg7OyMqKmrE01LuTfTu3bthZ2eHuLg4aqgkJCTgo48+4ssQwi2GeeHCBSQnJ6O7uxt79uyBq6srYmNj+Yxo3rHA4XAwMDCA+fPnY/Xq1ejs7ERfXx/27duH1atX86UE58b9+/eRl5eHZ8+eYWBgAMuXL4e8vDyd/7xjganv06dP4ePjg4CAADx48AA3b97E5s2bsWnTJr45BrD7Mzk5GYmJiejp6cGFCxdoJhxedhWvUdHV1QV9fX0aEpWVlQUPDw/IyMhAW1ubFabI2063b9/Gp59+StdXDoeDhIQEiIuLw8HBgToceMdOfX09IiMjoaioSI34oqIibN68Gfb29gIdOryOHIYZ4uvrC0dHR9y5c4fPscZrOJmbm8PDwwPPnj3DzJkzsWLFCtja2qK3txf5+fl8xjj3PQ8fPozdu3ejtLQU9+7dg4eHBwIDA2m4H3cZbgf5hg0bYGZmhosXLyI/Px979uyBk5MTFUDmhaCTf+7Pbt26BTExMYFGLW/ZoqIiTJo0iTV2Vq1aNaIhzY2IiAhMnTqVFXImKio6opg0MLyOMaw+S0tLSEtLw87OblQHUEhICERFRSEtLU0ds0FBQTA3N4e0tDQuXrxIhWh7enrQ19dH3z9FRUWQkpKiGjKnT5+GmJgYrKyssHjxYj7W3J95j/4egoKC8NFHH/E5aZl79vb20rVdEASxTZifLS0t2LhxI1RVVTF+/Hj6DiwtLcXWrVtha2vLKhMSEgIFBQXa7+np6VBUVISoqChd30+cOAEDA4MR9WqA4fBzJjR12bJl9IChu7sbvb29fOxWCQkJyo4KDg7GpEmTWI792NhYnD59mrV28q67iYmJNBummJgY3Sswmc94nZiCmD0MqqqqsH37dsybN4/FFOXG48ePYWdnx2L57tmzh4YJczuFeescHR0NLS0tLFiwAIcOHUJFRQW2bt0KNzc3nDx5EgMDAyOyiPz8/ODg4IDdu3ejqKgIp0+fhqurK4KDg0dlRwvx3wmhM0cIIYT4j4exsTFcXV3p387Ozpg6dSorgwEgeGMWExMDMTExaggwL9KAgABIS0vj9evX9CW8f/9+LFiwAD09PSgpKaHx2X5+fujp6YGWlhYsLS2hoqJCDQNBJ71Lly5FVFQUtLS0oKSkBGD4xH7evHmsFOS88PHxgbq6Ojw9PTFt2jQAw/RgGRkZBAUFjXiC9PDhQ0yYMAHnzp3DmDFjcObMGXR0dODAgQMwNjYWqG3BPPOhQ4ewfv16mJqaIiYmBjU1NZCXl8eaNWsgIyPDSmHNXY7D4aC4uBjGxsbYsWMHbTMPDw+4u7vTsCnezVx7eztERUWRnZ2N3bt3Y/HixXTDWVxcDB0dnRHbBxgWSI6NjUVYWBh++OEHAMOhQ/b29nB3dx9R7BMYpmI/evQIycnJkJKSAjBMuf/tt99YlHbeOldXVyM0NBSOjo6UrRIXFwc5OTk+8Uze8ozTsaenB5s3b6Y0+/379+Onn37i0114/vw5xMXF8emnn8LQ0BC9vb14+vQp3Nzc4O7ujqNHj0JLS2vEzSswLChtb28PWVlZqKioABieB1paWjh69KhAbRUGhoaGiIyMhK2tLSskoKCgANLS0gJP/RsbGzFjxgxcvXoV48aNo6fsV69ehbm5ucAwHu4MNVFRUejr68OxY8fg4uJCNY8OHjwosH0ZMEbvv/71L8q2O3HiBMzNzXH06NFRTzy5mT4WFhaYN28eZWXFxcXxGTKMgVJUVARRUVH4+/tjyZIllClgaWmJr7/+GjU1NQIFs/v7+zF37lwkJiZiyZIl0NDQoHMoMDAQmzdvHtGwtLOzg4GBATQ0NCAmJkYz4jk5OcHPz29UhsHu3buxcOFC1jx+9uwZvLy84O3tPaKWDSO6e+XKFUyaNImmt+/u7sbatWtHNGoBYM2aNXB1dYW8vDyWLFlC58DLly8RFRU1qji4h4cH1q1bBykpKdja2mJgYADBwcFUR4Tb2KupqWGF3pw6dQqDg4NQVVXFzp07UVVVhdmzZ0NRUZFPU4obnp6eWLt2LYKDg/HPf/4TDQ0NKC8vpwaZoDAKDocDaWlpJCUlwd7eHqKiohgaGkJtbS0OHDgAX19fPsOUu40uXbrEOkTgduo/efKETzOEmS8VFRXw9fWFh4cH8vPzce/ePYwbNw52dnbQ1tZmscS4r81c98aNG+jt7UVFRQXU1dWxZ88exMXFYe3atXx6N0y5uro6dHZ24tmzZwgNDYWbmxva2towMDCAJUuWCHREAsPhUStXrkRjYyM6OzuxZMkSaGpq0uu2traisrIS48ePp/NNU1OThoXeunUL0tLSUFVVpeO0srISubm5rPkpKPznbd6jv4ekpCTWfOHuT2NjY7i5uQEYHpd79+6ljpXfcxhpaGjQ8PHS0lKIi4uzsnox6zVT76CgIPzyyy+wsrKia+vGjRsxYcIEPH36FCdPnsTMmTP59ke8dX758iVcXV1hYGDAYtByhxIzWLt2LU3hDQyzyPbt2wc7O7sRww+5mbgMnjx5AjMzM8ydO5c6ddPT06GgoDAiy4+X8cS7rnM77nkdy/v374e0tDScnJxY8zg2NpYvtI8bDx48gISEBDgcDnR0dKCrqwtgmKkbERFBkwYIQkhICDQ0NJCTk4OPPvoIubm5GBgYQGpqKmxtbVkhnEIIAQidOUIIIcR/KLgNzsrKSmhqasLS0pKGPu3atQuTJ09Gd3e3QCFV5qeNjQ0OHz6M8vJyeHh4QFxcnIojM1Rb5pSeEQ/kvn9dXR0kJSWpKPDAwAClxzL3TU1NpeEchw4dwubNm9HY2AhxcXG60e3r60NVVdWIVO3c3FwoKChQjR7urFGVlZU00w3vMw4NDcHS0hIpKSkoLS2FqKgoy7jjDefixs2bNzF79mxcvXoVN27cgKKiIt2Q3r9/n6VvwruBYjZi165dg4eHB7y9vVFTU4PXr1/zUZ65Q0y6uroQFhaG4uJizJ8/n4be8NLeBW2A8/Pz4erqitevX0NaWpoanIwRzrsB5dbR2L59O32GkydP0hPUPXv2YMeOHSM6gZgyjLPBxsYGR44cAYfDwc2bN7F+/Xo+44Apc/jwYdjb21MH4rFjx6Curo6ysjIYGhrSlLS8yMrKgpmZGaSlpbFo0SJUV1ejqqoKhw8fhqmpKQIDA/nuxeD8+fNYu3YtAEBVVRWhoaH0fzdv3hw1BfmRI0eoQGlzczNkZGSgp6eHTZs28aVN580itWPHDtTV1WHBggWUwcM4okYy3jkcDmRlZVninElJSfDw8MCKFSsgIiJCx4Sg8EXmpH/BggWscKrMzEy+ULv+/n5qLDx+/BgbNmxg6b34+vri008/FZgVx83NDerq6gCGtStyc3ORkJAAMTExNDU10baIiYkZkRmWnJwMLy8vDA4OQkxMjPZDfX09mpqaKLuBtz9zc3OxZs0aAMMhKozRBwwbRrz6OoWFhThz5gxOnTqFe/fuoaOjA8HBwbC1tUVycjJ1MDQ0NPDNF24H79KlSykT7PHjxxAVFYWJiQnmzJkzajjh9u3bqQMRGDYM58yZQ7PxCHJ0Mbh69Srk5eUBAEZGRiyHZUxMDB9r5P79+zA0NISTkxMdJ3V1ddDT06NrtLW1tUDNEOb+T58+hZqaGgYHB7Fp0ybqiOzp6UFXVxefgDaDBw8ewMnJCU1NTZCSkqLvjYqKCvT19bFCGnmxefNmLF26lM+RxuFwRnU0dHd3Q1JSEv7+/jhw4AB++eUXHD58GG1tbTh37hxLBJs3Q9jTp08xYcIEqKqqYtKkSXjy5AkePnyInTt3wtrams+wZcplZWVBRkYGc+bMQUpKCuu9PFq4Z2trK5ycnCAtLc0KXTUyMsL333+PmpoaDA0Noby8nDrI7e3tWdfbs2cPcnJyYG9vD3Nzc4HZo3jXhZycHCxfvvyN36NvC+5+zc3Nxfbt27F//36YmZnB0tISU6dOhaGh4RsxfwICAljMkZycHEyaNAmampoCwzyrq6thaGiI0NBQbN68mTIXQ0NDoaOjAxMTE4FjnhkT9+7dow4YVVVVfPnll/Q7THY1bqSnp2PMmDFUD87S0hLe3t5obW3F8ePH4eLigpCQkFFZQM7Ozti1axcGBwepdldxcTEuXboEERERlugy8PaMJ0Hz59atW9DV1cX+/ftZOoWjrUWZmZmIjIzE0aNHsXjxYvT392NoaEhgZjng3+Owp6cHNjY2ePbsGQICAqiDtLGxEV1dXaMyeIX474XQmSOEEEL8RyE7O5tS84eGhujmsa+vD+bm5li7di09pWltbQUg+GXc0tKCyspK5Ofn4/vvv6csitevX8PY2Jj1UmVexNra2ix6PGOYHTp0iCUiy43KykpMmzYNTU1NaGxsRFZWFoKCgiArK0vZHo8ePYK1tTXdvPOGQvT29qK+vh579uyBl5cXK2uUh4cHn6gkbxrMCxcuwM3NDbNnz6ZOlO3bt7MEEwW10enTp1mnbS0tLdDS0uILi+Hd9Jw4cQIzZ86kTorCwkJs3rwZzs7OKCgoYG2oWlpa6PXi4uJQXV0NeXl5fPDBB1SAsqCgALNmzeLTC+nu7qZtVlRUhKqqKri4uEBCQgKHDh0CMGwMy8nJUW0PQVBVVWVl10hOToasrCzc3Nzwyy+/0JAOQbozrq6uiIqKove7evUqHBwcsG3bNrS1tY3oyLl//z6mT5/O0kOprKyEr68vFi9eDDMzM1a5tLQ0KmoMDJ8oFhUVITo6GpMnTxbohOG9d19fHyoqKnD48GEYGBhgw4YNAIYdMxs3bhw1o1BbWxucnZ3x9ddfs8Jgjh8/jqSkJJbjg1df6v79+3B1dcWsWbOo5sOFCxegra1NN/iCNs7nzp2jJ568Y6a6upo6ZAYHB1lOkt7eXhQUFGDbtm2QlJSkYSV37tyBvb09XTO477V+/Xp4eHjgyZMnqKioQGRkJBwdHREXF0e/o6CgwJeOef/+/ZgyZQpdazw9PREfHw8JCQl68n3mzBmWgPfg4CDLgVVRUYG6ujqYmZlhypQp9DQ9Ozsby5YtG5F239HRgfb2doSEhGD9+vXUSTc0NAQjIyOaYYdBfn4+Jk2aBBMTE1hZWeGrr75CSEgIuru7sXfvXjg7OyMuLm5Umn99fT0WLVpE5yLj/Ont7cX169dZ40BQ6NrevXvx888/s5hAO3bswDfffINXr16NatwWFxcjNjYWfn5+VDS9t7cXu3bt4nO2lpeXo76+Hvn5+QgKCoKhoSENOdPQ0EBwcDBWrVolkMHGHQ42MDCA8PBwaGpqsrJRaWpqsjLTcYdj3LlzB21tbXBwcMCECROo5kx5eTnmzJnDSi3Ni7y8PIiIiNAQjZMnT2L//v2jlmGQnJxMnYrAsONq3rx5fKnAedt4cHAQFhYWNCvWjh07MHHiRIGOS+4wsubmZqipqeHWrVtITU2FnJwcIiIi0NLSguvXr/NlLOLFxYsXsWHDBoSGhrKE4ffv38/n9GxsbMSvv/4KLy8vAMOMSWYMVFZWYuvWrVBRUfldHZjGxkZERka+0Xv0XeDIkSMwNDREUlISzMzMEBwcTMeKrKysQF09Xpw4cQLLly+nrMeWlhZ4enpCT08PR48eBTAcLsk4RIHhg4FFixbhwIEDcHd3R1BQkMCQIV48f/4c8+bNYzlGra2tISIiAgMDA5YjlnscxcbG4rfffoOSkhJ1LgPD7434+Hh4eXnRNZIXhw8fhrS0NCvjWEBAACwsLGBiYsKXLettGU/cfzMOyoiICLS3t6O4uBgmJibw8/OjfcJ9nydPntC17sSJEygqKoK+vj5rPh85cgQyMjJ82mTMczMJFY4ePQoJCQnKygaG2Yq84cJCCMFA6MwRQggh/qOwY8cO/OMf/2BtNLnp6r6+vpCSkmKFMwjCoUOHYGxsjIKCArS3t1Pj6tSpU5gzZw7fC5n5HyO4yY3KykpoaGgI1Aa4d+8eFBUVsW/fPri4uODp06eQkpLC/PnzAfyb4cCdHQIYPu2+fv06Hj9+DA8PD1RUVEBRURHffvst/U5AQABWrlzJKtfe3o49e/bgwYMH8PX1RVxcHFJSUrBo0SLs3LkTwPCmYubMmb8rDnnr1i2Ii4uzGDH6+vp8p2S89Z4wYQI9bb1z5w5KS0upJgaTpp0Bc2qpoqICaWlp2iby8vLQ0tJCbGws5s2bR2nLvCeePj4+8PX1hZ6eHvr6+uDr64sZM2agvLwcBQUFUFBQ4BOn5h4vFy9eZG1QGVy7do3qXAhqG2B4Q2hiYoKzZ89SQciuri4UFhbC1taWLzMTt3F97Ngx6gDkNlxqa2v5Nr05OTkYM2YMJCUloa6uTp04MjIyaGtrw8WLF/HVV19RhxJv2YyMDJSWliIgIAC5ubmQl5fH4sWL6XcsLCxgamrKV5Z5ZsY5U1tbi9DQUGhra4+YGam/vx/Hjh1DTEwMwsLCsGXLFpSWlkJTUxNWVlaoq6tDdXU15s2bNyLzCBh2iiUkJLBSFQPDjg9utgljXMbHxyM7OxtJSUkIDAxETk4OVq1aBVNTU/occnJyLCYSAyMjI+jr66OxsZF+9/Xr11TLyMPDg2Zl4caNGzfw448/wsDAAMnJyejs7ERsbCw+/fRTymQoKSnBxIkTWSENHA4HR48eRWBgIA4dOgRTU1PU1dXB29sbenp6yMrKQn19PaSkpPj0TfLy8nD27Fm8fv0aVlZWePjwIezs7LBo0SIaJuDj48MyqIBhx+eiRYtYzIPy8nJMnjyZjsO4uDiYmZmNKM7c0dGB0tJSLFmyhM+hm5eXx3K48c6XCxcu0HUzKSkJBgYGLAaZoCxmxcXFePLkCfr7+7F3715kZGRAXl4eEhIS9DtBQUGsdOrA8LwUExODuro6IiIicO/ePUREREBbWxv379/Hs2fPsGvXLmzevJnvniUlJQgJCUFRURF0dHRQXFxMdV0YlmBQUBDfupuSkgJtbW2Eh4dDS0sLbW1tOHDgALS1tREfH4/c3FwsXryYb50H2GtabW0tTE1Noa2tDRsbG+pA5Ga9CSoHDGuErFu3jhWOEh4eLjB1OXf/pKSkQExMjKXDlZaWhm+//ZZvvnCzX0JCQjB58mT6riwuLoaKigocHR1RXV3NWtdOnjyJCRMmUOcvg8LCQri5uSEgIIBPjJzXGV1dXQ1xcXFISkpi0aJF9PpDQ0M0TftIWcy4GZSqqqr44osv6HcEvUffBcrLy7FixQp6uMQ4U3p6eqCtrc3KrseAqefZs2fh5eWF4OBg9PX1YceOHRAXF4efnx9mz56Nw4cP48iRI9S5paioiH/84x/YsWMHEhISUFNTg0uXLuH8+fPIz8+Hj48PLCwsfjdboIeHB+1z7vfkgwcP8OrVK9rXvMwuYNhZ/PPPP7NCwJjvjnaw5ubmRp3AIzl8mLLvgvG0YcMGbNiwAWfOnMGsWbOgr6+P0tJSvH79Gubm5gKzl169ehUKCgo0OQIwrCuloqKCgwcPYuvWrZg2bRoNkeLWzdLX18fx48ehoKCAzMxMZGdnQ1VVFQcOHEBeXh62bdsGWVnZEesrhBBCZ44QQgjxH4dLly7hxx9/FCgCef36db6TSIDfuCgpKcG+fftgbW2N06dPg8PhIDs7G+PHj6eZr3jLdHV1YfPmzXBwcGA5NKytrbFu3boR66uvr4/333+fbqrb2tqwePFiqKioQFlZmbWJZozT4uJiuLi4YNy4cXTD1tXVBRkZGSgrK8PExATS0tICw0yuXr2K77//HlOmTKGfRUdHY/369VBTU8OSJUuoU0VQloXr16/jypUr6Orqwt69ezF27FjEx8fjyJEjmDt3Ll8KX+5Nd1VVFSwtLREbGwsHBwdISEhgxowZyMrKEqhLweFw4OHhgU8++QQREREsQ8TLywsHDx4c0ejv7OyEtbU1vvzyS9ZJf0BAANavXw8jIyO+LB8tLS3YtWsX3WAXFBSwTmiB4RNtQXoC3CgsLKT6Perq6vD19YW1tTVUVVVRVVXFFzqUn5+PyZMn05CBhw8fQk9Pj4YTAMPOwv379/Pdq66uDjt27IC9vT3U1dVhZWWFEydO4J///Cd1GuTl5bGYAsBwv5SVlUFNTQ3fffcdNeTv3r0LUVFRWFlZQVVVlWXI8LKPmDTZdnZ2iImJoewIXV1dPr0kBg0NDZgxYwa+/vpr6uDMycmBoaEhdHV1sWLFCoFOFQbnzp2Djo4OGhsbsWzZMpiZmWFwcBD9/f2QkZFBREQEX5nS0lJMnTqV6tIAww4ETU1NmvWIW/ODGfd37tyh+kjM59ziwLdu3YK3tze0tLRYekB1dXUYN24cUlNTcfHiRTg4OGDfvn149uwZYmNjISkpCVtbW4iJiVEnG68hM2vWLHz88ceUNVZWVoaAgADo6upCVVWVholxl21tbYWKigq++OIL6ugpKyuDlpYWzMzMoKysjGXLllEHHDM3W1paqKE/NDREGVF9fX2QkJCgYRe8YUPcc5sJIQsODkZISAg9wT516hS0tLQEOsAZREdH4/vvv6fhqDk5OdiwYQMMDQ3R2dnJCrUEhh2c+fn50NbWxoQJExAdHQ1gOIvPrFmzEBQUBAsLC4iJidET/aGhIQQFBUFTU5M6zNTU1HDnzh10dnYiJiYGa9eupXUYCRs3bsRnn31GxX97enrg6OgIY2NjrFq1CoqKinSd4m4fHR0dvP/++4iPjwcw7PyKioqCq6sr9PX1WeFnzHNyh3oWFxcjPz8fSUlJcHFxoc4jPz8/PkYYN169ekUZfs7OzlBWVkZhYSEePXqEhQsXjqrfwayD8fHxMDExwc6dO+mcffz4MXXAcTgc1NbW4h//+AdLgFhJSQl6enrUydPS0oL169fzvSPOnj2LH374ATt27MDq1auho6ODa9euobGxER0dHfDx8YG3t/eIrDDudt6wYQPExMT4vsPLuON+txkZGWHTpk2UjaqmpoYVK1bAxMQEMjIyI4Zrvi0GBwdx9uxZSEpKwtDQkD7X0NAQjh49ymKEMfdknFPl5eWYPn069u7dCycnJ6xYsQI1NTV4+PAhkpKScO7cORpedPHiRQDDh1M//fQT1qxZg3PnzkFGRgarV6+GtLQ0uru78eDBA4Gi7byMtm3btvE5Y7KyskbVpBkaGqLXaWhogKioKJ9wOu/3ueHj48Onhefh4cF32MSNP8J4am9vx7Nnz9DS0oLHjx/T0DpdXV24uLggODgYK1asQFpa2qgHgBoaGvjuu+9Y6wcTkh0UFETZl7zPl5ycjA8++ICV3evs2bMICAiApqYmjIyMaFbHt9VrEuI/G0JnjhBCCPEfidLSUkyZMoW18VBXV6d6N8C/Nx2PHz+mm91jx47Rz6urq3Hq1CkYGxsjOjoar1+/ZoVwCUJLSwt27NgBJSUlSEtLw9jYGEuXLqX/FxSKExcXBx8fH0ycOJFlrBcVFfGJXHL/bm1tjWnTpmHz5s2s0/KEhAQUFRVRpgfv6eOLFy+wYsUKSEtLs0Kpnjx5gtraWoHaAgysra2hoKAACwsLTJo0CSUlJbh16xZMTExga2tLs7cIah9mk79x40ZoaWlRoyY0NJQvswhT59raWtoP/v7+2LZtGxX3ZJxqDLgNPQYnTpzApk2bYGRkhD179tDPeYWDmfreu3cPNjY2CAoKQk5ODoaGhrB69Wro6upSA3fVqlUswUfeazBGa11dHc6dOwdlZWUAwwaRIDYFg8TERMjIyND/29vbw8HBAcePH8fJkycxduzYEdNzNzQ0IDY2Flu2bIGPjw+eP3+OmJgYJCQksLQIBIXoaWhoYOHChfDw8KCbxubmZqSlpSEvL48ab7wbSUa/JS0tDba2tlSMuqWlBRcvXoSzszNLI4O5d39/P8zMzKCqqgptbW2qA9XT04NXr16xmF68m+enT5/CxMSEhg90dnZCT08PCxcuhIaGBp+hwf28qqqqEBcXh4uLC0tAubS0lLW55x67ZWVlLEcsd30aGhro/BSk98AdGnLx4kW4uLhg+/btePjwIZ4+fYqkpCSBLCLmHmFhYVBTU4OIiAhrrNfV1bHalVcoNCAgAIsWLYKqqirVeBgYGEBubi6ePHlCnRvcp+fNzc1YtGgRK50841z19PRESEgI3/NxY8eOHfD39wfwb0aciooKTE1NMXnyZNoWvIZ0V1cXrfutW7cwadIkypR7/PixwNACpmx3dzeUlZUxZcoUlgPv3r17OHToEM6cOUPX68HBQdTX12PMmDHU+Q0Mi0MzjsOWlhYkJCRg/fr1dB5wtzGD2NhYyhTk1hYpKipCe3s7Hb/cGfiAYeehj48PfvrpJ1ZoyEjp5LnHmrKyMmxsbKCvr89aP06fPg0RERE+jSembHx8PBYsWIBVq1ZhxYoVqKurQ2RkJLS1taGhocHSm+Ktw6tXr/DJJ59Qkejr16/DxcUF/v7+I4alFhcXY8aMGZSl1tjYCH9/f+jp6Y2qt9XX1wctLS1YWFhgaGgIBw4cwNy5cyEqKorIyEicP39+xNTRDLjXJycnJ8yaNYs1BwW1D/NdIyMj5OfnY8WKFVi9ejU4HA5u376NgoICvvfo20JQ+ezsbCpEzv3e5XXmMe+U9vZ2uLu7s1hru3btgpSUFM0a19vbi8DAQD7GaUZGBiZNmoTo6Gg0NDRg3759cHZ2pmuLoGQDKSkpGBwchLOzM44dO4bnz5/DwMCAOqBbWlogISFBhdwZMGOYm43M/fwaGhoYP348uru7WfdlvtPX14fs7Gzcvn0bAwMD0NHRgZaWFqqqqrB7926IiYmNqKX2RxhPHA4HK1asgISEBExMTHDgwAG8ePECt27douzFO3fuQElJiY81zNtm6enpSEpKwrJly1ji/4J0s7jfS9XV1fDz88OMGTNY4fhMtlReHSshhOCF0JkjhBBC/Meiq6sLixcvxrp166iBw4DbYTNlyhSasUlZWRni4uL09L6npwempqZYs2bNiGKWvBgcHERbWxvi4uJQUFDA2twD7JO2K1eu0GwKOTk5mDp1KuvEnbu+gk6FqqurERISAgcHB2RnZ6Ovrw+nTp3iM5qYe9+/fx83b95ES0sLXr9+DTU1NRgaGgIYzlzDG+7BjezsbIiKitK/U1JSMG7cOBQUFAhMscn9s7u7GxMmTICBgQHfNadMmcJyRjHt8/LlSyxcuJCeaGVnZ2PTpk3YvHkzVq1aJfB0j3nOwcFB6Orqoq6uDr29vUhNTYWhoSGCg4MRFxcHNze3ER1ypaWl8Pf3x8aNGyljyM7ODnPmzIGurq7AjFnMfYuLiyEvL09PWjMyMuDq6oqBgQG4ubmNyFZhkJubC1lZWbpZP3DgADZu3AgzMzMquD0SOjo6qP7Rtm3b+LJ7MOBNZdzY2Iiqqip4e3vDwMAA1dXVaGtrYzGeBLVVcXExNm3ahLa2NkhISFCx7qKiInR2dlIHx9DQEG2fjo4OlvaEt7c3Fi9ejIqKChw9epQ6aQDBOjmpqalQU1ODlpYWy7GVl5fHyjbCfU8ALO0sY2NjGnqTlZVFnYqCnrOxsRFz585lbeQZJ8eFCxdodpuRTmy5P79z5w48PDwQEBDAx+ziZvz09vaipKSE1j88PBw///wzcnNzcfr0aZYBzrsuJCcno7KyEhwOB1u3boW0tDSdW9u3bxfoKGBw/PhxLFq0CMnJyazPw8PD4eTkJLDM4OAgXr9+jXHjxmHRokW0z5kMMklJSVSLRtAYCg0Nhb+/P50vr169ws8//8xyuo9U9tmzZygvL0deXh7s7OxgZ2dHv3f9+nVWGzEoKSnBjBkzqFDxsmXLWIyEnp4ePvYHd/lDhw7RMIvk5GRIS0tj7969GBgYwMaNG1m6I9zr/OXLl+k6f/fuXYwbNw5bt27F6dOnYWxsPCrjw93dHX5+fnj58iWmTJlCDeeysjIEBgZShyCvsVdbW4sFCxZQh8bmzZshLi6Oqqoq9Pf3s8JkeMcFc61nz55hzpw5VKOrqKgItra2LKcfLzo7OyEtLU2d2AMDA9i1axfk5eVRVlYmUCsJGHZSmpubY2BgAAcPHsTcuXNRWFgIdXV1ltYSbznu37mdnPv378enn346Koty3759WL9+PUvY1tTUlCV8zHuvtwF3/5qbm2PLli1Ub660tBR+fn6wsbFh6dowuH37Nl2LKysrsWbNGqipqaG4uJheNz4+HsrKyujp6QGHw6FOFMY5zNS/oqICs2fPZmX3HMlJMDg4CH9/f0ybNg0LFiygzhNGy2jevHmQk5MbUfy6pKQE8vLyaG5u5htXAFhrPS9UVFTg4eGBpUuXwtbWFv39/bCysoKWlhY0NTVZTlreOv8RxtO6deuwZcsWtLe3IywsDJqamqirq8PDhw+hpqaG7u5uuLu7j3p4k5eXh507d9K+KyoqgrKyMoyMjGBgYDAqy/TOnTs0tI3D4UBeXh6KioqoqanB6tWr+UK6hBBCEITOHCGEEOI/Htra2njvvfcEnrDJycnRGGdg+IUaFBSE6dOn003yhg0bBOoK/BEICldSVVXFokWLsHDhQpodor6+HnPmzOHLCMF9jb1790JXV5eyGrq6uhAZGQkzMzP8/PPPfMwPplx9fT2mTZvG0leor6+HjY0NZs6cCUVFxRHv+eDBA7x8+RIWFhbo6Oigm+bIyEiBqaO5N9XcTIu1a9di3rx5NHxIS0uLiilytw2Hw4GYmBg9wa6vr0dpaSkaGhpw5swZeHh40OsK2mhra2uzBDa7u7uRk5MDR0dHzJ49m4+Zw7spbG1tRWRkJBwcHGimkNLSUpauDW+Zrq4uLFq0iMWuevbsGZSUlGBgYIA5c+aMmNa7paWFMiaeP38OLS0tmJub82kQCLo3tyNgaGgI6enp8PPzg5WV1agsKy8vL8jIyLAYWxEREVi+fDnGjRtHKfq8dWXQ3d0NY2NjfP/991T4u6SkBHPnzmVpL3DXbcmSJZg/fz7U1dXx6tUrcDgcREdHQ0REBJKSknyaCNwO0JqaGnR3d6OyshKbNm1CUFCQQKo9d3sAgIGBAWRkZODm5obu7m50dHTAzc0Ns2bNwqxZs/j0XXhx5swZmJiY8K0BcnJy2Lt376hleVFWVoaNGzfyzVHu+q5cuRLz5s2DiooKdWQmJiZCREQES5Ys4WNyMNixYwfmz59PM9gMDQ3h5MmTmD17NmbOnMkal4LWIyZsUlVVFf7+/qiqqkJCQgJ++eUXPlYEU565V19fHzQ0NKCiosKXUnuk5xwYGEBSUhI2bdoEX19fVljWtGnT6Mm0oPtGR0dj7ty51MAsLi6Gp6cnNDQ0sGDBAj5RVG50dnZCRkYGH330ERVHZQSFR8P+/fsxZ84c1np2//59yMvLY9q0aayw3t9b52tra7Fy5UqsWrWKb/w1NDQgJSWFPtvBgwdx9epVrF27lhqGT548waVLl/i0RnjZgbq6uixWV3BwMCtsl7ssg7q6Ohw/fpy11snJyUFFRUWgs2sk6OnpYd68eZQ1xAjWj4Te3l64ublh2bJlmDJlCjXYBY0nZl3o6upCY2Mjy3HN3fa/d8+9e/di9uzZiIqKom1WWlrKJzD/rmBubg47OztkZmbi22+/xapVq9DR0YHXr18jKChIoJB1UVERBgcHkZCQgLKyMjQ3N8POzg5ubm7Iz8+n7xTGyczhcPgc28C/26y3txdKSkqQl5cXmO2K+7stLS1Ys2YNpKWl+VhOjx8/ZjG0uMdRd3c39PX16TuE+3012rsMAM2Q1t/fD2lpab4wal5289synpgsW9zhx4qKijQMX1dXF+rq6pCRkeET4ufWvJkxYwZsbGwwceJEREdHY2BgAO3t7fD09ISTkxNf3ZhrxMbGYtq0aRAREYG/vz/tMwsLCyxdunRUJ5AQQnBD6MwRQggh/ivAnIpyv/jDwsIwa9Ys+reMjAxlThw9epQandxOjj97QseUj4iIoGmCL126BCMjI0RERNATNd5wGu4sR2JiYsjKysLWrVvx66+/0tCmx48f86Xf5YaJiQk9YcrKysKmTZuoTkpmZiY9VebdLFVWVlIqtZqaGjw9PekGm/uaDJqbm+Hr64uenh7k5OQgKCiIxbxxdHTEpEmTcP/+/REzaNTX12PdunV49OgR/P39oaGhgY8++ojPSBO0kXv48CEUFRXx8uVLZGZmUscIs2ljxoKgkDdPT08cPnyYhk+cPHkS9vb22Lt37+9mMykqKqKpcQcHB2kbdXZ2oqWlhU8Am7lvSkoKVq1ahcWLF9Nwls7OTjg6OmLu3Lks3RxutLe3U0YZb51ycnJYmdV4cfPmcFp5xgA4cuQIbty4gSdPnuDevXt8jhzu6z948ADZ2dloamrCmTNnYGlpicjISOTn50NSUpIKafPC09OTnuJaWVlBU1OTjouamhqaZYQ3LBAYdnDY2Njgxx9/xNWrV1FUVISAgAA4OzvzCaNyIzIyEqampnj+/DmUlZVhZWVFnQQ5OTl0no3GjOjv78eBAwdgbGwMDQ0NHDhwACoqKgIdrm+C+vr6EUMEtm/fTin6oaGhMDY2pnO0vb2dL0SKQUlJCaZPn07H9pEjR3DkyBFUVVXh2bNnSEtLY31fkLEHDDsS0tPToaCgABUVFaxZs4aPhcF8/8aNG1i5ciVcXV2p3ouhoSEkJCR+N7tSTk4OZTqWlZXBz88PpqamOHjwIJYvX05PuQX1S0FBAaZMmULD8+7evYuysjKUl5fj3LlzCA8PH/XeDMzNzbFgwQLaZqOt7dXV1RAREcHDhw/R19eHXbt2wdfXFxkZGRgcHGQZhNzXGWmdZ5ww3AwKBkz2w9OnT6O9vR03b97El19+SbMzAcPvKl5NOO5ryMrK4vjx43B0dMTevXupA+rMmTMwNDTke1bu8XT9+nWYm5tj79691MH28uVLTJgwgZUN602wZcsWfPzxxyOGh/Kiu7sbS5YsESj+zoC77urq6rCwsMCGDRtY7B3ucEXe5wOGGSrBwcHo7e3F1atXsXjxYoSFheHKlSswNTWFhYXFH3rON0FJSQllpq5evRpRUVHYsGEDFixYgMePH/ONde76t7S0wMfHB/b29sjOzkZvby8CAgJgbm6Oq1ev8jn3FRUVoaWlRT8T5PjQ1dWlzkVuMN958eIFDh8+jI6ODpw4cQKLFy+mBzfBwcGj6uTcvHkT48aNYzkz3kRv6MWLF8jNzcXFixexbt06GhJZVVWFkJAQtLW1se71ZxhPwLBD5eeff8bp06fR0NCAOXPmUCYhMLweMu9IQU4o7vDtvLw8KCoqwsfHh+5rBDGSgOF3qK6uLtra2lBTUwM7Ozu4uLjQezPvQu5rCCHESBA6c4QQQoj/Cgh6ITY1NUFXVxe2trbQ0dGhhjiDFy9e4NmzZ6zQnbdFbW0tPYFtbGyEhIQES6QxLy8PJiYmcHR0HNHB0dLSAkdHR5ZQa2JiIn799VeW9g3Av5kFhh0TVlZWkJSUhIODA/T19eHg4MByMvBuuPr6+qCnp0czuzQ2NkJJSQlaWlrQ1taGnJwcX5kVK1ZQ4y49PR2urq4IDg5GRkYGgGHWy7Jly1iinYL6x9fXF5KSkggICEBjYyPy8vJgbGw8oiHMoLOzE+bm5liyZAmMjIxw+PBhuLm5UUfCSJtKIyMjWFlZYf/+/ZgxYwYNZ7ly5QpsbW1ZBrCgOj958gQzZsxgbRzz8vLg5eU14obs6dOnWLBgAZ4/fw4/Pz/8/e9/h5mZGR0DoznnMjMzMWnSJL7sQgwEZRRhUFZWBicnJ9ja2sLKygrS0tJQVVWloVK8z8hcIzU1FSIiIpCRkYGTkxNCQkJw5MgRuLm5wcLCgo/lxiA3NxeTJk1iZevZtm0bFi9eTLUeeMswCA8PpzoHY8eOpY62hoYGbNu2bURmzYMHDzBz5kwaRjMwMAAbGxuoqan97ok9LzgcDh4/foytW7fC19f3rdPEjrYxf/LkCX766SdWKMDJkyeho6ODHTt28OnycF+rq6sLjo6O0NHRgYmJCVatWgUzMzO+UAZmXeA19gStbe3t7SOybF6+fIk5c+YgKysLLi4uNKQGAM26NRL27t2LqVOnQlVVFUuXLkVbWxva29tx5MgRrF27lqbqHgkPHjyAs7Mzdu/eDQ8PD0yfPh0qKip8ffomxmNQUBA+/PBDgXOIt6+8vb2pg8vCwgKOjo4C110GTU1NWLRoEcTFxelnzDrv7OzMYvjwYufOnTAzM8OePXvQ3NyMc+fOQVFREfb29li3bh3fu4obgYGBNEyoqKgIq1evhq2tLWxsbDBnzhy+Oc5d58DAQPT19eHy5cvYuHEjwsLCUFhYiIyMDGzZsoVlZL4pLl26RAW33wQFBQUwNzfn0wHihYWFBbZu3Yr8/HyMHTuWssdGe08zfXrz5k04OTnB29sbDQ0N9ABgyZIlrLn9ZwWPecdQU1MTLly4QMVuMzMzsXDhQoGaVExZJuPU48ePsX//ftjY2FBne0REhMCQt6GhIWhoaEBWVpYVagS8Wfv09PRgzpw5rPDS/Px8yMnJwdTUFNOnT2e9hwWtaykpKdDS0mLp+whqT+7QSGVlZVy4cAHjx4+HgoIC/c6aNWsEhp8z+KOMJ1721rhx4/Dxxx/Tg4Hf22MAw4dnSkpKEBUVpSy2uro6rF69GhYWFiO2M4fDwebNm/Hxxx/TMdvS0gIvLy+sW7eOxYASOnKEeBMInTlCCCHEfyW4X7Q+Pj6YOXMmNcJ/7zTwbXDx4kWkpqbSE9mamhooKSlBQ0ODZsF59uwZDekRdN+qqip4enpi5cqVSEhIoCdGRUVFkJeXFyg2Cwwb7pWVlcjNzcXZs2dptoWOjg7Mnz8f9+7dG/Ger169gqWlJYsBBAxrwTx8+JAva4uuri5Ly+bSpUu4ffs2/Pz84OXlhdjYWPj4+LAoxNwx/TExMXB1dYWGhgaePXtGn7G1tRUKCgoCT92Zez969AgJCQm4f/8+0tPTWVoJ5ubmI4p9AsObe0YLZ/ny5diyZQu0tbVhbm6O9vZ2gSlRmfsWFhbi6dOn6OjowMWLFzFr1iwcPXoUZWVlkJKS4jP8eTVgjh07hry8PIiKiqKqqgoSEhIQFRXlCzMRNAZ37NjBl3lMELiFJRlmSEhICLy9vemG0sHBgYrYCkJ1dTWUlJRoHH9CQgL8/PxoKBCvKC83WlpasGfPHixevBgHDx6kn8fExPxu9qADBw7g7NmzWLt2LWWB5eXl8bFNePHixQu4urpCXFwcKSkp9HMPD48R2UP/2+Dts7S0NMyaNYtluKSlpbFShgP/7s+BgQFUVlaitbUVsbGxCA0NpYyXbdu2UT0sXoxm7I2mq8OgqKgIhw4dQmlpKebOnUtZMowxJIhdBQw7rFRVVSnLzdXVFZMnT6YpewW1Dfda3dPTg7a2Njg7O2PdunXUsbdp0yY6dv/oWp2UlMTnbOB24DN6TJcuXcLZs2fp6XlMTAyUlJT4WBHcqKmpwapVq353necu29jYiKVLl9KQ1O3bt6OwsBBVVVWIjIxklRUU6qmtrY1vvvmG6sAwQuxnzpyhjhxBRrWNjQ0rZX1+fj4CAwOho6OD8ePH03n+P42hoSHY2trypclubGykRvbg4CC2bNmCR48eQVtbm7KUiouL+UJoucHrYA4ODoaDgwOePn2KlpYW6Orqws7ODvX19X/6nc/NcMnIyKAOw/v378PGxgZlZWVwcHCgYsKCkJWVhQkTJlADv7GxESdOnICjo6PArH28GlrOzs6YOXMmy1k5kv4eN/z9/SnDpaCgAN7e3rh06RK6u7tx9+7dEbMrnThxAj4+Pti3bx9KSkqQmZkJR0dH2NraUlahILS2tkJdXZ0yTa9fv45ffvkFdnZ2UFVVZenU8db9jzKeGHBn2WpqaoK4uDjLSTqSthM36uvr4ezsDENDQ5YThveAQVAdmHcTt77X/v37BWb1FEKI0SB05gghhBD/teDeiOzcuRMKCgq4ePHiO0s/youBgQHMmDGDhlH09/fD1dUV8vLyfKfKvLofbW1t6OrqAofDQVRUFJydnREXF0dDBBjwGmL79++HrKws5s+fD19fX5w8eRIcDgetra1YunQp69SMuzwwfDI/MDCArq4uREdHY926dSyxWO66AsOn9WvXrqU0Y0dHR3r6//r1axw6dAgODg6Ql5fnoyEDw6eUs2bNQmZmJrZs2YI5c+bQFO+WlpYsDRxBRuK4cePg4OAAcXFxhIaG4uHDh+js7ISHh4fAUDlugdK+vj40NjYiOjqapiLfuXMnFixYwKeV0tfXR7Vazp07h4kTJ8LS0hJSUlI4f/48ioqKICMjAxsbG76MItztyzjROBwO/Pz8aNaYU6dOQUZGhq9vGWRlZaGiogItLS0oLy/H3LlzRxXn5n5eFRUVKCgowNjYGJcuXaLsgGPHjkFERESg04rBwYMH8Y9//IMVghUSEgJ9fX2+/mCes6KiAvfv36eGWUpKCtavX8837gSVZXD9+nUsXryY5ZjgTc0N/Hs+t7W1sejxR44cgZaW1qg6Kn8FuEVm09PTaShKeXk51NXVYWJiwseM4TXEtLS0oKCgAB0dHezatYvqQ1y6dAnTp0+nf3OLSb+JsccL3j6prKzErFmz8MMPP1ANnxs3brCcQ7zo6emBl5cXREVFWWyC/fv3Y8yYMVSrgvd5ueuqpaWFzZs348aNG3Ss3r17FzNmzGBlJHtXUFFRoencg4OD6bxPS0vDpEmTqNHG4XBofz59+hRnzpyh2mTd3d1wc3ODnJycwHWeFy4uLnQtuHXrFhwdHWFjY8OXvY93rWfGyuDgILy8vCAlJcXKljYaiouLsXTpUj6HXmtrK9rb21mhJ/+b4G4fExMTWFpaUqfAoUOH8NVXX7EMcAkJCYEabgxMTU1Z4r8lJSUwMzPDmjVrkJGRgb6+Pmhqar5xqN5IYNqvubkZkyZNwoYNGzBp0iRERETg/v37sLe3h4mJCSQlJQU+KzD8Xlq3bh1dtxhneUtLC+Lj41nZGQG2A/L+/fv070OHDmHcuHH0XSoI3OsDAERFRWHOnDkwNjamaduXLVvGSinP+x49c+YMpk6dilOnTkFDQwMBAQHIzc1FRUUFbGxs+O5/4cIFXLp0Cfn5+Th37hxdx5j14/nz50hISMCNGzf42NFvy3h62yxb3Dhw4ABCQ0Ph7OwMYNiBun37dmhqagpk0nKvnZcuXUJsbCz9LC4uTuCBz//UHlSI/0wInTlCCCHEfw3q6+tZ2gYA+0XOpIbeuXPn/9jL9MmTJ1i4cCFMTU3pZ0FBQQIzJDFwdHSEiYkJjIyMqGPh/PnzsLKywp49e2gGC15UV1dj7ty5aGpqwuvXr3HixAm4urqitLQUGRkZrJAX3vIMM0VMTAxnzpxBTk4OEhISoKWlxSrHi9zcXISFhUFeXh4zZsxg/Y9p05Fi0MPDw+kGCQAuX76McePG4dmzZyOmaGfg4+ND6/XkyRN4eHjAwcGBZrfgFRJmfmZnZ0NbW5vWKTExkYaIOTg4CDQMMjIy8Omnn2L79u3YtGkTZXTl5eVBXFwc165d+92QPHNzc9ja2lJGQHJyMhQVFbFr1y7IyMiMaPRduXIFc+fOhYuLC5YsWYIbN25g06ZNsLe3HzWrEjCc6pwJbYuIiICzszNu3bqF2tpaWFtb0xNtpu43b95EYmIiQkND8fr1azx79gyhoaFQUlKiTr3MzEysXLmSRUtn+ufJkyeYOnUqwsPD8cMPP1ADPi8vD9ra2gLFg5l7V1ZW4tChQ9i+fTs9/bSwsICXlxf09PRYYT3cjs/u7m6Ii4tTgWPGwE9JSYGysjK9519NX2fu39TUhOnTpyM0NBRffPEF1exiWAJMeJmg+m7bto2uG2fPnsXWrVtx8OBB1NbWIjAwkIY18oZXvI2xx+DGjRu4d+8eamtrkZWVhbFjx+Lw4cNITU3FvHnzqKNvJK2IJ0+ewMfHBx4eHrhy5QqtW05ODp2jguDr6wsVFRWUl5fD0dER7u7uuHfvHl69egVdXV3K0HmX63ZsbCzNepadnY29e/fSkM8jR46w2pdbEHr27NmIiYnBv/71L5iamlLjlLu/uMHbt0FBQawwtQcPHmD8+PHw9PQcUXeroKAAtra2MDU1RWJiIiorK3Hq1ClISkqOqp3FoK6uDsuXL2eFfg0MDFDj9K+eL48fP0Z3dzcsLS2hq6uLJ0+eoL29Hb6+vjAyMsLu3buxbt06VmpngF3vgYEBvHjxAgsXLmQ5gBITE2FgYIDi4uJ3Xm9fX1/quC4rK8P69espg6y3t3fEdyGDzZs3UwFgJszyzp07qK+vZznzeHWE9PX1oaqqSh2Kd+7cwffff88Kg+UGU55hKLW2tiImJgZhYWFUJHnZsmUCGXTAsKPJycmJjhcmbEhLSwscDocvs2JUVBTmz5+P5cuXw8bGBkePHsXVq1fh4OCAgIAAgSLvvOvYH2U8vYssW5cuXcL8+fNRWVmJH374AZKSkpRxt2/fPoHpyxkwoe26urqsA5gbN25ATEzsd4X4hRBiJAidOUIIIcR/DU6dOoW5c+ciISGB9fLmNgDu3r3LCgN5l+AOjVBWVoaSkhLdPHNnouDGzp07sWrVKrx+/RpSUlKQlJSEq6srhoaGcOPGDdy5c4fvPsw1qqqqICUlRUMaurq6aHpubvAaQOnp6Zg1axa6u7tx8uRJuLm5Yd++fRgcHERKSorAEAHu9iwvL0doaCjMzMxYFGLeUzXe+965cwdmZmaora2lp5C2trYCxUV52ykiIgKampq0PTs7OyElJcUKVeK9X0NDA0RFRREXF0c/y8vLg6ysLHR1dVlp2HnrXFhYiAULFkBERIRlBJw9e5YvVSsvLl26hCVLlrA+e/36NeLi4mBsbMzKOsR970ePHkFDQwMVFRUYGBjArVu3YGZmBh0dHfzzn//kc1Ryl+/t7YW5uTlOnDhBP9+zZw8kJCQwODjIJ36dlpaG6dOnw8PDA2vWrIGEhARiYmJQUlKC+Ph4zJkzB0pKSlBRUaFjkNdwkpSUxKVLl1BYWIjx48fjyy+/pNT9ly9fjpjZq6enByIiIti8eTNWrFgBW1tbFBQUIDU1FUeOHMGBAwdoWV4jSFlZGbt27UJ1dTW+/PJLfP755zSMKy8vb1Sq/1+B1atXIyYmBg0NDRg3bhzmzJkDU1NT9PT0YGBgQKDWCOO8Cg4OZjGcUlNTsXDhQjQ2NlKWhqD58jbGHjA8XqZOnQonJycsXLgQR44cQWVlJVRVVeHl5cUX7sc93w4cOICkpCSatj4sLAybNm3CyZMnWRphvP3J4XDQ3d0Nc3NzXLlyBcDw2PLz88Py5csxNDQkMOvVnwFT/7i4OJbg75MnTyAqKsqX2Ysb+vr62LlzJ1paWjB79mwoKipi4cKFlFUz0joPDKegfvLkCerq6mBra4vIyEhqwCsrK/OFwzJoaWnBhAkTEBcXh6CgIAQEBCAkJARdXV24cOGCwMxM3Cw2Zoz5+flBWlqaGtI2NjaUpfhX4urVqzA0NKQCx/7+/lBSUkJubi6ePXuG1NRUuLq6jqp1s2fPHuqkHxwchLq6OmRlZZGamopFixbRNUJQiPXbIiUlBXJyctDR0aHOjM7OTkhKSgoUCBfkiLx48SJ+/fVXmo4+KysLv/7664hZCn19fWFjYwMA+Ne//gVNTU1s374dQ0NDeP78ucB3BDMWkpOTISYmBmNjY8jKylJnZV9fH1atWgUHBwdWuYCAABbDLjIyElpaWjTkEgBWrVrFNz/T0tIwceJEAMPzwN/fHzo6OhgaGkJmZiY2b94MJycngeP9zzKe/kyWra6uLigrK+PBgweIiYmBpqYm7O3t8e233/IxY3nnd2JiIuTk5AAMM8yWLFmCqVOn0vfxaPpZQgjxexA6c4QQQoj/KqSkpGDp0qXYuXMnKzaZN6yJ+exdg3uDsGHDBiokKOhevb29iI6ORlNTE/z9/WFkZISqqiosWLAAq1ev5outFnS6t2XLFjg7O1PWRUxMDBwdHQXej/ns9OnTWL9+Pf08Ly8PkyZNYmnQMN/nNsi5719TU4OYmBg4ODjgwIEDfJtk7rYuKCjA7du30dnZCQMDA3h6euL8+fM4c+YMJk6cyHdKx113RpDz6dOn8PPzw/Hjx1FVVYXe3l6IiIiMmlXn+vXrsLa2BjB8ssjUv6GhAdXV1dTIEdSuLS0tdHO3evVqajwfPnwYCgoKfI4Kbly8eJFmQuJOecq9CeZFT08PnJyc+Ayzvr4+cDgc7N27F0uWLGGd3PP2cUJCAiwtLVn9yDgKudHY2IhZs2axNv6nTp2ClpYWoqOjAQwzhPT09ChzhBdDQ0NISUlBQ0MD5s6di/r6ejx8+BBjxoxhZTgRpN+wc+dO1gl7WFgYJCUlqU4D9z240dnZid27d6OrqwtSUlLIzs5GUlISxowZw9KX+KtZBty4cuUKWlpasHjxYuTn56OnpwefffYZzM3N+cYQ7/Pev38fa9asYVH7FRUV+VIIc+NtjD1geI5u3LiR6rCUl5dDRkaGlUGIAW/72tnZQUdHByEhIVi4cCF1IB08eBBWVlYChW55r3HgwAEYGRmxQo1UVVXfqXOOaV+m3dva2mBmZoadO3dS5tnq1atx+fLlEa9RUlKC9vZ2qKioUOfT7NmzsXTp0hGF7YeGhtDa2or169dj06ZNyMnJwcWLF+Hh4YGZM2dCWlqaCtALQm5uLnR1denfd+/exYoVK6gDgFcInfnZ1NQESUlJeHl5QVpaGvX19QgJCcHEiRNhZmZGjc+/Gow4tp2dHRUzP3r0KGRlZSkjixu86/WVK1cwffp0Os6YNTc6Oho+Pj6jhnz+GXR1deHEiRMwNzfH0aNH6Xts5syZIzJcgOFMUZs3b8aOHTvQ2dmJGzduYPr06TA3N4eYmBh9ZmbtZOZKd3c3oqKi0N7eDh0dHWzZsgXp6en48ccf4erqOmIacuDfDMHbt2+jra0NKSkpWLBgARISElBSUsJy5DDjh2HSBQQEoL+/H62trXBzc0NkZCSuXbuGlJQUzJw5k+++0dHReO+992jIYk9PD5YtW0b7p7CwEAEBAXz7DW68LePp5s23y7LFoKGhAa9evYKEhAR9rrlz52LZsmWjlmtubsbTp08RExNDHaTe3t749NNPR31OIYR4E7xPhBBCCCH+w8HhcMjf/vY3QgghK1asIGPHjiUbN24kr169Ihs3biRff/01GTNmDBkzZgyrHO/f7wLvvfceGRoaIu+99x6JiooipaWl5NNPPxX43Y8++oisW7eOACClpaVk27Zt5LfffiPi4uJk7Nix5JNPPqHfBUDee+89Qggh3t7epLe3l8yYMYOMGzeOfP/998TKyorMmTOHJCUlkYSEBNazMfVhPpOSkiIXL14kiYmJRFFRkSxYsIAoKiqSuro6Vv3GjBlDdu7cSb799luir6/PerZ//etfZM2aNeTzzz8naWlpZOzYsUROTo6WZfrD3NycvHr1ilRXV5NVq1YRS0tLkp6eTm7fvk2qq6vJ/v37ybhx41h9yNRz9+7dJC0tjXz22WdEUVGRfPjhh+Tly5dES0uLfPHFF0RPT49MmDCB1Ubcz/3JJ5+Q7OxsUldXR77//ntCCCE3b94kJSUlxMbGhq9dGZw7d46kp6cTExMTcvHiRWJmZkYWLFhA5OXlSVdXF/H19SUffPAB/T533QkhZNq0aeT06dOkvLycjBs3jhBCiIuLC/n111+Jvb29wPpWV1eTzz77jNy8eZOcPXuWaGpqEkIIef/998mYMWOIpaUluXDhAmlubiaff/45vWd+fj5JT08nkydPJp9++in59ddfSUJCAjl+/DhpbGwkX331FX12Bi0tLeSnn34ic+fOJX19feSjjz4i2tra5McffyT6+vpk/PjxRF5ennz55Zfk4MGDxMbGhkRERLCe+W9/+xtZsWIFKSoqIuPHjyfffvst6evrI9bW1kRVVZU1hgDQdqqrqyOZmZmkqqqKZGZmEklJSeLs7EyePn1K8vPzycqVK/nGEIO///3vZMOGDaSwsJB89dVXRFxcnHR0dJB169aRb775hnXPvxpM38rLy5Oamhry+eefk2+++YZ8/PHHRE1NjairqwscQ6WlpeT48eNkwoQJ5IcffiBr164lmZmZJDY2lnz11VfkvffeI3PnzmXdh5DhZ+7p6SE//PADcXZ2Jrq6usTGxoZISkoSHR0dUltbS3x8fMivv/7KV9ehoSHi5uZGysrKiJ6eHiGEkEmTJhEbGxvy4MEDoqioyPp+f38/+eijjwghhKSmppInT56Q5ORkoqysTMTFxcnhw4dJTU0NcXR0JAoKCuTHH3/ku997771HXr9+TbKyssikSZPItGnTSFNTE4mPjydff/01efnyJens7GT1658B076PHz8mW7duJb/88gsZP348WbJkCXnx4gWRkpIis2fPJt3d3URBQWHE60yfPp309/eTzz//nLS3txNCCBEVFSVqamrkH//4B+u7g4OD5P333yeDg4Pkn//8J4mIiCBhYWHk3LlzRFFRkfj4+BAtLS3C4XBon3L3J4Off/6ZPHr0iBw9epQYGBiQhQsXEgkJCXLv3j0iLS1N1y9mvjA/9fX1iampKZk6dSo5efIk6e/vJ66urkRTU5N89tln5OOPP34nbfu2YObIP/7xD5KTk0NevHhBcnJySHV1NbG2tia//fYb2bhxI3nx4gVdrwkhrPWaw+GQpKQkYmhoSD788EOybds2cu3aNfKvf/2L7N+/n/WMvOv0n637p59+StatW0c+/PBDcuPGDbJ7924yadIkoqOjQ2bPns33PiKEkF27dpH09HRiZ2dHfHx8yN27d4mHhwe5e/cuaW9vJ93d3WTy5MmEkOExUFhYSH777Tdy69Yt0tTURExNTUlbWxsZHBwkHh4ehBBCFixYQBYsWEA+++wz1r0uXrxI3nvvPfLjjz+SsWPHEllZWSIpKUnX7ufPn5MXL16QNWvWkIiICELIv+cmIYR8/PHH5MGDByQ9PZ1cvXqVnD17lujp6ZG0tDQSFBREvv76a3Lo0CHy2WefsdrW3Nyc/Pjjj0RDQ4N4e3uT0tJSMnPmTLoOzJkzh/z666/kq6++Eti2qampJDMzk3z33XekpaWFTJkyhezbt48sX76c6Orqst75vP25ZMkSsmfPHnLkyBGyZcsW4unpSf72t7+9cd9/8803dG+Vnp5OxowZQ2RkZIiXlxftd94+5XA45MsvvyRffvklSUtLI19//TUhhJCvv/6aODo6EjExsd+9rxBCjIYxYN4MQgghhBD/geB+ScfExJBJkyaR6dOnkw8//JA4ODgQQghxc3MjEydOfGf3FPRC5wWzKWK+O1qZ/v5+Ym1tTebOnUtev35N7t+/TxITEwVuQiIiIkhGRgZRUFAg7e3t5MWLF0RJSYn861//Ik+ePCFTpkwhs2bNouW4yx88eJB88MEHZPbs2SQjI4N0d3eTx48fk1mzZpHdu3eT3NxclvHU1tZGTp06RSoqKsjEiROJoaEh+fjjjwmHw6HOsb6+PlJSUkLmzZvH91zp6ekkPDycXLp0iRAy7ISqqqoi+/btI5999hnp7+8nH374IattmN/v3r1LvLy8yOHDh8mNGzdIe3s7ee+994i2tjbp6OggfX19ZNq0aQL7o6amhm4cg4ODSUJCAgkJCSHff/89MTAwII6OjmTdunUj9l15eTlJSEggjY2NRF5enigoKJCdO3cST09PcuvWLdazMv3c3d1Nbt26Rbq6uoiamho5ePAguXLlChk3bhzp7u4meXl5JDMzkxrw3HXmcDhkYGCAfPTRR+Tw4cPkwYMHZO7cuURPT49urAsLC8mePXvIwYMHaZ++fPmSKCkpEWVlZfL06VMyZ84c8vnnn5NZs2aRO3fukK+//pqYmZnRezDjoK2tjRgbG5Pw8HAyduxYMjAwQMaMGUPef/994uvrS3755RdiampKAJCysjICgEyfPl1gWzU1NZGAgADywQcfkNTUVOLh4UF0dXXp87148YLs3r2bcDgc0tXVRVxdXcnHH39MIiMjyT//+U8yadIkoqysTCQkJIifnx9RUVEZsV8YNDc3Ew8PDzJ27Fhy7do1oqKiQmxtbX+33F+J4OBgUlhYSJ48eULWrl1LNm7cSP/H9E1HRwdZtWoVkZGRIYODg2TMmDHkww8/JPr6+iQlJYV8++23RFtbm1WG19gzNDQkbW1txMrKipw+fZoQQoiKigrR1dUlWlpa9J7Jycnk+fPn5LvvviOTJ08mM2fOJBYWFuTZs2fk1KlT5OuvvyahoaHkzp07JDExkTW/XF1dydixY4m1tTVpaGggAwMD5MKFC+T69eskPj6eeHt7k9OnT5Pg4GCirq7Oagem3r29vWTx4sVk3LhxpLOzkyxevJh8+OGH5KeffiJpaWnk22+/JT4+PuSTTz7500Y4MxZ7e3uJlpYWWbx4Mfnb3/5G+vr6SH19PbGxsSHl5eXkgw8+IEuWLGE5rUfCqVOnSEJCAnn06BFRVVUl/v7+rHsxaGlpITo6OmTTpk1kyZIlhBBCtmzZQhITE4mjoyNRVVWlTnve57x16xb5+9//Tr777jtSUlJCcnNzSW9vLzE0NCSqqqokLCyM5fzkvfeOHTuIuro60dLSIi4uLkRdXZ2kpKSQ3377jcyYMeOt2/NdgLuu4eHh5Pr16yQlJYWcOnWKPH78mAwODhJnZ2fS2NhImpubRzWIMzMzia2tLRkzZgwxNDQk8+bNI/Hx8cTBwYH89ttv/yvPkJubS06ePEn++c9/ElVVVSIiIsL3vfr6erJlyxYSFBREIiMjSWFhIZGVlSWJiYlEW1ubGBkZsfYLAwMDJC4ujqSlpZGCggKyY8cOoqSkRAAQZWVl0tXVRSZPnkza29vJyZMnWXXbt28fOXjwIPnmm2/IL7/8QqSkpMjJkyfJuHHjSFRUFCGEkEOHDpEbN26Qo0ePsg57GBw6dIgUFRWRyMhI4u/vT86cOUOOHj1KFixYQHp7e0lvby/54osvRpyfjx49ImvWrCGNjY2kqamJEEJIT08P65BKELq7u8mFCxdIeno6kZSUJNLS0mTcuHFk1qxZJC4ujsyePZuvzMmTJ0lZWRn58ccfibS0NGltbSXx8fFkcHCQ+Pj4vLFTGADp7+8nBw4cIGVlZSQtLY0cPHiQLFmy5I32fSUlJSQkJITU1dWR9vZ2cuPGDfLxxx//7noihBCjQejMEUIIIf4roKenRz788EMyODhIhoaGiLGxMVm2bBlxd3cnRUVF5MyZM+Tvf//7O7vf8+fPSW9vL5kyZYpAx8kfNUBu375NLl68SNra2oi7uzsZP3483zXS0tKIm5sbuXbtGvnmm2/I8+fPSXx8POFwOMTV1ZXvmtybD2NjY9Ld3U2GhobIjBkzyKeffkrmzJlDysrKSGdnJ1mzZg2ZPn0636ajo6OD3Lhxg2RkZJCvv/6aGBsbU6YHb/2478cwAQoKCkhMTAzdgBkbGxMxMTGyYcOGETdH7e3txMjIiHz00UfkxIkThBBCMjIyiK+vLwkNDSXz58/nuyfz89ixY+TMmTNk6tSpZPr06URNTY1cv36dhISEkBkzZpDp06cTFxcXgX2QlpZGpk2bRn777TfS3NxMzpw5Q/Lz84mCggLR0tIiFRUVZNKkSQLLKikpETExMVJSUkIGBgbIoUOHyOvXr8mDBw9Ia2srUVVVJT/88ANfOR8fH9Lc3ExevHhB7OzsiJycHLlw4QI9XXZ1dSUffPABGRoaImPGjKHtzYxxERER4uTkRKqrq0lqaiopKSkhYWFhfKfXvGPR1taWXL9+nVy7do38+OOPtN8dHBzI559/TgICAgQ+pyBkZWWR5uZmUlNTQ8zNzenn/f39ZP78+URbW5v89NNP5MWLF2TXrl3kwIEDZNmyZWT37t0kISGBTJgwgcydO5e4ubm98T0vXLhAXr16RSorK8n27dsJIW/mZP2r8OLFC1JTU0PKysqIoaEhIYS/voaGhuSHH34gW7duJW1tbeTBgwfk1KlTxN3dnfzyyy/0e0x/9vf3v5Wxt3//frJ3716ipqZGysrKCCGETJ06lfj4+BB3d3dy5swZIi8vTz755BNibW1NJk6cyKrrhQsXqFOAYQccPnyYDAwMEAsLC+Lt7U0mT55MWT6C4OrqSj7//HPi7e1NHj58SDIzM0lTUxPx9PQkhPyb1fIujaANGzaQpqYmcvbsWQKAPHz4kERFRRFdXV0iJSXF176joa2tjbS2tpLS0lKyYsUKQsi/+/Po0aPk5MmTJCUlhfztb38je/bsIadOnSLm5ua0TZSVlcnEiRNJaGgoef/9f5PomWvExcWRkJAQMn78eDJ+/Hjy/vvvEwUFBXLq1CkyZswYMnv2bBZbhRvbt28nf/vb30hBQQG5ceMG2bFjB9HQ0CD9/f1ERkaGhIWFsZ73fxtdXV3k8uXLRFJSknz//fckOjqa1NfXE29vb0LIMDNj48aNRExMjGzbtu2NDPGmpibS3t5Oxo0bR27dukWsrKzIjRs3+FiJ7xrc86KoqIicO3eOdHZ2Ejs7O/Lbb7+xHO9Xr14l0tLShJBh9srNmzfJq1eviImJCVm2bBnZtGkT33UHBgaIkpIS6ejoIOHh4WTixInku+++I4QMH+y0trYSLy8vFsvv8uXLxMbGhlRUVBBCCNm8eTOprq4m27dvJ8rKyuSDDz4g8vLy5NChQ2Tfvn1ERkaG77nOnz9PUlNTiYmJCVm4cCEhhJC4uDji7e1NnJ2dibW19Ru1T09PD1mxYgX59ttvyYkTJ1j1/L32PHfuHLlx4wbJy8sjkyZNIjNnziTu7u70O0zbnj17lvj4+BA/Pz8SHx9PZs+eTRQVFcmXX35JIiMjybJly1hs0Tet99DQEGlsbCRjx45943fL0NAQefbsGamsrCTTpk0jv/zyyztlhAnxX4p3GLIlhBBCCPF/EmfPnqVZRKSlpWFoaAhDQ0OcPXsWAEbVVfmjYGK07e3tacYqRi/G19cXmzZt+sPX5BYUHSlLDDCcEeb777/ny4SycuVKNDQ0jKgVcvz4cSgpKdG/U1JSYG1tTeP6eUVUBcWY5+TkwN3dHR4eHnwpdEcCo1kTGhpKRXRtbGyoUOVIaG5uxqFDhzB58mTs2LGDfm5mZjZq+um8vDxMmzYNr1+/xvLlyyEnJwcvLy+0tbXxtQ3z97Fjx6g4ob+/P77++mvcvHmTfs/R0RFSUlJUH0MQNm/eDCsrK3R3d0NCQgK6urqYMWMG7t69O+pzHjp0iKZ6Xrp0KX7++Wcqrnz9+nUqLi2oXx8/fgwlJSXMmjULr169op/LycnR+v9eCmoXFxf8+OOPSE5ORnZ2Ns6dO4dx48bR672t9gxzD29vb5iYmLD+l5qaii+//BJHjhzBwMAAdu/eDTc3N5w+fVqgGPCb4veyi/1fgyA9IAMDA3z11VesNNH6+vo0+wp3fzC/9/f3Q15eHgsXLkRmZiZLd2j79u3w8fFhafOUlJRg4sSJePz4MYDh7Ex37tyBqakpvLy8AAxnovnll19oZj2mrhcuXEBaWhoyMzNx584dODk5wd7eHs3NzcjIyKDp5WfNmkXXREFrSVlZGaSlpbFkyRL6/9raWkhKStI58651j4aGhhAZGYmPPvqIlc3G19cXPj4+I97zTevB+5xr166FlJQUnUtXrlzB0qVL4enpiezsbCgoKFB9It57PHjwABoaGqirq0N/fz8yMzPh4eFBtXwEZZZjkJmZSTPBNTc3Q0REBJaWloiPj4e8vDzt478SycnJMDIywoEDB1BTU4NHjx5BVFSUlZ1o/fr1SExMfKPrMe03MDCA+/fvY8qUKbhx4waAP5/97E3Kc689VVVV9F3B/S7X1tZGSkoKgOEsTWpqamhqasLx48dhaGhI54sgbb+amhqkpKRAV1cXMTEx6OvrQ3Z2Ns3kxwtBmjWLFy+memt79+7F2bNnkZaWxqon9ziMi4vDt99+S+cGg4yMDHh4ePxum/BCXV2dzvffm1Pc/8/JyYGDgwN8fX0FCpP/0SxbvBDUv2/7Lvm9960QQrwthM4cIYQQ4j8OHA6Hik02NzcjJycHNTU1CAwMhIWFBQBATU0NCgoKyMzM/B+pQ1FREc3cw+Dly5dYuHAh9u3b94euJUgkdiQ8ffoUqqqqUFNTw5MnTxAZGUnT6wpCR0cH/Pz88Nlnn7EyU3h4eMDb25ven7suDHx8fBAWFgYPDw9wOBxUVVVhy5YtsLW1ZTk8BD0Pg9zcXHh4eGDx4sXQ19eHiorKGz3nwMAArl27BgMDA5qVR0xMjC/LB7Px6uzsxOHDh5Gbm4uUlBRISkri1q1bWLx4MXR1dWl6cW5YWlpi1apVrEwTZ86cwY8//kgzp+zZsweurq4j1vPevXuoqKhAd3c3TE1NqZCpsrIyPvvsM5SVlQns256eHuzcuRPPnj1DeHg4DAwMUFlZiXHjxrHEqUfC0NAQnj17BldXV+jr6yMjIwM9PT2YOXMmn0BuTU0Nampq6N/cYtUxMTGQlZWFhoYGNDQ0aIaTwcFBgZta3mcZLTtMdHQ0TSff3d1NN7Z37tzBmjVrMDAwgJ6eHsTExMDc3BwFBQVvJFL+LjPS/Fn82TbiRUBAAMTFxXH27Fn09vZCXFycNW8BfgPhjxh7JSUlWLt2Ld8z3L59G+rq6nQuJCcn48svv6SZ/6KiojBv3jwoKCjAysoKJ0+exMOHD+Hm5gYTExM0NTXh2bNnyMnJoQ6lkYyivr4+FBQUQEdHB7a2tlQYVUxMjIr6/k/h0qVLkJCQgKurK169egV5eXkcP36c/v9NjK+RvsPhcFjPHBQUhKlTp1Kj+unTp1i+fDnU1NRGTLXO4XCwefNmvPfee1Ssure3F6GhoXBxcRF430ePHqG1tRXV1dUIDAzE1KlTUV5eDuDfxm5ERASdi/8XcPr0aRgbG8PT0xMvX75ERkYGdHV1oaamhg0bNmDVqlX0u2/6buRwOKipqUFubu4fKjcSuPsmISGBpqhmwGQd/D2Eh4fT9zUDKysrrFixAvPnz6eHI7xjwdbWFvb29ggKCkJrayvy8vKwfv16uLu744svvkB6evqI97x06RJ9j9na2sLOzm7E73KP29bWVjQ2NqKnpwdPnjzBtGnTqPAwL/6oo0KQEPpodWLw4MED+Pj4wMnJCc+ePXvrLFvAv9ck3r4c7f6jgbcNhM4bIf4nIHTmCCGEEP9xKCwsRHJyMuLi4qCsrIzu7m5wOBwEBgYiPj4ewHCGlT/qVHkT2NnZQVdXF3Jycvjxxx/h5+eH5ORkXL58Ge3t7Xj8+DHdvAP/frkXFBTwMWHa29v5Mvi8CVpaWqCuro6vv/6alf2I2agwP7lP5Hfs2AFNTU2aFtvCwoLv1I0boaGhWLVqFYqLi/Hbb79h2bJlqKmpQVtbG4KDgwWmTOcG92bo+fPnCA4OhoODA2VLvQn6+/tRUFCA5cuXY9myZbh27RoA8J36czgc+Pr6ori4mBovhYWFAAAHBwf4+PjQDCcM9u3bx5ehgtngPX78GBMmTICmpiamTp2KpqYmgc92+fJlrFq1iv5/06ZNSEpKAgC4u7sjOTmZVa6wsJBmp4qOjkZ9fT2ampqgpKRE0587OjrC2Nj4jdvo5cuXCA4Oxueffw5FRUXavswY6OrqgomJCcLCwlhZw7g3ne3t7RgaGqLZO3hPh318fFjOIAC4du3aqBm9gGFH0cyZM+kYHxoaQk9PD+rq6qCgoIAXL17Q7xYUFLDGzNGjR/mYOiOdRP9V4G4jJycnakAzSEtLGzXDzEg4duwYPvroIyxevBinT58GINgx8jbGXn19PRYsWCDQGaukpMRybJSUlKC0tJQv1XBAQADWrl0LDoeDV69eITw8HKqqqqz7vYlR8+jRIzg5OeGbb76BlpYWtm3bRu/xP4n79+9j/PjxmDFjBmXpDA4Osu5rbm5OmRQMLl68OCrbjpvtt2fPHgDAkSNHMG7cOFa7tra2ssoJ6ltXV1fMnTuXMkzi4uKgoqLCN+esra2xcOFCrFmzBuHh4bhw4QJsbW3h4uJCnRr/19Df3w9ZWVmYm5tDREQE/v7+SE9PR3NzM3bu3ImjR4/SbEXca/xfBScnJxgYGNDsTgDw+vVrODs7szJP8YL5LDo6GitXrkRkZCRrHX316hVljvCOgcTERMjKyiIpKQl+fn7Q1dXF48eP0dDQgBs3bryR07O0tBSTJ0/GV199RT/jzZDJXc+hoSHIysrCy8sLS5YsQU5ODqqrqyElJTXqgdGbgruN/gzj6W2zbDHXa2pqgpycHN8eJjQ0lGZTGwnZ2dlQVVVl1a2hoYGyGIUQ4n8CQmeOEEII8R+Frq4uvHz5EpaWlvjuu+9YKV3j4+PxySefYO3atRATE6Ofv8uNYFVVFcrLy5GWlgYJCQnMnj0b27Ztg7S0NN/mmdmw5OTkQExMjO//O3fuREhICHp6ev5wHTkcDvbs2YPFixdTNgXzOTBM5TY1NYWGhgY1gs+fP4+xY8dCUlKSpuzmLsOgoaEBmpqa6OjogLOzM5ydneHl5cWXzvqPoKmpCbt27YKFhYXAdMejoaysDCEhIVBTU6Mp2Llx7Ngx1qm1ra0tZGVlkZqaitmzZ6OyshIAO3Wvl5cXdfalp6cjICAAY8eOhampKe7evYuuri66meUGc436+nqoqalRqnpfXx9CQ0OxYcMGyMrK0vSk3OXS0tKwaNEizJgxA2fOnKGfb9q0Cfv27cO2bduwdu1a6nh6U7p3Z2cnYmNjYWJigiNHjvD9Py8vDxYWFvD390dRURHLQBqJlcXA2NiYplnnvp+lpSU2bdr0uw4dFxcXrF+/Hvfu3aOf1dbWYs6cOSOmag8MDMTKlStZm/G2tjYYGRmNmsL5r4KbmxtWr17N1xYuLi5YtWrV71L9BeHOnTtQVVUd0eH6NsYe07/e3t7w9PTkY40ZGBjQ8cM99gSFbcjKytKT77q6Ouzbt486Hv4I6uvrsW3bNujo6LxV+bdFTU0N7O3toaamxudc8fLyYjlOmPly7NgxSEpKUserIFy5cgWTJ09mhcplZmZi2rRpsLW15fs+d/vv3LkTAQEBNBwmNjYW33zzDVRVVbF+/XqUlZWxygQFBUFTUxMcDgdHjx6FhoYGsrKyUFFRQZk8vKyu/wvYs2cPLC0tAQyv7d7e3tDR0cGtW7dYc4h3/Xv27BltA9407Ly/vyvcunULixYtAjDMcj137hw9EImKisKGDRtGLFtZWYn+/n5wOBxkZmZi/fr12L17NyoqKka9Z0ZGBrS0tOjBVG1tLaKjo6GlpUWdu2+K7u5uLF68GBoaGr+7VhsaGiIsLAxFRUWYMWMGi82qo6PDx4p9W7wLxtP9+/exbNkySEtL4/Xr1ygpKUF4eDiWLVsGTU1Nmg5c0JhYtGgRIiIiAAy3T319PQDg1KlTsLS0pH8z4B6HPT09MDIyYh0oPXr0COLi4qwwQSGEeJcQOnOEEEKI/xjcuXMHu3fvBjDsmJCXl0dwcDBSU1PpaU1BQQFSU1PphvjPamkwm4FLly7hyJEjCA0Npf+7efMmdSKMdALf09ODJUuWUIdLUVERdu3ahc7OTty9exfr169nMSb+KA4ePAh9fX1WXQFARUUF4eHhiIiIwPjx4ylj5M6dO3BwcMDGjRtZ12HqUF9fj6ysLDQ0NKCgoIBuZJkTOl4NlN8DN8ujv78fZ86cYWk+MBC06eL+7MWLF9i1axffhvLMmTOYNWsWNm/ezHeybmZmhosXLwq8/pUrV7Bq1So4ODhg9uzZ2LRpE/bs2YPQ0FDY2NgIfBZmM9zZ2Ylz585h1apVWLNmDXX49PT04Pr166MaUIqKivj5559x/vx5+tn58+epAcmESP1R515bWxtSU1Ohrq6OoqIiAOyx//LlSzg7O8PBwQFZWVl8TCVByM3Nhby8PIBhw8TDwwNOTk4AgOLiYri5udFwR25wO4keP36MLVu2YMGCBfD29sb+/fshIiJCHWm8z3n//n3MmTMHvb296OnpweHDh6mD4e7du/Dw8PhT2jrvGk+fPoWUlBQaGxvx9OlTeHt7w9jYGM+fP0dfXx9ljL0NKioqICsrS7VSGLyNscc9/isrK7Fu3TpYW1vj4MGDuHfvHrZu3QopKakRx93vhW28yXgaCa9fv0ZcXBwUFBT4QgT/DH5vDnV2dsLa2honTpwAMNxGra2tUFJSwpMnT3Dv3j14eXlBXFycrt8REREjshKHhobg5+dHr9fb20vb/fXr1yOGSQHD2j1KSkrQ19eHvLw8vcfVq1chLy/P19719fUYM2YMSwPHzs4OYWFhAIbHzs6dO2Fvb88KI/0rcP/+fZw6dYr+ffLkSUhLS9N6tba2Yv78+diwYQNev37NV/5/QqduNHCPG2Y9YkK4tbW1ISMjQ1lboaGh6Ovr46trUlISpKWl4enpiU2bNqG2thZPnz6FqakpXFxcUFtbO+I9CwoKICsrCwMDA7q+tra2IjY2ljoh/ijeRLMmIiICz58/h5KSEmWWZWVlsZw679Jh9raMp4MHD9L54Ofnh+nTp9M69vT00HEliNVVXV2NtWvXoq2tDfv374eGhga++OIL3LhxAz09PXB1dRWosdjd3Y1jx44hOzsbCxcupBo9zD2uX7+OvXv3/q7DTAgh3gZCZ44QQgjxH4O6ujoMDAzg0KFDSE1NxcDAAHbs2AEnJyckJSXh8uXLCA4Oppurd7XxyM7OxuzZs3H9+nWMHz+eOnQePXqEefPm4fXr13QTx8t26O/vh6KiIry9veHq6go1NTWoqKjQ8Kjjx4+zmDWCwPscvA4q5vSPwePHjxEcHEz/TkpKwpQpU2gYQ1FREczMzLBz505wOBy0trYiICAA1tbWkJGRoTpD1dXVsLS0RHFxMSIjI7FlyxaWWOIfCSHj3ZS9aew697MzGyXeazEncnl5eawTPe5NIi96e3uRkJAAPT09nDhxAg0NDbTt5OXlUVtby7pPTU0NIiIiUFVVBWdnZ1y9ehV3796Fu7s7vLy8qAOFF7x1LSwsxJ07dyidncH169f5wsfeRI+F99SQEVxlPm9ra0NlZSUaGxsxNDSEsLAwmJqa4vLly3yMBO7r9/X1obm5GeLi4jAxMYGenh78/f0hJSWFAwcOAAArZK67u5s6zrifARg2RNLT02FgYIBt27bxnWByf7e6uhqKiooIDw+HoaEhdHV18csvv+DkyZPo7+9HZGTkqP36vwGmvowDQ0NDAzo6OlBTU0NwcDB0dXXh6+sLYNjhy/TrH+1P4N9it29r7GVlZdF+HhoaonVva2tDSEgI7O3tIS0tDQMDAxr2NpIDXFDYxkh98SbaR9z3aWtrG3EOvSneVO+Gl43G/M2ES5qZmUFZWRkrV67E4cOHERQUBENDQ3A4HBQXF7McV4LWIjU1Nda6duzYMeTn5/PVkynb2dmJHTt20BCY3bt3Q1ZWlrL3KioqICcnx+dkLikpwYwZM2Bvbw8AWLZsGStMpLa2lhXK+Ffh+fPnqKqqwoMHDyhLzc3NDYGBgVSIW11dHVevXh31Ou9Sp+730Nraim3btqG2thaxsbFQV1enjsaAgAC++3GPgxcvXmDKlCl48uQJrK2tsWjRIujq6uLhw4dU3J8bzDzo7u5GTU0NWlpaKAPE1NSUMuD+jMMU4Nes4R27oaGheP/99+Hm5kY/k5CQ+N3Qo7fB2zKezp07R9mzDGJjYzFu3Dh60DcSmH2NhoYGREVF4eTkhNLSUpw8eZLOIW4nG3f73Lp1i+7jfvvtN3z55ZcwNTWFrq4uIiIiUF9f/38uDFiI/xwInTlCCCHEfxT6+/uxd+9e1sn00aNH4eLigsmTJ7O0Cf4smI2+qakpsrKykJycjMWLF6O3txddXV1obGwUGNbCIDY2FpmZmSguLoa8vDxiYmLQ2tqKiooKaGtrs070uPFn4rJdXFwwc+ZMzJgxA0ZGRtSoePToESZOnIiSkhJwOBy8ePECHA6HZlSprq7Gzz//jBkzZtBr1dfXw8nJCXZ2dpgyZQoNi+F25LxNCNmfiV1n7nv37l0cPHgQcXFx6OrqQnx8PJYuXYrExMQ/dTpmYmLCCkHjRnR0NL788kvIycnRz7KysrB161bY2NgIDBNhnv38+fPw9vamWiWlpaVQUVGBpqYm5OXl+fr2z2jWcLf3ihUrYGNjAyMjI6oPcvr0aaxZswYJCQkCy9fW1kJWVhZVVVW4c+cOdu7cSQ0KDw8PFjuNuV9RURG++OILVqay36PKcz9jZ2cnzMzM0NXVhf3798PGxoaG9O3YsYNm+RL0jP/bYATYp0+fjqysLFRVVSE2NpbOpYiICFhZWbHKcM/l39PXGWm+/FFjr6OjA46OjtDX16ehhgB/v3CLU/8ek/FNwjb+iPbRu+rHP6N3w+Fw0N/fjzlz5iAoKAgDAwPIyMigc+7gwYN8otG8ulIMs7GpqQkeHh7Yv38/CgoKkJGRARERET6nClM2LS0N8+bNw9SpU1lZCi9duoSZM2fSNaW+vp5vzADD80ZGRgYfffQRNcIHBgb+TwixDg0NISQkhI49bW1t6Ojo4OnTp8jJycG2bdswZcoUyMvLj8iGBP64Tt27wL179+Dq6go3NzcWc3bnzp0QFxenzF8GFy5cwKVLl3Dv3j2a8e3evXuYN28eiouLYWhoiEWLFrG0qnj7aM2aNdDQ0ICysjLc3d0BDDOP5OXl35rdxw1BmjV3795FTEwMYmNj0dbWhp07d0JERARHjhzB6tWrBYYGvov7/xHG07vIstXW1obFixdTFhe300ZdXZ0edAmqa0NDA6u/7969CyMjI6SmpuLWrVtvHXouhBBvCqEzRwghhPj/Htwnp21tbVR/xNDQEJGRkQCGnTzvKgU5d+hIT08PDhw4gICAAEhKSlJDZP/+/di+ffuIRlBjYyO2bdsGW1tbmmIaGD5lXbRoEV+K7XcRl3337l3o6+ujt7cXjx49gpeXF4yNjal+A/c9OBwOGhoaoKqqit7eXnR3d2Pv3r1wcXHB8uXL6Sn5ixcvUFFRIVCo8c+GkL1t7HptbS0mT56MjRs3wsHBAQsWLEBFRQXu3r2LmTNnvpVOBKOhsWLFihG/k5ubC1lZWUhISLDSG9+/fx+RkZFUdJkBMzYYZldgYCCmT5+O3bt3o7+/Hz09Pdi2bduoWWb+jGaNmZkZ/P39UVZWhgkTJlDGSG9vL27fvs0KWeM1qrdv3w4pKSlWiI+npydkZGT4yjA/X758CTExMRgaGtLvcDPWRkNfXx+srKywcuVK1jxmRJQZw/qvduJwIzY2Fr/88gtrTkZGRmLu3Ll0889rsP0ZfZ23MfaePHmC0NBQrFu3jsUA/LMZwd4kbOOv0D76I3o3vPV+/vw55s6dyxIg37t3L+bPn0/XIkGhGzY2NpCWloacnByePHmC5ORkBAcHQ0JCAqqqqtRA5S3b2NgITU1NXLt2DSUlJdDS0sL69espQ4fbAfd7MDc3x4IFC2iY0l85TxgcO3YMY8aMwaZNmygzydvbG+rq6lRD6+nTp6w+EeSE+iM6de8ShYWFCAsLg4ODAy5fvoyWlhYYGRnxhbFGRUVh/vz5WL58OaysrBAXF0c11JjDpR07dsDDw2NEJqqbmxv09PQwMDCA169fY/369TSUaMuWLe+U9THae/Thw4dIS0tDWFgYZcoA747l/EcZT8w69TZZtriFnYHhEC4jIyNoaGhQZ46BgQHr/SqIaaeqqgpHR0cEBASgs7OTHnYwrDJB5YQQ4l1C6MwRQggh/r8G8yK+efMmli1bhnnz5iEiIgLp6enIzMyEpaUlTE1NWTosf+bF2tbWhsTERFy/fh3m5ua4du0arl69ih9//JGe/Ny5cwcTJ07E/fv3WWV57/vixQscO3YMDg4OiI6ORmtrK6KiokYUNf0zcdmMIK+8vDzKysowNDSEFy9eIDQ0FAoKCnj06BGf8Q0MO8ESExOpICUAbN26FWJiYjh9+jQ0NDRYJ09/JoTsXcSu9/X1wdPTE9HR0fSzEydOQElJSWAYxJuivr4ecXFxfNpHTNszYUrAcJiLnJwc7cewsDCBqc8BoLm5GUpKSpRFdv/+faxcuRLu7u58hjvvhvltNWsA4OHDhzh79iwGBwexatUqREZG4s6dO5g9ezb09fVpeAxvWGBVVRX9+9KlS5CSksLevXsBDOsTME4VxiDgdWZyOBxoaGhg6dKlNGzl9wwBJsQNGA4xWbhwIdV4MjQ0pAbbn9W/elfIzs6mBveDBw8wadIkqkF1+PBhusnnre+f0df5o8Yed582NjYiOjoampqaLO2SP2ugjZZq+H9b++jP6N3cuHGDsqoAQFlZGXJycujq6kJ2djYV3eXuT+b3M2fOUNaOu7s7VFVV6T3a29tpiBvvu4HJviglJUX7vK2tDfb29hAXF2fV5037KSgoCB9++CGfU/mvQnNzM9auXQsbGxts27aNOoajoqKwfPlyPn0nXlHjt9Wp+6Pg7putW7fCwsKC/l1RUQE3Nzeoqqri5MmT9N3CzazizfSmqakJYJjJKScnh4sXL2Lq1KnUacHrAH39+jVOnDhB2ZlDQ0Oora2FgYHB/5g+2GjvUd57vst1948wnv5Mli2mbEdHBy5dukSdnH19ffDw8ICioiIeP37McpgK0tVbuHAhXr9+DVlZWZYD+v+quLgQ/5kQOnOEEEKI/2/BfYIpJyeHrKwsPHr0CD4+PvDz80NjYyNKSkreabx8e3s7kpOTMW/ePFbIUVZWFmbMmAFDQ0NIS0tTAVveU6CysjLIyspSA7WpqQnHjx+HkpIS/P39WQY876buj8Zl826yysvLYWxsjK1bt9KMGQ0NDQKzR3FvXDo6OrB8+XIoKSlRIzU+Ph6KiorYunWrwHZ62xAy4M/FrhcWFuLvf/87dHR0WM9hYmJCjS7e53tbMNfIysqClJQUREREqFPmyZMnUFZWxowZM1jp4XnrW1paCmVlZUhISFAmTFNTE5SVleHq6sp3z7fVrOHG6dOn4e/vj5aWFtTW1rKYBnp6ejTFO29dDxw4AAcHB+Tn51OH4ZkzZzB58mRW+JQgts2ZM2eQlJREDSwPDw/MmTOHpRUiCImJidi8eTOr76KjozFz5kwcO3aM73T1rwD3c6alpcHJyQknTpygp+zFxcX44Ycf6JgE+A3TP6qv82eMPaZ/qqurUVlZSbWrzp07h3Xr1lE2458Fr4Pir9A++jN6NwBw+fJlODg4YPfu3XRtHRgYgKioKCZPnsxyegLDbct8Vl1djWXLlrFE4Q8dOoRly5axjGRB7QMMr4Pm5uYICAhgOWBCQ0PfWusmKSnpLxcI53YwHzp0CGJiYnBzc4ObmxsNn01KSuJjbXHjj+rUvQtcvXoV6enpkJGRgaamJr1+YWEh1NXVWSFSDARlepOTk6PvLy8vL7i7u+PYsWMC63r+/HmsW7cOBw4cwNSpU1mZriQlJd9p+NibvkcFhfO9S7wp44nBH82yxb0n27FjB1RVVREdHU3DxF++fAk5OTkoKSnxHUpwt9G1a9eQmJiIkydPshi7qampNFuWEEL8b0DozBFCCCH+vwQ3hTUsLAyzZs2ijpDGxkaoqKiwDEzgzxt8zIv82LFjmDlzJuzs7LBz5066CWhtbUVlZSWffglTrqGhARkZGf+PvfMOq+L4+vixJJrEmBiN+WnsHXuLDQsiYkUQEFEpgoKABZCmFBEQsYCIoiCC2MVeATsoVrChYAMVRAEFpXe43/cP3p3cvYAJRZG4n+fJE9m7s7M7O7s7c+ac74Guri4GDBjAy8yirq5ertYIR2XjssUniUuWLIGJiQkCAgKQkpICIyMj2NjY4Pbt2+XGyXP/f/nyJUJCQtjgbdmyZRgwYAD7mzPsiJcBKh9CJk5lY9fFCQ0NRWZmJmJjY9G/f39YWVnh7du3iIuLQ6dOnSr0jqks4noYHz9+hLKyMq5cuYKzZ89CTk4O7u7ubBAoKV4tmYErNzcXsbGxWL16NTQ1NXmDQHGPFHGqolnD3efXr19DS0uLPT/v37/H0KFDsWrVKkyfPp2nTSHeN/z9/eHt7Q1ra2ssXLgQoaGhAEonrKampp8UJzU3N8fMmTMxc+ZMKCgosLCS7du3o3nz5njz5k0Z0Vmg1CNi7dq10NfXh7W1NQu94AxQX1uq1wMHDsDBwQHbt2+Hubk5/Pz82Iqvvb19uZpWVdHXEW+ryk72xEMKevfuDScnJ3To0AFXrlwBAFy9ehXKysosW01N86W1j6qqdwOUGj2tra1x+vRpWFlZwdXVlRkfV61axQy34vj7+8PX15e184EDBzB06FCsW7eO7RMYGMgTN5e8zgMHDsDHxwePHj3Cw4cPYWNjAwcHhzKaW1+D7k1luXDhAuTl5bFjxw5kZ2ejuLgYJ0+exK5duxAQEABjY2Ns2rQJeXl57PtSniB1VXXqKov4t3DChAnsXLS0tCAtLY3Q0FCoqKjwEgpI8k+Z3sTvo0gkYgtBr1+/xrRp05ghe9OmTWjbti0cHBygpKTEM8LXJF/yO8pRWY8ncSqTZUsy/PHYsWMIDw+Hjo4O1q5di6ioKERERGDx4sXsm8rx9u1bFBcXIz09HSEhIXj48CHatGmDTp06sX0cHBwwZ86ccq9RQOBzIRhzBAQE6hyJiYlYtGgRL8Rq2rRpMDY2ZpPUs2fPwtDQsMZcgLmPckREBNTV1fHkyROWrWjFihWIj4+Hu7s7L7RKMkTF3NycGTK8vLzQpUsX7N27F15eXpg4cSJbhZQcsFQnLnvmzJnYsGEDdu7ciZ9++gmFhYVIT0+HpaUlFi9ezDPIAH/HoKelpaFv376YMWMGdHV1oaenh9zcXPj4+KBp06bMe6a86wQqF0JWE7Hr8fHxMDQ0hJOTE968eYPMzExMnDgRXbt2xfLly5kBoSYGV+IrfevWreOt0EdFRWHatGkwMDAoNxsUh6mpKebMmYPZs2dj7969ePHiBby8vDB9+nSWpUa8XaujWcO1a1ZWFhYvXgxpaWmm2wCUrmavXLmSZygTr+/hw4e8lccNGzZg/vz5cHR0xJAhQz458b98+TIUFBQAlN5DeXl5zJkzh2kKSQ6YuXrj4uIwduxYFBUVoaCgAMuXL8fixYvh6+sLNTU13uTpaxgwx8TEYOLEicxj6ejRo7CysoK+vj6GDRvGy7JT3vNSGX2dqk72xOscM2YM9u3bh5iYGLRu3Ro///wzNm7cCKDUg+9zhm98Ce2j6ujdcPsrKSmxULHbt2/DwcEB8+bNw8CBA3kTcq4c5/1TWFiIUaNGsTDY69evY/78+bCysirzTpA8z40bN0JeXh6enp74/vvvERcXh5cvX8LZ2RlGRkZlvAzqGps3b0a9evXQpk0beHl5YenSpVi8eDEMDQ1RUFCAixcvwsDAoEzmsprQqass4l5dffr0KeMpuWHDBlhaWvIE8Svqt+VlepP89gKAgYEBe1/u3bsXQ4cOxdKlS9m13LhxAzt27KjRRA7ifMnvKEdlPZ5qIstWUFAQz+jy/PlzLF26FEZGRujcuTMz1HJ15eTkwN/fH+vXr8eQIUPY+zwgIADy8vJYu3YtvL29MWjQIJYx8mv4Lgl8GwjGHAEBgTpJUVERjh07xkJYnj59Cnt7e0yaNAlr166FjIxMhdl4qkpmZibmz5/PQotKSkpw/fp1rF69GjIyMhg7dixvf/GPOTdIE5/AXL58GfPmzYO2tjZbRaqpuGyRSIQnT57AyMgI6enpmDhxInPl5s6BG3SUh52dHQvXefv2LdauXcv0WE6ePMnzGqlqCJl42arErku21e3bt7FixQrY2NiwyYCpqSkGDhzIzqk6AyyRSISkpCT8/PPPTJT44cOHmDJlCjQ1NdlEKy0tDVpaWjxdC3ECAgIwZcoUAEDHjh3h7+8PoLSdd+3ahfPnz5epl6OymjWvX7/GtWvXkJOTA29vb0RERMDKygqmpqa4desWT0uKo7i4mKcFNGPGDEydOpU3kTx37hyOHDlSrjgzZ5TMzs7G69ev8ezZM+zfv5/pFyxZsgSDBg3ieW2JGzg4AWc1NTXeJM7f3x9ubm68sLXaHDBzbZSTk4Nly5Zh8ODBPE+shw8fIiQkBJs3b2bbJM+3svo6VZ3sidebl5eHEydOID09HX/99RdiY2Nx+/Zt1KtXDzY2NhWea3WpDe2jyujdcPUWFhbCyckJAwcOhI+PD2uHxMREPHnyhBnTgL/b6OHDh1iwYAH7+9ixY2jfvj17Pp4/fw4DAwMsXryY93yJHyMpKQlKSkrIyMiAm5sbNDQ0AJR+6/Lz82s8I1NtERYWhnbt2mHx4sV49eoV1NXV0b17d2b8kgwhq45OXXUpLCxEQUEBXF1d0blz5096WlY305uzszPU1NTY3wcPHkRAQAAWL16MDRs2fFL8vDp86e+oeJ2V9XiqTpYtro78/Hzo6ekx3UHuG5ibm4uUlBTeApl4uTdv3qBPnz7o06cPnj17xrz+IiMjMXfuXLi5uTHPva9Fv03g20Aw5ggICNQpuA9reno64uPjMWfOHGhqaiI7OxupqalMZPJT4ThVqQ8oFbbV1dXFkCFDeEKZHz58wIsXL5h3huTgKCkpCREREejevTvTv+AoKiqqsbjswsJCtor/+PFjJCYmwtraGjIyMszNv7i4GPLy8mUGvVFRUUhLSwNQ6mZdr149ttJVWFiIZ8+eYc6cObwJWXFxcZVDyCSvt7Kx6xycdwJHbGws7O3toayszCaKtra2aNWqFd69e1cjE9SoqCj06tULJiYmAEoNHg4ODtDU1CxXQFWSPXv2YNeuXXBxcYG2tjaAUkNhWFhYmUF+dTVroqOj4eDggN69e7PUxrm5uVixYgUWLlyIwMDACj2IPn78iPfv3+PChQtQUVGBn59fGU8ayTqjoqIQHByMkJAQ9O/fH+/evUNJSQm2bdvGjIHcinZF5OfnY9u2bZg8eTIOHz5cYbjZ1zBgLigoQHR0NB49eoTFixfDwcGhwhTX4s8LUHl9napO9rKzs5nB0MfHB/7+/igpKcG9e/eYgS0lJQV6enoIDAysemN8gtrQPqqs3g1Xf1BQEFJTU7Fu3TqYm5vj1KlT5YqmS/Y/U1NTrFq1ik0OY2JiICUlxSaWqampZQwV3DHS0tIgEomwefNm5sHGoa2tXaGOVV3l2bNn6N69OxwdHQGUhntKZifkqKpOXU3g7+/PPEL9/PzQsWPHT3p8/BvKy/T2/v171KtXD3Z2dgBK3/WqqqrIyMhAcHAwbGxssHz58s/mmfUlv6NV9XiqiSxbd+7cgaOjI4qLi+Hs7IzFixcjJCSk3EQBktd4+PBhbNq0CTY2NkzPh0P8G/pfeD4F6haCMUdAQKDOwH2YL1y4AAsLC3z48AGZmZksXXZsbCxKSkqwfft2GBoaYteuXdX6sIoPBAoKClBUVIQPHz7A1dUVZmZm5U58JAcP8fHxGDlyJNLS0vDs2TP07du3TMy8ONWJy46MjISDgwPWr18PZWVl5OTkYM2aNejatSseP36MJ0+eYMaMGWXqF4lEWLFiBVJTU5kx6PTp0/j555+xadMmAKXeB1JSUjzB2uqEkFUndt3e3h7Hjh1jkzFFRUUMGjSIGYFycnIwcuRInv5GZGRkhW1eFbKzszFq1CjmJVFUVITNmzezbGHlaRFxREVF4a+//sKQIUPYNj09vU9qIFRVs6a4uBgWFhb43//+B3t7e5545caNGzFnzpwyGk8c27Ztw19//YW8vDyEhoZCS0sLHh4en0yDm5ycDD09Pfzxxx8wMzNj2+Pi4tC2bVtMmjQJ/fr1qzA1t7u7O8vQFRAQAC0tLezZs6dCI1Jtc/r0aXTp0gWvX7/GixcvYG9vj5UrVyIwMPCT757K6utUd7Ln4eGBn376iTcZfvfuHYyMjGBtbY0BAwYwT7yaoja1j6qidwOUetB07NgRZ8+eRU5ODjw8PGBlZQV/f/8KjWVcH3769ClsbGwQERHBwlXz8/MxZswYjBgxokx/iI2NhaurK2JiYqCtrY07d+5g06ZNGDhwINMR8vX1xahRo6qdKv5rJDs7G9LS0pg+fXqFz0pVdeqqimRY67Nnz6Cnp8eezStXrqBdu3bsOawq5WV6i46ORu/evTFx4kQMGTKEec4WFRXh6tWrsLa2xqNHj6pVrzi1+R2tqsdTdbNspaens2QZQGmYtL6+Pg4cOFBh5keg9LolQ411dHRw4MABSElJlStoLiDwpRCMOQICAnWKhIQESElJ8VYqS0pK4Onpia5du+Lhw4d4//49/P39ayyjwNKlSzF79mz07NkTQUFBuH//PjMYlSfmW1JSwgYjubm5sLOzY5OH7OxsTJw4ESNGjCjjhVHduOzc3FzY2Njg119/ZSueALB27Vqoq6tDR0eHJ3ArOZFOSEjA8OHDcfXqVQCl3j1//vkn+vXrB0tLS96KV02EkAGVj13funUrBg8ejNjYWN5gzcXFBe3atcOVK1dw5coVTJ06lXl0fE6hUE1NTQwcOJANzrlQEQ7xfrB7927muePm5gZzc3OYm5vD0dERw4YNYxo2khObqmjWSB7jyZMnLEMIN1G8cuUKz0OrvHaysbFhhqIHDx5AS0sLK1asKJNpSLy+8+fPY+LEibC0tERYWBjzOvn48SPOnTvHvBMkPVU4TExMWDsFBQVh9uzZWLt2bbkhYV+a8s7X3d0d7u7uAEqNVs7Ozli6dGmFngaV1dfhqMpkT9x4OmbMGPz+++88I/SlS5dw4sSJcj3nqkNtah9VRe9GvP6goCAWblZQUAA/Pz8sWrSITXIrori4GKtXr4a2tjYiIyN5k8uKMsutWrUKTZs2xdy5c9n5WFhYQFdXFwoKCpCVlWUpmr8GT7TPQXmeKkDVdepqAnGj96pVqzBu3Dj2Hnv9+nW1Q7grOs+cnBzIycmhX79+ZX6r6H1SFWr7O1oZj6eazrLl5+fH0+7bvn07li5dWqHBNDk5Gerq6mVCjQ8ePAg3Nzfe+1pAoDYQjDkCAgJ1ioMHD7LQFC6rkEgkQk5ODi5dusQmmTW1knn06FGMGDECQGlIy8yZM1nIgr+/P8sCIwknhgmUCmB2796dpxFSUeaq6sZl7927F8bGxtDV1eWlGJac5HFluf9zuhJeXl6Qk5PDwYMHAZQOLidMmIC//vqrTFmg8iFk4tda2dj1mJgYnmBpdnY2Hj16hPv377PwiGHDhmH8+PHMAPElMr44OzujcePGZUQ7xZGXl4eamho6dOiALVu2ICYmBlevXoWDgwO2bNnCPE8k26sqmjVc2fPnz2PBggUwNDREYmIiMjIysGHDBhgaGkJKSoonGCk+YL579y6Sk5MhEokQGBiIUaNGsRC8pKSkT64Ox8XFsVTX27Ztg7a2Ni5cuIDbt2/D0NCw3NAW7rjcb7t27YKqqirvfMRd2msLyTa6ffs28vLyEBMTg0mTJrFnKCMjA48fP+aVrQl9Ha78v53scX0pIyMDRUVFzHuoQ4cO7Fndt28fb7W9JgwGtaF9VBW9G/FvBJeN7tmzZ8jLy4O8vDxOnTrFfucMKhUh/p5xdnaGqqoqdu/ezTzoytsPAE6dOoVJkyZBWlqa5y308OFDpKWlsWfpv2rI4SjPUwWovE5dVSkpKcGtW7fw/PlzZGVloVu3bli6dCl27NiBV69eYe3atWWEeIHPF1KjpaWFfv36/aMBsSrUxne0JjyeKptlS9yTzsbGBocPH8bVq1dRUFCAYcOG8TwRubEHd36Sz9vp06ehrKwMX19fnpeo+H7/9WdU4OtFMOYICAh81UgOIqKjo6GlpYU3b96wwXhISAh27tzJ9q2uIefevXtskLFt2zYYGBjwfmvfvj2io6PLeNY8ePAA0dHRAICFCxdi/Pjx2LFjByIjIxEUFAQ3N7cydUkOAGoiLruoqAiXLl2Crq4unJyccObMGZiampbRfeDa6+3btxg5ciRLfRsUFISxY8ey7DZAqUBpmzZtkJ6ezuqubAiZOFWJXX/27BkmT56MzMxMxMfHY8mSJejevTtkZWUxd+5cZGdnIz09nbXTl4xdP336NG8lXrzud+/esVTrsbGxUFRUhLW1NetjHJJ9vSqaNdwxkpKSMHjwYOzatQv29vbo2LEjy0B29+5dJpoMlE72d+3ahfDwcGRlZUFaWhpmZmZQUVHBy5cvMXv2bLi6uv7jYNXT0xNSUlLQ19eHi4sLioqKcOLECejp6WH06NFlVjAvXryIuLg4ZGdnY8iQIVi2bBksLS2RlZUFBQUFeHp6fjXpl4uLi7Fp0yZcvnwZIpEIurq6MDU1xahRo3Dnzh0oKytDV1f3kyKlldXX+RT/NNkTFwmfMmUKli1bhjlz5iAmJgYJCQno0aMH5OTkMHTo0E+GF1SHL619VFm9GwcHBxbiZW9vD3t7ewwYMAB79+6FmZkZxo4dy4TXJd8l5YWLivfVoKAgbNiwAdra2li0aBFevXr1ye9SSEgIRo8ezYyz1tbWzBPkW6A8jxyg6jp1lWXOnDlYvHgx87h59+4dDh8+DGdnZ/Ts2RO9evXC0KFDv+g3ZfXq1WjUqBHu379fo8etze9oVT2eKptl6/bt29DR0WHPk7u7Ozw9PTFy5EisWLEClpaWmDFjBns3iL+DxPvSvn37cODAAcTFxeH58+fQ1NTEhg0bPhlqLCDwpRGMOQICAl8t4oMIU1NTHDx4EElJSZg/fz7s7e0RGBiIsLAwdOrUqULNkMoyd+5czJs3j4WiPHr0CPPnz0dERATLOjNv3jwWisQREBAAGRkZ7Ny5k614HT16FNu2bcPQoUMxcuRItGjR4pOhX9WNyxZvr4KCAty9exempqbo2bNnmRViceTl5ZnhhjtGVFQURo0axZuAnz9/vsohZJJUJXa9pKSEpV1u1aoVlixZggsXLuDZs2dQV1f/5DXWFi4uLpg7dy7atm3LPKqys7Ohra0NBQWFT6Yvr4pmDVA6MF21ahVPg+fQoUNo164dz0DH7Ttx4kRYWVkxb6zMzEzk5ORg48aN0NHRwbhx49C9e3fmnSMO119evHgBDQ0NPHz4EBEREbCwsMDChQvx4cMHFBQU8LyKRCIR5s6dCx0dHdannz59iufPn8PQ0BBz586FnJwcpKWleWLOtcmMGTNgYGCAnTt3AgDr33v37oWNjQ3U1dXRuXNnFvJR3vlWVV+nIv7NZG/WrFlwc3PDxYsXISUlxfMeO3XqFDMO1rTRrDa0jyqjd6OhoQFDQ0OcPHmSt/3p06dYvXo1li9fjtatW2Pfvn1l6hFvK39/f15WQHGDDRc2eerUKSQlJX3yOECpN864cePQq1cvXhjIt0RN6NRVlkWLFmHWrFkA/n5uExISeIsI58+fx+zZs5lH7Zd6H505c6aMFkx1+ZLf0ep4PFU1y1ZiYiKGDBmCw4cP87JgAqXfO09PTzg5OaFZs2ZwdXWt8Nw1NTWhrKyM5cuXo23btjh16hQ+fvyIuXPnlhtqLCBQWwjGHAEBga+ebdu2YfTo0cwVNisrC7a2tjA2Noa6ujqbYFV3gGVpaQkFBQXegDw7OxuOjo4wNzeHmZkZbG1t0adPH96H/Pr16+jVqxdPHLikpIRNIPLz8xEYGAhbW1vMmDEDHz9+LHOunzMumxOHlHR1BkoHN7NmzWJeItx15eXlIScnp9z05ZUNIauIysauA6XeKteuXUNAQABvu7KyMry9vf9VvZ8brn1v3boFOTk53Lx5E/b29hg5ciRv8igZOlRTmjVv376FpaUlxo0bhyNHjrB9IyIi0KtXL56HxOzZs7FgwQLescRDB9+9e4e0tDTo6+tDXV29XC+KjIwMjB8/HjNmzEBmZiaKiorw8uVLrF69GpMmTeKFHIlEIixfvpwJR4unUOeIjo7G/fv3MXbsWOjr65ep70tjYmICZWVl3rawsDA2UcjPz2eeHsOHDy/jsi9OZfV1/gnJyV5KSgrv/jo6OiI9PR0KCgrMGys8PJwXwlgTE9Pa1j6qjN7NypUrMXnyZF75CxcuIDg4uMyxevToUWZCyKGiosLLuMNRHQOkSCTieaDUthGztqisTl1ViY6OxogRI3jv01u3bqFXr15QU1PjvZfCw8N5Xrp1mS/1Ha2ux1NVsmwpKCiUCT9esmRJmet69eoVlJSU2HhGfAHqypUrGD16NPv7wYMH6Nq1K65evYp37959MqRaQOBLIxhzBAQEvmqKi4uhp6fHPtxcFhxuwi8+CKvqwFckEiE5ORnjx49ng35xDxSg1Kiyfft2JrzInVtRURHU1dXh6+vLO+b06dMxcuRInu5CYWEh9PX1ERMTw8qLU9W47PKMABW5rYv/++HDhxCJRDAzM4Oenh4z3CQmJmLixIlMA0QkElUrhKw6sev/hnXr1vEGXl8DycnJ0NfXh6GhIdt29OhRjBo1ipcdBCi91upo1oiXjYmJwatXr1ia42XLluHAgQPMlV08HCsuLg4TJkzg9Z/AwEDUq1cPAwYM4OlYiEQiTJ8+nXlNSfY5LjTP09OTPZuJiYkICAhgHgpA6eBcRkaGZTcDSj3SGjVqxBu0c2hqataq8HFmZibU1dV5z+Pt27fx/fffQ1pauoxmlry8PGJiYqqlr1NVCgsLYW9vj6SkJGbgsba2xk8//cTC/ABg2LBhOHHiRI3UKcmX0j4Sfw9WRu+mqKgIixcvZiGlQKnQe9OmTdGzZ094enry6pk6dWq5ngonTpyAnJwcgNJJobu7O+zs7HiG7oqo6N0m+Ux9LSGGX5qq6tRVhdTUVKiqqrI+m52dDQ0NDezZswcbNmzArFmz2Ptn7969zNvsv0hNf0er6vFUnSxbubm5UFNTw71799hve/bsQa9evdC1a1fe4kBeXh6kpKTw+PFjfPz4Eebm5qxvcR7gHz9+ZO+abdu2fZbMewIC1aU+CQgICHxlvHv3jtLS0ig1NZUaNGhA//vf/+jevXtERNS0aVMiIlq3bh09ffqUGjduzMrVq1evSvXVq1ePfv/9d/r1118pLy+Pba9fvz4BoPz8fGrTpg3Nnz+fHBwcqF27diQSiahBgwbUsGFDatOmDbVs2ZKIiACQj48P/fbbb2RtbU3r1q2jyMhIIiLKycmhGzduUHp6OitPRLR//34KCAigPn360Jo1a+jKlSt0+PBhevr0KRER24/7d0lJCRERffjwgZ1nedf0qXbx9vamtWvX0sePH2nRokXUsWNHMjExIS8vL5oxYwbJyspS+/btiYjo0KFDZGJiQhEREZSSkkKenp5kYGBARUVFpK+vT6tXryYXFxcKDw/n1dGgQQMKDw8nMzMzcnd3JyKiFi1a0Lt378ja2pqcnZ1p9OjRdP78eSooKCAiokaNGlV4zpJ8/PiRAgIC2H9ExNqmNhCJROzf9erVow4dOlBSUhIdO3aMcnJySFlZmVavXk2vX7/mlcvKyqI9e/ZQREQEZWdn05IlS2j9+vU0Y8YMkpKSorZt25Kfnx+VlJTQ//73P+rduzevPNdWa9asIXNzc1JXVycjIyNSV1en7t27U3h4OO3fv5+ys7NZX6lfvz798ccf1LhxY3r27BkREWVnZ1NUVBRFR0fT3Llzafr06ZSenk5ERBcuXKAffviBfv75ZxKJROw4hw4donPnzlGnTp1o9+7dFBQURKtWraKMjAxq1aoVqamp0ffff8/apnnz5tSkSRNKSEggkUhEhYWFdPToUdq5cyf9/vvvJCMjw/rCpUuX6NWrV/Tjjz/W8J369/z8889Uv359Cg0NJSKioqIievHiBV26dImsra3JxsaG4uPjiYgoOjqamjVrRh07diRPT08KCQkhALRlyxYKCAggeXl5ysjIoB9++IEcHR0pLS2NmjZtSlJSUjVyrt999x0tX76cAJCrqys9efKEli1bRoaGhvT06VMKDg4mVVVV+uuvv0hRUbFG6iQqvU/x8fGUk5NDioqK5ODgQFZWVqSsrEwFBQW0ZcsWEolENHDgQJKXl6+ROp2dnWnHjh1ERHT58mW6efMmqaur09GjR6lPnz7k7u5OL1++JCKiDh06sHINGzakZs2a0fXr14mo9H3x/v17unjxIl2/fp0OHDhAN27cICKit2/fUufOnWnMmDFEVPpu58r07duX6tWrR1OmTKF169ZRdHQ05ebm0q1bt8qcq/h7gaj8d5v4M8VR3nv9v8r9+/fp3bt3RESUmppKffv2JSKiGTNmkJWVFa1cuZIeP35Mc+bModGjR9dYvd999x29efOGNmzYQEREP/30E9nb25OGhgapqKjQd999x95HsrKydPz48Rqr+2vhc3xHHz9+TPfu3WPPaL169ej27ds0ceJEUldXp4SEBOrWrRuNHz+eTExM6MWLF0RUOi4JDAykvn370nfffUdERCdOnCBVVVUaNWoUXb16le7cuUO//vor6enpEVHps8P1lx9++IFatmxJcXFxRFT6vm7ZsiVFRUXR8+fPKSYmhqKiooiIKC4ujqytrUlKSoqUlJSoQYMG7Jlr2rQp5ebm0rJlyyg9PZ0A0OXLlykhIaFa7SIg8FmoTUuSgICAgCTm5uZQUFCAjIwMJkyYAD8/P3z48AE9evTA8uXLER8fDzc3NwwaNKjGMlZxzJ07F8rKymwljlsZevbsGbS1tZm3BAf372XLlkFOTo656YoL2xoZGTF9neLiYl7mGKDycdncKtGHDx8gJyfHc8kHSkOcKkrxyREVFYU+ffrwQqji4uJw4sQJrF69Grt372bbr127VuUQspqKXa8ILj5ePNV1bSG+ih4SEoIrV66gqKgIPj4+sLCwwK5du5huhrg4LYBqadZw3L17F+PGjQMALF68mKU6Bko9viSFJUUiEfLy8jBz5kwsXryYbefOMTc3FwoKCqwvi3vScJiYmGD8+PFYtmwZhg4dim3btrGVUR0dnTLCs1zWuRkzZmDTpk1sO+epBpR6tHH9Mjk5+bOJ8/4buH68fv16zJs3j23nvAMBYNKkScxjrbCwEEVFRTWir1NZuL6fkJDAUtebmJjg6tWrePv2LXx9fWFmZsZ7zmrC86M2tI+qo3cDAEeOHMGYMWPYSr94P504cSJPlFrynRIfH4/Vq1fj1q1buHXrFuzt7ZnX29y5c7Flyxbe/uLXq6+vz4RaOU6dOlWhCPa3QlV16qoLd2/Cw8OhoqJSxmNSVVUVzs7OvH3/i3yO72hVPJ5qKsuWn58fmjdvzrzvuH2uX7+OkSNHlhFiNzExgYaGRrnXoaOjg+nTp0NZWRnTp09n2//L/UGg7iEYcwQEBL4afHx8MHjwYOTl5SE6OhqhoaH4888/sXLlSuTl5UFNTQ2GhoZQVFTkhTpVF+7D/P79e+jr62PhwoW8sAoVFRVYW1tXWD43Nxfz58+HoaEhz2ixc+dOyMvL8yYLNRWXPWLECKa9kZubywZAAQEBMDQ0/KQGR2hoKJSUlHjXLhKJymRPKSgoqHIIGYAqx67XNcQHdmpqajAxMUHfvn2ho6ODnJwcHDp0CAsXLsSmTZvKGDiqo1lz7tw5lrr48ePHcHNzg6OjI+Tl5dl5ubm58eqUHISmpKSgX79+rD9wjBs3jhlcyhu4Pn/+HH/99Rcve5acnBzOnTuHkpKST0687ty5g1atWsHS0rJMW5ibm1dYrrbIzc3F6NGjMXr0aLx//54Z1RQUFMoI1VZVX6c6iKfTVVNTYynPV69eDX19/XJFY2vivVkb2kfV0bsR78dmZmZo1aoVLl26xL4lSkpKvHA0DvEJY3h4OJYuXYpVq1bxUiFbWlryxOslsbW1haKiInv/c8fcvXs3pKWlERUV9e8a4D9GVXXqqot4/8/Pz8eZM2cwZ84cSEtLY/Xq1Zg+fTpUVFTYPsLkvXJkZGRg2LBhzBgG/G20j4+Ph5aWFlsQSkxMRHZ2drWzbIk/p35+fmjRogU8PDwQERGB69evQ0pKihmBxO+/tbU1WxTjvpXiCy4vX77E69evy818JSDwNSAYcwQEBGodkUiEoqIizJo1CxcvXgTwt9Hj3bt3kJaWxqFDhwCUah7UVDpSyWOIRCLcvn0by5YtQ9euXWFgYIDp06fzJrrliQgDpRPU5cuXo1+/frC3t4etrS26dOnC08epTly2pMCturo6MjIy4OPjA1VVVfz666+4fPky8vLyYGFhgdjYWLb/tWvXEBoayhMhXLBgAS5fvsy0Nfz9/bFixYoybcql9+XOYdu2bZg3bx6CgoIwcuRI5l2QlpaG3r17swlOVWPX6zInT56EpqYmgFKtDfHMUdeuXeO1BYBqadZYWFhgypQpOHfuHAoLC5GYmIh58+Zh8ODBzLPFy8sLMjIyvMGnuH4NN4HKycnBlClTMHDgQCgrK2PChAnQ09Pj1Q38PYgNDw9HREQEtLS0eMYIb29vZmCULMvBXWtMTAx69+6NiRMnYtGiRVBXV+dNhmtTL0Q8w5j4JFNHRweysrKQkZHBtGnToKamxn4TiURV1tepKdzc3KCsrMwTN96xYwdUVFSwf//+Gp2E1Ib2UVX1bsQNTOL3c9u2bRg5ciTGjx8PBQUFpu8BfLr/PX36FM7Ozli2bBmCgoLw4sULrFmzhhmjJdMcp6enY8qUKYiNjcXdu3dha2uLoUOHMqObu7t7GQ/L/zrV0amrDps3b2ZGBPG6ioqKkJ6eji1btsDDwwO7du1iv32r2kVVpaoeT1XJspWVlcXTxBLvHzdv3oSsrCzU1dWhoaHBhLMlv0kLFy7EnDlzeGULCwuRmZmJtWvX8sTTBaOewNdIw9oO8xIQEBCoV68eNWzYkEQiEYtJ/u6776i4uJhatmxJurq6dPHiRZoxYwY1bNiQGjYsfXVVR1NgzZo1NHjwYJKTkyOivzULhgwZQoMHD6YpU6ZQfHw8/fHHHyQrK0tEpXHk9+/fp6ysLBo7diyv3KBBg6hbt240cuRIunz5MklJSdGBAweoS5cuTB9HSUmJhg8fXm5c9urVq+m3335jZctrIyKiGzdu0IgRI6i4uJjk5ORo1KhR5OjoSCoqKnTy5EkaO3YsLV26lP73v/8REdGOHTtoy5YtNHLkSAoNDaVDhw6RhoYGtW/fngIDAykwMJBatWpFW7ZsoTNnzrBzA8Duy6ZNm2jixIn03XffkaKiIunr6xMR0ZkzZygzM5OISrVF9u3bV27s+oABA3ix60Sl+gNRUVHUu3dvXux6XaKgoICcnJxo1apVRETUvn176tevH82YMYPatWtHxsbGlJSUROvWrSNnZ+cy2i/imjVSUlI8zZoLFy7Q9OnT6dy5c/Trr7/yNGu2b99OISEhFB4ezvpFq1atSFVVlRITE8nHx4eSk5MpPDycjh8/Tg0aNCCRSES+vr7UsmVLkpWVpaZNm1LDhg2ppKSEfvzxRzpz5gyFhIRQ48aNqX79+jR06FAi4mt5NGjQgOLj42n58uXk5uZG33//PU2aNIlOnDhBzZo1o+joaJ6+kyQAqH79+lRcXExdunShR48e0fbt2+mHH36g77//nqZPn05Epc/Zp47zOTl27BjFxMTQjBkzqFOnTtSwYUMqKiqi7777jnbs2EHR0dHsee7ZsyfvfMX1dTQ0NHj6OpmZmWRjY0N79+6l9u3bM32dLl26VPucuWe1SZMmlJ+fT2fPnqWff/6ZWrVqRTo6OtSiRQvq2LFjjbapuPZR9+7dqbi4mGkfXbx4kWRkZOjcuXPUqFGjGtM+Ete7GTt2LE/vpmvXrjR16lQaMGAAjRgxgundZGdn05YtW0hJSYmGDRtGDRs2pOLiYmrYsCHp6+uToqIiAaCSkhJq3bo1Ef19P7l2JSLauHEjubu7U0REBHXv3p10dXXJ2dmZNmzYQDo6OmRiYkKNGjUqUzY9PZ1+++03at26NZmamlJJSQmpqqqSoqIi+fn5kbS0NI0fP75G+kFd4p906goKCqhNmzY0YsQI9pu4zlxVuXfvHm3fvp32799PvXr1IpQualPDhg3pl19+ISMjI97+tfkuqouIt1ffvn1JR0eHDhw4QCNHjqQpU6ZQREQE1a9fn6ytrcuUrV+/Pi1evJgeP35Mb968oZkzZ7LfCgsL6enTp0y/isPV1ZVycnJIS0uLevbsyeoWiUQ0bNgwOnv2LLvHnB6fJKamprRu3To6cOAATZ06lX799Vf67rvvKCcnh44ePUqTJk1i+1ZVl1FA4LNSS0YkAQEBgTIEBARAXl6+jIbAixcvoKqqytOqqC7+/v5o3749y5IBfHrVj1udO3bsGH777TdeetR/s1pYE3HZGRkZGDNmDAsF4PRNgNJQsLVr1/L2j4qKQseOHVnmHACws7PD/PnzcfPmTVy/fh1eXl5YvXo1a3PJVcjKhJBJUtnY9bpGWloaZsyYAWVlZeYqPnPmTEyYMIFpPejr6/P0VjiqolkjEolQUlICHR0dnD17FkCpW7h4P7l27RqOHTuG/fv3My0Xrn96eHhg7ty52L9/PwvPAlCh9hR3v6ytrXH37l0UFBRg2bJlvOsxMTHBwIEDoauri5EjRzKPOu5cxesQv9//VGdtcfr0aVhYWGDdunU8T6qKzlfSU6+y+jo1wYsXL1BYWAiRSITr169DQ0MDnp6ePO+8mqQ2tY8qq3fz8OFDrFy5EnZ2dggODuZlcytvlb08z8uNGzciOTkZy5cvR6dOnVgdMTExmDx5MrunkscpLCxE//79sXr1ahQVFSEsLAyJiYkAAF9fX6irq5db97dEZXXqqor4MTZt2oROnTrxNJcq6g8C/47P6fH0qSxbb9++hYWFBUxNTXHt2jVeKN6/9eIqLCyEp6cn9PT0sHr1apw7dw6vXr3CiBEjsG7dun91DAGB2kQw5ggICHw15OTkwMnJCSYmJjh27BjbvnDhQp4LfE1x69Yt9OjRg6eH828GGHfv3oWUlBRPX0F84FDeoLCqcdncsbh9k5OToaOjA1VVVTbx19bWho6OTpn6z5w5w9qNC6cCgFWrVmHw4MEVatRUJYRMnKrGrtdF8vLyYGtrCxkZGTx9+hTPnj2DoqIi5s+fDyUlpX8MHaqKZs2cOXPg4+PD21ZSUoLs7GwmIiqOeHkuFGzz5s149epVufuIs2PHDgwcOBA5OTlITU2Fk5MTBg0ahICAALbP3bt38fr1a6YlI3lPjY2NsWTJEsyaNYsnzv01TZ7EzyU8PBw2NjZYsWIFQkJCyt2nIiqjr1MduDY+c+YMRo0aBRsbG1hZWSEpKQkvX77E/PnzYW5uzjP41jRfUvuosno3kmGpGzZsgJmZGQ4ePFgpw9KVK1cwZ84cZnjbtWsX/vjjD7i7u0NaWhpeXl4VnidQqg8yYMAA6Orqsm1bt27lCb3WtgGzNqiuTl11OX/+PDp37sxSYgPf5n2oKXR0dNC3b1+m/SRpzJfk33z3P3z4gAMHDmDgwIHMCCpujOUoKCjA2rVrMW/ePAQGBvLCZP8J8eMcPXoUq1atQteuXTFv3jwsW7aM/fY1fasEBCSpB/x/rkUBAQGBr4D09HTatWsXXbhwgTIzM6lr16706tUrunz5MhGVn8K1KnCu9qmpqaSiokKtWrViaTnLq4PbxrkRf/jwgVRUVKhly5YUEBBA9evX/+S5LVq0iF0b5wpcVFRE+fn55OXlRerq6tSuXTsi+jtsgvt/dnY2hYaG0l9//UV//PEHFRYWkoODA927d488PDyoYcOG1KlTpzLnHh0dTba2tiydamFhIX3//fdERKSmpkampqY0fPhwdo537twpN4SMqDR9dlhYGAsD69evHw0ePJjtk52dTSkpKdSxY0ci4rtb37p1i2xsbKhly5bUsGFDkpWVJR0dHV4YQ12iPNd7f39/8vHxIRcXFxo6dCg9f/6cMjIyaODAgdSkSRNWRvwecH0wNzeX1NTUKCkpiTp06EA5OTnUrl078vHxISIq006HDh0iX19fcnBw4N2/kpISmjFjBllbW9PgwYPLLUtE9PTpU3J1daV27dqRqqoq9ejRo9x+e+7cOVq4cCE9ePCAmjRpQpcuXaKXL19SvXr16PHjx9S3b1/S1tbmHV+yPg8PD7p27Rq5ubmRqqoqLVq0iLS0tKra9F+MtLQ08vHxoQ8fPtCoUaNo/Pjx1Lhx4zL7ZWRk0C+//EJEf99PIiJdXV2Kj48nkUhETZs2pcaNG9PBgweJqPx7UhUSEhJo/PjxFBgYSO7u7nT//n3q2LEjLVu2jP788086fvw46erqVrue8uCe+9jYWJo+fTq1adOGunTpQqmpqZSRkUFBQUG8/apKQkICtW3bloj47evj40N79uyhH374gRo3bkxNmjSh/fv3l6lT/P7s37+fwsPDqV+/fjRhwgQWViUJxEKk2rdvT1OmTKH9+/ez4966dYsuXrxIzZs3J0NDQ14ZjpCQEOrUqRO1b9+eiIimTZtGeXl5dPLkSXr06BH9+uuv1L17928yjEf8/gCgiIgIOn78OB09epTGjRtH7969IwDsu1Xd54Wr79KlS/T48WMaOHAgSUtLU1xcHKmpqdHgwYNp69atNXJt3xri92bz5s0sHHHatGlEVNr29erVq9L9A0DJyclUXFxMbdu2Zc+KeP959OgRtW7dmpo3b06HDh2i06dP0+TJk0lGRoZatWpV5pjlvY/Ev8lERPn5+bx3fU2NOQUEPheCMUdAQOCro6SkhHJycujMmTMkJSVFHTt2pF9//bXaA1/uo3zu3Dm6evUqde/enRQVFemXX34hHR0devHiBR04cID+/PPPMufToEEDys7Opj179lDbtm1p/Pjx1KhRI9LV1aWXL1+y7RXx4sULWrduHY0aNYrFZROVGq8mTJhAvr6+1KdPnzLnCoA2bdpEV65coYkTJ9LEiROpXbt29ObNG9LR0aFGjRrRyZMnywxyiEonMuPGjaN+/fqRn58f77iqqqqkrq5OqqqqbP/jx4/T/PnzydXVlXR0dHjX/k+sXLmywtj1+vXrU1FRUZnY9bpozBE/Z1dXV3r//j2NGTOGunbtSklJSbRy5UqaMmUKmZubszJcG/j4+PA0a4j47ftPmjUcubm55O7uTikpKSQjI0NKSkpERLRkyRL6+PEj7d27t8x5+/j40PPnz6lVq1Y0bdo0atmyJTk7O1NRURGpqKjQiBEjytTj4+NDRkZGFBsbS0REysrKFBAQQO3bt6eTJ0/SrVu36Pfffydzc3P67rvvym0vHx8fmjhxIvn6+lJCQgL5+/vTu3fv6MmTJzRmzJiv4v5zbbx//34KDQ2lX3/9lSZOnEhjx45lOjlSUlKkqanJG+RL6usQEdPXIaJP6utUlVOnTlH9+vWpdevWlJKSQj///DM1btyY9PT0aPfu3eTq6krPnz8nZ2dnkpGR4V1fdRDv99y/xY0rktpH3333XbWvNTAwkMLCwpjeDRHfoMNN+jm9m3r16lFJSQnVq1eP6tevT4cPH6bdu3dTjx49qG3btrRkyRIKDQ2lU6dOUfPmzWnBggXUokWLcutOSUmh7OxsSkpKosmTJ5OFhQXZ2NiUu69k+54/f56Cg4OpS5cuNG7cOOrRowcVFxfTiBEjKCMjgyIjI6lx48Z18v1XHSrSqeP+fePGDZ5OnfjiSVXh2vjatWtkYGBAhoaGtHnzZlJTUyMjIyNq1qwZycrKkrKyMpmZmdXIdX7LXLhwgQwNDcnAwIB9Az+XMcTQ0JAyMjLot99+ozZt2tCSJUsoMjKS3N3dSVpamgwMDHg6Odx5FBQU0OXLlwkATZ48mYj+fm8LhhuBuohgzBEQEKgT1NTA9969ezRr1izasGEDmZiY0KhRo0hPT4+GDx9OFhYWVFxcTO7u7uWWHTt2LMnIyNClS5eoXbt2ZGhoSNLS0mRra0vnz5+n69evVzipLSoqIh8fH4qMjKSOHTsyweQ5c+aQkpISWVhYlHutixcvJllZWWrTpg15eXlRjx49aMqUKZSXl0e7d+8mS0tLatOmTZn6uEFJeno6TZkyhX744Qfas2cPFRUV0YULF2jr1q108+ZN3ooU1z4aGho0bdo0WrNmDRHxJ6AV3YfExETauHEjFRcXk4qKCg0aNIhNfP+Lq89r166l69ev06hRoyg5OZmaNGlCGhoalJubS0uWLCEPDw/q378/r8ymTZvo/v37JC8vT+PGjaOWLVsSEX+CKs6nBpbp6em0e/duunjxIqWnp1O3bt3o5cuX5XqwHTt2jNatW0erV68me3t7at68Oeno6JCCggI5ODhQ7969acaMGeXWc/r0adLX16e8vDw6duwYEwPPy8ujs2fP0o8//kgTJkxg+8fHx1P79u0pKSmJ0tPT6dKlS7RmzRrq378/nTlzhoiI9PX1qW3btmRnZ1eJFv+8XL9+nRYvXkw+Pj60Zs0aevXqFamrq5OFhQUdPHiQiouLac6cObwyZ86coatXr9Lvv/9OcnJyNGDAACKq+H5W9x3m7e1Nvr6+1KJFC+rcuTNJS0uTqqoqbdq0if73v/+RhoYGeXh40Pv372np0qXUvHnzKtcljnhfKi4upvT0dGYEqUrf/bc8evSIjh07RiUlJTRixAgaP348M1qXt9ov3r73798nDQ0NOnToEHl4eFBERAT169ePtmzZQjExMRQVFUUaGhoV1n3kyBG6ffs2rV+/nl6+fEmKioo0dOhQ8vX1/eQ5Hzp0iCIjI2n48OF07do1+v3330lGRoYGDRpEzs7O1KNHD1JRUalWu9RVdu7cSStXrqSVK1fS3LlziejT34aamljn5OSQrq4uLV++nNLS0sjY2JhGjx5N2dnZtHTpUibaL1A5atPjycvLi86fP08HDhygESNGUNeuXalZs2a0cuVKysrKopSUFJ54tjgyMjLUsmVLev/+Pf3xxx/MY7Kid5mAwFfP543iEhAQEPh6KCgogKGhIa5evYobN25g4MCBsLW1xbhx43D48OFPlt24cSOWL18OAOjfvz/TrTlx4gQAIDU1tcKyVY3LDgoKwpw5c9jfz58/x9KlS2FkZITOnTvjyJEjvHJJSUk8bRxO50EkEkFbWxtycnKYNGkSJk2ahOfPnwMojUHnzo+LR09NTcWYMWMwY8YMnq7PP11bdWLX6xLXr1/H4MGDmeDj48ePYW5ujg0bNgDg6xMB1dOs+RTFxcXIzMxEQEAAHj16xNpb/J5mZGTAzs4OL168wJ49ezBu3DgEBATwNHn+iefPn6Nbt26s/5eHSCTC+/fvceDAAbi4uKBLly4slayZmRkGDBiAkJAQLF++HLKysl+VBkFxcTHWrl2Lmzdv4uzZsxg1ahRu376NESNGwNDQsIweVk3p61SGs2fPokuXLuzYjo6OmDFjBoDSFNtycnI4deoUevTowYSba1oD5EtpH1VV74a73oKCAgQGBuLq1asICwvD0KFD8fLlS0ydOhWjR49mwszidUm21Z07dzBu3Dim7VVSUoIxY8Zg/PjxZc6RIz4+HkpKSnj79i2A0rT0Dg4OmDdvHgYOHIglS5aUOddvjarq1FUW8X6SlZWFyMhIJCcnY+jQocjKysL79+/RqVMnrFq1ivedFPh3cG0VFhaGXr16wdPTE927d4ednR2SkpKQn5+PESNGwNXVtcbrfPXqFY4dO4b09HQsX74cenp6iIuLw4gRIzBhwgTe8y1eDijtC46OjuxvVVVVjBgxgulXCQjURQRjjoCAwH8aToAUABISEvD69WtkZGRgwoQJTBx0yJAhsLS05GVC4OAGAvfv38eHDx+waNEiNmmfMGECFBUVmWGEo7zBaUFBAe9vybq4Mlx9+fn50NPTw7Bhw3D06FGW7SM3NxcpKSl49uwZr3xCQgK0tbVx9OhRZmQA+EKDb9++RVZWFk+olvs9KysLW7duxenTp5kIs46ODsaMGYPXr1+XuR7J63z48CEzaB08eBAaGhrYv38/Ey78ryASiRAcHIzOnTtDR0eH3a/IyEhMnTq1jKh0eROEJ0+eYN68eXBwcEB0dHSNTmbEjQ2ZmZnw8vJCVFQU3r17h3HjxrEsVlOmTMHy5cv/9QQmOzsbY8aMgYKCwifLXLp0CS1btoScnBxevnzJtm/duhV6enqwtbVlk93aFL+WbPPMzEykp6dDUVERV65cAQAsWLAAc+fOLWOck+Tjx49Ys2YNLCwscOrUqXLfI9Vl27ZtaNCgAW7cuAGg9P0hJyfH3mG2trZYvnw5du/eDaDmJ6YbN26Eqqoq4uPj8ddff/Gy0nwuxI3B+/btg7GxMXbs2MH6jzji12tpaYnbt28jPz8fRkZGOHToEABgxYoVWLJkCe/9KElgYCD7d1BQEFRVVXn9+PHjx7z9uT5cWFgIJycnDBw4ED4+Pux8EhMT8eTJE56g/7dqNOCMJikpKRg9ejRmzpzJfqvJd2B6ejoOHTqEK1euYOLEicxoHR8fj5EjRyI9PR2vX7/G1KlTK/y2Cfwz2dnZUFNTw/3793H58mX06dMHCxcuhLa2NiIjI2u0Lq5/REZGwtDQEK9fv0ZBQQGMjIyYIUZPTw979+6t8BgbN27EtGnTMHDgQJw/f55tt7CwwC+//IL3799/s0ZWgbqN4E8mICDwn6WoqIiCg4Opfv36tHfvXurSpQu5u7tTRkYGFRYW0vXr12n48OH066+/kp6eHk/HgHMhfvPmDTVv3pzatWtHv/32GxER/fjjj0RE9Mcff9D48eOpa9eurM6K4rK///57Xly2pJgq505er149unv3LgUFBZGXlxetXbuWQkND6bfffqNBgwbRzz//TD/88AMLc+DOt02bNjRmzBg6c+YMZWZmkry8PLVu3ZoaNGjA3Ic5wU/8f3StuHu7goICycjI0IEDByggIIAMDQ1px44dZGtrSyoqKuWGkHHnXF7setu2bcnd3Z3ev39fJna9rsGFAhQUFFBBQQFNnDiRDh48SHv37qX58+eTtbU1hYWFUYMGDVgf4eDCPiQ1a9zc3MjZ2Zm2b99eoWZNVeHqtLW1pd69e1OvXr0oMzOTmjVrRklJSfTw4UNq0KABWVlZ8fr6p/jpp58oNDSUVFVVSVZWli5dusQTMeXqlJWVpQ0bNlBcXBzt2rWLhg8fThMmTGB9hBOj5bRkagMA7NyDgoLohx9+oEGDBtEvv/xCHTt2pLdv39KFCxcoLi6Odu7cST/99BNro4r0dSwtLWnHjh0UEhJCycnJZfR1qou+vj61bt2aVFVVyc7Ojh4/fkw9e/ak//3vf0RE5OTk9Fn1Hn744Qdyc3MjX19f6tWrF2lpaX0W7SPuGsrTu2ndujWdOnWKEhMTy+jdcPV7eHgQEdGQIUOIiKhNmzYUHR1NjRo1orNnz1JAQAA1a9aM1ZOamkrXr1+nNm3aUIcOHcjHx4c8PT1JQUGBfvzxR+rTpw8lJCQwYffu3bvzzpcL+7p48SIZGhpSo0aN6Pnz53TmzBmSl5enVq1aUatWrahHjx5E9N8MOf0UFenUXblyhXR0dGj06NHl6tRVh19++YUaNGhAc+fOpebNmzPB9Xbt2tGYMWNo6NCh1KhRI7K1taW2bdt+c9pF1SErK4t+/vlnIip9j9rY2NAff/xBBgYGdOPGDcrLy6Nhw4ZR165dqWfPntSwYcMaad/69etTbm4uBQQE0KhRo6ht27ZUWFhI6enpZGlpSb///ju9ePGCJQ2QfF8/evSIzp49S0ZGRnTnzh2WYENFRYXWrVtHKioq9Pvvv1e7fQQEaoVaMyMJCAgIfEbevXuHDx8+4OHDh+jZsyc6d+6M2NhY9vvZs2fRp08fDBkyhK0yS7rc37lzB/369YOWlhZ0dHQQGBiIx48fo3379hg7diwLcxAvy8GFKY0ZMwZqampsO7c6+SnS09MhJyfHVuHXrVsHfX19HDhwoNwwA3EPh/Pnz0NLSwuurq4sdfg/UZ0Qsq1bt0JJSQl5eXkYMGAA1NTUsGDBAiQlJeH58+e4fv36vzqHrxWuLxQVFWHatGmQlZWFqakpLl26hLt370JLSwvt2rVjKeCBsh4nR48exdChQ3Hp0iWMHDkSioqKOHHiBEpKSrBixQrmOVCTbN++HUpKSizUCQDWr1+PsWPHQlpamoWPVMVLoDzPCKDUK+fBgwd48eIFsrOz4eLiAktLS2zduhX9+vXDzZs3q3YxNYj49VpZWaF///5YuHAhJkyYgNjYWFy7dg0zZ86EnJwcCyWSbKNr165hwIABiIiIgIqKCgYOHIh169YBAAICAj65OlxdHj9+jG7duuG3335j23Jzc2u8nri4OAClniWPHz/G5s2b8eeff2LKlClsHz09PV7IQk1x79499OzZE1FRUdDT00P//v2hra2N7Oxs3L9/H3v27Cm3XGhoKBQUFGBsbMy2PX78GHp6epg3b14ZryWRSIRJkybB2tqa1zcvXbqEgwcPQl5eHn/++Sd69OiBJ0+eVHi+z58/R8eOHXH27Fnk5OTAw8MDVlZW8Pf3/6QX0LfC3bt30a1bN5w5cwZdunSBjo4O+7aZm5vDxMSkxuoSv7fW1tZQV1eHj48PoqOj2T4xMTF48OBBjdX5rVDbHk8eHh4YNmwYVq5cybwl8/LyYG9vjzVr1jAvRUkv5/j4eKirq8PBwYH97efnB1NTU2zcuBElJSUVhlsKCNQFBGOOgIDAf46SkhL4+voiNjYW+fn5OHbsGBYsWICVK1eyQSQAfPjwgadbIk5GRgZMTU1x4sQJvH79GmfPnoWSkhKuX7+OlJQUNhnm6qvpuGw/Pz+sWLGC/b19+3YsXbq0jDGIMxy8e/cOeXl5KCoqQnx8PAwMDGBjY4PIyMgKDUhVCSETL1fZ2PW6jLGxMWxtbZGWlgYHBwdYW1sjMjISmZmZ2Lx5M+bMmcMznNSkZk1VOHXqFJSVlWFjY8Pr48nJyWyCWdVwD/FyXP87cOAAhgwZAnd3d8jIyODkyZNs+7Jly+Ds7FzFK/k83L59G1paWiz80dPTE9LS0rh16xaAig0kldXX+Rzk5uZizJgxUFVVRWFhYY0fvza0j6qqdyNe/7t377B582ZoaGjgyJEjLEyrqKio3EmaiooKTE1NeduuX7+OhIQEdvywsDA4Ojpix44d5Z43V39QUBBsbGzYNfj5+WHRokWIj4+vapP8J6iOTl1l4Z69mJgYxMfHIzU1FUlJSZg/fz5WrlyJqKgoqKqqflZtq/86R48eRceOHTF48GBeGKSNjQ26d++Ovn37ssWJ6rat5DNbVFQEPz8/aGho4Pz582VCmoG/+wBXd1ZWFjZv3oxZs2Zh3LhxiIqKAlAafr9nzx6sX79e6AMCdR7BmCMgIPCf5OPHj8jIyICxsTEbvK1cuRKGhoa4cuUKJk2ahO3bt7P9JT/o2traaNmyJdMYyc7OxtatW7FmzRrefpIDjsrGZYuv3NrY2ODw4cO4evUqCgoKMGzYMN45cro5kqtIHz9+xNixY2FlZQUjIyPcvXsXeXl5sLOzg7a2NhNElTzn169fIycnhw2KFi1aBG9vbwCAlpZWuSvgNRG7Xtc4e/YsBgwYwO5ncXExVqxYgalTp6K4uBgpKSnYtm0bzMzMAPx9f2pSs+af4O7LkydPEBMTg9evXyM5ORm6urpwcnLCo0ePPtuq47Nnz9C3b1+8f/8ednZ2mDBhAuTl5eHp6VnhedYGe/fuRVZWFrKysjBr1iyMGjUKV69eZcbOY8eOoUuXLrh8+TKvXE3q69QkKioqkJGRKWNMrgm+pPZRVfVuuHqjoqIQGBiI/fv3AwB2794NU1NT+Pv7V+gh8OTJE0yePJlX98GDB5knZnBwMK8tpk6dipycHJ5h/MqVKzh79iyePXuGvLw8yMvL49SpU+x38Xb7lqiuTl1V4J7RuLg4tGvXDpqamtDU1ERoaCiys7OxfPly6OvrY9KkSTVS37dGbXo8eXt7Y/369bCzs0NRURFLIrB3795yNfnEn+lFixaxsYijoyMmTpzI3u8FBQVMH1Aw6AjUZT5PcLWAgIBALVFSUkJERM2aNaOsrCzq0KEDHT9+nE6cOEH29vY0YMAAOnPmDP3yyy80f/78Co/j6elJ7du3J1VVVSIq1Qxp27YtXb58mbKzs5nuDBeXTUQsLnv+/Pk0depUunDhAh09epSIiNatW0fnzp2j33//nelahIeHk5mZGUuF3qJFC3r37h1ZW1uTs7MzjR49ms6fP08FBQVEREx3hos/546jpqZG2traNGTIELp48SKtW7eOgoKCyNHRkaSlpZneA9HfseR3794lBQUFMjQ0JHNzcwoKCiIjIyNycXEhWVlZysvLY6l7uWvl6pSMXSciFrtuaWlJL168YGmcubapa4hfc8eOHWnAgAHk7e1N169fpwYNGpCDgwMVFxfTx48fqUWLFjR79mxydnbm6QPY2tpSgwYNqFevXtS4cWOmWXPx4sUymjXVPdf69evTvXv3SFVVldzd3Wn8+PEUGBhIW7dupczMTNq8eTO9fPmyWvWI4+vry/QJfv31V/Lz86OXL19SUFAQnTlzhqZNm0aurq60du1aXrnPpenyTzx//pzatGlD33//PaWlpZGHhwcNHjyYgoOD6dGjR1RcXEzTp0+n06dP09ixY1k5SOjrhISEEIBy9XVcXFyYvs6X4MiRI7Rv3z6qX79+jWh+iPd5TvtIRkaGdu3aRefOnSOiUn2s9evXk5OTE7Vu3bpGtI/K07tp1KgR07s5deoUnT17lkxMTJjeDVGpXk1ycjKpqqrSnTt3yMPDg+bOnUtKSko0bdo0unbtGt2+fbvcOps0aUJZWVmUnp5ORKXpqwMDA8nJyYmUlJTo3LlzlJ2dTURECQkJ1KxZM/rxxx9p9erVtGPHDiIiunz5Mt28eZPU1dXp6NGj1KdPH3J3d2fPWYcOHarVLnURTqfu4MGDpKCgQG5ubkyXhtOpS0xMLKNTV1247/DBgwdpxYoV5OPjQ4qKiuTl5UWnT5+m1atXk4eHB506dYqI/h4nCPwzJSUlVK9ePYqNjaWEhARaunQpubu7U3h4OB0+fJiio6NpxowZ9ObNG+rXrx8RUY3cUyKigwcP0vbt26lDhw709u1b6t+/P/31119kaGhIBw8epMTExDJluPeJr68vvXnzhumK2dnZ0cyZM8nGxob27t1L33//fZkxlYBAnaSWjEgCAgICNY5kdqXo6Gjk5eVh//79MDU1ha+vLwur4FZ1JUOQgoODeR41s2fPRqtWrbB+/Xro6uqW8Tipalx2YmIihgwZgsOHD+PFixe8YxYXF8PT0xNOTk5o1qxZmfSe4qtId+/exZ49e1BYWIhhw4YhICAAW7duxcCBA+Hm5lZu21Q2hEySysau11UePnyIAQMGIDU1FdnZ2Vi/fj1mzZqF5cuXw8jICIaGhhWW/ZyaNeWRn5+PCRMmYN++fQBKvQKkpKTg4eGB/Px8eHl51Ug9QGnmnmPHjkFTU5PXN0+cOAEnJycApdmHXFxcPplKujbw9/eHlpYWIiIikJeXhxUrVmDx4sW4cOECz0tA0tulqvo6n5vPUV9taB9VVu+Gw9raGpaWluxvIyMjjB49GkVFRbh27donPT9mz54NMzMzZGRkAPg7nfXVq1cxffp0nocJAGhoaMDQ0JCFEHI8ffoUq1evxvLly9G6dWv2DH5rVEenriZYu3Ytevfuzb7R2dnZCAkJwcyZM3lhz4IXxr+ntjyeRCIRiouLoaOjg4CAALbd1dUV8vLyAPCPmoDiocbiXnLBwcE4e/ZsjZ6vgEBtIhhzBAQE/hOIGw4UFBSgoqKCTp06wcXFBVFRUTh37hyMjIzg7OxcoYZMQEAAevfujWHDhsHU1JSloXVycsLPP//M9GQAvl5DVeKyFRQUeMcDgCVLlrAwJ45Xr15BSUmp3PhwLy8v+Pr6IjMzE9euXcPixYsBlIZAzZ07t8JJV2VDyKoTu17XkLxPxsbG6N69O+7fvw8A2LJlC+Tk5LBo0SK2T3nX+jk1ayrCzMyMZzyKjIzEggULePtU18DGlc/NzcXNmzcxf/58mJubIyMjAw8fPsSYMWNgb2+P1q1b4+HDhzVSZ3UQb+Pk5GRkZ2fDy8sLRkZGOHPmDIDS0Mj58+dXGCJVVX2dukRtaB9VR++G49ChQzyDDFAaIiquVSP5nHHHu379OhYuXAhHR0cm+JyXlwdZWVlmPOLaZeXKlZg8eTLvOBcuXGDhWOLaOT169ChjoP+vUxM6dZVF8r4WFxdj5cqVmDp1Kvt2FxUVISIi4pMC1gKfpqSkBGvXroWvry/y8vJw5MgRzJw5kxmwOa0+oGZDLoHSd7PkuERTU5M35pAMO68o1DgqKqrOjksEBD6FYMwREBD4T3H48GHMnDkTAJCSkoJFixZBX18fQOmKq+Sgjvu4FxQUYOXKlWxQb21tDQMDA4SFhQEATp8+jWbNmmHbtm0AqheXnZubCzU1NZ6WzZ49e9CrVy907dqVnS9QOlCSkpJig1OOqKgoKCkpsQFMREQEBgwYgKCgIMjKymLjxo1sX8kBUlZWFv766y+MGjWKbTt9+jTk5eWRlZVVoZGhsrHrdZWioiLevfH390erVq3YxPbw4cMwNzeHi4sL0zH60po15R1r06ZNUFZWZt4I4eHhGDZsGD5+/FjjhiMuS9nz589hbm4OPT09pKWl4d69ezh27BjTqfpaDDl+fn5o2rQprl69CgDYv38/Fi1aBB8fHwBghk2Oqurr1GW+pPZRVfRuxO9ndnY2srOz8fLlS6iqqiIoKAhxcXFITU2FlJQU7t69+4/nUFJSglOnTsHCwgLDhg3D/PnzIScnh6VLl/L2KyoqwuLFi3n3+vHjx2jatCl69uxZpn2mTp3KM6p+K1RXp66ycOVPnjwJf39/7Nq1C8XFxfD19YW8vDzPw1ag6nwpjydxQ8ubN2/w4sULJCQkYODAgdi4cSNiY2OxZ88eDBo0CFlZWeUe4+7du+jVqxeMjIzQvXt3+Pn5IT8/HxYWFtDX1//XGT4FBOoSgjFHQECgTpOZmclcZp89ewZVVVXIyMjw0idXNLDjJiRv3ryBkZERRowYwQtHcXV15YXK3Lx5k7mHc3DhNBcvXmTb/P39MXz48ApT6AKlBqBjx44BKA1bOXfuHPtt7NixePToEYBS44DkcVJTU6Gurg5ZWVlERkbyzsXMzIxlVQH4A6zKhpCJExAQgEGDBuHw4cPQ1dVFr169kJiYiBs3bkBBQQF37typsGxd4P79+yw8bM+ePTAxMcHZs2fZAHPHjh347rvvsHnzZhQUFODo0aMsnIJr49oYSLq4uMDMzAza2trIyMjAsmXLICMjAzMzMwwcOJBNkmuK4uJiZGdno0uXLpg/fz6A0v64atUqzJo1ixk/vyY8PT1hamoKDQ0NdOrUiU2+z507h3nz5pWZ+D979gyhoaEoKCjA69ev8f79e5iammL58uW4d+8eM+j8F1b7t2/fzgzU7969Q0REBG7duoVBgwahqKgInp6e6NChQ5nV8ZogKSkJPXr0gIODA4YOHQptbW1kZmYiJCQE8+bNK5PtiHvOtmzZgunTp6NPnz4ICgrCnj17oK6uDg0NDYwaNapMWCpQ1mNA/L34/v173L59G/v27cO1a9fYdnGD1YoVK1gIYXFxMUJDQxEeHo60tDRIS0sz4+abN294oWLfApKTcHd3dyxZsgTHjx8HAPj4+MDCwgLq6uo1XndQUBD69++PVatWQV9fH9LS0nj37h0CAwPRu3dvhIeH13id/3Vqw+NJvE4FBQXMmDEDXbp0wfbt2/HixQtoaGhAT08P48aNY2Me7vk8ceIEiouLkZeXh/Hjx3+RUGMBga8JwZgjICBQp7l58yauX7/O3OwvXrwIbW1teHl5sY++kpJShVo3QKkWgrOzM3x9ffH777/D3d2d/Xb48OEKV4GAqsdl+/n5oXnz5my1V9z1f+TIkUhJSeHtLzkZuX37NjQ0NODq6spLHy4eQiZeprIhZOL/rm7s+tdOSEgIhg8fzlaTX716hfXr18Pc3BxHjhwBUJr5y8zMjHl2SPIlNWu4+3Pu3Dn0798fDx8+xMKFCzFu3DjExcUhKioKV69e5RkYa6pOzsusuLgYioqKmDBhAtLT01FSUoINGzZg69atNVZnTZCYmIiuXbvi2bNnAEr7aq9evWBrawugNPSqIiqjr1MXqW3to8ro3XD9LyoqCsOGDUNiYiLOnz+PWbNmwc/PD3l5eUhKSmJGcPEy3HswLS2N9w4Tz9AjieQ9PXLkCMaMGcPCt7jnAAAmTpzIC2n9lkI5akKnrjp16unp8e6ph4cHNDU1AYC30CHw76lNj6fjx49j1qxZAEozoY0bN45liSwpKWHjPK4PeHp6Yty4cQBK+5ednR3LMAh8nlBjAYGvDcGYIyAgUKcpKSlBSUkJTExMsHTpUhQUFCAiIgImJiYYMWIE5s+fz8KuymPXrl2QlpZmg/NHjx6hZ8+e0NHRKVOP+P+rGpctPpDw8/NDixYt4OHhgYiICFy/fh1SUlJMHJc7jngZT09PeHt748aNG/j48SMMDAxgb2+PO3fulKm3qiFkQPVi1+sSr1+/xqBBgxAUFFTmt927d8PY2BgGBgbo27cv86Sq6P5+Cc0ajpiYGCxYsAAeHh5sm6enJ6SkpFiKeI6aui+ZmZmwt7fneeaNuZsAAHV1SURBVC8YGhqibdu2ZSZOtdkXxD3u3r59C2NjYzx9+pT9vmvXLnTr1g0LFixgE0txDSyg6vo6dYWvQfuosno36enpMDU1hYKCAtsWGxsLKSkpnDhxgndsSR0NAJgwYQKWLVtWqXMUr9/MzAytWrXCpUuX2DkqKSnBysqqUsf8r1ATOnWVpbCwEEBpqPDBgwfh7OzMQopFIhGSk5OhoaHBE68WJu+VpzY8niIiIiAvLw8NDQ3eAtr48eMREREBgP88lpSUYN26ddi5cyecnZ0REBCA1atXQ0VF5YuEGgsIfC0IqckFBATqJOKpRRMTE2nOnDn0/fffk7GxMbVr146srKxo5MiRFaYgB0AFBQXUpEkTatq0KdnZ2VF8fDz17t2bbt++TZGRkXTz5k22P5ee+J9SQG/atIlevXrFqys7O5ttq1+/Pjt3XV1dOn36NJ08eZLc3NzIy8uLLCwsSE5OjgCwlL9c3To6OnTlyhXKy8uj2bNn0+7du8nT05MyMzNp7969lJ+fz+rkUga/ffuWTE1N6fz58xQcHExERM7OztSlSxdyc3OjK1eu0NSpUykoKIgaN27M2pZL1fn27Vt6+fIlqaio0KFDh8jDw4NevHhBe/fupcePH9P333/P6qyL6T0vXrxIsrKyNGnSJMrLy6MTJ06Qrq4uGRoa0tSpU2nhwoU0btw4WrRoEU2fPp2ISlMil5d+un379rRp0yZ2HwoKCigyMpLS0tJ4qeyrCsTSvb5584bevn1LN27coCdPnhAR0cKFC2nQoEGUmZnJK1ed+yL+nBUUFJBIJKJjx45RYGAgERFt3bqVOnToQKamprw2qa2+gP9PJV5QUEALFiyge/fu0Q8//EDW1tb04cMHts/8+fOppKSEYmJiypzzjh07qFu3bnTv3j0yMDCgkSNH0tmzZ2n79u1kbGxMzs7O9NNPP9XK9dUUXD+8f/8+DRs2jCwtLYmIyNzcnNq2bUvu7u7Ur18/2rdvH/Xp04dEIlGN9d2cnBzKycmhwYMHU3x8PF2/fp3i4+Ppw4cPFBERQampqeWWE4lE1LZtWyosLKSdO3fS+/fvqXPnzjRr1ixeGaLSe1lQUMDOed26ddSsWTNycXGhhIQEsrW1pQsXLlBmZma5aZQTEhLYcYqLi4mIyNXVlVauXEn29vY0f/58mjZtGv3www+0Zs0adn7fElzbHjlyhH788Uc6cuQI3b59m96+fUubNm0ieXl5UldXJ2VlZWrYsGGN1Pndd98REZGlpSWlp6fT1KlTacOGDbRx40aqV68ePXz4kJ4+fUpFRUVlzlPg04j33+PHj9OyZcvIxsaGtm3bRmpqamRubk6TJ0+mffv20V9//VXjdQ4cOJBUVFQoOzubwsLC6O3bt0RE1LBhQ0pKSiKiv9/Rubm5VK9ePZKTkyNbW1vy9fWlmTNn0vLly+l///sfTZkyhSwsLMjAwICWLFlCzZo1q5PjEwGBf0WtmZEEBAQEqoj4CsvUqVOxY8cO5OXl4cWLF1i9ejU0NTVx9+5dZGRkYM2aNVi4cCHLPMOVTU1NZas/Dx48gK2tLaytrXnCt+JUJy7b3t4e5ubmePjwIc+rg1sxLCws5AklS14jANy7dw+jR49mf6elpWHAgAE4ePAgCgsLeQLJ1Qkhq07sel0kODgYampqiI+Px/Tp06GsrAxDQ0OoqKigR48eTOCYQ/Jav5RmjXi/4UJekpOToa+vD1tbW3h7e2P//v3o3r07ywRUXcT7gqWlJZ4/f876uImJCbZt24abN29CT0+PeX19LaufGzZsgJaWFvt7yZIlGD9+PObOnYsePXrgw4cPUFdXx9GjR3nlKquvU1f50tpHVdG7Ee9Ld+7cYeGcR48ehYmJCbS0tLBlyxb07du3jEB8VlYWJk2axMIig4ODsXz5cpb+fMqUKdDU1OSFxnKcOXMGVlZWvNApcc+S5ORkJCUl4c2bN2VCub4FqqNTV1XOnj0LQ0NDAKWhOEOGDMGbN2/YOQwbNgxaWloYMmQICy+ty9+lL01teDxx5V+/fo3du3cjNDQUJSUlOHnyJGbNmgUlJSWYmZlBWVmZV66goADOzs5ITU1FWloaFi1ahPHjx8PBwYGNZy5evIiwsLAaDTUWEPhaEYw5AgICdRYXFxeoqanxtr19+xbe3t6YNm0acnJykJKSwlJocoOHixcvYvTo0Vi0aBGMjIxQXFyMhIQEODs7Q1dXt8zEoLpx2W/fvoWFhQVMTU3LaEH820lAVlYWtLS02KQZKJ3UrF+/vsIylQ0hE6eyset1GR0dHSgqKmLy5MksrTwAqKiolDvZqw3NGg4FBQVMnToV+vr6CA0NRU5ODuzs7DBs2DBmMARqdnLJTZ66du3KJminTp2ChoYGBg0axEJcvhZDTlxcHCwtLdGtWzcWGgeU6kw9e/YM7969g5+fH3umOaqjr1NXqA3to+ro3QDA/PnzMWTIEKipqcHY2BgikQi3b9+Guro69PT0mNAuR3FxMUpKShAWFgYZGRmcP38eb968webNm+Hh4cFSyU+YMKFMeBZQqv2ycuVK2NnZITg4mBfuWl4f/1r6/Zeiqjp1VSUuLg5Dhw5lgtiHDh3C7Nmzoa+vz1LAFxcX4+3bt+wZ/dbuSU1haGiIbdu2ITIyEu3atWOLP+fPn8fgwYPLhPBWFfEwyMGDB0NVVRULFy7EokWL8OHDBzx69AgzZ86EmZkZE1kWv6fPnj1jY7vU1FQUFRVhzpw5mDt3bpkseJJlBQT+awjGHAEBgToHZ0BYsWIFfH19AfztrZCdnY3Xr1+zQZ4k8fHx6NOnDx48eAA3Nze0bdsWQ4cORWJiIjIyMsqs1FcnLlvc0FFQUIC1a9di3rx5CAwM/EfvCW4CkZ6ezgZQ9vb2mDJlCmJiYpCZmQlNTU1YWFiUKSsSiZCfn4+jR49i0qRJsLCwYEagrKwsDBw4EDdu3Kiw7srGrtdVxO/Px48feb+dOXMGvXr1KiNEzfGlNGvEy0ZFRcHAwACJiYk4ePAg1NXVWaazrVu3YsGCBQgODuZpkFSX7du3Y8SIEbh79y58fHzQpUsXbNmyhf0urm/yNZGfn49NmzbB2Ni4jHfU+/fvsWTJEiQlJVVZX6cuUxvaR5XVu+HqzcrKgp2dHUpKSvDhwwcsWLAAKioqeP/+PeLi4mBjYwM7OzuehoeXlxccHByQlpaG5ORkJCQk8I5fWFgIfX19Zqwu71rfvn2LDRs2wMzMDAcPHvwsAtB1lerq1FWGoqIidOjQATt37gRQ+p5etmwZzp07B3t7eyxbtkzIWFUNasPjSbz8kydPmPfjq1ev4OzsDE1NTURGRiIxMREGBgawsLBgiyri7+Dbt29DSUkJGzZsYNp9y5Ytw+jRo3nvcAGB/zpCIKmAgECdgYuv5mKp27RpQ/fu3SMiop9//pmIiIyMjCghIYE6depERKWaC+Jx2QkJCeTo6EgNGzakPXv20JMnT6hHjx40YMAAevXqFSkrK7O6qhOXLa4x8ejRI8rKyiJLS0uSl5enAwcOUFBQEIsDL+86GzRoQPHx8SQjI0OGhoY0YcIEMjIyIhkZGTIxMSE9PT3Kzc2ldevWsevE/2s/fPz4kYqKikhZWZlcXFyoUaNG5OPjQ/fv36cmTZrQ3bt3afjw4eW2LVHlYtfrGhDTx6hfvz4VFhYSEVGzZs2IiCglJYUuXLhA5ubm5OXlRS1atGBtg1rQrOE4f/48BQQEUMuWLalVq1akqKhICxYsoEuXLpG1tTUZGhpSr1696Pjx40xrqSZISkoiNTU1GjhwIOnp6ZG/vz+5uLiQlZUVERG1a9eOiKhc3ZEvBXd/Tpw4QUuXLqUFCxbQo0ePaPHixTRkyBC6desWrV+/nmmf/P777+Tm5kZ//PFHlfR16mLfrw3tI/HjVEbvhqv30qVLtHDhQrp79y5FRETQb7/9Rlu2bKG+ffuSjIwM/fTTT6Smpkb16tWjP/74g5Xt3Lkz5eXl0ebNmykxMZHatGlDRH/30Xv37lGLFi1o//79vPPkrjUjI4Nat25NpqamNHDgQLpx4wYdOXKEEhMTq9wW/wWqq1NXFYqLi+mnn36iS5cuERGRlpYW/f777yQvL09KSkr0+++/k7e3N0VGRtZIfd8S8fHxZG9vT7KyskREVFRURF26dCFHR0d6+fIldevWja5du0YuLi506tQpGjduHNMkqyri5e3s7MjIyIgOHz5M0dHR1K5dO9LX16dhw4aRra0tNW/enKytremPP/6gjh07UklJCdNecnZ2pgEDBpC9vT09fvyY3Nzc6NWrV+Ti4kJz586lP//8s/oNJCBQR6iH2hyBCQgICPxLOOPIs2fPSElJiU6fPk0tW7akWbNm0W+//UYyMjJ0+/ZtevPmDQUFBZUpR0T08OFD6tmzJ9WrV4/WrFlDIpGI7OzsaM+ePXTlyhVavnw5de7cmYiICgsLydXVlRYsWEANGjQgOzs7evbsGY0cOZKWLl1KTZo0oUuXLlGjRo2ooKCAxo0bV+55GxoaUkZGBv3222/Upk0bWrJkCUVGRpK7uztJS0uTgYEBNWrUiO0PgE0qFi5cSL169SIjIyNycnKi4OBg2rVrF7Vq1YpKSkqocePG1KhRIyZYXL9+fbp06RI5OjpS3759SSQS0aZNmygpKYl2795NL168IHNzc5KSkiq3bRMSEig0NJTatWtHo0aNojNnzlBAQADl5eVR586d6dWrV3T06NEava+1xenTp0lBQaHM9g8fPpCHhwf17t2b1NTU2P0oKSlhRpKsrCz6+eef6d27d7RixQpq2bIltWnThpo2bUoODg50+/Zt+uWXX6p9jlydDx48IG1tbRowYADFx8ezSVOTJk0oIiKCYmNjadasWez8mzdvXuU6JYVujx8/TsePH6fdu3ezbcuXL6ebN2+SgoICmZmZVf0Ca5AHDx7QvHnzaPv27bR27Vq6efMmrVixgubPn08nTpygtLQ00tHRKbesu7s7PXjwgHbt2kVERMbGxvTkyRP6888/6datW3T9+nVauHAhzZgxgxl76xLi7xQrKyuaP38+tWvXjvz9/enZs2ckJSVFffv2pR07dpCNjQ21b9+eV6a6dd69e5d++eUX6tKlCx07dozCwsLo48ePNHToUNq2bRsFBASwdxLX51NSUkhTU5NkZWXp8ePH1K1bNxo9ejSNHDmSiEqNm/Ly8kRElJ+fT40bN+Y9o9HR0XT48GEqKiqiMWPGkJycHK9fFxcXU8OGDVkZrt8fPnyYdu/eTT169KC2bdvSkiVLKDQ0lE6dOkXNmzenBQsWUIsWLarcLnUV8fupoKBAysrKNGvWLEpMTKSDBw/SkydPyMTEhLp06UJeXl6UkJBAmpqaNHTo0CrXKf4u0tTUpIMHD5KqqiozwhERxcTE0IMHD2jGjBnVu8BvjOLiYuratSutXLmStLW1KS0tjdatW0djx46lGzduUEFBASkrK9eY0LEkly5dop07d9KSJUto06ZN1LVrV1JUVKS+fftSTk4OvXv3jo3FJFFUVGQJHIiIMjMzydXVlRITE8nAwIAGDx5MRGW/ZQIC/1m+tCuQgICAQFXJz8/HyJEj4efnx9vu6uoKd3d32NvbMyE/Sc2QhQsXYvbs2ez3Y8eOYdGiRdi9ezcGDx5crtZIdeOyt27dCiUlJeTl5WHAgAFQU1PDggULkJSUhOfPn+P69esVXuuGDRsgIyODU6dOsW1eXl5QUlJi1yBZZ2VDyMTLVzV2va4ybdo0pgcgeT0VtS/w5TVr3rx5g2nTpjEh1+3bt0NLSwt79uzBu3fvePtW975w7u8FBQU4f/4804UyMDDAlClTEBwcDHt7e2hrayMwMBAODg7Vqq+mEIlEsLe3R3BwMC5fvozRo0cjJCQEXbp0gaWlZZl9xamqvk5dpDa0jyqrdwOUvueVlJSwdu1aAEB0dDScnJxga2uLY8eO8cSIuedM/JyTkpKQmZmJ/Px8bNy4EWZmZjh69Og/hkrdu3cPPXv2RFRUFPT09NC/f39oa2sjOzsb9+/fZyGN3zKV1amrLuLv0TVr1qB9+/Ys1JejvDT0Ap8mLy8PvXr1gqamJoDSRBJubm4AgPv378PNzQ26urp48OBBjdf99OlTNGnShIUoc5qCxsbGuHDhAu8+Sr6LLl26hOnTpwMo1QBctmwZrKysAABOTk4VJrAQEPgvIxhzBAQE6gzZ2dk88V5Oz6WgoIC3n+RE+sSJExg5ciRvW2JiIpycnGBubs5itjmqE5fNDT5evXqFY8eOIT09HcuXL2cZf0aMGIEJEyawuHTJchxhYWHQ0tKCubk5M6IkJydj/PjxyM7OZvuJD3yuXbuG48ePIyoqCv3790d2dja0tbXxxx9/8AZlXJnqxK7XNcQNNABw5coVJugM/N3+kvehNjRrJIUef/rpJygpKbFtgYGBUFJSwo4dO6pVjzjifWHy5MmYNGkSZs6cCSMjI5SUlMDPzw9WVlaYPXs2cnJysGLFCsybN6/G6q/O+QKl74b09HRMnToVgYGBAIDFixczLatP8W/1deoyX1L7qCp6N5L3U11dHVJSUkzrKzk5GS4uLrCxseG9/4DSe8SJ1nPv5unTp8Pb2xsAsH//fixatAje3t68jIEA34AZGBiIq1evIiwsDEOHDsXLly8xdepUjB49mve+/i8YsytLdXTqKotk+4p/3/ft24c2bdpg27ZtNVLXt4j4s6ahoYHvvvuujH7U8+fPcejQoRqrU3JM5uzsjCZNmvB0eKytrVkGrfLIyclBXFwcWrduDXV1dejo6GD16tUYN24czxAvIPCtIRhzBAQEvlri4+Nx48YNPHr0CNHR0QCA0aNHw8bGhu3z6NEjjB8/Hh8/fqxwZS40NJSVEZ8IpKam8vYTiUS8QYeTkxMKCwtx//59zJ8/H9bW1syYsWPHjjJpvbn6IyMjYWhoiNevX6OgoABGRkZMFFdPT6/cLB/cADY0NBR37tzBmzdv8OHDByxcuBBz587F0qVLoaamhjVr1pSpj6uzqKgIxcXFWLVqFRwdHQEAu3fvxrx58xAbG1tufQBga2uLsWPHYsyYMYiKikJJSQlSUlKwZcsWKCgooKCgAK9fv+alDa5LcNlrPnz4gIcPH7J045qamjA2Nv5kWfHMVba2tlixYgWAUgNASEgI5s6di+XLlwMANm3aBH19/TKTzX+L5CSGM0JkZ2dDWloaioqK7Le7d+9+FgPDiRMnWGa2zMxMmJqaYtq0abzU48ePH0f//v1rvO5/i3g7hYWF4fLly+xvGxsb+Pv7IyQkBOrq6kz8VtKAefz4cZiamkJfX5+t9O/btw9LlizBunXreN4f4v+uqzg6OvImSmFhYWjTps0/ei5VFq78xYsXoaWlhcmTJ+PWrVsASid0Dg4O6NmzJ1JSUhAZGYkVK1bwDEn37t1jKa7d3NwgJSXFynNZryTrs7Ozw5IlSxAQEABFRUUkJyfj3r17mDp1Kru+oKAgXLhwocJrtbS0xO3bt5Gfnw8jIyM2kV2xYgWWLFnyjwbB/yri6aMBwMfHB0ZGRrx9tLS0eF6mNWXsCgoKKveY4eHh+O2333Dv3r1v0rBWE9SGx1NeXh727t2Lq1evIjc3F4GBgWjVqhUzuorXKUl8fDzU1NQQHx+P27dvY+PGjWz8ZmhoyAyMAgLfIoIxR0BA4KvkxYsX6NatG9TU1DBhwgRMnDgRW7duxcePH6GgoICZM2fiwoULGD58OLy8vHhlJVeBnjx5gp49e/KytyxatOiTYSLTpk3D0qVL2d8ZGRmws7PDvHnzeIMeyYFOTk4Oli9fzlb4CwoKMHv2bMydOxcWFhaQlZWtsGxYWBiaN28OIyMjzJ49G4GBgSgsLMTatWsxadKkCgc9VQkh47h48SI0NDQQHh4ODQ0NODg44MGDBxCJRMjKyipjBKprXL9+Haqqqnj27BlCQ0MxYMAAmJiYwMbGBtHR0Zg9ezZbdZe8H1x73b9/H3379oW2tjZkZGQQHBzMDHnh4eE8bw5JA2FlEM+6Y21tDW1tbRgaGrKUvLNmzULv3r2RmJjI9qvuZCYtLQ0BAQEoKSnBq1evMH78eEydOpXdd5FIBFdXV0hJSSE+Ph6FhYV48eLFVzG5tbW1xYABAzB9+nSMHTsWOTk5uHTpEvT19TF8+PAKB/j379/HwIEDcffuXaipqaFt27bYvn07gFIjT016PNUWkn352LFjLKSCY9myZRgzZkyNGWm55+X9+/eYMGEC1q5dC21tbTg7OyMsLIztd+7cOfbvly9fsnTSbm5umDhxIszMzKCiogIA8PPzQ7t27cqE1oqTmZmJVatWQVVVFVpaWsxYm5ycjLlz50JeXr6MR444Gzdu5Bm1Vq9eDXt7e5w8eRJDhgxhBvxvLYyHu96nT5+iR48eiImJQUZGBiZPngwNDQ34+vpCT08PkyZNqrE6xY2BsrKyZbI+cufEGegF/j214fF08OBBPHv2DACgqKgIExMTaGpqMg/rBw8e4I8//mDPX0Xfs+TkZLi7u7NxH4eenh6mTp1ao+csIFDXEIw5AgICXx1FRUUYNmwYCwN4//49bt68CVlZWVhaWiI3NxfGxsZYv349L0RK3LMmNzcXmzZtwsaNGxEVFYWbN2+iTZs2WLZsGRYvXowxY8ZUOMCvTly2h4cHhg0bhpUrVzIPjby8PNjb22PNmjVsZZkblHLnm5+fj1OnTjEvgzNnzmDWrFlscLVt2zbo6uri6NGjLCU6UPkQMnGqE7teFxCJRHj16hXWrFmDOXPm4MmTJ8jPz0d8fDwWL14MVVVV/PLLL58MF/pSmjVv377FgAED8OzZM/j6+mLq1KlISEjAwIEDeUY8c3Nz+Pv7V7keSW7duoXo6Gi8e/cOmZmZiIqKgra2NjZs2IDnz5+z/T6HdkJV4PpkUVERXFxc2KRu0aJF6NOnD/PyqMjYVB19nbpCbWofVUbvJi8vD/3798fu3btx584dSEtLIzs7u4zHXFhYGNavX1+mLu7dyR1z3759mD59Oo4cOYKUlBQApd+BT01QQ0NDoaCgwKvv8ePH0NPTw7x587B7924AdbcvVJfq6NRVlaSkJMjJybEQVknPuLr+XaptvpTHU2hoKPr06YOXL1/iyJEjMDc3BwD069ePpwWYkZFRZkwlvsDCGWfT0tJw5MgRzJo1C76+vhCJRHB0dGQLKzXV/wQE6hqCMUdAQOCrIyUlpUwMN1DqYTNnzhy8evWqzG+Sq6ZKSkqYN28eEwLet28fUlJS4OXlhV27djEvCMkBQGXjsiXrLSoqgp+fHzQ0NHD+/HmmsyMOVydXNj8/Hzo6Ohg7dixWr16N3NxcFBcX48aNG5g5cyYLj/Dy8sLBgwd5x6pMCFl511uV2PW6xvnz53HkyBHMmDEDAQEBbPvbt2/x9OlTTJo0iV0/UDuaNTIyMkyAkpvcurm5Yfbs2QBKB7LinmU1weXLl5GUlITc3Fw4OjrC2NgYr1+/RkJCAgwNDWFra1tGz6Q2vRO4+xIeHg5lZWXIyMhg586d7PeNGzeifv36CA8P52kg1aS+ztdObWgfVVXvZvr06dDT0wNQ6qHj7e2N7du3Y/LkyWyfLVu28DwIJEM/SkpKMHr0aBw5cgQAcOTIEWhqamL79u1lvhPliSW/e/cOmzdvhoaGBo4cOcI8QYqKir45T5zyqKpOXWURvycvXryAtrY2evXqhbt375a7j0Dl+NIeT3FxcejcuTNbiLhy5QqsrKygpqaGdevWASh99pycnMr0pV27dsHU1BQlJSVYvXo1Zs2axYw72dnZ2LRpE4YOHcobowiGHIFvGcGYIyAg8FUhEonw/v17dOjQAWfOnOH9VlBQAGVlZbbqWxFXr16FnJwc+zspKQl9+vQpczzJwXp14rK9vb2xfv162NnZoaioCCdPnoSmpib27t3LC4spD0dHR1haWsLZ2RkaGho4ceIEE9F9/PgxzwOkJkLIqhO7Xlfgzv/MmTOQl5dHYmIiTp48CQ0NDTaY5FizZg1cXV1rTbNm1qxZ6NatG86ePYvc3FycO3cOLVq0wF9//cX2MTQ0hKmpaY3UBwAWFhaYPHkyzp07B5FIhPDwcKxfvx7Gxsa4d+8ecnJyYGxsjFWrVtVYndWBe1azs7OhrKwMV1dXODo6wtTUlGfQkcwQVx19nbpMbWgfVUbvxszMDB07doStrS3u3buH9PR0DBgwAE2bNmX7rF+/HuPHj/9knRoaGmV0r65du4aZM2fCxcWlQqNDVFQUAgMDWYjk7t27YWpqCn9//3IzFX4r1JROXWUQ/6alpKSgsLAQaWlp8Pb2hrq6Os+TRKDqfCmPp4KCAowePRrS0tLw9PTErVu3kJ+fD3l5efTu3ZvtN3XqVObxzHHjxg30798f9+/fB1C6uGZmZgY1NTVERUUBAB4+fAhDQ8OvxltUQKC2EYw5AgICXyVeXl4wMzMr437r7e0NZ2fnT5Z9//49NDQ0eEYQPz8/potREVWNyw4ICMCgQYNw+PBh6OrqolevXkhMTMSNGzegoKCAO3fuVFjWwcEBffr0YQOpPXv2QFtbG15eXjwjUHFxcbVCyGoqdr0uERcXBzk5OaZxlJ6ejrCwMBgaGmLBggXIy8tDcXExFixYgDNnztSKZo2JiQmUlJSwa9cuLFu2DL6+vsjIyICvry/k5eXh7+8PFxcX3j2tbp0+Pj4YPHhwmePExsZiy5YtMDExwcmTJwGgjMh3bbNo0SImwJqamooDBw7A3Nwcq1ev5mURkzR6VlVfp65QG9pHiYmJVdK72bZtG2RlZXHv3j14eXlh0aJFCA8PZ5NNdXV1rFy5EoMHD/5HA5uRkRF7HsX76vv379nkT5KkpCT06NEDDg4OGDp0KLS1tZGZmYmQkBDMmzePPe/fGtXRqasJtLS0MH36dAwdOhQBAQGIiIjA4cOHoaio+I/fboHyqQ2PJ1VVVVhZWeHdu3dwcHCAlZUVQkJC8PDhQyxduhT9+/eHhoYG1NXVeeeQlpaGQYMGsbDvu3fvsnf9qlWrMGXKFLi5uaFPnz48A76AwLeOYMwREBCodcoLAXr48CEWLlwIKysrHDhwANnZ2bhz5w66dOnC9Es4uIF+amoqWxk2NzeHsrIyYmNj8eHDBygoKPAyQQHVj8vmNHp0dHR44Tuurq6Ql5cHAMTExHzy2p8/f4527dpBTU2Nbbt48SKUlZXZ6pQklQ0hq07sel1DfGB6/fp1DB48GNOmTWP3Nz8/HxEREby0zFy/+ZKaNVzfMTMzY+d86NAhLF26FB4eHrh79y6uXbsGbW1trF69moWMVMednAs50tHRwdmzZwGUtod4m7169Qr+/v4wMDBgE/XaRDJlvKWlJYYPH86Mrbm5uTh58iSsrKzKeMBVV1+nLvGltY8KCwurrHdz7Ngx9p6OjY2Fj48PFi1ahGPHjqGgoABbt27F8ePH8ejRIwBl37kAmKFeT08Pqqqq7PkuLCzExIkT8eTJkwrP3dramqePZGRkhNGjR6OoqAjXrl3jaZJ9K1RHp646cOV37NiBiRMnAihdHLGysmIT9jNnziA8PLxa9XyL1JbHE/fcAqVjLFdXV1hZWeHgwYPIz8/HrVu32MKS+HkmJCRg9uzZ2LRpE65du4YRI0bw9K4CAwNx4MABIS29gIAEgjFHQECg1hHXdxEfgDx79gwuLi5QU1NDr169MH78eDaRlkw1fPfuXfTp0weKioqYNm0aUlNT4ezsjGnTpkFFRYUX9w9ULy5bcgC7cePGMoYiTU1Nnl6OZJkHDx4gIiICcXFxKCoqwoQJEzB+/HgmJllRCE9lQ8iqE7te1xDvO8nJycjLy8PDhw9hYWGBBQsWsMl7SUlJGe2N2tCsKY/Lly9j2bJlWLNmTRlDYE2F/8yZMwc+Pj68bSKRCNnZ2bh16xZSU1O/ulATca+pvXv3YuzYscyDQiQSsXeIpPGnsvo6dZHa0D6qjt6N5DmkpKTgwIEDMDU1hbe3N8/DRrwMt//58+excOFCpKenIy8vD7a2tpgyZQrOnDkDVVVVLFmy5JPnfujQIZiZmfE8ubS0tHgp0utqX6gqNaFTVxkyMzN5z7S7uzvPCHjlyhV06dKlzmdT/Br4kh5P4s8NF8aVm5uL7du3w8LCAlu3buUtEkj2oXfv3sHMzAwjR44sM2aT5L8QDisgUBMIxhwBAYFaZ9GiRVBRUWED/6KiIjYo4IwbL1684A2+gb8HDvn5+dDS0mKTO1tbW4waNQrx8fHIysoqE35RnbhscYPBmzdv8OLFC+bBsXHjRsTGxmLPnj0YNGhQmRCVAwcOsGP/9ddfcHBwgIyMDPM0MjQ0RPPmzZGYmFjhBLMyIWTViV2vy+jq6kJLSwu6uro4ffo0nj59ChcXFygrKzMND3FqQ7MG4BuVxO9zZGQk7OzssHTpUmZgrEkOHjyI8ePH48aNG7ztxcXFUFRURGRkZI3XWRW4Ntm1axemTJkCMzMz+Pn5obCwEGFhYRg7diycnZ0rNBJUVl+nLlIb2kc1pXcjDqfdZWhoiJCQkAr3i4+PR48ePdi9S0tLQ3R0NA4fPoylS5fCxcWF7Sv+fAGl/SE7OxsvX76EqqoqgoKCEBcXh9TUVEhJSfFCT74lakKnrrIcPnwYhw8fZl5QT548wezZs3lp61VVVQWPnCrypT2eJN/B5X3XDh48CBMTkwo1BMUzfHp4eMDAwABnz579T3hOCgh8TuoBAAkICAjUIqmpqeTk5ESxsbG0detWat++PaHU2Ez169cvsz8AqlevHvvb0dGRLl++TCtWrCBZWVkiInJzc6OHDx+Sv78/OwYAysjIIDk5OdLS0qIlS5bQvXv3yM/Pj7Zs2ULOzs508+ZNkpWVpZ07d5KZmRlpa2uXW++0adOocePGdP/+fbKysiJZWVmyt7enH374gV6+fEkbNmygvn37kkgkovr169Py5cspJiaGjhw5QtOmTSM7Ozt6+/Ytubi4UHBwMDVr1ozq1atHO3fuJA0NDWrYsCERESv/4cMHKigooNatW5OFhQW9fPmS1q1bR82aNaO5c+eStLQ0WVlZ8dppxowZ1LlzZ1q6dCl5e3tTbm4uTZw4kZo3b047d+6ky5cvU+/evam4uJgOHDhQbtvWNdzc3OjJkyfk7u5OXbp0oX379pGcnBzFx8fTyZMnafjw4fTXX3+x/U1NTSkuLo6mT59OT548oS5dutCMGTPo8OHDdOjQIZo1axYlJyfT2bNn6dy5c9SoUaNqtxF3TzMzM6lp06bl7hMfH09xcXE0ZsyYKtdTEbm5ueTu7k4pKSkkIyNDSkpKRES0ZMkS+vjxI+3du7fG66wqd+7cIS0tLQoJCSFtbW0qLi6mYcOGkbm5OaWkpFBQUBAZGxuXW3bx4sUkEoloy5Yt9OHDB7pw4QLdvXuXfvvtN1q4cCFr+5KSEmrQoMGXvKwaYfv27eTj40Ph4eG8/vjixQs6d+4cxcTE0NixY2natGmUnZ1NTZo0qXadPj4+dPDgQXJ1daXbt29TdHQ0aWlpUdu2bUlTU5NatGhBPXr0oDNnztDx48epTZs2JBKJqF69euwcuedH8jkCQM+fP6fu3buXqZfb19fXl0JCQmjr1q20f/9+CgwMpJKSEvL29qb27duz/bl7ypXbunUrXbx4kWJjY2nt2rX04cMHCgwMpIYNG1J8fDwpKiqSmZlZtdunLuPt7U2xsbE0Z84cGjBgANu+bds2+vDhA1lbW9dIPdw9yc/Pp5EjR9KcOXPI1NSUtm3bRrGxsZSQkECtWrWiW7du0c2bN2ukzm+FrKwsysjIoDZt2hAR0caNGykuLo42btxIRERXr16lefPm0dmzZ6lz5841Xn9wcDBNmjSJt038OX///j21bNmS/ZacnEw///wz/fTTT0TEfxf7+fnRjRs3aOTIkTRlyhReOQEBATG+vP1IQEBAoBRJl1wnJyeMHDmSp4lTniut5CrQ1atXMXv2bNja2uLp06cASr1fpk6dWiZ0qCbiso8fP85c0hMSEjBu3DiYmZmx8+U8gbhz9/HxQffu3Vk6UBsbGxw5cgTDhw/H7du3AZS6/l+5coXVUVxcXOUQMo6qxq7XVYqKiuDu7o7z58/D1NSUaQO9efMGkZGRzMsLqB3NGuDvPhEdHc0ywvxTSMfnCPlIS0uDh4cHFBQUMGrUKMybNw9jx44tc561AdfG2dnZ2LFjB8LDwxEUFARpaWlcuXIFY8aMwezZs3khGCKRqFr6OnWJ2tQ+qoreDXc/c3JykJqaWu5Ke0Ur+5L9MDExEVpaWmjVqhU2bNiAy5cvY926dTyPDsljREVFYdiwYUhMTMT58+cxa9Ys+Pn5sQxb4u/JbyW8qro6dVVFPDx6+/btOHv2LPr164cVK1YAAJ4+fQpPT094eXmVq1Mn8Glqw+Ppn9Kei+8jTkJCArS1tXH06FHeO0H8fp8+fZoXAi8gIFAWwZgjICBQK4h/sMW1ZXbv3o1hw4Zh7969/3iMs2fP4vLly7h//z7S09NhYGAATU1NLF26FAoKCtixY0e55aoTlx0REQF5eXloaGjwwqjGjx/PsiaJD1wuX76M1q1bQ1tbG4GBgcjOzsbevXvx448/YvXq1QBKJ/ZdunRhhh3xY1Q2hEyyPFC12PW6guR5X7x4ET169MCkSZPYtmnTpn0yVbs4X0KzJjc3F1paWkx8urYmK8XFxcjMzERAQAAePXrEBuG1OXni2lgkEsHe3h5RUVEoLCzE0qVLWVikiYkJVqxYUSZjG0dl9XXqKrWpffRv9W7E21hFRQULFiyAgYEBgoOD/7EO8bJOTk7YtGkTli9fjqSkJCbqnJCQgD59+vAM4eKkp6fD1NQUCgoKbFtsbCykpKRw4sSJCuv7r1MdnbqaYN++fSxsNSMjAzIyMtDQ0OAZ3Gu6zv86XP/Ny8vDoEGDsGHDBgClGUDNzc0xc+ZMmJiYYNiwYTVe9z+lPa+IHTt2QEdHB/7+/sxIDPD7pHhfFRAQKItgzBEQEPjiiA+a58yZAwMDA4wYMYLp1YSGhmLo0KFwdHQsU5Yb3B0+fBgdO3aEg4MDunbtCjc3N4hEIjg7O0NRUbHCjENVicuWFA7dtm0blJSUEBQUxFaMJk2axMsMBZQajTp27Ijg4GCcOnUKJiYm8Pb2RlxcHPbu3QtpaWksXrwYQ4YMYel7JScUDg4OGDNmDC5dusS2ubq6QktLi3deFWnsVCV2va7ADfiSk5Oxb98+PH/+HAUFBbCzs8OyZcvg6OgIMzMzniirOLWlWRMSEoKOHTti6dKlvHP5GvhaJrS7d+9mnlUAsHjxYowbNw7BwcHo27cvXrx4AYBv/AEqr69Tl/latI/+jd7NggULsGbNGty5cwcdOnRgWmSfMhxy98rd3R1Tp07FpUuX0L17dwQFBaGkpASpqamQlpbGpk2bePuLP0sfP37Ehg0bMGHCBPj7+zOtMUdHxzqfjr46VFWnribw8fHBn3/+WWbBZs6cOejduzdyc3O/mvdhXaE2PJ6qk/ZcvO7z589DS0sLrq6uvAUUoQ8ICPw7BM0cAQGBWmPFihX0+vVr2rlzJ/3+++/UqlUrWrlyJSkrK1N0dDRlZGTQiBEjypR79eoVbd68mdTU1GjYsGGUlpZG48ePJzU1NbKwsKD169fTs2fPSElJiSZMmEAfP36sclw2p2+SkJBAoaGh1K5dOxo1ahSdOXOGAgICKC8vjzp37kyvXr2io0ePljnX+/fvM/2B06dP09WrV6l169Y0fvx4+umnn+jx48fUrFkzdp1cfRxhYWHk7e1NnTp1Ig0NDerevTs9evSIrK2t6ejRo/T999+X27aVjV2vqxQXF9Pw4cOpU6dOFBERQa6uriQlJUVv376lixcv0p9//km6urr0008/sfv+pTVrUI7GTnBwMO3cuZP69u1LNjY2RFT23n+rHD58mJycnEhNTY1sbGxY2y1YsIAAkIKCAikoKJRpr+ro69RFvpT2kXj/xb/Uu/nw4QP98MMP9OOPP1JJSQmtXbuWlJWVaeXKlTRixAhasmQJRUdHEwDq3bt3mToLCgqoUaNGVFhYSIsWLaItW7aQvb09JScn044dO+j169eUnZ1NeXl5NGjQIHYORMTO6+7du/TLL79Qly5d6NixYxQWFkYfP36koUOH0rZt2yggIICkpKRqpI3qGtXVqasskuWXLl1KISEhFBwcTP/73//Y9tu3b9PQoUOrXM+3zv79++nOnTu0YcMGyszMJEVFRWrTpg3t2LGDvvvuO7Zfdb814mOo1NRU+uWXXygnJ4cOHjxIoaGhpKWlVWb8IVn2/fv31LRpU2rYsCElJiaSi4sLNW/enNTU1Khnz55MN1BAQOAfqAUDkoCAwDeM+EqNvb09UlJSoK+vj1WrVuHEiRNo2LAhLx04x4ULF5gbromJCbp27Yq9e/eyUItnz55h8eLFbP/NmzcjODi4WnHZ4iu9gwcPhqqqKhYuXIhFixbhw4cPePToEWbOnAkzMzM8efKkzPWVd83Xrl2DtbU1HB0deWFVkvtVJYSsqrHrdQ3xFbunT59i5cqVAEpDpMaPH4+NGzciJyeHV4a737WpWbN//36sWLEC3t7eiI6OxvXr12FqaorFixcjJSWlRuqoq0i2sZubG2RlZREREcFz2ee0IDiqqq/zX+Fzax9VVe9m3rx5MDQ0ZP3az88Pv/32G3R1ddl+w4cPx+7du8scb8eOHdixYwcra2xsjClTpkBNTY3tY2pqioCAgArPYf78+RgyZAjU1NRgbGwMkUiE27dvQ11dHXp6ejh+/HglW+K/QVV16qoD9/xev34dfn5+2L17N4qLi+Hi4oKePXvi5s2bZc7vv/SMfilqw+OpsmnPufo/fvyIsWPHwsrKCkZGRrh79y7y8vJgZ2cHbW1t3Lt3r0bPU0Dgv4xgzBEQEPhicB/ykJAQNgF/+fJlGX0TyfCqpKQk7Nu3DwCYEK2TkxOmTZuGO3fuIDMzE4cOHcJff/1VJh04ULW4bPFBz5MnT+Dp6cnqd3Z2hqamJiIjI5GYmAgDAwNYWFjg5cuX/6odnj59CktLS3ZMyTqrGkIGVD12vS5iZmaG+fPno0ePHix84sWLF5g8eTL09fXLiF9zfEnNGu6eHjp0CD169EBAQABUVVXh6OiI8PBwxMTEMAHZbxWujW7evAlfX1/s27cPOTk5OHLkCMaOHYsTJ06U0dIQL1cdfZ3/Ap9L+6iqejfPnj1Dbm4uDA0NMWfOHMTGxiIzMxP29vbQ0dGBp6cnZs2aBX19/XLLb926Faampti+fTuys7Px8OFDdO7cGcuWLQNQaugbMmRImT7BnW9WVhbs7OxQUlKCDx8+YMGCBVBRUcH79+8RFxcHGxsb2NnZfXNpr2tCp66qxMbGYtCgQdi1axdGjRoFJycnAKXaOT/++CMTKReoHJJGL1NTU/Tv3x9JSUm87bdu3arxOquT9lxOTg47d+7E0aNH0a1bN8ycORNHjx4FUGqUSktLq7HzFRD4ryMYcwQEBL4oKSkpMDAwQGBgIIDSCdmCBQuwdOlSmJqaYsGCBWxfyYHK2bNnMW/ePKbL4OnpieHDh0NZWRlGRka4c+cOgL8NGFWNyxav19bWFmPHjsWYMWMQFRWFkpISpKSkYMuWLVBQUEBBQQFev34NV1fXSrXD+/fvy3iPAKXGLVNTU7Za+fHjRwwaNAhr166FSCTC2rVroauri1OnTjFjRXVi1+sqJ06cwIQJExAeHg59fX3Iycmx1bzc3FyexpAkX1qzhjMwcIPVtLQ02NraQk1NDSKR6JN6Tf91uGc0KSkJ3bp1g6WlJUxMTDB48GDExMTg5s2b6N27N06fPl3hMSqrr/MtUJPPe2X0bi5cuIC5c+cyg4+DgwOmTJmC8PBwxMXFITg4GBYWFvDy8mJlyrsvt2/fhpycHBwcHJCQkIDXr19j3LhxUFdXx6RJkxAfH887B3GvRC0tLUyePJlNYIuLi+Hg4ICePXsiJSUFkZGRWLFiBTvGt0B1dOqqyv79+1mmMCsrKwQHB+PWrVsYNGgQEhMT2Xf60aNHZTzuBP6ZL+3xlJmZyROXd3d3h7GxMfv7ypUr6NKlC88LUrJ+oDQ75549e1BYWIhhw4YhICAAW7duxcCBA+Hm5sb2+5be1wIC1UEw5ggICHxRNmzYgMaNG/MML2FhYXBxcYGKigpbVRYX9OP4+PEjvLy8YGxszLLTXL58GSNHjmShWZIpV9+9e4e8vDwUFRUhPj4eBgYGsLGxQWRk5D96rVy8eBEaGhoIDw+HhoYGHBwc8ODBA4hEImRlZZU7aPk3SA6oqhpCJn6dQKmhrLCwEGlpafD29oa6ujqCgoKqdI5fI1y7vXz5Erq6unB2dma/eXp6QlpamnlwiZcpbwAbFBQENTU1rFq1im2rycGjo6MjzwDh4eEBNTU13gRy6tSpvMHxt0pBQQFsbGywbds2tm3//v2YMmUKRCIRoqKiKvSsOXToEPr06QMnJyfefdbX14eenh7zvhImBv+e1NRUZmguLi6Gs7Mznjx5gpkzZ8LDwwNAabpv8ZTeHJmZmdi5cyeWLFmCAwcOACgVpR43bhxOnjxZZn/u/XXr1i2WoQooXdnv1KkTFi5cCEdHRxbGWlxczM5NXMweKDWQT5gwAWvXroW2tjacnZ0RFhbGjimenvlbNR5wYSwA0KJFC/Tp04cZmaOionD9+vUaqScoKIiF+338+BG+vr6ws7PDiBEjmJHtxIkTWLduXblp0gX+HV/S46km0p57eXnB19cXmZmZuHbtGhvXREZGYu7cuTwDlICAwL9DMOYICAh8ViQnUfn5+Vi2bBn69etXJgsL5zZfXFyMkpIS9vfx48fh4+PDDDjHjx/H4sWLsW3bNmRnZ+P+/fsYPnw41qxZg5KSkhqJy3769CmaNGnCJi9v376FhYUFjI2NceHChXIzSVWF6oaQcVQ2dr2uwbX3ixcvYGJiAktLS6ipqfHuRUBAAMzMzCo8xpfUrOEGvI6OjigsLER6ejqWLVsGDw8PXLx4EUFBQejdu/cn7+l/GfFn5v79+/jpp58we/ZsAH/f63nz5uHp06dsP8nMVRz/Vl9H4N9RFb0b8XtiaGiIKVOmYOjQoXB1dUVeXh5CQ0MxZMgQbN68udw6N27ciCZNmuDOnTt48+YNBgwYgCdPniAzMxMrVqyAubk5zpw5g+Li4nLft/n5+VBSUsLatWsBlGpiOTk5wdbWFseOHeP1i2/NaFBVnbrq1Ldv3z6MGDECdnZ22L17Nx49eoSOHTtCWVkZAPD48WNISUnxDAEC/47a8HiqibTnUVFRUFJSYu/xiIgIDBgwAEFBQZCVla3RPigg8C0hGHMEBAS+CF5eXvDw8MChQ4fw5s0b7N27FyNHjsSuXbvK3d/DwwM3btzAzZs30aFDB6xZswbKysowNDREcXExbt68iblz5zLPk/j4eOb+z1HZuGzJQb6zszOaNGmCixcvAiidTFpbW3+WQUdlQ8iAmoldrwtw11lQUAA1NTVcunQJOTk5WLt2LaysrHD06FFkZmaWW6Y2NWsePHgAWVlZjBo1CsnJyYiOjmaGhxkzZjAB7G/ZayQ0NBSZmZmIjY1F//79YWVlhbdv3yIuLg6dOnVCREQEb/+q6usI/DuqoncjbixwdXVlGmgHDhzAypUrYWtri7S0NMTExJQRfRfn9OnTaNWqFZo2bYrLly+z7R8/foSDgwMLzeWQfG7U1dUhJSWFuLg4AEBycjJcXFxgY2OD7OzsqjdKHaaqOnU1wfDhw9GoUSP27YqJiYG0tDSmTp0KWVlZeHt7A/jvhQB/TmrD46km0p6npqZCXV0dsrKyiIyMZNu3b98OMzMz2NjYsG1CfxAQqByCMUdAQOCz4+HhgQkTJsDb2xu9e/dmxpHLly+jb9++ZQb4nNFkwYIFsLS0ZIK/aWlpMDQ0hLKyMhITE3lixkDNxGXn5eVh7969uHr1KnJzcxEYGIhWrVqxgadkPdWhqiFk1Yldr8vs2LEDAwcOxPv374H/a+/OA2pM//eBXxVjCNEIGcwMhg+GQfZ92uxLC0LIWkJjLVvIOmTJnq0xaMRgxkzZl7KHsU9JGSQmNCHty3n//uh3nm8HM6NFp3S9/qHTeTr32Z/n/dzv6xaRFy9eyIYNG8TZ2Vm2b9/+j0URbWTWbN68WVxcXEREZM6cOVKvXj2lMJGUlKQUEotyIefBgwcyevRomTdvnkRFRUlcXJx07txZvvzyS5k2bZpSqH39oCQ3+Tr0z3KSdxMXFyd79+6V6OhoEck8U5+1MKCegTZs2LB3mv12584dqV27tkybNk3j8n/7zL1y5YryXbBs2TKpW7eucmCblJT0RhhsUZObnLrsytrWunjxYvHw8JBPP/1UabkTySxyZ/3u5sH7u9H2jCdfX1+ZMGGCiIi8fPlSOnbsKPb29m8Uz19vf1QLDg4We3t7Wbp0qUZLZVGeNUeUF1jMIaL3JiMjQ5KSkmT48OEiknnW1s7OTkQyz9TEx8fL48ePNbbJumP3/fffS8+ePWXkyJHKzl9aWppMnz5dbG1t/7HtIrt92bt27ZKwsDAREenVq5eMHz9eBg0aJEOHDhWRzJ3PSpUqiaur61tvLyePS05byETypne9MMj6OKempsrBgwelV69eMnbsWI2dQV9fX41QaxHtZtbs3btXRowYofE627Fjh3zxxRdvrGBW1LxevAoODpZZs2bJjBkz5MaNGyKSuSJLkyZNlIP/rK+D3OTr0L/LSd5NQECADB06VDZt2iSPHz+W0NBQadasmWzZskW5nr29vfzyyy/vPI74+Hjp0KGD9OjR462ftY8fP1aKR8uWLZPOnTvLpEmTxMbGRkQy28KqV6+uMYaiLLs5dTmVtdh67tw5JaD/0KFDUrVqVVm4cOEb27CQk33amPGU3WXPs/5/zZo14u3tLefOnZPY2FhxcnKS2bNny+XLl1m8IcoDLOYQUZ5TH0ypW19cXV3FzMxMLCwslOuMHz9eo7VFpVK9dWfy0qVLYm9vL6tXr9ZY+lu9A/q67PZlBwYGSoMGDeTPP/+UPXv2KKvifP3110p4qkjmmah/y9jJjty0kOVF73phob6v4eHhcvXqVUlPT5dLly7JwoULxc3N7V/DEvM7sybrjrOvr68YGRkp09DVTp8+LdOnT8+T2yvMIiMjpWfPnsrPERERMnv2bLG2thZ/f38RyVxFztjYWJ48eaLxuZDdfB36b7nNu9m1a5cMGzZMZsyYIQ8fPpTTp0/LwIEDxdraWpycnKR79+5vva3/YmNjIx07dtR4LlNTU6VRo0aybds2uXz5srRp00bi4+Nl0KBBGrMTT58+LZ6entl4FD4cOc2py4vbfPXqlTRu3FhMTU3lq6++kqCgIBHJbO0yNjYWd3f3XN1OUaWNGU95sey5g4OD9OnTR1asWCGff/65eHl5SXp6ukyYMEHGjx9fZNsfifISizlElKfCw8PF19dX/vzzT2nevLlcuXJFbty4Id98842y+tDmzZulRYsWb12aW0Rk0aJF4uHhIV5eXvLs2TO5d++eODo6yowZM97Ixckqu33Z9+/fl5o1aypnsoKCgsTNzU369u0rS5YsEZHM1bDmzZunnGXMrZy2kKm3Vf+b0971wkJ9X3ft2iWNGzeWLl26iKWlpQQFBcmNGzfE09NTHBwclFVu3ia/MmvUj/GLFy8kJiZGkpKSJCIiQurWrSseHh7/ev+KitmzZ8u+ffuUIluvXr3ExMREmSmVkJAgbdu21Th7n/U9LJL9fB36b7nNu0lNTRUzMzMZNWqUfP311+Lh4SGBgYESGxsrq1atkh9++EESExNFJGev+dc/B62srGTkyJEiklkg8Pb2lk2bNknXrl2V66xdu1bj87qozv7Ibk5dXpg4caKyaIC3t7eYmprKjz/+KCKZM4LULbL07rQx4ykvlj2/cuWKtG/fXvn5+fPn0rhxY9m1a5ekpqZKSEhIrsZIRJlYzCGiPKVSqWTs2LFiaGio7HSnpKRIQECADB48WNq2bSvm5ubKWfTXiw2rVq2STp06SUBAgDRt2lTs7OzkwoUL8vLlSxk9erQSEKyW077slJQUad++vbRp00bWrFkjFy5ckOTkZLG0tJSvvvpKuW737t3Fzc0tzx4btZy2kIlkv3e9sAkMDBSRzOJcu3btlJU7fHx8pFu3bhIcHCxPnz7911yA/MqsyRq0bGZmJjNnzpSOHTtKcHCwPHr0SNq2bStWVla5uo3Cbt26ddK0aVOJiIjQeL8uWrRIqlevLkFBQRIUFCTdu3dXWqtef16ym69D/y0+Pj7XeTdr166V0aNHi0hmMdnd3V0GDBggQUFBGp9HOS0qZ30+J02aJF988YXMnDlTrly5Ii9evJDGjRtL2bJllet4enpqzAAtqrKbU5dTWZeUv3r1qjRu3FgGDx6s/P7gwYPSunVrWbRokXIZ36PvTpsznnK77PmrV69k8ODBSiC5SGYLclGdMUf0vrCYQ0R57tatW2JjYyPdu3eX06dPa/wuLS1NmTXyesHiyZMn4uLiIvHx8bJgwQKxtbWV9evXS+fOnZVMmaxy05dta2srbm5u8uTJE/Hw8BA3Nzc5efKk3LhxQyZOnCiNGjUSe3t7JeMn6zhzIi9ayESy37te2Dg7O2s85n369FECWUUyDzgHDRqksc3rz4s2MmscHBxk6dKlcuPGDalfv77GLJEBAwYoy84XNeHh4WJiYqKckY+Pj5ebN2/K1atXJSMjQw4cOCAtW7YUCwsL5eAg6wy0rLKbr0P/Lid5N9euXRM/Pz/l5507d0q7du2U4uiLFy/ExMREnJyclCJRXtiwYYOYmprKlStXZP369TJ27Fi5ePGi/PXXX2Jubi52dnYyZ84cadq0qZKDVZg/B3MqJzl1ueHl5SVlypRR3rtBQUFiZWUl06dPV2beXr9+XY4cOZJnt1kU5deMp9wse551hqp6PLNnz5Zu3bpJeHi4xMXFyaBBg2TKlCl5MlYiysRiDhHlqejoaOVLfc+ePdKhQwfZvXu3/PXXX2JlZSVRUVEaB1zqHe7IyEjZsmWL3LlzR+7cuSMdO3YUEZGHDx+KpaXlW6cSq+WkL1u9wyIiEhUVJUuXLhU3NzfZtWuXJCcny4ULF5RQZJG8a1fKSQtZXvSuFxYzZ86UtWvXir29vZw6dUpWrVolCxcuVJ6vI0eOiK2trcZMKxHtZ9asWLFCHjx4IN26dZO1a9eKiMi5c+c0ijpF8eAyLCxMunbtKnFxcfLgwQNxcXGROnXqiKmpqTg4OEh8fLy8ePFCKWC+/lrPbr4OiznZk928mwcPHsi9e/fk+vXryipwU6dOlfnz5yuflzY2Nv951j679u3bp8xgjIiIkI0bN8rYsWNl3759kpKSIuvWrZOff/5Z+ZworO2lOZXTnLq88Ntvv0mVKlWUQnlISIh8++234ujo+EYwPb0bbcx4ys2y5+rvtvv370ujRo3ExsZGLC0t5cmTJ+Lp6SndunWTfv36KSHleTFeIsrEYg4R5Zr6i9zf3186deokU6ZMkY0bN0piYqJcvHhRunXrJlZWVsp0fLWsOwT9+vVTWiUiIyPF2tpa/v77b9m+fbs4ODgoB+950Zed9W+o/25iYqJs2rRJpkyZIuvWrdM4q5xXB+HZbSHLOr7c9K4XBuqp2CdOnJBatWpJmzZtJCkpSZ4+fSoTJkyQUaNGSZ8+faRJkyZy4sQJjW21kVnz+mPs6ekpxYoVk6lTpyqXtWrVSiOgsijKyMgQDw8P6d27txgbG4uLi4scPXpUwsLCxM7OTmmpyyov8nXov2Un7yYtLU2WLFkid+/eFRGRfv36yYABA+TPP/+U4OBgWbx4sdSpU0csLCxk7Nix723M6vfts2fPZOfOnTJhwgTx9vbWCDIvjJ9/uZEXOXW5FRISIrVr15bx48eLiMjTp09l4sSJbyw4QO8mv2c85WbZ86zvN2dnZ+Vkxty5c6VVq1Zy584defXqlbx48UIpOha1YivR+8RiDhHlifDwcKlbt66Eh4dLv379pG3btjJ16lR59uyZJCUlafRNv34gvWzZMrG2tpaIiAjlMmdnZ+nSpYuYmJgoBZm3HYBnpy/79Z38txU/du3aJePHj8+zqeg5bSHLKre96wVdenq6zJ49W+7evStRUVEyePBgmTJlinh5ecn9+/clOTlZbty4IQcPHlRmurzeopefmTXq2z5//rx8//33smPHDnn58qWsWrVKvv76a9m6dav07NlTxo0bl6e3W1jFxsbKmTNnNNpzRESsra2V8HG1vMjXoXeTnbybbdu2iY6Ojri5uSlLIru7u4uNjY38/vvvIpKZ33Hr1i1lu/f9vCQmJkpAQMA/FsKLitzm1OWV+Ph4adeunVhZWYlKpeIBey5pY8ZTbpY9X758uXTs2FFjFdD169dL7969NT5Pilqxleh9YzGHiPLEjz/+KEeOHJGLFy+KiYmJHD16VDp37iz9+vXTaP/J+kWu/v+GDRuka9eusnLlSo0iSlRUlDKVX71jmBd92eoZQFllHdeTJ0+yff/fJjctZLnpXS9sMjIyZNGiRbJ48WLlssuXL4ubm5vMmTPnncI68yuzJuvKIrVr1xZXV1cZP368NG3aVG7evCmHDh2SpUuXysaNGzXuH2lasmSJxow6kdzl69B/y03eTWxsrNjZ2cnYsWNl8eLFytn59evXS6dOnWTXrl0a18+L5+Vt3xVvK8hnXZK+qMpuTt37ZG1tLd988w0P2vNAfsx4yumy568/v6dPn5bBgwfL5MmTlVUmo6OjxcLCgkuQE71HLOYQUY5lPfOWnJwsKSkp4u7uruzou7u7y8SJE5WDhdfdvXtXUlNTRaVSydmzZ8Xe3l7WrFnzj2edctOXrf732LFjYmpq+taQ4bzc+cxNC1luetcLq2fPnomFhYWyJLyISGhoqMyfP1/Gjh2rnP3/J/mZWZOSkiIzZsyQDRs2KJf9+OOP0q1btzd2Wgv785LX/v77b9m5c6c0adJEKdyqH6Pc5uvQv8tJ3o06g0VEZMuWLdK8eXOZOnWqTJ06VTnY8/f3l65du2q0OuWW+jWRkJAgMTExyniz+qeZlkVNdnPq8sPrS8pTzr3PGU+5WfZc/W9gYKBcvnxZoqKi5O+//5YxY8aIg4ODTJw4Ufr27Svfffddno2XiN7EYg4RZVvWcL6MjAyNg2R3d3dp06aNnD17Vho2bChXrlwREXmj6ODv7y/t2rWTGTNmiJubm/z111/y559/yogRI2Ty5MlvhPvmRV+2euWT7du3i4i8EaL7PmS3hSw3veuFlfq+37hxQ1xcXGTVqlVKVsejR4/emjuT35k1WW/v6tWroq+vLwMGDNAY//Dhw5X3Bb2dSqWSx48fS2RkpIhovkdzkq9D/y0jIyNHeTdHjx4VS0tL8fHxkfj4eElPT5f9+/fLDz/8IH5+fvLtt9/KqlWrJCkpSXm/5kXRIOvfsLGxEUdHR3FyctJY1a6oy2lOXX4pqoW19ymvZzzlxbLnp0+flk8++UScnZ1lwIABEhAQIKmpqbJ48WLp0qWLRhstXxNE7weLOUSUbepwvqzFhKwHZY6OjjJy5EjZunWriLx9hZo6depIRESEjBkzRlq3bi0DBw6UmzdvSmxsrMbSuK/Lbl921tu+e/euDBkyROrXr68x0+N97GTkpIUsq9z0rhdWSUlJ4u/vL66uruLk5KSxmpjImytnaCOzJjAwUOLi4iQiIkIaNWokbm5u8ujRI7l//77UqFFDYyYQZV928nXo3eQ072b16tWio6MjVatWlfXr18vEiRNl3LhxMnr0aElJSZFjx46Jk5OTskx8XnN0dJTvvvtOLl++LJ9//rmy2h9nu2XKTU4dFU7vY8ZTdpc9V7//kpOT5ddff1UWJPD395f+/fsrM1Y3bNggw4YNk7179xb6VnCigozFHCLKEXU4n3onICt/f3+NwoVKpZL9+/fLb7/9Jr///rscOnRIzp49K7///rs0adJEbt26JQ4ODtK6dWuNIMuMjIxc9WVn3el/9uyZpKamyvPnz8Xb21vs7Ozemp2TV7LbQiaS8971wubf2iPS0tIkLCxMVq9eLY0aNZLVq1fLgQMH3pjZpY3MmgcPHsjo0aNl3rx5EhUVJXFxcdK5c2f58ssvZdq0acrrqTA+JwXZ2/J16N3lJu/m9OnTUr16dRk3bpzcu3dP7OzspE6dOrJ3714REWWGVV6IiYlRVupJT0+XBQsWSGhoqPTr10/5nrl165aSJVbU5SSnjgq3vHguc7PsufqzITk5WYYOHSrffPONLFy4UBITEyU9PV3OnTsn/fr1UzJ91q9f/8bnCxHlLR0RERAR5UBoaCisrKxgbm6ONWvWAABsbW2hUqmwb98+5Xre3t7YvHkzKlSogJo1a6JNmzawtbXFqlWrULlyZdjb22PlypV4+vQpJk6ciE8++UTZVkSgo6ODoKAglC5dGpUrV0bJkiUxa9YsJCQkwNDQEFFRUWjSpAnc3NzeOs4hQ4bg1atXePz4MSZMmICaNWvi/v372LFjB7p3744RI0bkyeORkZEBPT09BAQEYPHixWjfvj3S09Mxfvx4JCUlYeHChShXrhwmTZqEypUrv3Xb6Oho3Lt3DyYmJvjoo49w+PBhjBgxAs7Ozpg2bZrGNurHprBasWIFLC0tUb9+/bf+/vbt23j69CnKli2Lhg0bQldXFwCQmpqKuXPnonr16hg1ahQAYOfOnfD19cWuXbugr6+v/A3145pTKpVKuV0AuHjxIgICApCRkYF+/fqhQYMGmDhxIoKCgnD48GFUqFCh0D8vBUVsbCyOHDkCT09P+Pv7w9jYONfPZ1Hy6tUrlClTBgDg4+ODDRs2wNTUFADw9ddfw87ODgEBAVi3bh127dqF0qVLv/Xv3LlzBz179sTAgQPh7u6OZ8+eAQCMjIzydLwjRozARx99hLlz56JChQrw8fHBlClT0Lt3b2zZsgUA0Lp1a4wePRqDBg3K09suLLK+/lNSUqCjo4P58+ejbdu2sLS0VL4X3d3dUa5cOe0OlgqklStXwt3dHfv27YO5uTlOnToFLy8v1K1bFzNmzECpUqVw48YNPHnyBBYWFm/9G/PmzUN8fDwMDAwQGhoKW1tbfPPNNyhbtixCQ0PxySefoGLFivl8z4iKKK2Wkoio0EtISJAOHTpI//79Ze7cudK6dWvldyqVSg4dOiS1atVSfp47d6706dNHRDKn4Zqbm8uvv/4q//vf/5R8nddnUuSkL1v9r4+Pj3Tu3FlERPz8/MTNzU1p//L395eLFy/m6eORkxayvOhdL0zUz82ECROUmVivLzX+b7N38juzJjIyUnr27Kn8HBERIbNnzxZra2vx9/cXEZGZM2eKsbGxPHnyhGfC88i/5evQv8vrvJv4+Hhp06aNEsKa18LCwiQxMVFGjx4tAwcOlIiICImLi5PZs2fL0KFDZc2aNdK/f38ZNWpUnt92YZCbnDqi1+Vm2XMPDw9p0KCB8hrcvn27DBkyRNavX68xI5uf10T5g8UcIsoT/fr1Ez09PYmKihKR//si37Bhg+jp6cm5c+dEJDMXxdzcXAk4njlzpkybNk22bdsmIm8GJWe3LzsuLk4ePnyojGvFihXy7bffKj8HBQVJrVq1NAKJcyunLWSvy27vemH16NEjSUlJkVmzZsmkSZOyddCRX5k1s2fPln379im9/r169RITExN58OCBiGQWMdu2baux2sf169fz5LaJcut95d3Y2NhIx44d39oCm1NHjx4VBwcHJeDYw8NDunXrJhcvXpT79+/LwYMHZcqUKbJ+/Xplm6KWAZPbnDqi1+V02fM7d+5I9erVpW/fvsplx44dE2tra7l69er7HDIRvQWLOUSUZ6Kjo0XkzTMy6rNA69evl3HjxomLi4vG77PumKtUqlz1Zf/000/y008/KQfhoaGhMmDAAI2dYFtb2zybkbN+/XoxMTGRTp06ibOzs/j6+kpKSop4enoqq2Z5eXnJ9OnTJSYmRmPb3PSuF1aJiYni6Ogo5ubmMnr0aPnkk09k0qRJsmfPHlm2bJlGiPXr8iuzZt26ddK0aVOJiIjQeC0vWrRIqlevLkFBQRIUFCTdu3eXZ8+eiUjRO7ikgu995d3kdQhrXFycbN26VVxcXJR8sB9++EHMzMxk//79b1y/qJ7xz25OHdF/yc6y59euXZNLly7J/fv3JS0tTTp16iQWFhbKd/brK5ASUf5gZg4R5Rn5l6yQ0NBQ9O7dGzExMfj7778BAElJSShZsuQ//r3s9mWrbz85ORlt27bFwIEDMWHCBGzYsAERERF4+PAhjI2NceHCBZw/fz7X9/fw4cMYO3YswsPDISKYP38+bt68id27d2Pjxo346aef4OLiAldXV/z4449o3LixRgZLXvSuFwav5848e/YMCQkJKFasGGxtbdGqVSuULFkS0dHRWLlypZLz8bZt33dmTUREBOzs7HDw4EEYGRkhISEB9+7dQ3p6Oho2bIjDhw9j7ty5KFOmDFxdXWFubv7GGIkKiveRd5Ob99c//R1nZ2dERkYiJiYGffr0wZgxYxAcHAxXV1cMGjQIY8eOzfXtfQjeNaeOKDtsbGzw/PlzHD9+XOO97efnBzs7O9y8eRPDhw9H9+7dcfLkScydOxft2rWDs7Mzdu/ejZs3b6Jy5crQ0dFhZhxRPmMxh4jyTVJSErp06QIjIyP8+OOPKF68+D9ed+7cudizZw+uXbsGXV1d7NixA8eOHUPLli3Rq1cvGBsbA/i/QEj1AbVKpYKPjw+qVasGNzc39OrVCx4eHggLC8OxY8egp6cHe3t7lC5dOtdhqhs3boSzszNOnz6NVq1aITk5GT169MD27dtRuXJluLu7IyMjA3Xr1sWgQYPeupPj7+8PR0dHTJ8+HWPGjEFoaCg2bNiA5ORkTJ48GbVq1crx+AqCrPd55syZKFeuHAwNDWFmZobPPvsM06ZNQ7169TQCTV9/Xh4+fIixY8di//79AIC7d+9i+/btuHnzJoYNG4Zu3brB3d0dW7ZswbVr12BkZJTjnck7d+5gwoQJ8PPzw/Pnz7Fs2TIcPnwYn376KapXr441a9YgPT0dAGBgYMAdVyrwEhIS0KlTJ1SsWBF79+4tEK/XrO+bZcuW4fjx4zhw4AD8/PwQFhaG9PR0TJo0CTExMYiNjUXz5s21POKCIzExEV27dkWVKlVQt25dHDp0CGfPngVQ+EPxSXseP36MKlWqKD9PmzYN4eHh2LNnD3r27Al3d3c8evQIixYtwsGDB1G+fHno6Ohg69atsLe3R7FixbQ4eqKii6cSiSjflCxZEoGBgRARWFpaQqVS4Z/qyf3798fLly/Rv39/AIC9vT0GDRqEo0eP4smTJ8r11Af96pkRfn5+CAkJQadOnXDq1CmcOnUKgwYNQo0aNTBmzBg4OTmhdOnSUKlUuV4VZ9SoUfjll19ga2sLb29vuLq6ol69espKVfPmzcP8+fP/deWV7t2749ixY1i1ahUmTJigzMrR19dHQEBArsZXEKgPLFxcXJSVqZYtW4bY2FgAgJWVFYKCgvDy5UtlGz09PcyZMwc///wzkpOTUa1aNejo6KBp06aIjIxEzZo14erqiqdPn+LGjRsAMh/rQ4cOoWLFirk6mKlVqxZatGiBwYMHo2XLlgCANWvWYP369UhOTsbly5dhYGAAAwMDjftHVFDp6+vjzJkz0NXVhamp6b9+7uaHhIQE/Pzzz8rneOnSpdGqVSsAgJ2dHZo3b45ffvkFkyZNQrly5VjIeU2pUqUQGBgIlUoFDw8P7N69G0BmEZyfR5RT6hNkALBp0yb8/PPPyipyDRs2RGRkJJYsWYLVq1fD0NAQe/bswalTp+Dg4IBixYohIyNDW0MnKtryua2LiEhE/jl3ITd92Rs3bpRPP/1UduzYoXH5wIED5auvvpLExMT3km2iDhI0NDRULlOvEPOustO7XphkZGTIq1evxMnJSUREnJ2dZerUqSKSuUrXuXPn5NChQxrbaDuzJjY2Vs6cOSN+fn4al1tbW2usnEZU2OR13k1OBAQEyNChQ2XTpk3y+PFjCQ0NlWbNmmms9Gdvby+//PKLFkdZOPxTTh1RTp04cUKqVKkiQ4YMkYCAAImPj5cdO3ZIqVKllMD/P/74Q2rVqiXBwcFaHi0Rsc2KiLRCskwHz01ftrw2rXzixIk4efIkDh48qMyQAYDg4GC0aNHivd2f7LSQ/Zt/6l0vbJKTk/Hxxx/j4cOHqFatGkaPHo1z586hUaNG+OGHHwAAffv2hYuLC9q2batsV1Azazw9PeHv74+goKD3ejtE79Prn5fasnv3bhw+fBjGxsZwcnLC/fv34e3tjaSkJFSsWBFRUVH47bffABScMRdEfGwoLz19+hQtW7bEunXrkJaWhhMnTuB///sfOnfujDNnzmD9+vVo0qQJgoOD4ejoiGHDhvE1SKRlLOYQkVblpi87PT0dxYoVw7lz53D79m0UL14cAwYMgKenJ7Zv344tW7YorTL/VPzJa7a2tvj777+VYkxObuv13vXC5vr167h06RLq1q2L4cOH48iRI4iNjcWMGTPQsWNHTJkyBVOnTkVISAh+/fVXjW0LWmZNbGwsjhw5ohRzjI2Nc521RFSUpaWloUuXLqhZsyaCg4NhbW2NDh06oGHDhtixYwcMDAzQp08flCxZkuHiRPns6tWraNy4MQDgt99+w6lTp1ClShVYWFhAX18fISEhKF++PFq3bg2ABUUibWMxh4i0ZtOmTVi2bBmCg4NhYGCAmTNnonHjxli2bBm8vLzQvHlz/PTTT6hUqRLat28P4M1w3Lt376Jfv35wcXHB5s2bYWlpiZkzZ+LHH3/EyJEjsX//fpibm+fr/cptMeZD2DlydHTEtm3bMGXKFMydOxdJSUk4c+YMfH19ER0djTJlymDr1q3Q19fXeE5VKhXmz5+Pq1evIjg4GH369EGPHj1QvXp1zJ49G05OTujQoUO+3Q8RQXR0NNLT01GtWjUWcohyad26dbh16xbWrVuHsLAw+Pr64u7du3B0dESrVq2UWY18rxFpR9Z9kLNnz+LAgQP4+OOP0alTJ40Mqw9hX4WosGP0OBFpxcmTJzFnzhxYWFjg7Nmz6NChA+rWrYvBgwdj5syZaN68OUJCQjB9+nT4+voq2+np6WHnzp1o0KABvvrqK2zatAnz589H+fLlkZiYiOHDhyM9PR0DBgxAw4YNtbIaVNYgwZworDtHWXfsrK2toauri+vXr+PYsWMwNzeHhYWFssR6Wloaihcv/sYBm66uLsaNG4eQkBBERUWhX79+yu9SU1Nx+/btfC3m6OjoaDyfPLgkyp7r16/j9u3bynvZ0NAQt27dwosXL1CnTh1MmjQJZmZm2LlzJ+rUqYNKlSoB4HuNSFuy7oO0adMGFSpUgI+PDy5duqRRzCms+ypEHxLOzCGifJebvuyDBw/C09MTJ06cwPPnz7Fv3z48ePAAx48fx/Lly9GiRQvs378fd+7cweTJk6Gjo8MzvPls7dq1uHv3LpYvXw5fX19s3rwZzs7O+PzzzzF16lTs3r0bhoaG2doRZGYNUeEUGRkJlUqFuLg4VKtWDeXLl8e0adNQunRp9OnTB7Vr14atrS2cnJzyfRYlEb2bZ8+eQV9fH6VKldL2UIgoC87MIaJ8V7FiRezdu1fpywaAU6dOYd++fbCwsMD27dsREhICOzs7pS8byJz58fz5c6SkpGDWrFn48ssv0aJFCyxYsACNGzdGixYtEBoaimnTpsHLy0spFrCQk3/27duH06dPK2fhBw4ciKpVq2LVqlUAMpdi/+STT97576kza/z8/ODv7w+A7RdEhYFKpcKyZctgY2ODGjVqwM7ODnp6epg/fz6srKwQGBiInj17onr16qhTpw4LOUQFlIjAyMhI28MgorfgzBwi0pqc9mW3bt0aV65cwdmzZ2FiYoKIiAg4ODgorVZ9+/aFo6Mj+7nzSdbHOTAwEHPmzMFXX32FRYsWoUyZMgCAuLg4JCYmKiuMvetzw8waosJp+/btGDJkCFxdXdGnTx+YmJhg1qxZSvtskyZNcO/ePSQmJqJ+/foAwMBjIiKibGAxh4gKjLCwMPj4+KB69eoYM2aMxu/UH1U6OjpYsmQJkpOTsXHjRixduhR2dnYAMrMZjIyMlPBhFnPeP3VxJSYmBmlpafj444+hq6uLkSNHokqVKpg2bZqSgaHG54Xow/f8+XM4OzujQoUKqFatGho1agRLS0t4e3vjl19+wbBhw9C3b1/l+izkEBERZQ+LOURUoLytL1tdMIiOjsa9e/dgYmKCjz76CIcPH8aIESPg7OyMadOmafwdFgzeP/XBV3x8PHr27AljY2PExsaiY8eOcHV1xYQJE/Dnn39i9erV+Oyzz7Q9XCLKB69evVJm5Pn4+GDDhg0wNTUFAHz99dews7NDQEAA1q1bh127dqF06dLaHC4REVGhxWIOERUYbyvAZC0YtG/fHuXLl8fTp0+xdu1atG/fHvfu3UObNm0wYsQIzJ07V0sjL9qGDBmCTz/9FPPnz0d0dDScnZ1hYmICd3d3eHh4wNnZmf32REXAsWPH4OnpCTs7O/Tt2xcff/wxAgIC8OLFC5QoUQLnz59HzZo1MXLkSIgISpYsycI7ERFRDjEAmYgKjLft0Kun3c+ePRsODg5wcXHBhg0b4OHhgREjRqB///6IjIzE8+fP83u4RVZISAgiIyPRuXNnAECdOnXQrFkz6OrqokqVKvjuu++wdOlSAJnPG8AWCqKi4Pbt2zh69ChCQkKQkpKC8PBwpKWlIT09HV5eXqhQoQL27NmD8PBwNGjQAACXNyYiIsop7lkTUYEUHByM8PBwAMC1a9dw8uRJ/P777wAAR0dHTJkyBWvWrMF3332HYsWKwcjICJxo+P6Fh4ejb9++uHDhAq5evQoAKFWqFFxdXfH3338DACpVqoRbt27hzp07ynYs5BB9+MaOHYtTp05BV1cXISEhGDduHJ49e4YTJ07A398fZmZmmD59ulLIISIiopzjzBwiKpAuXLgAd3d37Nu3D+bm5vDy8oKXlxdmzJiBGTNmoHPnzqhSpQqePHmibMMzvO9XamoqBg4ciG+//RYjR45ULh8/fjzi4+PRrFkzjBgxAkePHoW5uTlq166txdESkTa0bdsWR48eRc+ePWFkZISdO3fi2bNnyu+rVaumxdERERF9OJiZQ0QFlr+/PxwdHTF9+nSMGTMGoaGh2LBhA5KTkzF58mTUqlVL20MsUm7evAlPT09s27YNQGbrlEqlQrFimecFLl68iPv37yMjIwP9+/dXrsNZOURFT0JCAjp16oSKFSti7969LLYTERHlMe5hE1GB1b17dxw7dgyrVq3ChAkTULduXcyYMQP6+voICAjQ9vCKHB0dHZw6dQphYWEAMlundHV1ISI4dOgQ9PT00LdvXxZyiAj6+vo4c+YMdHV1YWpqCpVKxVZYIiKiPMSZOURU4CUkJKBLly6oUKEC9u7dC5VKBT09PW0Pq0iaPHky6tatCysrKxgaGiqXb9++HVevXsXixYtRvHhxLY6QiAqax48fo0qVKtoeBhER0QeFp0yJqMDT19fHqVOnoKOjAzMzM8720KIWLVrg119/xe7du/HHH38AyAyoXrBgAfr06cNCDhG9wdjYWNtDICIi+uBwZg4RFSo8w6t9Bw4cgJ+fHxISEvD06VOoVCo4Ojpi8ODBbK0iIiIiIsoHLOYQUaEiIgzS1JK0tDRl5s3Tp09RvHhxhIWFwdjYGJ999pmWR0dEREREVHSwmENERG/IyMiAnp4enjx5gpiYGNSoUQMlS5b8121YaCMiIiIiyh+cC09ERBrUAdOPHz+GhYUFfHx8UKNGDVy6dOlft2Mhh4iIiIgof3BmDhERaVDn3jg4OKBnz55o2bIlWrdujfPnzzPIlIiIiIioAODMHCIiAgCcPXsWt27dUgKMv/rqKyQnJ6N3797w9vaGsbExduzYgWPHjml5pERERERERRuLOUREBAC4cuUK7O3tcfDgQQCAgYEBFi5cCAcHB3Tu3Bnp6elYvnw50tPTtTxSIiIiIqKijW1WRESk2L9/P5YsWYKRI0diyJAhGDNmDIoXL460tDTcvn0bpqammDlzpraHSURERERUpLGYQ0RUxKlXoXr58iUMDAxw8eJFTJ8+HWZmZpg2bRpOnjyJmJgYfPTRR+jVq5fGNkRERERElP9YzCEiKuJEBImJibCzs4O1tTWGDh2K+/fvw9XVFYaGhli+fDlKlSqlXF8dkExERERERNrBvXEioiJKpVIByFxSXF9fH87OzvDz84OnpycqV66MzZs3Iz09HU5OThARqGv/LOQQEREREWkXZ+YQERVx33//PaysrFCuXDlERERg0qRJKFeuHJYuXYry5csjLi4OhoaG2h4mERERERH9fyzmEBEVYdHR0Zg1axZEBFOmTEHt2rWRmJiIhg0bonnz5ti0aRP09fW1PUwiIiIiIsqCc+WJiIqYjIwMAEBqaioqV66M2bNno169eliwYAHOnDmDUqVKwczMDL1792Yhh4iIiIioACqm7QEQEVH+efz4MapUqYIjR45g9+7dSEhIgJOTE9q1a4eKFSvC2dkZZcuWRdOmTdG3b18AXLmKiIiIiKigYZsVEVERsWfPHgQGBqJXr16YPn06FixYgCtXriAmJgYNGzbE4MGDERkZifDwcJiZmQFgIYeIiIiIqCBiMYeIqIi4dOkSgoKCEBERgVevXsHX1xcAcPz4cbi6usLLywvt2rVTrs8lyImIiIiICibupRMRfeDUS5A3a9YMVlZWqF+/Pq5du4ZNmzYBAMzMzNC9e3eEhYVpbMdCDhERERFRwcSZOUREH7CsbVLPnz9HamoqKlWqBF9fX9y4cQPJycno27cvxowZAy8vL3Ts2FG7AyYiIiIiov/EYg4RURHw3Xff4ezZs7h9+zZGjBiBbt26ISoqCkuWLIGOjg7Gjh0LKysrZuQQERERERUCLOYQEX3grl69ipEjR+LMmTOIiYnBwoULUaJECaxYsQKnT59GWloaTE1NATDwmIiIiIioMODS5EREH7jU1FRUrFgRGRkZqFq1KlavXg0LCwts27YNgwcPVq7HQg4RERERUeHAdEsiog+UOvi4Tp06qFWrFo4fP46//voLenp6MDc3R1xcnMb1WcghIiIiIioc2GZFRPQBOXfuHEJDQzF8+HAA/zfbZteuXQgKCoKIoESJEjh69CgOHDiAzz77TMsjJiIiIiKi7GIxh4joA5GWlgY/Pz9cunQJderUwZAhQ1C6dGnl93fu3MGdO3cQExODJk2aoGHDhsjIyICenp4WR01ERERERNnFYg4R0QckISEBQUFBOHXqFPT19TF06FBUrVoVAJCYmIh58+Zh0aJFAJiRQ0RERERUWDEzh4joA6FSqaCvr4/OnTuja9euUKlUWL16NcLCwgAAPXr0QGxsrHJ9FnKIiIiIiAonzswhIirkoqOjUblyZQDQaJu6du0ajh07hpcvX+Lw4cOoVq0a9u7dCyCz8KOry3o+EREREVFhxD15IqJC7ODBg5gzZw4uX74MANDT00NGRgYAoFGjRrCyskLZsmVhbGysFHIyMjJYyCEiIiIiKsQ4M4eIqBC7evUqTp48iUePHsHc3BxdunQBoDlD5+XLl/j4449RokQJpKeno1ixYtocMhERERER5RKLOUREhVDW8OJ79+7h6NGjuHXrFpo1a4ZBgwYBAFeqIiIiIiL6QLGYQ0RUiKWlpQEAihcvjt27d+Ps2bOoVasWHBwcUKZMGS2PjoiIiIiI3gcWc4iIChl1ePG2bdtw9OhRqFQqdOvWDQMGDMDJkydx4MAB6OrqYsaMGShbtqy2h0tERERERHmMwQlERIWMrq4uzp49i5UrV2LPnj2YP38+Jk+ejPPnz2P16tUoW7Ys7t+/z0IOEREREdEHisuZEBEVQn/88Qe8vLwQGhqKe/fu4erVqzhz5gwsLS3RoEED2NjYAMjM1iEiIiIiog8LizlERIWAerlxtVGjRqFx48bw9fXF2LFjUalSJfTu3Rtly5ZFSkqKcj11SDIREREREX042GZFRFTAiYiyKtWuXbuQlpaGrl27wtDQEA0aNMCdO3fg6+uLc+fO4YcffkCZMmW4khURERER0QeMM3OIiAo49eyaGTNmwMvLC8HBwWjZsiWuXbuGvn37IjY2Fj/99BNGjBiBypUraxR/iIiIiIjow8OZOUREhcClS5dw+/ZtnDp1CsWLF8f333+P7t27w9vbG0uWLIGIKEUftlYREREREX3YODOHiKiAi4+Pxy+//ILIyEj4+voiNTUVQ4cOxc6dO2FjY4P9+/dre4hERERERJSPdIRLnRARFTivZ96kpKRg06ZNiIqKQtOmTWFpaYmyZcsiJiYGFSpU0OJIiYiIiIgov7HNioiogFGpVNDT00NaWhrGjRuH9PR0fPHFF5gwYQJ++uknnD9/Hs+ePYO1tTUqVaqkbKOry8mWRERERERFAYs5REQFhDr3Rl2UGTp0KCpUqAAHBwe4urri3r178Pb2hqGhIc6cOYMSJUoo27KQQ0RERERUdLDNioiogIiKikLVqlUBAI8ePcLIkSOxceNG5bI+ffqgYsWKWLt2rdJelTX4mIiIiIiIigaeyiUiKgAyMjKwYsUKREVFAQA+/fRT1K5dG2fPnkVycjIAwNPTE+r6uzonh4UcIiIiIqKih21WREQFgJ6eHhYtWoSXL1/C3Nwcfn5+sLa2xuLFi5GYmIhPP/0UPj4+SkYOEREREREVXWyzIiLSslevXqFMmTJ4+PAh0tLS8P333yM4OBje3t5ISEjAjh078PLlS5QsWRIrVqwAALZXEREREREVYSzmEBFpUXR0NBYuXIguXbpg+fLlcHFxQY8ePbBp0yb4+PhgwYIFMDU1BfB/BZzXly0nIiIiIqKihZk5RERaEh0djcqVK6Njx47o3bs39PT00KNHDwDAyJEjMWvWLEyePBmenp4a27GQQ0RERERUtLGYQ0SkBQ8fPsTGjRuRmpqKJk2aYP78+Xj8+DGmT5+uXKd9+/bYuXMnunXrBoBhx0RERERElIltVkREWvLixQuEhobi1q1bGDFiBJKSktCtWzdUrlwZK1asgL29PRYvXgwTExNtD5WIiIiIiAoQzswhIspn6enpAIDSpUtDpVLh5MmTWLp0KZKTk3Hy5EmULVsW48aNQ9u2bVnIISIiIiKiN3BmDhFRPlKHF//xxx/YsmULli9fjps3b2LNmjUoV64cHB0dUaNGDTx//hzly5cHAKhUKujqsvZORERERESZeHRARJSP9PT08OLFC9ja2qJZs2YAgAYNGmDlypUoU6YMZs2ahWvXrimFHBFhIYeIiIiIiDQU0/YAiIiKml9//RU2Njbo378/fv31V2zZsgVGRkbYvHkz1q5di88//1y5LkOPiYiIiIjodTzdS0T0nr3ezfrFF19gzZo16NixIwIDAzFq1Cg8ffoUwcHBGDNmDMqVKweVSqWl0RIRERERUUHHmTlERO+ZenZNYGAg9PT0ULVqVVy7dg1//vknTE1NAQALFy5ESkqKsg1bq4iIiIiI6J/waIGIKB/s3r0bLi4uOHjwICwtLeHr6wtTU1PExcWhbdu2MDMzQ/v27bU9TCIiIiIiKgS4mhUR0Xv2/Plz9OzZE0uWLEGrVq3w8uVLWFhYoEuXLpgxYwZ8fHzg5OQEgCtXERERERHRf+MRAxHRe1a+fHk0adJEabcyMDDAxo0b8erVK3z00UdKIScjI4OFHCIiIiIi+k88aiAiymMZGRlv/P/LL7/E3Llz8fTpUwBAWFgYrl69qpGTo6enl78DJSIiIiKiQokByEREeUhElKLMsGHDoKuri7/++gtbt25FfHw8+vbti9q1a+PSpUvYtGkTSpQoARHhEuRERERERPTOmJlDRPQebN26FXv27IGfnx88PT1x/PhxbNq0CQYGBoiPj0d6ejrq1avHjBwiIiIiIso2zswhIspjZ86cwcGDB9GjRw+ULl0aHh4eqFmzJuzs7HDy5ElUqVJFuS4LOURERERElF08iiAiygNZJzmq26bOnTuH0NBQAMDgwYPxxRdfID4+XltDJCIiIiKiDwTbrIiIcikjIwN6enp49eoVihcvjuLFi+P58+fw8PBAsWLFUKFCBejq6uLw4cMIDAzU9nCJiIiIiKiQYzGHiCgX1Jk3KpUKPXr0QN26dZGSkoJBgwahcePGWL58OQ4cOIBvvvkGzs7OqFixolL8ISIiIiIiyglm5hAR5YI688bOzg4dO3aEiYkJHB0d8fTpU/Tu3Rtubm4wMjLC+fPncebMGZiZmcHAwEDLoyYiIiIiosKMxRwiohzIugpVREQETE1N4eTkBEtLS0yYMAFly5bF0qVLERERAXd3d2RkZODSpUuwsrLS8siJiIiIiKiwYzGHiCib1IWZr7/+GqdPn8ZHH30EOzs73LhxA9WqVYOzszMePnyIQ4cOoUWLFgCAkSNHIiUlBTo6OloePRERERERFXZczYqIKJueP3+OqKgo9O/fH8OHD0eDBg1Qrlw5FCtWDNevX8eBAwfw7bffombNmrC0tFS2K1GihBZHTUREREREHwoWc4iIskFEUKFCBXz22Wc4fvw4mjZtitu3bwMA6tWrh2+//RYHDx5EjRo14OHhoWxDRERERESUV7iaFRFRNqWnpyM8PBwigtu3b+PUqVOoX78+Ro4cicjISCQmJuJ///sfAHDlKiIiIiIiynPMzCEiegciAh0dHYgIjh49ipUrV+LQoUOoWLEiUlNTcfHiRfTv3x/Xrl3DiRMnlO1YyCEiIiIiorzGYg4R0TtQBxfr6OjAxMQEpUuXxrNnz2BkZAQbGxvUr18fFy5cwOjRo2FsbKwUf4iIiIiIiPIa26yIiN7R4cOHMW/ePPTu3Rve3t5o3749hg4dCh0dHdSpUwdGRkYAwEIOERERERG9V5yZQ0T0L1QqFXR1dZGSkoKGDRti+vTpMDQ0xIULF3D48GGkpqYiNjYW7du3x9SpUwGAhRwiIiIiInqvODOHiOg/REdHY/r06Zg8eTLq1asHAPjrr7+wZs0aLFiwQMujIyIiIiKiooZLkxMRvUZEoFKplJ8rV64MAwMDTJ06FadPn4ZKpUKFChUQGBiIgIAAZRvWxomIiIiIKD+wmENE9JrQ0FDo6mZ+PB45cgQAsGLFCnTv3h2zZs3C1q1bUbx4cQwZMgQtW7YEkNlaxfYqIiIiIiLKD8zMISL6/0QEiYmJ6NKlC3r27InJkyfDx8cH169fx5QpUzBq1CgYGhrC3t4eADBo0CCULFlSydUhIiIiIiLKDzz6ICL6/3R0dKCvr48bN24gJCQEw4YNg7OzM16+fAk3NzcAgK2tLbp27YqKFSuiZMmSAMBCDhERERER5SsegRARZZGRkQEDAwMcP34c1atXx5gxY9CyZUsYGRmhZcuW6NixI5o2bYru3btre6hERERERFREcTUrIqLXZG2bmj9/PjZu3AgfHx+UL18eISEhGDRoEIDMtizm5BARERERUX5jMYeI6C2yFmp27tyJKVOmYNWqVbC2tgaQOYNHT09Pm0MkIiIiIqIiigHIRERvkXXGTf/+/fHFF19g0qRJqFWrFho2bMhCDhERERERaQ0zc4iI/oNKpULLli1Rq1YtREZGans4RERERERUxLGYQ0T0H3R1dREXF4dKlSqhQ4cO2h4OEREREREVcczMISJ6R+np6ShWjN2pRERERESkXSzmEBEREREREREVImyzIiIiIiIiIiIqRFjMISIiIiIiIiIqRFjMISIiIiIiIiIqRFjMISIiIiIiIiIqRFjMISIiIiIiIiIqRFjMISIiIiIiIiIqRFjMISIiIiIiIiIqRP4fICyHHRP60dYAAAAASUVORK5CYII=", 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effZZYmNjKSsrw8PDAwcHB2JjYwEYMWIEBQUF+Pn54e3tzaxZs3j33Xf/8ntwL3PmzGHmzJkPexlCCCGEEEL8JaQA8oMjwRwhRI3SarXY2toqW55MTEwAaN68OT/88APu7u7cuHEDgDt37mBpaakEfrZu3coTTzwBQH5+PoGBgVy5cgUoz9Lx9PSkZ8+eZGdns2DBAgC6d+9Ot27dAPDw8GDWrFmV1lOxS5b+42GZPn06kydPVj7Py8vDx8fnoa1HCCGEEEII8c8kwRwhRI0yNTXFzs5OyZbRt/62tLTE1tYWNzc3VCoVly5dom7dugBYWFgwatQoli1bxq5du4iNjWX8+PH06tWLHj16UFhYiIuLCwEBAUydOhU3NzdlPisrq0rz6ztl6bdFVe2SVdN0Op3Smev3mJmZYWZm9sDWIoQQQgghhPhvkGCOEKJGGRkZ0a5dOyZPnsxzzz2Ht7c3AAsWLGDQoEGoVCpee+015syZQ1ZWFvHx8axcuZJOnTphaWlJfHw8QUFBNGzYELVazfz584HygE9eXh43b97Ezc0NjUZTbZDmjwRVDKHT6arN6qmY7ZOeno6Li4sUQxZCCCGEEAJQ8fC7Lv1b/zKXYI4Qosa1a9eOBg0aMHPmTOzt7YmJicHa2po+ffoAMGzYMEJCQigpKSEkJAQXFxd0Oh0tWrSgRYsWlc6lD9o0adKE8PBwnJ2dgZopSFyd3wra6JWVlXH16lXCwsKIi4tjzJgxpKamUqdOHVauXImDg8MDWZsQQgghhBBCgARzhBAPyOrVq9m8eTORkZE8+eSTdOrUCRcXF+XrzZo1q3S8PlhSsb4N/Bq0sbKyumtLlSFu3rzJ1atXsbW1pVGjRmi12krZPFWDNteuXSMuLo6AgAC2bdvGq6++SmpqKkOHDmXbtm0cPHiQli1b/q0KLQshhBBCCCH+3SSYI4R4YB5//HEef/zxe369uiyYB7VNav/+/UycOBFTU1P8/PwICQnB29sbV1dX5RiNRsOBAweA8vo2b731Fr6+vri5uWFsbMyJEycA8Pb2xsXFhby8PKytrdm6dStGRka0bduWiIiISkErIYQQQggh/qukm9WDI8EcIcQDpdFoUKlU1QZparK2TNXCxxVlZWXxyiuvsH79eho1agRAZGQkJiYmfP7558TFxfHGG2+gVqt55513mD9/PhYWFly4cIE1a9bg7+9PdHQ0lpaW3LhxAz8/PxwcHLh69SoDBgzAy8uLmzdv8vrrr9OuXTumTZv2pwI6Gh1oauxOPFh5JYat1NPH8Kyq0oJCg8Zlx+UYPKehY92aHTJ4TusmbQweayijnBSDx2puGT7WUCoLw55HKmNzw+e0tjN4rKE0OsPHmuXcNGhcibmnwXNqDVyv1srJ4DnTs8sMGmdjavgbBtr7qF9vpDJsXuv7uEd5JVqDxsVl3TF4ztY+hv17MfIONXjO+3mRWGZkatA4c+8Qg+fUJl8zaJy64JbBc2qy0w0apzIx7P4AFCUlGDTO2NzwOe9nrPo+xv7VVFY2Bo81KsozaJyutOTPjykrNWgu8cc97FpEQoh/ObVaXePZNhqNRmk5rmdkZHTPOjrHjx8nJCSEsLAw5bHw8HAcHBzo27cvP/zwA2fOnAHA2NgYGxsbvLy86NChA5mZmQCYm5tjZ2fH1atXAXB2dubcuXMAtGrVioEDB/L2229jYmJCcXFxjV6vEEIIIYQQQlQkmTlCiL+9qnVtKrYd13/90KFD7N69myeeeIL69etXGnf06FHq16+PTlf+9nF0dDR79uzBzc2NIUOG0LdvXw4dOkRycjJt2rTBwsICExMTvL29iY2NpUmTJnh5eWFqasrx48fp0qULubm5JCQkkJyczPLly9m2bRvm5uaMHTtW6eAlhBBCCCHEf5laVf7xUNfwcKd/YCQzRwjxUOXn57Nx40ZWrlxJaend6Zg6nU4J5GRnZ3P9+nU2btzI//73P5566ikaNmzI2rVrOXDgADdv3mT58uX8/PPPQHkGD5Rn0WRkZHD79m0ADh06xIYNG/jhhx+4fv06Y8aMwdjYmBkzZqDRaAgICADA09OTK1euAGBqasrQoUP58ccfad68ORYWFvTs2RNbW1tGjRrFjz/+yJkzZxg3btwDv2dCCCGEEEKI/zYJ5ggh/jL6zJj333+f48ePA/D555/z/fff4+XlpQRfioqKiIqKIjs7G5VKxbJly5gwYQIjRozg2LFjfPnll6xZs4bXX3+dl19+mSVLltC5c2fWr1+Pvb09P/74Y6X5GjRoQHZ2NtHR0QCMGzeOEydO4OTkRGxsLE5OTrRv357MzEyys7OB8gLI7u7uFBb+Wq+lefPmbN68mZMnT7Jq1SrGjx+PjY0NQUFBuLu7A1Ta+iWEEEIIIcR/WXlmjuohfzzsu/BgyDYrIcQDUV2nKv3nAwcOxMmpvKjj3r17cXFxwcrKitLSUj7//HPef/99HBwc6NSpE6+99houLi6sXbuWRYsW0bZtW0pLS9m0aRNhYWGUlZXRtWtXJYhSp04dJZijz+hp06YN169fZ9KkSWzfvp2CggIOHTrErVu3CAoKUsb16tWLLl26AOXBnGHDht11Dfp162v2VK3T86C6cQkhhBBCCCGEnrzqEEIYRKvVEh0dzfr16/nxxx8pKalc5b5qECQtLY2ff/6Z7OxsUlNTWb9+PSdPniQ5OZmtW7eSmZnJiRMnOHjwIPv37+fo0aPodDrmzp1L06ZNcXFxoU6dOgDUrl2bjIwMAFxdXVGr1crnISEhpKSUd9nRB1rMzMwYOXIkkydPZsCAAYwYMYKzZ88yePBgfH19gfJtVJGRkTRu3Pie11D1+u5VcFkIIYQQQgghHiQJ5gghqqXfolTdYxs3biQwMJDx48fz3XffkZ+fj6npry0dS0pKOHPmDJGRkeTl5TFw4EA6duzI4sWLSU9Pp6ioiO3bt9O8eXOWLVtGSEgIAwYMwM3NjYsXL+Lp6YlKpWLYsGH89NNP+Pj4UFhYSFFREQD16tUjNzcXKA/mmJubKwEcHx8fEhISuHPnTqVgjFqtZvjw4Zw4cYITJ07w0Ucf0bNnTyWTpm/fvoSFheHg4PBgbihQXFxMXl5epQ8hhBBCCCH+rfQFkB/2x7+RbLMSQlSiD9ioVCo2b97MsWPHWLBgAUZGRsq2IktLS9q2bcv69euVcadOnWLBggVs2rSJnJwcNm/ejKurK127duXGjRtERUUpx9rZ2VFSUsKtW7cICAggKSkJgKCgICXDRqVSUVZWhqWlJSYmJlhYWJCSkoKXlxc2NjZkZGQQFRVFnTp1cHd3x9ramuLiYry8vNi5cycWFhb3vEatVqtsA9MHc7Zt21bj97KqOXPmMHPmzAc+jxBCCCGEEOLfTTJzhPiPKiwsrFTcV0+lUikZLS4uLsTGxioZMfrAR506dUhPT+eXX35h8+bNrF69msDAQE6ePAmAg4MDAQEB5Ofn4+fnR2pqKqNGjWLhwoUcPXoUd3d3VCoV8fHxODk5YWZmxo0bN7C0tCQ8PJxPPvmEpKQkVq9ezWOPPQaAiYkJ8fHxSrBp5cqVuLi4ADB+/HiGDRuGmZkZAIGBgb+5RcrIyAi1Wl1j9W309XN+z/Tp08nNzVU+EhMTa2R+IYQQQgghxH+LBHOE+I/QaDT88MMPrF69GoCdO3dy48aNSscUFhZy9uxZfvnlFwBCQ0PJz88nJycH+LWGTGBgIIWFhYwePZqvv/6alJQUJSiTkZGBiYkJzs7OZGdno1aruXTpEs899xy3b99m7NixpKenU6tWLa5evQqAra0tp06dAmDVqlVERkbSt29fcnNz6dmzJwDr1q1jwIABqFQqdDodAwYMUII5UP22sAeh4jwVs5j+SGDIzMwMW1vbSh9CCCGEEEL8Wz38TlblH/9Gss1KiH+J0tJSYmNjCQ0NRaPR3BVgMDIyokWLFlhZWVFUVMSuXbvYt28fPj4+PPnkk+zZs4fVq1fj6uqKvb09U6dOpV69eqjVapKTk/H09ATKAxhqtRp7e3vmzJlDq1atlDnc3d05f/48Xbp0obi4mNzcXBISEggJCaF27dq4uLgQExODRqPBwcGBixcvMmTIEAYPHoylpSUAfn5+LFmypNLatVptpVo2+qBSxY5Zv5WJY4jr16+TmZlJ/fr1lYyfivNoNBrUajUajYb4+HhOnz5NREQEoaGh1XbyEkIIIYQQQoiaIpk5QvxD6XQ6NBqNsr0nPj6eL7/8EqDSFqL09HSysrJQqVTk5OTw5ptvkpmZyalTpzh16hSFhYXY2dnRs2dPjhw5wtdff01JSQnr1q0DwNPTk9jYWGVe/Xy+vr6cPXsWrVZLcXExAC1atODHH38kJSWFS5cuER8fT3JyMp9++ikREREMGjSI1q1b4+HhweTJk5k+fToAkydPplevXsocRkZGyvXpdLp7Zr3cb8CkpKRE2WpWVlZW6X6mpKRQWlpaqWPV9evXOXToEImJiajVajZv3kzt2rVZvnw5K1asYM6cOWRnZ0sgRwghhBBCCPFASWaOEP8A+oK9RkZGlTJRKgYagoODeeGFF9BoNERFRbF9+3YOHTpEfHw8TZo0Yfbs2Wg0GmJiYlCpVMycOZPY2FimTJmizDFmzBiioqKwt7fHzMyM9PR06tSpw5UrV+5aU2hoKFevXkWlUimZK1OmTGHJkiV06tSJAQMGMGXKFEJCQmjRogWjR4+uNN7V1bXS5/pMF70H1fpbq9ViZGREQkIC33//Pc2bN6dJkyYYG//647C0tJTmzZtz7tw5cnNzcXJyYvny5Xz00UcEBATg4uLCxx9/jL+/Pzdv3mTBggWo1WqeeeYZDh06RN++fWt83UIIIYQQQvzTGP0Nukn9WzNY/q3XJcQ/zsWLF1myZAkjR47kq6++qlSbRV+wt2LGR3x8PLNnz+aRRx7hk08+IS8vj0cffVQpQrxu3ToGDRpEdHQ0ZmZmbNy4EbVajY+PD3Fxcbi5uZGcnMyZM2cAWL9+PSqVipMnT7Js2TLy8/PJyMigbt26xMbGUlZWVmm9tWvXJjs7m9LSUuUxd3d33nvvPaKjo5k1axY9e/bE09NT6Syl1WrRaDTVXn9NBW7y8/MpLS3l/PnzLF++XJlXT5/l4+vry/PPP0/dunWB8hpCrVu3plWrVqxatYrc3Fxef/11YmNjSU9PZ+nSpURGRrJ9+3ZsbGz48MMPadCgAZaWlqjVarRaLUFBQdy8efMvq98jhBBCCCGE+G+SzBwh/gaSk5OZNWsW9vb2tG3bljVr1pCYmMi4ceOwsbHh4MGDfPbZZ/zyyy+8+uqrDBo0iHXr1pGamsrUqVMJDAzE0tKSxo0bExsbS9++fWnatCl2dnYADBw4kOPHj5OamoqnpycxMTH06NGjUpDD2dmZq1evUlBQwLZt27h+/ToXLlygSZMmZGRkUFRUhLW1tRJ06dKlC127dr3rWvRbpCoWB9YHoWqqe1RV+qye2NhY5s2bx5NPPklERIRyfUZGRpSWlmJiYkJBQQGffvopLVu25OeffyYhIYE5c+Ywd+5cli1bhp+fHzY2NpiYmODj40NWVhbOzs74+/tz584dLC0tGTp0KKtXr8bY2BhXV1diYmIICQnB1taW/Px88vLylHv/R/Rr5oGV8Z//cZwdl/OnxwDklVQfUPsjDt+6uwPaHzHQ09rgORMOXDVonOo+3gYqKyr7/YOqoS01bByAJjvd4LEqYxODxpUmxf7+QfdQVlRi2LiCIoPntPT1NmicSVnp7x90D6WpCQaP1ZUYdq1m/qkGz6kytzRonJurueFzltwxaJxRgWE/TwBqOYcYNM4qy/DnvO7GdYPHGtk6GTROeyfP4DmdTA37njbzbmTwnDqTAoPGGWVfM3hOq7hzBo/V5ucYNO5W9GWD50w9GWPQONeGgQbPaeZg2O/g2zczDJ4z81KSQeP8ujQweE6d5vc7i95L3B7D/tZwCs40eM4Ac1ODxpnaGPZzHsDcxd+gcZrcW396jDY/C+BvUYBYzb+zBIJk5gjxN/DGG28QFBTEypUrGTVqFO+//z6nT5/mm2++AeCbb74hNDSU9evX89hjj3Hy5Eni4+OZMGECnTt3xt/fH2NjY2rVqsWFCxewsbHB39+f9PTyF4eenp5cuHABf39/XF1diY2NxcvLCzc3N959913ee+89WrRoQfv27WnSpAkJCQnMnTuXZs2aERwczI4dO7C2rvyHwG/VhdEXX664Lex+abVa5aMqfYDJ398fOzs7MjMzsbOz44cffqCsrIwpU6YoXbysrKxYunQpgYGBuLi4UFZWhkql4ubNm2zcuJHjx4+TnZ0NgL29PampqWg0GhwdHZXuW7GxsUrB5sDAQKUTl7W1NUlJScp9F0IIIYQQQogHQYI5QjxkJSUlmJiYEBwcDEBRURH16tUjPDycY8eOce7cOa5cucLLL79M3bp1MTEpfwe+tLSUgIAAiouLla1LYWFhxMXFoVKpMDY2VooY67dJeXh44ODgoBQ0HjFiBHXr1sXPzw9vb29mzZpFdHQ0S5cupXv37gQGGv4u0P3QaDR3bcfSB4eqy+6JjIykR48edOvWjStXrpCaWv6u9sKFC0lKSmLcuHFs3bqV69evo9FoCA0NpbS0FHd3d4qKisjMzOTbb78lODiYvXv30qlTJ06ePEmDBg1ISkoiODgYU1NTNmzYwLVr19i1axehoaEA1KpVi2vXyt9RbNeuHWPGjMHX1/cB3yEhhBBCCCHEf5kEc4R4yLRaLba2tkrGiT5Y07x5cy5duoS7uzs3btwA4M6d8lR2feBn69atmJmZoVaryc/PJzAwUClWXKtWLTw9PenZsyfz5s3jlVdeAaB79+6sWbMGAA8PD2bNmsVTTz2Fubk5KpWqUpesv6L2S0lJCZMnT+bmzZvKY2q1ulINHZ1Ox6lTp/jqq6/o16+fkvmiv2fvv/8+PXr0YM+ePRQUFHD5cnn6c8uWLTl9+jS1a9fGysqKI0eOsHv3bpo0aYKlpaVS6Dk6OpoGDRowduxYFi9eTIcOHThx4gTe3t5cvnyZjIwMFi1ahJ2dHUOGDCEgIIA+ffoAsHjxYmbOnIlWqyUgIOCuVuZCCCGEEEL8V6lVf4+PfyMJ5gjxkJmammJnZ6dky+gDFJaWltja2uLm5oZKpeLSpUvK1h4LCwtGjRrFpk2bGDFiBG3atOG7777D1dWVHj16UFhYiIuLCwEBAfzvf//j+PHjtGnTBijfZlRxy1TVosT6LlI1vUXqXoWPTU1NmT59Ol5eXgAUFxezbt06hg4dyqJFi8jJyQFg3Lhx7Nixg5EjR2JjYwOUZ+sUFRVx584d6tWrh1qtZsSIEZibm1NcXEy9evWUAs/PPPMMqampfPrpp5SVlWFra4ulpSUmJiakpKQQFxdHt27daNeuHbGxsTz++OMEBwczdOhQrKyscHR05PXXX+fnn3/mnXfeUdarVqsrtU+X4sdCCCGEEEKIB00KIAvxkBkZGdGuXTsmT57Mc889h7d3eYHPBQsWMGjQIFQqFa+99hpz5swhKyuL+Ph4Vq5cSadOnbC0tCQ+Pp6goCAaNmyIWq1m/vz5QHnAJy8vj5s3b+Lm5nZX6++K89ekq1ev8s4772BlZcX777+PtbX1XXNoNBoyMjI4ceIEarWa8+fPExQUxJAhQ/j+++/54YcfGDRoEN988w3Z2dm88847BAYG4ufnd1fb75SUFMLCwpQ6Nz4+PuzcuZPs7GwaN27MZ599BkDHjh25ffs206ZNIyAgACiviePl5YWlpSXOzs6MGTOGevXqKVuoACVoo3evNvF6NRUAE0IIIYQQQoh7kWCOEH8D7dq1o0GDBsycORN7e3tiYmKwtrZWtvIMGzaMkJAQSkpKCAkJwcXFBZ1OR4sWLWjRokWlc+mDNk2aNCE8PBxnZ2eg5lp/63Q6VCrVXe2+9Y9/8cUXhIeHM2HCBKysrMjOzubw4cOcPn2ajh070qlTJ+bNm8eBAwcIDAxk/PjxHDt2jDNnzjBkyBAOHTpE/fr16d+/P25ubmzdupXDhw/TrVs3Ll68CEBZWRnG/9/9ydPTExcXF7788kv69+9PWVkZx48fJzY2lvDwcI4fPw6UB7e6devGhAkTGDFiBABOTk5MmDBBuY6BAwfedb1arbZSMOpBdeQSQgghhBDi3+bvsM2pZl4F/f1IMEeIv4nVq1ezefNmIiMjefLJJ+nUqRMuLi7K15s1a1bpeH0GiFarrdT+Wx+0sbKywsrKqkbWpg/UTJo0id69e9O1a9dqs22MjY05cOAAWVlZFBQUMHr0aH766SdOnDhBeHg4hw4dIi8vj06dOrF9+3bGjx9P/fr1SUlJYePGjaSkpODr64utrS1Q3p3KysqK3NxcpasWVA6omJmZMXDgQI4dO0bjxo1xd3dn+PDh6HQ6QkND+fbbb5Vj7e3tWbJkyT2vT//fimoyeFNcXExxcbHyeV6e4S1nhRBCCCGEEP9dEswR4m/k8ccf5/HHH7/n1x90sKG688OvgaMPPvhAyYiJjo5m165dXLx4kYsXLzJt2jTat2+Pq6srmZmZTJs2jXPnzvHDDz8wYcIEEhMT+eKLL4iLi2Pu3LnY2NgoXZ+Cg4NJS0tDp9Ph7e3N119/zdixY/Hy8mLHjh0MHz6ckpISpbhz1Wt2dXVlyZIlZGdnK8Wh9Vq3bl3pc31GUcVzVLdd6o/SaDRkZmbi5uZ2VxZPVXPmzGHmzJl/eg4hhBBCCCH+idQqFeqHXIZAzb+zDILsFxDib0bfSao6NVGPpWKB3qrFen/v/Hv37qVbt24AHDhwgFmzZvHSSy/xzjvvsGjRIhwcHJSAj7W1Nb6+vmzfvp2VK1dy8uRJJk6cyIIFC3BwcKC0tJSsrCygvPNWWVkZ2dnZ9OnTh4KCAp5//nl69epFmzZt8PX1xc/Pj5EjR1JQUFDt2pydnZVAjk6nU66t6jXeq735n6HRaJTzFhQUMGvWLOXcv2X69Onk5uYqH4mJife1DiGEEEIIIcR/k2TmCPE3U1O1bYqKitBoNHdttaq4Pati8OH27dvs2LGDrl274ujoWGmMPmMnMDBQaSHeoEEDnJyclILBX375JceOHaNFixZkZ2dTWFiIr68vjo6OrF69Wmm5npWVhYWFBSYmJly/fp1atWop67p+/Trh4eH873//Y/fu3fTq1Yv27dtjbGyMsbGx0l7999RUQWJ9UKhqkKbi90ij0bBhwwbs7OwoKirivffew9zcvNrzmZmZSdtyIYQQQgghxH2TYI4Q/xI6nQ6tVotaraagoIAjR45gZWWltCSH8pot0dHRpKWl0b17dy5evMi4cePYs2cP8fHxLFiwgF69et11bn1ApHbt2hQWFpKXl0dwcDCurq7k5+djY2ODlZUVSUlJmJqa4uTkRExMDBEREQwbNowJEybg7+/PlStXMDExYcWKFTRp0oSSkhJlji+//BInJyegvKjxyJEj71pH1fpANUWj0SjnrRoI0n9eVFSkBGlmzJiBo6Mj3333HR07dsTJyYmbN2/y1FNPSTcrIYQQQggh/p+av0EBZN3vH/NPJMEcIf4hiouLlawOfXvsihkiKpVK+VylUnH48GGuXLnCiRMn6NGjB56enjz11FOYmpri5eVFdHQ0L7zwAuPGjWPQoEH4+/szbdo0rK2tq51fn8nj4OBAdHQ0zZs3x87OjqioKJo3b46rqyvx8fEA2NjYcPz4cSIiIpg9ezZff/01p0+fpmnTpnTo0AGA9957r9L59YEcveqyYu53e9SqVasYMmQINjY2lR6vmmmjbzt+8OBBVq5cydmzZ4mIiOCVV14hIiKCn3/+GZVKxapVq6hVqxbXrl2jU6dOdOnS5b7WJ4QQQgghhBB/hNTMEeJvSqfT8fHHH9O5c2eaNGnCmDFjSEpKAsqDGlW3Y0VFRbFmzRqGDh3KmDFj+Oabb4iMjCQ3NxdXV1fmzp3LlClTWL16Ne3atWP27NkkJSUxYsQIIiIi+PTTT2nQoAFQ3vq74n/164Hy7JzTp08D5e2+9a2//fz8lOLIs2fPpnPnzsrYQYMGsWDBAsaPH09YWJjy+L1qA0F5QOp+gjcajQaNRlNpnnnz5nHq1KlK1wOwefNm3n77bR5//HEaNmzI5s2bgfLCypMnTyYqKopGjRqxevVqANq0aYOrq6uyRaxevXrs378fgNLSUoPXLIQQQgghhBB/hGTmCPEQabVajh07VmkrlN6PP/7IgQMHlGyQxMREsrKy8Pb2Zu/evSxZsoSEhARefPFFnn76aa5evcq8efOYM2cO/fv359ChQ+zevZvXX38dc3NzYmJi2LhxI8HBwbi7u/Pmm28q9XTMzMxwc3Nj8+bNDBkyhICAABYuXEheXh5vv/028Gvwo27duty4cQOACRMmKPV1Km6Latmy5V3XU91WpvsJ1ty5c4eYmBhq165NcnIyd+7coV69eso5q8u2adeuHZcuXaJz587odDqlnfr+/fvZuXMnP/30E8nJyaxduxYjIyP69+/Phg0bmDRpEklJSQQHBxMfH09ERAQ//fSTcv7GjRuzZcsWAKU20J8R8ngzbCz+fC2dE/N2/+kxAJ4+hresH+hZfebW79l0McPgOccPCDVoXMLVLIPn9A12/P2DqqFSG/6cTvnhR4PH6n4jMPpbXBuHGDxnaf4dg8YZW1ZfU+qPKE5PN2ickY29wXPmxVw1eKy2pOz3D6qGncEzgllEW8MGxp4xeE6Vla1B4wrPHzF4TuvWvQ0bWFR9Ef0/oiz3lsFjdcVFBo1TWdn8/kH3Gmth2M9rH5s//3tMz+iWYT/rC07sNXzOwa8ZPNYsx7BGBDYlhn0/AeybNDVonLGbr8Fzam/nGDTOuqHG4Dld2xn278XYI8DgOU2sDP/94tOliUHjjD38DZ7TxDvIoHEl1y4YPCeakt8/phoqA2p6qozKxxj9DbpZGf1LyyBIMEeIv5B+e5R+G4+RkRE9evQgNjYWV1fXSsfOmjWL5557ju7duwPg5uYGlGfLrF+/ngEDBjBo0CC6dOmCnZ0dderUITQ0FB8fH6A8qHDnzh2OHTtGp06dcHFxYfTo0cyYMaPSPLGxsWRkZLB+/XqOHz/OSy+9xNatW/Hw8ODIkSPKuvVZN9OnT8fIyAidTqdsmdKr2Nq8aoHl+ynsrN9ypT+/kZERiYmJxMXF0bBhQyIjI4mNjcXFxQVra2uKi4tZs2YNP/zwA/b29owbN44ePXpQv359fvnlF+W8+rW2bt2aI0eO4O/vj4eHB3FxcRw8eJCOHTuyatUqvvnmG4yMjJg8eTIJCQnUr1+flJQU5TyNGjXCzs6OZ555Bjs7OxYuXGjwtQohhBBCCCHE75FtVkLUsLS0NHQ6HXFxcSQmJlbaSqTfHqVSqZTHGzRoQExMDPBr9kthYSFqtRpvb28AZbsQwPHjx5XCxpaWlgwaNIgrV65QUFBAvXr1SP//d66dnZ2xsLCgqKj83aM+ffpw8eJFvvzyS/bu3ctbb73Frl27OHHiBImJiXTs2JFnnnmGYcOGKVuzmjdvrqy74jVUDdroVSz+a0jWjf768/PzWbZsGQcOHFDOq793+vPWrl2bFi1akJiYyI0bN3jzzTdp0aIFH374ITqdDn9/fzZs2MDkyZNZvXo1BQUFtGjRgsuXL9+1xsaNGytt0o2NjbGzs6OkpITS0lIuXryIu7s7Wq2Wn376icuXL+Pl5cX169eVMba2tsyePZs2bdowfPjwP33dQgghhBBCCPFnSGaOEPdB30FKH2w4evQoFy9e5Nlnn+XQoUPY29srmTLZ2dns3r2bH3/8EUdHR0aPHk1wcDABAQGcOXOGtm3bKt2oMjMzCQsL48aNG7Ru3bpSAEWj0VQq4Fu7dm2++OILRo8ejbm5uZIx4ubmhr+/P4sWLeLChQv069ePN954gxkzZqBSqWjYsCHBwcG0b9+eJ598Ep1Oh5ubG48//jgA7du3r1T3pqL7DdpA9Z2p9P9vbW3N8OHDsbGxQafTkZCQQHR0NBs3bsTY2JgZM2bg5OTE0qVLcXJyomfPnnTt2pWZM2cSEREBlAdoZs6cyfnz58nMzOTgwYO0a9eOzMzMu9YdEhJCamoqhw4dol27duzdu1epi/Poo4/SqFEjHB0dGTRoEJ6engDs37+/0vehQYMGSs0hIYQQQgghRHknq4fezerfuctKMnOE+KNyc3NZvXq1Ui8Gfu0gpQ8MtG7dmuHDh1NWVsaFCxeYNGkSgYGBbNiwgcTERK5evcqAAQPw8PBg1apVADRv3lzZ+qPPTLG3t8fV1ZUTJ04A5Z2s9IEONzc3VCoVX3/9NVC+7SorKwsXFxdUKhXXrl0DyrNFBg4cSIsWLfDy8sLT05OIiAi2bdvG1q1bmTFjBoGBgVhYWCjXAr9m2ui3Vd0v/faoqvRbzfTzlZWVcf78ebZv3052djanT5/m7bffRqfTMWPGDObNm0fv3r1p164djz32GJaWltSqVYvS0lLq1q2Ls7Mzt27dUs73zjvv0Lx5c7Zt20bfvn2Jj4/H2toaKysrrl+/rqxDf3ydOnX46KOP6N69O1FRUXTs2BEoL5r89ddfs3fvXhYtWkTv3uV1Gpo1a3ZXfRz9NjohhBBCCCGEeJAkM0eIe9C/KNcHOUxMTGjVqpVS2+bOnTtcvXqV7du34+zszKhRo0hOTuaDDz6gadOmNG3alIsXL/LWW2/Rtm1bysrKsLe35/vvv2f79u1kZWVx5coVmjVrxmeffQb8mi1iY2NDt27deOaZZzh37pySbbJ161b8/f0ZMWIE06dPp3nz5koNHYD+/fsr7csBHBwcmDVr1l3Xpt+2pQ+oVGRopk3V+6Wn/7zi1qykpCR++eUXUlJSGDduHNnZ2YwYMYKcnBzq1KlDeHg4xcXFxMTEYGRkRGBgIEVFRQwaNAiATZs2cfr0aRwcHLhy5QparRZbW1tSUlKU9e/Zs4e5c+fi7u7OqVOnlO1m5ubmHD9+nICAgEqBpgYNGhAeHs60adOUtWu1Wtzc3JR6RdW1S6+JeyeEEEIIIcS/kfpvUAD5Yc//oEgwR/wn5efnV9oiU5VGo1EK9hYWFpKWloa7uzuZmZlcu3aNFi1a8PLLL5OZmUlERATnz5/nueeeY9WqVbi6uqLVaunduzc//fQTzs7Oynnee+89vLy8GD9+PDt37uTy5ct07tyZ7OxsoHIwoGXLlkyePJl3332XpKQk7ty5Q3BwMEuXLsXLy4vFixcDKO2xgUptv/X02SIVCxDfTzFioFIxYn2ApmoQB8qzmS5evEheXh49e/YE4MqVK4wZMwY3Nzdq166NRqNh3bp11KtXj/fee6/SWJ1Ox+3bt3F1dcXCwoKMjAxcXFzw9PQkNTUVNzc3ysrKyMvLIyAggKSkJM6ePUvdunUZO3YsQ4cOxczMDFdXV4KCgigtLWXBggVKLaKKa/bw8ODs2bNAeXtxY2Pju4IzVbeFCSGEEEIIIcTDIMEc8a9UMQtEb+/evbzzzjskJSURERHByJEj6dOnT6VjY2NjycrKomnTpkrb78jISNq0acOMGTO4cOECUVFRPProo5iYmODu7s57771HZmYmgwYN4urVqzg7O3Pjxg2srKwoKioiKSmJsLAwTExM2LhxI/n5+UD5NqAGDRpgZWVFXl4e165dIygoqNI1jB49mmbNmlFWVkZoaCiWlpbK1yoGcX7L/WaL6LN4KgaAqgY1ysrKiI6OJj4+nh49emBsbExWVhZDhgxBrVajVqu5ceMG48ePZ+rUqbz44os89thjyviDBw8ybtw4oDzjydLSEgcHB8zNzUlISCAwMJBPPvmEzp074+LiQk5ODjk5OURERJCfn8/FixcZOXIkr7/+Oj169GDp0qW88sordOjQAU9PT0JDf21t3b59+2rvzwsvvMCtW+VtNA1pL/5HFBcXU1xcrHyel5f3QOYRQgghhBBC/LtJMEf8q0RHRxMbG0vv3r0rtcaOj4/no48+Ytq0afTq1Yt9+/bx9ttvY2pqyiOPPMK5c+cYM2YMKpWKVq1a0bRpU7Zs2UJoaCjffvstUJ6tUbt2bU6dOgWAt7c3Hh4elJSU4OzsjKurK9nZ2Tg5OXHt2jWMjIxwdHQkKyuLsrIyzM3NadOmDePGjVO+VlBQAMCkSZOq3Z6k0+moX7++8ljVbJiaVLVtul7VLJ7S0lKioqL45ZdfOHDgAIsXL+bVV18lKioKGxsbTp8+zauvvsqSJUvo2rUrU6dO5caNGzz77LO0bdsWGxsb5Zx5eXnY2tri7u5OdHQ0jzzyiBKwMjc3x9XVlZiYGBo1akR+fj4ffvih0kHq0UcfRaPR0KdPHzw8PLCxsWHhwoUsXbpUWWunTp3uunf6a9U/N/SP+fj4KMWqH5Q5c+Ywc+bMBzqHEEIIIYQQfxdSAPnBkQIP4h9Lo9Gg0WgqtcY+f/48H3zwwV3HRkdHk52dTe/evVGpVHTq1IkpU6awaNEiAKXA7qlTp5TtS9999x1PPPEEUJ55YmJigouLC4WFhRQUFODp6cn58+cpLS0F4Nq1a2i1Wnx8fMjOzubmzZuMGDGCL774Ajc3N44ePcrixYsJDg6me/fufPnll0yfPh2A6dOnExgYeNe6K9abqfj5/dDpdGg0mrsK9VZsm66Xm5vLp59+ytChQ9mwYQMlJSUkJiYyfvx4jh07xpgxY9i6dSumpqYcPnyYnTt3cvr0aY4fP05BQYFSRNnPz4+wsDCOHTtGo0aNOH78OFBepBngscce4/z58/zvf/9j//79fP7555SWlmJvb8/Vq1exsbGhfv36NGzYkJdeeomVK1fi6OiIi4sL/fr1UzKajI2NlQ5jFe9b1XtXU7VtKj73/ojp06eTm5urfCQmJtbIOoQQQgghhBD/LZKZI/4xKmZTQPV1X+rXr6+8gK947NmzZyu12Var1TRr1oyZM2eSl5fHzZs38ff3B8pr21hYWKDVapVaNvqghJ2dHdbW1ty4cYOwsDBWrVrFBx98QF5eHrVr1yYsLIzk5GTq169PYWEhDRs2ZPny5Tg4OCgZJyEhIX/o+ioyNIhzr9o2Ve9dSkoKv/zyC3v27MHR0ZExY8bg6enJxo0bOXToEP379+fzzz8nPT2d559/Hjs7O+rVq0ebNm04cuQI1tbWyrnatWvHgQMHaNasGVu2bFEe1xdmbtmyJTNnzuTbb78lOTmZkpISJk+ejJOTE7Nnz6agoIBu3bphb2/PxIkTsbGxIT8/n9LSUmxtbe/aJlU10PV7dXwMpdFolBb0ekZGRpXqK5WVlf1mFzAzM7NKBaqFEEIIIYQQwhCSmSP+Fqq2r75XK2soDzwArF27lqeffpoWLVrw1VdfodFo8PLyorS0lLS0NODXzAmtVotKpSInJ0c5n4WFBe7u7ty4cYOQkBAuXbqkPA7Qu3dvNm7cyKVLl0hNTeWXX35R6r9cunQJZ2dn2rZti06nw9PTk+nTp2NnZ0dYWBiTJk1SskW8vLyUQI5+LdVldNxvtkjFjBQ9ffBBH9QoKSnh2rVrvPzyyyxbtoy8vDyys7OZPHkyc+fOpXnz5iQlJbFo0SJu3bpFZGQk3bp1Y+DAgYwcOZLExEQuXLhA165dlS1igYGBxMTEKHO6urqSkpJC69atyc3N5YsvvuB///sf169fp3fv3rRo0YLZs2fz2WefER0djZeXFwCNGzdm8+bN7Nq1i8mTJ2Ntba0UqbaxsaFVq1aEhoYqNXwqXmNNBW10Oh2lpaXExMRw7ty5Sl+r2IIeyoN+K1euVAI5bdq04cKFCzWyDiGEEEIIIf4N9N2sHvbHv5Fk5oi/XMVMCp1Ox7p163jsscews7NTjlGpVNy5c4f09HT8/f0pLi7mlVde4c6dOxw9epRjx45hbGzM0KFDadWqFf369cPNzY0OHTrg6OhIVFQUbm5uSrZL7dq1+emnn7hx4wb29vYAXLhwAQcHB2rVqkVYWBhbtmyhfv36XL16FXNzc6ZMmcLatWsZN24cWVlZDBs2jBdeeIFp06bh4+NDUlISGo2G1q1b06VLl3teY1U1scWnoKCA48ePExYWhpeX113ZN8XFxZiZmXH58mUOHz5MdHQ0mzdv5vHHH8fHxwdHR0dOnTrFzZs3mTNnDpaWltSqVYuhQ4fSoEEDNm7cyBdffIG3tzfu7u4A1K1bl/3796PT6XB3d+fEiRMAtG7dmu3bt/P+++9Tr149Dhw4wDPPPIOXlxcffPAB06dPx9bWlscffxxPT08AGjVqVClrp6LqCi4DSlvymnCvFuMqlQoTExNiY2O5ePEi9erVo6CgAFtbWxYuXMhPP/1Ebm4uCxYsoFGjRuzYsYO4uDgaN25M3bp175l1JYQQQgghhBA1STJzxAPxW1169EEHfQBiy5YtbN68mc2bN5OVlUVubi6DBw+mZcuWTJo0iQMHDmBiYsKBAwdwdXUlKioKe3t7HnnkESIjIxk5ciQHDx7k2LFjAAQEBHDx4sVKcz7yyCOYmZkxb9485bFdu3bh4eGBlZUVzz//PG3btuXxxx9n7ty5REVFATBs2DB++uknoqOjee2117C1tSUoKEhpd+3t7a1sq6mYFXO/2SLVZSZVZGxszNGjR9m9ezeZmZkUFhYSFxfHE088QXh4OBMnTiQ+Pp7CwkJWr16Nl5cXFy9eJCMjgwMHDvDaa6/xzDPPcODAAQBatGihBNNcXV1xcHBArVZjZWXFnj17APD09GTXrl2Ehobi4OBAXFyc8vj777/PxYsXWbFiBQ0aNKBt27ZAeav0rVu3sn79egYOHHjXNerrHlWkz366X0VFRRw7doyVK1eyaNGiSllZVbdLAeTk5LB//37WrFnD3LlzWbJkCWFhYezfv5/jx49jYWHBwoULWbt2LW+//TZRUVFs27aNsrIyXn31VR599FGsrKzuuh4hhBBCCCGEqGmSmSMeiPDwcHbu3Em9evUqdRHKzMzk559/JiMjg0cffZSioiKSk5N55513aNiwIc2bN2fHjh307NmTr776iiVLlvDRRx/h6elJp06dKtUb2bNnD6dOneLDDz+kQ4cOSmAiLCyMyMhI4NfsH1tbW1566SWWL19OREQEBQUF1K9fn2XLlgHg4ODAqFGjGDVqVKXr0AcW9FuYKgYZbGxsmDp1qvK5oRk31WXxVCx8XF1Q6NKlS6xevZrCwkIOHTrEhAkTiImJYejQoXzxxRd88803DB06lMOHD+Pr60tERAS2trb06dOHffv2KfdJ34rbx8eHTz/9FAAXFxd27NjBggULcHFx4ZlnnmHSpEnExMQwatQobGxsCA4Opk+fPhQVFWFubo6Liwvr1q275/XpA11V25vXRNDmXl544QWioqKIiIjA0dGRc+fO0bp1a1QqFadOneLEiRN06tSJiIgI9u/fz8cffwxAv3796NWrFzExMUyZMoXw8HClRf2ZM2e4du0aSUlJyla+Jk2asHDhQqKjo+nVq5fyfHkQHceEEEIIIYT4JzFSqTB6yH8XP+z5HxQJ5ogHon79+ly4cIF69eqh0WgwNjbm7NmzLF68GK1Wi5WVFTk5OYwbN44xY8YQFxfH3LlzAbh48SJff/01n3zyCVqtlu7du2Nra0vdunWV7Ju8vDyuXr1KaGgo7u7umJqacuTIEXQ6HX5+fqxevRqgUr0YPz8/3nvvPZ5//nn8/PzuuXZ9i+6aDjxUV4xYf+6KMjIyiI6ORqfT0b59+2oLI4eEhDBt2jQuXLjAihUrKC4u5uWXX8bMzIz333+f3NxcpWaPlZWVEjDy8vIiLy+PwsJCXF1dUavVJCUlERgYSEpKCq+99hpJSUm4uLgQGBiIg4MDixYt4vjx43Tv3p2OHTsCEBQUpJy/ouq2SD2IoI0+QFS1jbreu+++i7GxsfJ80el05OXlYWJiwooVK9i0aRN16tTh7bffZvTo0TRr1oyUlBSef/55nnjiCa5fv86qVatITEwkPDwcNzc3jh07xsSJE7GysqrUeSw9PZ1Ro0Zx+/ZtXnnlFebPn/+nAznmnh5YWJr/6fvQcFzrPz0GoLSg0KBxAAkHrho0bvyAUIPn/PibywaNM7mP39uaK1kGjbu9YLfBc5rbGV4c29z+zz9/AC5+cd7gOXNL/1w3Nz0HM8N/HphamRo0TqXeY/CcNh7Wv3/QPec17EloHRlv8JzO124YNM7G39PgOXOvJhg0zrlLN4Pn1KRcN2ickZ2TwXNmn/rZ4LF2IQEGjdOVlRo8Z1GGYT/HrIKCDZ4TH8PGmnrd+++y31Nm8EjQ2rgYNM7Ixt7gOePWfW3QON9HWho8553kdIPGFd7KNXjOnGupBo3z6djA4DkLM3IMHqspMezfmkd9w/4WAyi59hBqLeakGTSsNPnP/8wtzcwxaC7xx0kwRzwQDRo04OTJkzz55JPKYyEhISxfvpyioiLlBXWbNm1o2LAhO3fupKCggOLiYnx9fRk5cmSlLVH68Zs2bQLA0tKSNm3a8Oabb3L+/HnMzc2pV68et27donnz5rzzzjvA3YESExMTJZCjL4pc9Ziaalv9W12WKkpOTub7779n3LhxrF69moULFxIcHEy7du1o3759teuxtramcePGHDlyROm+lZOTw2uvvUbr1q2V2jQATk5OJCcno9PpcHZ2pqioiNjYWOrWrYtarebixYs0adKEvn37Ym5uzuDBg2nYsCEODg7odDrq1atHvXr1qr2+qtfzIII2elUDYNXNpV/TuXPn6N69O/BrdzI7OzvS09M5deoUkyZN4tFHH2XJkiXs3r2b2rVr06FDh0qd0ExNTbl58yZQXuNn3759hIeHo1aruXXrFvHx8Zibm/Pll19y4MABbt68yUsvvcSJEydo0aJFjd4HIYQQQggh/olUahUqo4ebGfNvzZiXYI54IJo1a8bixYuBX//xmJubs2rVKr744gsCAwMJCAjg9OnTDB48mNzcXHQ6HY6OjrRp04YxY8bw2muvkZmZydGjR2nQoAFeXl4kJiZSWlqKiYkJnTt3prCwEBsbGxo2bIitra0yf8+ePX93jfcTtCkqKuLnn38mMjKS1NRUevfuTePGjSsdU/GHRmZmJhkZGezYsQN3d3fOnTtHr1696NixI3l5eSxatIhx48axYsUKtm7dSnDw77+zZW1tjUqlIjMzEx8fH5o2bcrVq1fp378/AFu3bqV79+44OTlx+fJlCgsLcXR0pHnz5sq2px07duDn50dmZiZarZagoCB69ep11zXoj694z2ryh+K9AmtVP8/MzESj0ZCfn8+7776LkZERL7zwAo0aNVJahOfn5+Pn56d02zI3N1eCPGlpaVhZWREQUP4Oafv27Tl/vjwzwd7envT08neunJyccHZ25saNGxQWFlKnTh0GDBhA7969ycvL4/bt20yYMIGOHTvy9NNPY2pqSkBAAFu3bq2xeyKEEEIIIYQQ9yLBHPFANGrUiBs3ylO99S+yi4qKeO+990hIKE/HHjVqFKmpqdjZ2eHm5sbatWsBePbZZ3njjTfo3bs3JSUl+Pj40KxZM/z8/Ni/fz8mJiZAeRZG7969q53/QdYsKSkpYfLkyVy4cIFGjRrh5+fHzp07ady4MTk5OdjZ2Slzd+vWja1btzJp0iQ0Gg0RERG0bNmSn376iYyMDDQaDT4+Pri5uZGTk0O3bt0YPXo0TZo0ISAggMcee0xp3a3fVqS/Nnd3dywsLNi9ezc9evTghRdeYPv27bRp04asrCxCQkKoX78+Q4cOpaSkBAsLCywtLXn11VeV8+mzlKytrWnXrp1SBLnq/auJbKWysjKMjY3Zvn07S5Ys4YUXXqBv377Vnl+r1XLjxg1++eUXCgsLKS0t5fDhw5w8eZLatWtTt25d+vbtS2RkJG+++SY7duyolAHl7u5OfHw8AKWlpUrtIx8fH7RaLZcuXaJu3br4+Phw4MABVq1ahY2NDbGxscr96NOnDwMGDGDfvn3Mnz+f8ePH06hRIxwdHSsF2ypuuRJCCCGEEEKIv4IEc8QD4evrS1lZ+S5mU9PyGgeWlpZYWFjw1VdfoVariYuLQ6vVkp+fz1tvvcXChQsxMTEhPz+fJ554ggEDBiiBGz03Nzfl//XFjfX/X5GhgRx9EKO4uJjXX3+dRx99lPbt21c65uuvvyYlJYUjR44ojyUmJgLQt29fXn75ZXr06MHt27eB8mBC/fr1OXv2LJMnT8bU1BRfX19SU1MpLCzE2toaV1dXjh8/zrvvvktycjIJCQk8++yzZGdn8+abbzJz5kxCQ0MZPHiwUojZ2dmZbt26MXfuXGJiYnjttdd46aWXeOqpp/D19f3N66xah0e/vep+71/F+6hf540bN9iyZQvt2rWjUaNGnDp1is6dO9O7d290Oh1paWkcPnwYgAEDBnDr1i2WLVvGgQMH6NixI/7+/uzbtw9bW1siIyNZvnw5ixYtYtasWTRr1oz9+/dz69YtnJzK6yBYW1vTsmVLxo4dS1lZmfL8S0tLIzU1lW7duvHRRx9RUlLCyZMnefrpp1Gr1Xh4eHDnzh2lqLOvry+HDx+uVHS7efPmla5RpVJVW9NICCGEEEIIAUZqFUYPeZuVFEAW4k+ysbHhjTfewNTUlB9++IGRI0eyZMkS1qxZg6WlJa+//jpBQUFYWVlRp04dpZuSnomJye8Wur2foEN1W3v0/29mZkZ2djbp6enK/Pr/fvzxx7z11luVzuXj4wPAe++9x7p16wgMDCQhIUFp+W1ra0t4eDi5ubm4uLjg6+vLtWvXKC0tVea7evUqPXr0oKioiPDwcLp27Yq1tbXSwjs/Px+onMUyePDgSkEYQAnkVLy+B5FpU5G+uLP+vBVr2nh5eTFx4kSMjIw4duwYe/bswcvLi08//ZThw4czcuRIrK2tcXBw4IcffmDNmjUYGxuj0+mYMWMGADExMUqGUteuXfnqq6+Uc6tUKlJTU5VgDkCbNm2IiIhgwoQJdOrUibi4OM6cOcPEiRPp06cPd+7c4eDBg3h7ezNu3DgA+vTpc9d1mZmZ/W7AUAI5QgghhBBCiL+aBHPEA9OzZ09+/PFHOnbsyAsvvEDXrl1xdXXlkUceqfb46gI3NdEJqbruVHD3i/D09HSuX79OWFgYtra2+Pj4kJKSQlFREZaWlsraLCwslEyctLQ0Nm3axMaNG3n++ed58skn2bx5M/v3768UgPHy8uLKlSsUFBTg4uJC/fr1OXPmDNu2bcPT05O0tDQuXLjArVu3GDJkCCqViqZNmzJ06FDS09MpLCxUtpRVDSpUDaRUd333m2mTk5PDsWPHuHjxIgkJCfTs2VOprVO1Q5dOp+PcuXOcO3eOgoICXnjhBT755BOSk5Np3749JSUluLi40KVLF7Zu3YqLiwvr168HoHHjxkRHR+Pv70/Tpk0pLi7GzMwMW1tbysrKKCkpwdPTEyMjI+Lj4/H398fBwYHY2FjCw8Mrrefzzz9n1apVfPnllwQGBjJ8+HAaNmwIwJAhQxgyZMhd11nd9rx/a8E0IYQQQgghxD+XBHPEA/P+++9X+7g+aKMPANRU4Kbi1p6KqgY5NBoNGRkZnDp1iuTkZMLDw/nss884c+YM7u7u9OnTh7Fjx1K7dm0uXbpEQUEBlpaWyjr1nbpGjx5NUVERgYGBhIaG8s033/Dkk08yZMgQvvnmGy5cuECPHj0AqFWrFl988QVZWVn4+/vTuHFjiouLmTRpEk2bNuXFF1/E0dERJycnTp06dde1vfnmm5UKPFd0ry5ZhigpKVGyh/SBjYKCAmbPns2GDRsYM2YM7du3p2XL8vaYd+7cwdLSkoKCAp5//nnWrl3L9u3bmTt3Lo0aNaJWrVoAWFhYUFJSQufOnXnmmWcwNzcnMDCQ9evX0717dwoKCrCysqJhw4YkJCTg6OiIVqslIyMDb29v3NzcSEpKIjs7Gzc3N4yNjTlz5gz+/v64uLgowTX9/YDy7/u4ceOUzJuq9EG+qsHDB6m4uJji4mLl87y8vAc6nxBCCCGEEA+V2gjVw85kV+l+/5h/IAnmiAeqrKxMCTZUtwXHUPqiyhVVd978/Hx++uknfvnlF9q1a0enTp34+uuv2bBhA25ubgwYMABvb2/mzp2Lo6Mj27dvZ/Xq1QQFBREWFsaBAwfIz8/HxcVFOWeHDh2YOXMmOTk5+Pn54efnR8OGDWndujUATZo0IS8vj48//pglS5YAEBAQQGhoKDY2Nsp5WrVqxenTp6u9vqqBhnsFcu5XxayloqIiPv74YzIyMpg9e7YS2LCwsCAkJIRXX32VCRMmKGNnz56NhYUFEyZMwMrKik2bNrF8+XK+/vprxowZQ//+/ZV1u7i4cObMGfLy8rCysiI2NlbJ0ImLi6OoqAgrKyvS0tJIT0+nRYsW7Nixgxs3buDt7Y2trS0ZGRlkZWXh5ubG8OHD8fb2BmDRokWYm5v/7jVWfA7Cw9keNWfOHGbOnPmXzyuEEEIIIYT4d5FgjnigjI3v7ymm30IElTNQ9EGbitkjsbGxfPfddwQGBjJo0CDUajUbN25k8+bNNGzYkA0bNpCWlkabNm1YvXo1vXr1UjJndu3axWuvvYatrS22tracPn2a8ePHU1hYSE5ODvDri//OnTtz6tQpnn76aYYPH87ly5eJiYlh2LBhytr0W8r0dV6srKyU+i9VaTQapUuVfo6aDjQUFxeTkJBAcHBwpa1EVYsgu7q6kp6ernSe0h/j6OjIjz/+SEFBAVFRUQwZMgRLS0tKSkrIycnB2dmZ8PBwoqKiGDNmDHPnzuXQoUOYmpoycuRIpY5PWloa/v7+XL58mfT0dPr168dbb73FkiVL8PX1xcrKipYtW2JiYoKXl5fyve/SpQsdOnRQ6uIMHz4cKP/+/1Yg50HcSz39c/PPZEZNnz6dyZMnK5/n5eUp9ZaEEEIIIYT4t1EZqVCpH27ZAhX/zrIJUrlTPHRJSUns2LGDS5cuAShFgQElm0KfoaLvfvTRRx+xefNmVCoVp06dYsiQIcydO5esrCwOHDjAm2++SUFBAXv27GHp0qXMmzePQYMGsWzZMjw9PXFzc1MCDDk5OXz44Yds3LhR6aB08+ZN7OzsMDY2JiMjQ1kLlHflmjVrFn379uXzzz+nqKiI/v37M2XKFKB869Hq1avp0aNHpUBCxcBURWq1+q6sEUPpt5rp9e7dm8LCQtRqNYsWLap0HUlJSXz77bfMnDmTa9euAeDk5ERhYSHp6ekAyrk8PT1JTEzk4sWLdOjQgVatWuHj40NeXh6ZmZkAhIeHs2/fPtq1a8f333/P0qVLKSkp4X//+x9GRkZYWloSFxeHp6cn6enpXLlyBW9vb6ZNm0Z+fj7Hjh1j1KhRBAUF4efnx2uvvUabNm3Q6XTY2dlVKnCsX9uD3BZVUlKi1DzSaDSV7mvFTB/9GvRBv9+ir/9T8UMIIYQQQggh/izJzBF/uTNnzrB48WJSUlKIiYnBzs6O4OBgJRhSsR15amoqGzdupLCwkO+//56uXbvi7e3NwYMH0Wg0mJub065dO3Q6HWFhYbz55pvExcUxYMAApkyZQmxsLKGhoZSVldG9e3dGjRqFWq3G3NxcCULY29sTHx9PdnY2V65cYf/+/RQUFFBWVoa1tTVZWVnVbusaOXIkI0eOvOv6rl27xuHDhxk5ciRWVlbK4zUdePjxxx8JDQ1VMliq1iAC+P7771GpVERHR7N7924eeeQRGjZsyJgxY1ixYgU5OTnUrl2bVatW8cQTT1CrVi10Oh03b97E09NTCT5ZWVnRtm1bBg0aREREBFDewevkyZNKEMPGxoarV68CcOLECYyNjXFycsLGxkbJurl9+za+vr4MHz6cunXrAhASEqIEmqqqriCxXk1n3Gi1WrRaLcbGxty+fZvPPvuMoKAgunbtWul7r29dnpaWxtatW0lNTWXDhg3UqlWLd999lyZNmtTouoQQQgghhBB/vY8++ogFCxaQkpJCeHg4ixcvpm3btvc8vri4mHfeeYfPP/+c1NRUvL29ef311xk1atQDWZ8Ec8QDpc9mqNja28LCgvbt2+Pi4sKPP/7IgAEDaNeuHbm5uTz55JOkpKQQERHBwoULuX37Ni+//DJbt26ld+/eDB06lGHDhvHVV1+xZcsWtmzZQq9evXBxcaFZs2YUFxdTq1YtJWvD2tqa48eP07JlS27duoWvry937txRAjiFhYVYWFiwcOFCpk6dCsDo0aNxdXVFq9WyYMGCP12PpX79+qxdu7bG76VGo6kUsElJSSEkJESZv7S0lCtXrhAZGUmbNm3w9PTk6aefplOnTgQFBWFnZ4eXlxevvPIKZmZmzJw5k4SEBA4cOMDatWvx9fVlxIgRmJmZkZSURNOmTZW5HR0dMTc35+zZs0owJzAwEAcHB1atWkVCQgK3bt3i3LlzAKxYsYKsrCyaNGnCk08+ibW1NW+++aZyvg4dOlS6topFsWuyC1d19Pdrz549HD58mFmzZgEoGWAA1tbWjB8/ntu3bwNw69YtpkyZwrlz5wgODmb27Nm4uLiwadMmgoODiY6OZsuWLcyaNYtt27bV+JqFEEIIIYT4JzJSqzB6yNusjAzYZvXVV1/x4osv8tFHH9G6dWtWrFhBjx49iIqKUnZ4VDVo0CDS0tKUGqz68hUPigRzxJ9WXbZEdZ2BgGoLztapU4c6deoAcPr0aW7cuIFWq2X58uWMGjWK8PBw1q1bx4wZM5g5cybW1ta0bt0aJycnWrVqRUhICBqNhlq1apGXl0dRURHu7u6cOHGC7t27K+vJysri2WefZdWqVRw8eJDjx48zbNgwLC0tCQ4OxtHRUVlT9+7dlbF/xoOqx6IPfFVUMTukpKSErl27KgWC58yZw6ZNm2jUqBHx8fGcOnWK2bNn06BBA44ePcqIESN4+umnyczMxMHBAYAdO3Ywb948unXrRrdu3di7dy/PP/88tra2pKSkAL8GU+zs7LCwsCA+Pl5Zg5OTE+PGjWPy5MmcOXOGyZMnY2ZmBqC0Gq9K/9yp+hyqiaLYVSUkJGBsbIynp2elzCr9vC1atKB58+ZA+da+vXv3curUKW7dusXixYv57rvvWL9+PVu2bGHHjh3Y2tqyb98+5X4eO3aMwMBAmjRpglqtpn379ixevJjs7GzlHgshhBBCCCH+eRYuXMgzzzzD6NGjAVi8eDG7d+/m448/Zs6cOXcdv2vXLg4ePEhcXByOjo4A+Pv7P9A1SjBH/GH6mi9GRkbExsby+uuv8+WXXwLVBzXS09P58ccf+eWXX7hy5UqljAX9i2srKytu3bpFaWkpa9eu5fr16+Tl5XH+/Hklhc3f35/r16/j5OSEq6srN2/eRKvV4uTkhKWlJYmJidSrV48PP/wQe3t7Ll++TLt27XBzc+Opp57CxsaGI0eO0K9fP/r27QvAs88+W+01VqyL8iC7HWVmZrJixQp2796NsbExL774Io888gimpqaV5s7NzcXExARLS0vWrVvH0qVLMTU15YMPPiAhIYENGzbw/fff4+joSEZGBp9++illZWW8/fbbrFixgg4dOrB582agvO7N/v37AcjIyGD79u28/PLL9OnThw0bNnDo0CGgPHBz48aNSuuwsrIiODiYwsLCStfh6Oh4zywkjUajnKNq6++azrjRf9+OHj3Kl19+yfLly9m/fz/NmzfH09OzUqAoNzeX48eP0717d3r37s2OHTs4efIkS5cupWvXroSGhqLRaPD09MTc3BydTse3337LpEmTcHZ2pm/fvkydOpWkpCRlK1pxcTFOTk7Y29sTExNDixYtavT67iXpcIxB47Ljcgye09ACdglXswye08TAp0vpfXShPJZV+PsHVaOJ1vBJfdSG/8wpLTTsXR8rJwuD5zQ1cE6nYEeD5ywrKv39g6rh0cTP4DmLsvIMHpt2Id2gcY7BzgbPae1l2NjS/NsGz2nj42rQuJJrFwye07z9AIPGqTQlBs9pG1z9O7F/hLGHv0Hj1E4eBs9pcivFsIEhrQye0yg7wcCBhr+hk3rbsJ8LADZmpgaNc65V1+A5/fsXGDbwPu6Rmf0dg8ZZuNgbPKem0LB/a+aeXgbPaeZq2M8iACMLq98/qBoqY8OeQwDGXoEGjdNkG/a7pXxSk98/phpqhz9/b9VlNftGbU3Iy6v8O93MzEx5M7qikpISzpw5w6uvvlrp8W7dunHs2LFqz/3dd9/RpEkT5s+fz2effYaVlRV9+vRh1qxZWFgY/vfWb5FgjqhEnzFR3fahivVYAgMD+eKLL5RxUVFRfPDBB0RHRzNmzBiGDRvGjRs3mDp1Km+//TYvv/xypXn053R2diYtLY24uDjq1KmDs7MzkyZNwtfXVykOGxYWxqlTp2jSpAne3t4kJCRQUFCAjY0NKpWKS5cu4ePjQ926dSktLSUgIIC+ffsqbcD79u2rBHEqqi77pSYDOAUFBaSmpuLl5aVs1dLf02+++YZLly6xaNEibt26xapVqzhz5gwzZ84kNzeX+fPn89VXX1GnTh3effddjI2N+frrr/nss8+UVt36ejw6nY6mTZsq35vS0lK6d+/OihUrGDVqFGlpaUB5geKbN28C5a3C7ezsOHr0KElJSVy9epXIyEiKi4sJDAzEzMyM0tLSSvWL+vXrV+116rdIVXyeADWeaVPx/lVV8fl08eJFAAYOHEhubi5JSUksXryY9957DzMzM/bs2aPUDzp9+jTp6ekcOnSI8PBwunTpQoMGDYDyzCOdTkd2djZmZmbKlisoDzDGxMQQEhLC1atXKSwsxMzMDCcnJ06dOvWXBXOEEEIIIYT4O1MZGaF6gG+S/6E1/H8d0KpdZGfMmMHbb7991/GZmZloNBrc3NwqPe7m5kZqamq1c8TFxXHkyBHMzc3ZsmULmZmZPPfcc2RlZbFmzZqauZAqpJuVoKysjPXr19OsWTOlEK2RkRFqtbpScCM6OpqzZ8/y6quvcvToUVq1aqXUSFmyZAlBQUFs3LiRVatW8e233+Lr64u/vz8hISG4ublV28nJ3d2dwsJCVCoVtWrVwtnZmbp162Jra8uFC+Xv2IWFhbFr1y4A/Pz8UKlUlJWVYWtry/Tp0+nTpw/W1taUlJQwYMAAXnnlFUJCQirNU7Ubkf4aa5JWq0Wj0SgZKfv27WPWrFnKliV9ICImJoYdO3YwadIkGjduTLdu3Zg4cSK7d+8mIyODn3/+mYsXLxIdHc13331H3bp1iY+Px8TEhDp16ihBrqCgIPLz85XMpJycHEpKSrCwsODmzZs4OTlhZWWFSqXi5s2bhIWFYWNjQ9euXXnrrbeYOHEit2/fJioqimHDhvHzzz9jZmZGz549GTt2bKVATsVrrEq/RerPtOj+Pffq/HWv8x88eJAZM2Zw8OBBdDod+fn5fPLJJ3z44YfY2Nhw+PBhDh8+rByrr9kTGhrKmTNnePbZZ8nNzWXZsmX069ePtWvXKh20rl69Svfu3fnuu+/IzMwkPT0dT09P3N3dsbKyIjY2Vonyd+3a9a4f+kIIIYQQQoiHLzExkdzcXOVj+vTpv3l81dcev9WcRV//c8OGDTRr1oyePXuycOFC1q5de9fuhpoimTn/AXl5eUoAQF9EVx/I0Ol0GBsb88knn7BixQoaNmwIwJEjR/jhhx9ISEhgypQpREREMGbMGFxcXOjQoQOtW7fGzs6O6OhogoODyc7OZvTo0fj7+zNq1CiuXLlCYGAg7dq1U7JBqnvye3t7U1BQQGlpKcOHD2fJkiV06dKFtLQ0goODWbNmDU8++SSNGzcGoGfPnvTs2VMZX7t2baA8yOPs7ExhYaESBKg4V01niVQs7KxXNThUu3ZtTExMKCgoT6fVX79Go+HcuXO0aNGCkpISTE1NadCgAX5+fhw/fpyoqCg6d+6MiYmJsq3tzp071KlTp1K2jJWVFdbW1sTHx+Pr64u5uTnvvvsunTt3Zv369bzwwgtAecAsLi4OLy8vFi1aRG5uLvXr18fe3p7ly5dXe32/lwFTk+Lj44mOjuaRRx75zW1YRUVFXLhwgeLiYpo3b65sSbt58yZLly4lODiY9PR0cnJySEhIoF69euzfvx9LS0vGjh3L3r17ad68OSYmJkq7+fr163Pw4EF69OjBp59+CsDSpUs5dOgQEREReHp6cuTIEaZMmUJ+fj49evSgoKCAIUOGEB4ejqurK4GBgXh5lacEP/XUUzV+f4QQQgghhBD3z9bWVnld/FucnZ1Rq9V3ZeGkp6ff841bDw8PvLy8sLOzUx4LCwtDp9ORlJREcHDw/S2+GhLM+Q8IDw9n586d1KtXr1JQIz8/HxsbG86dO0dMTAyDBw/m2WefpXfv3hw4cIDw8HAaNWrE559/joWFBY8++ihnz55l0qRJADRu3JioqChatWpFUFCQkpESGBjIhQsXsLOzw9XVtVLRXD39i3VXV1fMzMxIT0+nc+fOzJ8/n+joaGXLFZS3Dv+9J7+joyMffPBBTdyuu1QNgEHloEZJSQm5ubls2bKFyMhIHB0dmTFjBr6+vhQXF3Pr1q1KY7y8vCguLkaj0SgBCVtbW4qLizExMSEtLY3WrVsrLbCh/F4vWrSIyMhIIiIiuH79OgEBAdjZ2XHmzBnatWtH+/btiYmJobi4mLZt29KqVfmed31GilarVbYQ6d1ri9SD6CJVdV79HEVFRbi6ulYKdkVGRhIbG0vLli1xd3dn+vTpJCYmolKp6NmzJ40bN1bu3erVqwkMDGTu3LlkZGQQGxvLL7/8QrNmzSgqKiImJoahQ4eyYMEC3nzzTUJDQ5UteC1atOCrr74CYOfOnaSnp3Pp0iUcHByIiIggMjJSab0+fvx4+vbtq2SHQfl2NRcXl0rXVl0beyGEEEIIIf6L/ondrExNTWncuDF79+7lscceUx7fu3dvteU7AFq3bs2mTZu4ffs21tbWAFy5cgUjIyO8vb0NX/xvkG1W/wH169dX6oh88803PPfcczRu3JjevXtz4sQJnJycaNq0KS1atGDy5Mns2LGDEydOYGRkxPbt29myZQvR0dEEBQVRWvprkbkmTZpw/vx5fH19MTY25ttvvwXKgxbnz58nKCgIKysrzp8/D1QfIPDy8mLevHl07twZKH9x3K5dOyWQo6cPFD0oWq1W+aiq6nYzrVbLN998w//+9z8eeeQRPvroI06fPk1SUhKdO3dGrVazfPlyrKyssLW1JS0tTVm/TqfDzs4OS0tL5b4UFRUB5UWJ1Wo1ffv25csvvyQqKgqA8+fP4+fnx/jx43n33XepU6cOo0aNIi4ujvHjx9OyZUsAgoOD8fDwYN68eUyfPh17e3tlzfoMH/3/69X0FimNRvOH2u/p50pISMDS0hKVSsX169cBeOuttxg7dixr1qxhwYIFpKenU79+fW7cuMGMGTN44oknsLS0VO6po6Ojkv1lY2ND06ZNuXTpEl5eXhgZGXHz5k0sLCx45JFH+Oabb9i/fz9dunQBoEGDBsr34cKFCxw7doxmzZoxceJEAJ588kmef/55oPyHur+/v9KNS6/qdjAJ5AghhBBCCPHPNnnyZD799FPWrFlDdHQ0L730EgkJCUojnenTpzN8+HDl+KFDh+Lk5MTIkSOJiori0KFDTJ06lVGjRkkBZGG4+vXr8/PPPzN06FC2bt1KRkYGZ86c4ZNPPuHtt99m165djBs3jpUrVwLlW58OHz5M586d6dy5M6+//jpBQUGcPXuWhIRfuxQ0bNiQ6dOno1KpGDx4MK+++irdu3cnKyuLWbNmAdChQwelfs0fDRZUt8Wnpl4gV8z+qNhl6be2Dy1YsIDt27dTVlbGnDlzaNeuHbt27SIhIYEPPviAevXqUVJSgp+fHwcOHGDHjh04OjoyYsQIfHx8SE5Opri4WAlAGBsb8+ijj7Js2TJmzpyJj48Px48fx83NDVdXVyIiIkhISGD69OlcvnyZHj168Prrr/PUU0/Rpk0bLC0tcf3/av21atVS1tmwYUM2bNgAlBdBNjY2rjbTpiazbqpuN1u3bh0NGzZUtuvpZWRkkJWVRXBwMGlpaXz99dccOHAAU1NTWrVqRXx8PN26dSM7O5srV65w4sQJoDyws3z5cgYPHoyzszOenp5KJpF+zmbNmilFxczNzTl//jxFRUVYW1tTVlamPGcbNmzI448/ztGjR5X0yHr16nHmzBmAu6rVV7zGqs+PB3U/hRBCCCGE+DdRqVUGd0OtsTX8ycwcgMGDB3Pr1i3eeecdUlJSqFu3Ljt37sTPr7xDZkpKSqXXxtbW1uzdu5cJEybQpEkTnJycGDRoEO+++26NXUdVEsz5D2jevDlLly4FICIigkuXLgHlqWDff/89xcXFSlcegLp16+Ln58dLL72knCM2Npa6desSGxur1Hnx9/dHq9WSl5dHeHg4ixYtIiUlhbCwMCWzJjg4+E/vD6yJF8cVA0J/pNPS8ePHSUlJ4auvvuLs2bO8+eabDBo0iCtXrnDp0iXmz58PlEdgly9fTsuWLTE3N8fXt7xNaWJiIosXL8bDw4OJEyeyZ88eLl++TEhICKdPn+bOnTtYWloq63jzzTdZtWoVo0ePJicnhzt37jB16lQiIiKA8torPXr0uGsLj7+//13XqN/WM2DAAAYOHAhQbfHi+1FdHSK4OwgWGRnJ7t27GTNmDB4eHnh7ezNx4kQuXLhAaGgovXr1ol+/fvz8888YGxvz1VdfUVhYyPvvv09eXh6enp5Kho5Op6N///68/PLLTJs2jdzcXG7fvo2lpWWltURERNCiRQueffZZLCwsMDU1VbKaWrVqpXyPTExMWLJkyV3XVvEe67fUVcxUqsk6QcXFxRQXFyufV22PKIQQQgghhPh7eO6553juueeq/dratWvveiw0NJS9e/c+4FX9SoI5/wENGzZU6tbUrl2byMhI5f8LCwu5efMmderUoaSkhLKyMsLCwmjWrBnjx4+nqKiI6OhoBg0axOTJk3niiSfIyclRMkOuXLkClL/wDgoKIigo6K75f6vq9/3IyclROmxdvHiRlJQUvvjiCywsLJT5Km4viouLIy0tDV9fX5YuXcrWrVuZP38+ffv2Zffu3ezatYsXX3yRjz/+mEGDBuHq6kpMTAx+fn40b94cgICAAA4cOEBISAhXrlyhoKAAOzs7vvvuO0pKSnjnnXdITExk+fLlJCcn4+/vz1dffUVWVhbOzs7KWlxdXXnllVdo27Yt5ubm1KtXDwsLi0rt4PVBhuoyQ+DuwNSDzBCp7typqalERkZy+vRpunbtSnBwMJcuXeLYsWP4+fnRr18/EhISqFu3LuvWrePbb7/l1VdfpXnz5kRERCi1hLRaLY6OjsTFxfHoo4+Snp6uzJmVlaVsS4PyCLj+uadnamrKkiVLWLhwIY6OjvTq1QtHR0cAhgwZcte673U/4cFvkZozZw4zZ858oHMIIYQQQggh/v0kmPMf4OfnR0lJCXfu3FGK8ubk5GBvb4+RkRHR0dHUqlWLwsJCLly4QKNGjfj000/5/PPP0Wq1vPDCC0rh3Ht1P6oYPKn6wv9BBBmee+45jh8/Tm5uLra2towZM4bnn38eCwsLUlJSiI+PJywsDHt7eyZMmMCNGzcwNzcnKSmJkJAQHn/8cVq1asXOnTvx9fWlTZs2REZG0qhRIxwdHenQoQPnz5/HycmJmJgYZd769etz6dIlevXqxZdffkl+fj4ATZs25eDBg0ybNo1bt27h4eFBVFQUHTt2pE2bNpXq1+iZmJjQrl27371XD6KDFPzaPu/3vj+3bt3i3LlzpKSk0Lt3b+zt7dm1axdjxozhySefJDs7m1deeYU9e/awYsUKunbtqmQyvfLKK2zatIkvv/wSW1tbBg0ahLW1NS4uLmRmZqLVarGyssLZ2ZkbN25gaWlJy5YtmTNnDg0bNmT16tUMGzYMACcnJyUAVJWJiQnTpk2r9mtVn5M1fT/v3LnD4cOHadeu3e/uh50+fTqTJ09WPs/Ly8PHx6dG1yOEEEIIIcTfRfk2q4dbqlfF3XVR/w0kmPMfYW1tzfnz5wkMDCQnJ4crV67QrFkz2rZti5mZGQAHDx6slFlTXZvle2230fur6ocsWLAAKysr9u3bx9mzZxk2bBi2trZMnz6dAwcO4O7uTocOHZg0aRJmZmZkZWVx5MgRdu7cyfz58wkPD8ff359z585x9uxZWrZsiZOTk1IDJiIigrVr1zJ//nw2bdrE+fPnadCgAbdu3SI8PBxLS0uSk5OV4EKrVq145ZVX2LZtG4MGDaJZs2ZKAEdfQLc6v3c/a4pOp6uUpQRUKoh8r/kzMzMZMmQIHh4e+Pv7c+DAAT799FM8PDzIy8tj7ty5APTp04dDhw7RsWNH7ty5Q1ZWFo6OjpSVlTF16tS70hOdnZ0pLi4mLS0NDw8PLC0tSUtL48aNG2zYsIHXX3+djz/+mFatWtGxY0cANm3a9LvXqNVq78quud97q7939wp8WVpasnLlSgIDA7GwsFDalFfHzMxM+fcmhBBCCCGEEIaSYM5/RKdOncjKyqJly5bMmzePwMBAAGbMmAGUv2CtU6dOpTHVvYj9uxR7tbKyAspfHCcnJ5OUlERKSgrFxcUcP36cXbt28f777+Pn50enTp04duwYUL69KTQ0VOnK5e3tzdWrVxkyZAipqal8++23vPbaa5SVlWFiYkKtWrUYO3YsL774Irm5uXh7e7Np0ybMzMyYPn069evXB8oDI61atVLagVf0W8GSmr6f9wo8VP38+vXrnD9/nps3b/5msMnZ2Zlvv/2WnJwczp07x6BBg5g+fTq1atUiLCyMlJQUPDw8CA4OJi4ujo4dO+Ls7ExycrKy5Wnx4sWEhYUREBDAF198Qe/evXF2dubOnTukpqbi4eFB/fr1cXV1xcnJCWNjY+bNm3fP6/ute3m/26SqFnTWn7fqnHfu3OHWrVvs2bOHwMBALly4QLdu3bC3t+e77757YO0HhRBCCCGEEAIkmPOf8dFHHyn/X69evUpf+62aLH+X4M29eHt7Y2RkREpKCoWFhSxdupQTJ05gYWFB8+bNadCgATqdjrS0NACCgoIoKioiIyOD2rVr4+3tzd69e7G0tMTe3p7Lly/TvXt3EhMT2bp1KwD9+/cnNDQUNzc3nJycgPKgQuvWre9aj76AbtVgwINUMcBR9XumL1at0+mYMGECy5Yt4+TJk0yaNInQ0FC8vb0pLS39zYLJ69ev5+uvv6ZFixYEBQXxyy+/MHDgQNzd3YmMjMTDwwN3d3flHjdt2pRPPvmExo0b06ZNG6ZMmcL7779Peno6tWvXpkePHjRs2JAPPvgAKysrdDodfn5+SmV4PX3r8Ypdx2riXv5WzZyqj+t0OmJiYjh+/DgFBQU88cQTODk58cILL5CTk4Ovry9dunShXbt2hIeHV9pCJYQQQgghxH+dkVqF0UPuZmVkQDerfwIJ5vyH6LseVfWgarL8FVxdXTE3N+fmzZsEBQXRpUsXdu3apXxdH+goLi6mqKgIe3t7ioqKuH79Oq1bt8bNzQ17e3s0Gg3u7u74+/vTvXt3AgICKp2jataSSqV6oC3UAQoLC9m/fz8XLlzg6tWrtG3blpEjR951nH4N6enpJCUlsX37dnQ6Hebm5qjVasaNG4eNjQ0bN27k1Vdf5YsvvmD48OEMGzYMGxub31xDZmYmR48e5d1336Vdu3akpqZy7NgxBg4ciLe3N6dPn6ZLly64uLhw+PBh8vLyePXVV1m1ahXXr1+nW7dudOjQgQ4dOtx1bn0A6V71lmriXuq3sennGTp0KEOGDKFPnz53HZudnc358+c5fvw4ffv2pU6dOhw/fpw1a9bg7OxMWVkZn332GS+++CItW7Zky5YtTJs2DQ8PD5o1a0ZMTAxlZWWo1eq/fRBUCCGEEEII8c8mwZz/kAfdqedhsLKywtbWlry8PBo1akRCQgLbt2/H29ubo0eP4uDgwNChQzE3NycyMpLGjRvz5JNPKu3SIyIi+OSTT4DyrkgpKSm4u7sD/GadFKi5jJuysjKMje/+p7h8+XL27t1L06ZNeeSRRzh16hQFBQUUFRWh1WpxdnZGpVLxxBNP8MILL3Dx4kU2bdpEu3btGDNmDNu3byclJYXc3FxsbGxo1qwZ586dY9iwYbzxxhscO3YMDw8POnXqRI8ePQC4ffs21tbWSvZKSUkJXl5e7Nu3jzt37hATE4OHh4dy7/Sdp3r37k2nTp2wtbXF1ta22m1SWq22UreumryfZWVl3L59GwsLi0o1aaqe08XFhRs3blRak5GREW+88Qb79u2jTZs2pKamcvPmTYYOHUqrVq0IDQ0lOTmZjz76iG+//ZauXbsSGBiIvb09Dg4OAISEhLB37160Wi3GxsYPrIObEEIIIYQQQoAEc8Q/mP4Fs5WVFfHx8ZSVlbFt2zbmzJlDbGws3t7ejB07FoBz584pQYpHH3200nn0GUuDBg1SauXAg9seVXGbz7Jly7hz5w4TJkyo1Anp/PnzbNu2jY0bNyrdjjp16oSVlRVz5sxBp9MxZswY/P39lZbyzZo1Y+vWrfTs2RNPT0/8/PyIi4sjIyMDb29vGjVqxN69e1myZAlbt26loKCAd955h48++oju3bvz2WefceTIEVatWqWs0dPTk2HDhjFt2jSysrJ45ZVXCAsLA2D06NHK98HZ2bnSNeqLEVfcIlVTGWD673tWVhYrVqygT58+mJubc+bMGfr3768cV1ZWxqVLl7h+/Trh4eHUrl2b0NBQoqOjlXPoM3fq1q3Ltm3bmD59Ok5OTixfvpyVK1fSqlUrli9fzpkzZwgJCSE0NJSzZ8/SuXNnbt26xe3btzE3NycsLIw7d+5w6dIlTE1NqVu3bo1c6++x9bY1aFx2XI7Bc5YVlRk0zjfY0eA5NVeyDBp3LKvQ4DkN9XNOkcFjQ8Odf/+gGvbdyWSDx9qZGPZvuo3zb3d9+y15SfkGjbNwsjR4TnM7w4uWZxm4XudQw5+7qaeiDRpXnHPb4DktnAz7WWTl5WL4nGWG/VsrPnfI4DkpKzV46O3zpw0aZ92gqcFzliZeNWicumEvg+fUxP1s0DiV8b23e/8eP226wWM1agOfg6Ulhs+ZW31nzt+TfSXR4DlNrAz/uWuogtRsg8bp7uPfmbYgz+CxhtIVFRg+2N7NoGFG9zGnkZlhzwWtqfmfHqMyKf/9qVKpUBk93Dc5Vdp/55usEswR/3jNmjUjNDQUgODgYNasWXPXMdbW1kD1HZz0GUs1/QL8XrVZKj5maWlJVlYWeXl5WFhYKIGlr7/+mi5dulRqW60PmLz66qvMnDmT7777juHDh+Pj44Ovry95eXnUq1dPKe7s4eGBVqtVOm7Z2Nhw8eJFAKKiojA1NVVq5hgZGSlFpYFKmUINGjSotHXtj1xjTRQjjouLQ6fTERgYWCl7Sf99s7W1ZcKECVhbW7N//35Wr17Njh07aNasGd27d2fp0qXExMTg6+vLzz//zOuvv07jxo3Zs2cPhYWFWFpaKmsPDw9HrVYrHc26du3Kl19+SXFxMcuWLVPqAT322GNK9lZ+fj7p6ek4Ozvj5ubGsGHDePbZZ5Wi0ebmf/6XnhBCCCGEEEL8ERLMEf9Y+hf1zZo1u+trD3JLT1U5OTlcvHiRunXr4uDg8JvzXrt2jUuXLhEYGEi9evXw9PQkJiaGzMxM3NzclNbaZmZmxMTEAFBQUMDWrVuZN28eLVq0YOXKlbRv357t27ezb98+YmNjCQgI4MaNGxgZGSnBG39/fzw8PNi4cSNFRUXcvHmTkydPAuUZQdevX6du3bpKhk16enq17ejh10wb/bazms62gfLvmX6bEsCZM2dwcnIiMDBQeSw7O5sbN24QHByMlZUVO3bsIDY2lg4dOnDhwgUcHByIiIjA09OTd955B3Nzc/bt28fs2bNp0KAB3bt3Jycnh5ycHCwtLZXrCA0NJTc3lytXrlC7dm0yMjLw8PDAzMwMZ2dnVq9eTUFBAbm5ucTGxqJSqWjYsCElJb++Mzd48GCeeOKJGrsfQgghhBBC/NMZqY0wUj/cGq1Gun9ujdjfIsEc8a9QtUbJgyrqXHH7kE6nU4InJSUllTou5eXlcfLkSSwsLGjTpg137txh4cKF7N69m4CAAAICAigtLSUsLIzdu3eTkZGhjAVo0qQJW7ZsUa6lbt26vPzyy6xZs4bS0lLat29PWloaCxYsULKSXF1dKSsrIyEhASjPXBk7dizjx49n27ZtPP3000qwYfXq1Xdd29ixY6ut3aNfV03WXKqu65eRkVGlz/v27cvVq+Up4l988QU//PADsbGxGBsb06hRIxYtWoROpyMuLo7XXnuNiRMnUqdOHaXL2IkTJ5gxYwaurq74+flx8eJFBg0apNRG8vT0BMq/pyYmJri6uvLBBx/Qpk0b1q1bx6RJkwBYuXIlK1aswNvbm/nz5ytdt5YvX17pmvRr/61uWUIIIYQQQghREySYI/4VHlR9G31NlYqBGn1QQ6VSUVZWpmwDys7OJjMzk9mzZwPl24ScnJxIT0+nf//+PP/880yfPp0TJ06wdOlSioqKePfdd1Gr1WRmZgK/bvlq1qwZNjY2bN26lX79+tGgQQMaNGjAokWLSEtLw9vbm8GDBzNv3jzatWuHTqfDwsKCFi1a4OnpWame0Pr166u9tqrZS/cK5NwPfXvxqoGg6gJDW7ZsYf369dy+fZsZM2ZgYWHB0KFDiYmJISMjgyNHjhAXFwdAq1atOHz4ML6+vty+fRuNRoOxsTFXr14lJycHe3t7XnnlFT7++GOaNm3K/PnzuXbtGlC+/ezy5cs0btxYWaOxsTG1atXC1NSU3NxcBgwYoHTgat26dbVt6KH6wI0EcoQQQgghhBAPmgRzhKA8aKPPtKmoYpAoJycHMzMz5syZQ25uLiqViri4OL777jtWrVqFl5cXzzzzDMnJybRv3541a9bwww8/sGzZMvr3709aWhr9+/fHysoKPz8/zp07h4mJCdbW1mRlZVWaz9nZmRkzZjBz5kyuXLlCWloaiYmJNG/eXKn/Y21tjaenJ0FBQahUKrRaLQMHDqz2+jQajXJtD2qLlP7+/V57ca1Wy3vvvcf+/fspLCxky5YtlJWVsX79ep566ikaNmyIk5MTpaWluLm5kZeXR+3atWnVqhWZmZk4OzvTv39/oqKiaNKkCcbGxqSmpuLt7c21a9eU+2NnZ8eBAwcwMjLi6NGjlJaWkp6eTlhYGDk5Ocp69OsNDAwkPz+fF1544Q9fnwRuhBBCCCGEuDeVWoVK/ZALIOukALIQ/2gVa75U3ZZVsQ5MXl4etra2FBUV8dNPP7Fv3z4uXrxIixYtaN26NRcuXODZZ59lz549ypam2rVrk5qaiq2tLe7u7kRERKDVamnQoAHZ2dloNBo++eQTRowYwdNPP83PP//MSy+9REFBAe7u7mRkZJCfn4+NjY2yps6dO+Ps7Mznn3+Om5sbvXv3pmnTplhbW1NUVMQPP/yAjY2Nsl2ouuLOejXdlr5qRsq9ghorVqzg+++/p7i4mPnz59OwYUP27t1LYmIi8+fPp3bt2tjZ2bFw4ULq1KnD448/rozVaDRYWVkRGxuLu7s7tra2JCYm4uzsTG5uLhqNBl9fX2xsbLh69aqSrdOlSxfGjh3L/Pnz+fDDD9mzZ48SJLKzs2PatGmV1lix9tL3338P3N0uXoI2QgghhBBCiL8TCeaIf52qW6P0Kr4gV6lUFBcXY2xsjFqt5tq1a0ycOJG0tDRcXFx47bXXaNeuHVeuXOG7777jzJkz2Nra0q9fP6ZOnUrr1q1p1KgRW7du5fbt27i5uREVFYVOp8PJyYmMjAw0Gg1OTk5YWlqSmZmJsbExKSkpHD16lK1bt5KYmMjVq1fx9vYmNzeXoqKiSsEcQNleVVVJSQmxsbGMGDGCoKCgSl97UFvOKtLfy9jYWAIDA9m3bx9r1qzh+vXrvP3223Tp0oXY2FgOHz7M888/D8Arr7zCmjVr+Prrr2nVqhVNmzZFq9UCkJGRQa1atSoVQVar1QQEBBAZGUnfvn2JjIxk8+bNBAcHc/36dbp27YqjoyM2NjZER0fToUMHnnrqKX755ReaNGlC7dq1Wbt2bbXrrxjw0l9Lnz596NOnD8AD2XIGUFxcTHFxsfJ5Xt5f30JTCCGEEEII8c8nwRzxj6UP2lTdHqV/kV7xBXtWVhaHDx8mJSWFgQMH8tRTT3HlyhWmTZvG2LFjsbOzY/78+YSFhXHp0iXGjx/P7t27CQsLo1GjRkrXovT0dCwtLYHygsNOTk5cvnwZPz8/NBoNWVlZ1KpVi5s3b1JYWIitrS1mZmbs27ePefPm8dxzz/H999/z7LPP0qNHD/z9/YmIiKB37973vM7qtvjY2try8ssv19i91G/Dulcg6NatWxQWFuLt7Y1Go2HKlCncunWLyMhIPvnkE7799ltat27Nq6++ysSJEzE3N+f8+fPUqlWLHj16APD5559z9OhRPD09SU9PB6CoqAhLS0ulZXjjxo2V+63VagkICODgwYM89dRTtGrViitXrtCvXz/q1atHv379UKvVzJw5EwsLC6C8lk6rVq3uuraqXbgeRMCruoyoqubMmcPMmTNrfG4hhBBCCCH+jmSb1YMjwRzxj1CxNXbV2i8VX0Cnp6dz4cIFSkpK6NmzJwC9evXCy8sLtVrN5cuX2b17N++99x5BQUF06dKF1q1bEx4ezu7duxk3bhwajYb4+HiuXr2Ku7s77u7uJCcn4+zsTEREBDt27KBhw4ZkZGRQWFjI5cuX6dSpE3l5ecTFxeHj48OhQ4eUDIw333wTNzc31Go1K1as+NPXXhNbfPT3T61W/+Y2rJKSEm7evIm3tzcmJiYkJCQwefJkzp8/T506dXjuuefo3r07Z8+eJTQ0lF9++YW9e/ei0Wh44okncHR0pE2bNpw5cwYrKyvy8/OVORo3bsyZM2fo1asX8+fP5/nnn8fW1pbc3Fw6der0f+zdd1yV5fvA8c85h7333iAgQ1AUUHGAuUeOUtPUXKllVmol2lDLlWlajobacqWWI7OcmQNzI4KgiCJ7I3tzfn/wO0+g2Dhh9q37/XrxUg7nfu7nfs4BeS6v+7ooKSnh9ddfp7S0FENDQ5YvX05ERATW1tbU1tZia2uLsbExc+bMaXLuqkCOSuPtdI3X9jA03m72RwJEkZGRzJw5U/q8uLgYR0fHh3Z+giAIgiAIgiD8O4lgjvCP1FxNm3tvypOSkiguLuabb77Bx8cHuVzO5s2bMTExQS6XU19fz4ABA3B0dKS+vp7169dz5swZFi9ejKamJkZGRlhZWXHp0iWcnJw4ffo08+bNo1+/fjz99NOcPXuWESNGoKmpSUZGBm3atGHSpEl89dVXdO/eHW9vbzw9PYmPj+fpp59m1KhRODo60rZtW2m7DkBoaGiT824uU6Qlr5vq2j3o+qkez8vLw9jYGE1NTT755BMOHz5Mbm4uZWVlTJ06lYkTJ7J582bs7OzYtWsXmzZtYtu2bbRu3ZqePXuSmZkJNBSGlsvlaGtrAw1t1Xfs2MEbb7zB7t27uXnzJh4eHtJ2tE6dOtG3b18GDx5MYWEhtra27N69m/Hjx+Pu7o62tjb+/v5SBpSq65SOjg5paWnU1tZKWUTNXb+Wqm+Tm5tLaWkpTk5OzQbBGgdyiouLSUhIwNXVFUtLywceU1tbW7pOgiAIgiAIgvBvJ1fIkSsebf1JufLfWf9SBHOEv111dTUXLlzg0qVLJCQkMGvWLFxdXZs8p/FNc0ZGBnl5eRw8eJDo6GjmzJmDv78/b775JkVFRfTo0YOIiAgUCgWDBg2iurqa2bNns2XLFsLDw3Fzc6OsrAxo6ADl5+dHeno6/v7+tGnThhs3bpCamkpZWRlt2rQhIyODxMRENDU1mTZtGrW1tVKh43bt2mFvb8/169dxdnZm+/btUt2X3r17P3DNjQMBLZUpkp2djY6ODsbGxk2u270BjoqKCpKSkjhw4AD+/v4oFApmz56NoaEhzz//PKNGjeLy5cvcvHmTy5cvc+nSJdatW4e5uTlGRkbS+UZERJCTk8PZs2fp0KEDH330EQBt27Zl7969HDx4kKFDh1JfX09VVRWtW7dm5MiRTJs2jfLycoyNjdm1axdaWlq88MILdOzYEQcHB2xsbKRr1LVr1/vWWVdXh0Kh4KmnnkJPT++hFXNWtVFXKpVoaGhw6tQp9PX1cXBwQKFQIJPJqKmpIS0tDTMzM4yNjdm8eTMbN27Ezc2NM2fOMGjQIN5++200NTVb9BwFQRAEQRAEQRAaE8Ec4W+3fv16vvvuO/z9/bG3t5e2ABUXF6NUKjE1NeXnn3/m0qVLvPTSS7zyyivcvn2bkSNH4uvrywcffMDMmTPp3bs3e/bsYdKkSRgaGlJaWsqbb77J+fPnsbOzQ0NDg/j4ePz9/dm+fTvQ0PJbV1dXyioJCgpi2bJlvP322wQGBhIWFkb79u15/PHHqa2tBWD27NlYWFhI519ZWcmhQ4eIj4+npKSEnTt3Ag8uvPygx/6q7777DhcXFx577DHpsevXr/PTTz+hq6vLmDFjSEhIYNmyZVRUVGBnZ8epU6dQKBTExMTwww8/sHjxYkaNGiXVowFwdXUlPDycn3/+maCgIPLz8wGwtbUlLi6Ojh07YmFhIbVTd3d355lnnmHlypWsW7eOoqIitm7dCsAzzzyDl5cX5ubmeHp6Njn/9u3b33eNmruGquDNvcWh1aUKrCUlJbFv3z4iIiIICAi4L0g0ZMgQ0tLSqK6uRlNTk7Vr17J8+XKcnZ3p3LkzixcvRldXl0uXLvHTTz+Rm5vLzJkzOXXqFOHh4S1yroIgCIIgCIIgCM0RwRzhb1VaWsqpU6dYuXIlbdq0AZC2zTz33HM4OjqybNkyiouLSUpKIicnh65du5KZmcmMGTMAWLx4MTt27KBv377o6emhpaUFQFRUFGfOnOH06dPU19czePBgsrKy8PX1JT09nZKSEoyMjJDJZNy6dQuAjh074uPjA8Bzzz3H0KFDcXFxaXLODg4OTT7X0dHB0dGRPn36EBAQIAUZWiJgowpswW9n8NTV1XHu3Dk+/PBDIiIiGDZsGA4ODsyfPx8PDw90dXV55ZVXWL58OdDQOv2dd95h9+7dLFq0CAA/Pz/09PTIzs7G39+f0tJSAExNTcnKysLe3p62bdvy9ttvM2XKFPLz80lJScHT0xMtLS3u3r1LQUEBZmZmPPbYY5iYmCCTyfD29kZfX19aT8eOHf/w+lsy6BUbG0tqaip9+/aVsnsaz+Hu7s5LL70kfX78+HHWrFlDZWUlY8aMISQkhOeff5733nsPbW1tvvjiC5KTkyktLWXq1Kls3ryZXr16SdumdHR0cHd3586dOy22BkEQBEEQBEH4n/YPKICMKIAsCH9dXV0dNjY27Nq1i+zsbCwsLPD39wegS5cuHDt2DAAXFxe0tLTIyMjA29tbytgACAkJYf369bzwwgvk5eVRWlqKtrY27u7uZGVlERMTQ1RUFFlZWVy+fJnevXujra1NSUkJdnZ2jBo1Sgo22NnZSe2rdXR0mgRyGgcAGrO2tmbKlCl/6To8qPNRc7WBmpOTkyO1M3/yySdxdnZm27ZtBAUFERERwc6dO9m4cSOzZ8/GyckJd3d3AAIDA9HR0UGpVEq1hDIzM3F2diY2NpajR4/Svn17fvrpJ+bMmYOvry9z585l5MiR3L17l1dffRUbGxtkMhknTpyQtngplcr7Mm1U6/k7qF6rq1evsmHDBiZNmoS2trbUYrzxNS0pKeHAgQO0bt2aM2fOUFxczIsvvsjSpUt54YUXcHBwwNnZGQ0NDaysrCgoKMDU1FR6z+jq6jJ+/Hh27drF008/jZaWFiUlJRgaGqKnp0dxcTFVVVV/qjaOIuxJFEZ/PvPI3cX7T48BsA4+odY4gPqaWrXGyf7CXunS5QfVGte+Xvn7T3qAC3cr1R6rrvK8CrXH6prqqDWuuLZe7TnVHVuaWab2nHFFVeoN/CVd7TkdQu3VHlut5nswP7FA7TlRc2x9jfrvBQ2dQrXGtRpsrvactak31BqnMH1wXbPfc/dCstpjNXS01BpXX3pX7TllOnpqjdPIvan2nEq5eluhZTr66s+pZaD22JJ69W6FjC3d1Z5TwyJOrXHyJPV/jqn7b3d1sfo/r/VtTNUap+mg/rWVm9uqPVapqd73S52RjdpzymrU+3dfYaHe6wlQnRSj1jgNa6c/PUamp+a/2cIf9u+sBCT8YxkbGzN06FC+++47li9fzvz58xk4cCB3796lY8eOXLt2DWgImGhpaZGSkoKfnx/Jyclcv34dgLS0NFxcXDAxMSE3N1dqc+3u7s68efOYOnUq8fHxvPfee4wZMwZNTU2+//577OzspOep6rQAUq2Ue7VEbRZVEErVXlylcft0gJqaGmlt06dPp0+fPowaNarJcxqztbVlzZo12Nra0qlTJ+zt7blw4QK7d+/m3XffRV9fn3379kkdoFStxW1tbdHW1pa2VOno6HDt2jWMjY0JDw/nww8/ZNiwYXh6ekqZU2PHjuX48eNER0czatQo6dzvrdXzoHNtKaqspebmUL1W7u7uyGQy0tLS8PT0pKioiJqaGiIjI/n222+l57/55ps4OTkhk8koLi5GS0uLX375hdzcXGQyGSYmJhgYGKCtrU1WVhZKpRJLS0syMzNRKBSkp6dLwR17e3uio6MB0NfXJyUlRdqaJgiCIAiCIAiC8DCIzBzhbxceHs7ly5dJTk4mPj6er7/+mvfee4/58+eTl5cHgJWVFRcuXMDR0RFzc3N0dHRYv349SqWS06dPs3nzZuRyOYMGDWqSATFhwgQmTJjwp87nrwZtysrKqK2txdjY+L5sHlWQo3GHpezsbIqLiykrKyMwMJDi4mI8PT3Jyspi27ZtWFhYMH78eMzMzKRjNO6cpKKhoYFSqeT69et4eXlhYGDAc889x+jRo5s8z9bWltjYWAoKCqQW7ZcvX8bLy4tevXphbm6OXC7H09MTd3d3nn/+eWls4wwi1fav3+oW1VKZOM3N9Vvdv65fv87ixYspKytDW1tbCqY8/fTT5OXl0aNHD1avXk2vXr1QKBTY2Nigo6ODg4MDsbGxVFVV8dlnnxEdHc3Jkye5fv06X3/9NR4eHmRkZDBkyBDy8/PZt28fkyZN4siRI1KxZjMzMy5cuECXLl0IDQ3F19e3SaBLEARBEARBEP6r5DIZcvmj3eYk/5t2C/zdRDBHeGRcXFxwcXHhypUr5OTkoKGhQfv27ZkzZw4GBgbU1dVJhYodHR1xdXXF29ubCRMmSFuv3nrrrfuOq8rgeFjtvwFOnjzJO++8Q35+PgqFgn79+vHWW2/dFxiKjo7Gzc2NI0eOkJiYyJEjRwgODqa6uhoLCwtat26NkZERWlpaFBcXk5iYiEwmIyMjg9atW0vBlOYCKKamphgbG5OTk4OXlxdjxoxhw4YNJCUloaenx7Fjx3jjjTfw9PQkNTVVCpCsX78eW9uGNNQXXnhBOp6ZmRmxsbEAUtHfxteupVp+36ukpIQPP/yQadOmYWpq+sC5bt++TXJyMnv37uW9996TtlABLF++HC8vL4YMGcLIkSNp1aoV0NB97OrVqzz22GPMnz+fs2fPUllZSXh4OHV1dZiZmSGXy7l+/TpDhgxhyJAhAAwYMIATJ05Ir11VVRVr1qzhgw8+wMvLi759+0rdy7Zu3YqpqSlKpVJqoy4IgiAIgiAIgvAwiWCO8LfLysoiISGBrKwsbt26xcGDB6WivOvWrWPjxo0YGRmxbt06qfiwmZkZlZWVTdp/P6j70R+tO/N7EhMTqaqqws/Pr8njeXl5vPfee0ycOJGuXbtiY2PDhg0bUCqVbNiwgcDAQNq1a4dCoWDEiBHs2bOHrKwstm/fzldffYWfnx8bN24kKyuLu3fvYm1tjb29PefOnWPx4sVs2LCBM2fO8OabbzJlyhSmTp3KhQsXkMlkBAUFNQlUhYWFMXv2bAICApgxYwYLFy5kzZo1lJaWMmnSJHx8fDA2NqZDhw7S+avq56iosn6mT58uBUhURaVbilKpRKlUNhukMTQ05PHHH5eyWWprazl69CinT58mICCAwYMHU1lZSf/+/enUqRM+Pj5UVVVJ51pRUcGdO3d48cUXad26NePGjZMyvDw8PLh48SIdO3ZkwoQJXLlyhTNnzhAaGoq+vj4GBgZoaWmRk5PD9evXWbZsGeXl5SgUCrp3705OTg4VFRXU1tbSunVr1qxZ0+S9VV9fLwWgGm81+7tqBQmCIAiCIAiC8N8kgjnC387IyIiDBw+SkJCAn58fb775JiEhIQA4OzuzcOHC+8YMGTKEkpISgCZbjlpyW8+9WTCbNm3C2NgYb2/vJlkg33zzDZaWlgwbNky6sZ80aRLQkNHy5ZdfYmxsjKurK+3bt0dHRwcvLy/at28vBUnMzMxITk4mNzcXa2tr/P39OXnyJI899hhz5swBGoozX758GYADBw6Qk5NDUFBQk2DB+PHj8fb2xsnJCR8fH+RyOStWrLhvfb8VYFCt18TE5K9eRoBmt4Q1lyFVWVlJTEwMSqWS6OhoCgsLCQsLY//+/Xz22WeEhISwYcMG7t69y8SJEzEyMiIwMJDp06c3WVNycjLBwcHk5uYCDcGq+Ph4SktLCQoKkrKNBg8ezI4dO9izZ49UdNvIyAg9PT2qq6vR1dWlVatWtG3blqCgICwtLbG1tSUgIEA6Z4VCIWV+yeXyZoNTIpAjCIIgCIIgCA1kCvlfaoTRIudQ/+8sFSyCOcLfTk9PjyVLljzw641vllU3xiNGjJC+/le3+zRXiLi5Y7q5uZGXl0dxcTFmZmbU1taioaHBwYMH6du3rxTIUSqVxMbGoqury/PPP8+UKVM4duwYPj4+2Nra4urqSlpaGmZmZhQVFQENW8xOnDghBSAqKyulAs9vvPEGd+7c4c6dO1L9GxMTEywsLICmNX4sLS0ZNGjQfetTZe+0dNDrXqqASuNg0b3Xsq6ujri4OC5fvkxoaCheXl7MnTuXlJQUamtrmTZtGqdOnSI/P5+wsDB27NhBv379mDJlCt9++y2nTp0iNjaWvn37cvfuXaChYLSmpibQEPTS0tLihx9+ICIigvr6ek6cOEFmZiZ+fn6sX78eaAigdevWjb59+9KrVy8AnJycmD9/vnSukZGR963x3uBUS2V+CYIgCIIgCIIgqEsEc4RHRtVF6t6aMC15s9zc9p7GgY3Kykpqamo4c+YMu3fvJjU1lalTpzJgwABsbW25desW+fn5mJmZSUEgR0dHLl26BEBubi6rVq3igw8+YODAgWzdupUhQ4Zw/vx5du3aJWUTWVlZAUiFeb29vQkKCmL27Nn4+vpiYGDAnTt3gIbsJH9/f9q1a4eHhwfV1dW4uroSHBz8wDU2XldLBxsaH7+5wEbjPzMyMjh79iytW7fG27uhbfaqVas4efIkzs7OJCYm8sQTT9CuXTtOnjzJp59+ire3N3fu3OHSpUtkZWXRunVrDA0b2nS3adOGq1evkpWVha+vL9999x3QNKBlbGzM4MGDiYyMpH///igUCnr16kVOTg4dO3ZkwYIF0nNbt27Nvn37HrjWxlvYVFqyVlBVVRVVVb+2aSwuLm6xYwuCIAiCIAjCP41cIUOueMQFkOv/nZnzIpgjPDItGXBorvuRKltEdWNeVlaGvr4+CQkJnD59mpMnT1JUVMTUqVMpKiqiZ8+emJubc/ToUWQyGT4+Phw9epTc3FxatWolHadTp0589NFHQEMR4kWLFjF58mQmTZpEXV0dPXr0oKysjIkTJ/L6668DYGNjQ1lZGVlZWQDo6uoyatQojIyMcHJyws/PT9rKpdqypaKlpcXAgQMfuPaHva3nQYGNsrIyLl68iIeHB5cuXZJqHaWmpuLu7s64ceMwNDTkzp07fPDBB6SmphIZGUllZSXPPPMMFhYWUk2kVq1asW/fPqkF+OnTpxk1ahSWlpYcOXKEiRMnkpKSIrWuv3fNAQEBrF69mtu3b9OuXTspiwmaZnVBQxDxQUWlH1aRZ5UlS5Y0CS4JgiAIgiAIgiCo49+5eUz4V1IFbFTZNo01rl9SXl4ONNzwx8XFMXToUDw8PJg9ezY3b95EW1ub7du3Y2pqyu7du+nduzc9e/akqKiItWvXsmPHDs6dO4etrS0ymUwqpqs6fvfu3XF0dGTWrFlSAEaVYVFRUYGmpib9+/fH1dWV7t27Aw3ZI6+++iojR45scs6DBg0iMDBQajOuWp9qrQ/TvdewOTU1NVy8eJEffviByspKdu/ezdSpUwHIzMxk586dnD17Fnt7e27evMnIkSM5duwYYWFhrFy5EisrK9atW8eUKVNYtWoVffv2lbpWlZaWUlZWBjRkKhUXF1NfX0/fvn05d+4cK1euZNasWQQEBGBvb4+7uzsdO3aktra22QBWq1at6NWrlxTIUa3v3mupUChaNGijVCqpq6v7Q69ZZGQkRUVF0kdqamqLnYcgCIIgCIIgCP8dIjNH+MdpvJWnuVosqs9VNWzy8/P5+eefuXDhAt9++y3u7u688MIL9OnThwMHDuDp6cm3337Lhg0bmDJlCocPH8bT0xMfHx/pOAcOHODkyZNMmjSJkpISPvvsM3R1ddHX16ewsLDJ/NbW1ixcuJC3336bTp06UVZWhpmZGZMmTUJXVxcAHR0dNDQ0sLS0lNbh5OR031obb2FqvGWppbJtGl+/e4sg/94cN27cYPLkychkMtq2bUv79u0xMzPj4sWLAFhYWODi4kJWVhbdunXDwsJC6vw1ePBgFi5ciJWVFVZWVvzwww/ScVX1burq6sjKysLa2hpTU1MKCgpITk6mc+fObNy4kW3bttG2bVuGDRuGTCbD2tqaDz744A+v97fqIalDdewtW7ZQXFzMtGnTqKurQ6FQ/OEsM21tbbS1tVvkfARBEARBEAThn06mkCF7xNusZGKblSD8daob4qKiIuLj47l8+TKxsbGcO3eO4cOH88orr0g336obZWioTXPq1CksLS3R0dFh9OjRuLq6snbtWkxNTdm+fTulpaUkJCQQFRXFc889R1BQENHR0cyYMQOAJ598knXr1lFWVoa5ubl0bA0NDb788kvmz59Px44dWbZsGXl5edTU1KCrq0tycjIVFRVSoAYaChi/9957pKen4+bmhp6envS1jIwMnn32Wdq3by/VynlQ4KSlgjaVlZXU1dWhr6/f7PHvrXVTWlrK999/T8+ePTEzM2v2mDdv3sTIyEiqUwMNNWxURYgNDQ2xtLTk+vXrmJmZIZfLSUpKwtHRER0dHfT09FAqlfTt25c5c+bQoUMHYmNjqaqqYvHixdjY2EhZTwBffvml1Da9TZs2tGnT5r5zaq5TVnPrbQnN1SICKCoq4ttvv2XatGkolUoSEhLYs2cPhYWFPP300/j7+4v25IIgCIIgCIIgPFQimCP8bVQ3uFFRUbz88svo6emRm5tLQEAAX3zxBW5ubuTk5BAXF0dlZSV9+/YlMTGRPn36MGrUKGJjY8nKyqJ79+4cO3aM48ePExkZyY4dO/D09JRuvjt27IinpyfJycncvXsXHR0d6urqMDY2prS0lMrKSmxsbCgsLKS0tBQDAwO6devGhx9+yKpVq7CxsUFLS4vs7Gx69OhBXV1dk9bkKqamppiamkprq6+vR6FQYG5uzurVq3F1dX1oNVgaz1dWVsapU6fQ19cnLCxMek5VVRXx8fFkZ2fTu3dvrl69ypQpUzh06BDJycksX76c/v37P3CO9u3bc/36dSZOnIiDgwNdu3alR48eaGtrc+vWLdzc3CgsLJSKOjs7O/PBBx8gk8nYu3cvo0ePRiaT8fHHH7Ny5Up27dqFg4ODVP9n69atTdajypRSUbWLb9zVrKWvZ319PWfPniUjI4Nhw4b9Ztv7lJQUbG1tCQ8P58MPPwSgpKSETz75BCcnJ4KDg5k7dy5bt26VCjgLgiAIgiAIgiA8DCKYI7SYwsJCTExMpK5HQLOdj0JDQzl79izQkI1RXFyMj48PCQkJzJgxA2tra8zNzbl79y4jRoygpqaG0NBQ3n77bV5++WWqqqqwt7enZ8+erF+/nvLycqysrKitraWoqAhjY2PKysqor6+na9eubNy4kYULF1JQUICXlxdyuRx9fX1u3rzJ3bt3MTAw4NVXX2XHjh0oFAp69Ogh1V1RFej9PY07SGlra0sZJuqqqqqStuOoghqNt/I0nk8ul3Pq1CmuX7/OL7/8Qt++fbGzs+Ppp59GU1MTBwcHEhISpLbpw4cPx9nZmVdffRUDA4MHnoOVlRVXr14lNTWVzZs3s3jxYgIDA+nUqRO7d+9m2LBhxMXFkZKSQlZWFq1ateL69evs37+f0tJSnnvuOekcX3311WbnuLdIdWMPIxB277Wsq6vj6tWrnDt3jmHDhiGXy6UsrIyMDFavXs2yZcuorKzkxRdfZMqUKfTq1UtqMX/27FnS09MJCwsjISGBI0eO8PPPPzNgwIAWP3dBEARBEARB+F8jU8iRKR5tqV5Z/b+zVPC/c1XC36K8vJx9+/axb98+srOz6du3L7m5uUDTgsQFBQVNxqkeV91Yq1pyz58/n6VLl7JkyRIMDAxYtmwZ0BBUsLOzA8DT0xNbW1sKCgqwsrLC0NCQW7du4eXlxbfffsuNGzeAhjo41dXVzJo1CzMzM3r16kWfPn0YPXo05ubm9OzZk9mzZ0vBGg0NDUaNGsWIESOadEKCP1Yo+K9SKpWsX7+eHj160L59eyZPnkxaWpp0ve6tyXLt2jU2bdrEqFGjmDRpEjt37iQuLo6ioiKsrKxYunQps2bNYtOmTXTt2pVFixaRlpbGuHHjCAwMZOPGjQQGBkrXqvGfKuXl5VRWVqKrq0tQUBC+vr7U1NTw1ltvER8fzxNPPIGXlxczZ87ExsYGW1tbDAwMWL58OZ988gkeHh5NjldfX39foeCHtRXp8uXLrFq1Cmj6+jW+lvX19WhqauLp6UlJSQmjR4/Gx8eHl19+maKiIjQ0NPj+++8pKChAR0cHR0dH8vPzkcvl0vsuLS2N9PR0Dhw4gJGRESdPnqRPnz4PZU2CIAiCIAiCIAgqIjNH+F1VVVX88MMPmJub06VLF+lxPT09kpKSKCoqYtCgQRgYGEhBltu3bzN9+nTS0tLw9fVl0aJFuLq6NjmuXC7H0tKSyspKysrKyMzMZPDgwfj7++Ps7My8efOQy+U4ODhw5coV2rZti5WVFenp6dy9exczMzOsra05d+4cXbt2xc7OjhUrVnDx4kWeeOIJgoOD0dDQ4JVXXuHFF19ssiVKFRxqTNUl696MkJYKONTX1xMVFdVkK5TK0aNHOX78OK+++iqBgYGkpqZSUFCAg4MDhw8fZvXq1aSkpPDSSy/xzDPPkJiYyLJly1iyZAlDhw7lxIkTHDx4kHnz5qGjo8P169fZunUrrVq1wsbGhjfeeEOqp6OtrY21tTXffPMNI0eOxNXVlZUrV1JcXMz8+fOlbBmFQsH777/Ptm3bcHNzY/z48djY2ACwYcOG+9bg7u7O999/T1lZGTo6Ove1/34YmTaJiYn8+OOPvPDCC00ez87O5qeffuKll15q8vpdvHiRhQsXcvPmTcaOHcv06dOxtbXl0qVLREZGsmXLFkaOHMlXX33F008/jYeHB/Hx8XTu3Fl670FD56yrV6/i5ORE586dmTt3LsbGxkBDhprqvfZHlSj0QfHgLKkHMSrK/9NjAAza3/8e/KPqCnPUGpf5w1G159QxVq9otONf+F8gb1+L339SM8rzKtSe89vr6r2eAKaa6q11iEfzNbP+iOKiSrXG+Qy/vx7WH2UUdVutcQot9d8Ludfyfv9JD5BaUaPWOFu1ZwSP/v5qjStOzlJ7TmN3e7XGJew4r/acTlnqfb/YdO2g9pxFSelqj7Voo17GrtzARO05Cy9cVmtcxfGzas9p17+nWuPqS+6qPWeSU4TaY/U01eseqn9qm9pz6vh3VGuctV+X33/SA8jKCn7/Sc1QVqv3cx5Apm+k1rg6Y/V+ngDUKjTVHiurUe/f73KF7u8/6QH01PzduP62+j+LFK3Ve/9RX/fnx1SI+pEPm8jMEYCGArpKpZIvvvhCyq5R0dbW5uTJk1y9elXKqoiOjubLL7+ktLSUioqGH36mpqbcunULaNg+9corr3DlyhXc3NxYtWoVWVm//qKoypYwNzdHLpeTmZlJmzZtmDNnDt9//z3r1q3jySefBCAoKIjz589Lz8/OzpZuqkNCQtDU1ERHRwdXV1dGjx5NYmIiS5YskbYp6evrSzfX9fX1v1mMuCUDDqpMFNVa5XI5ffv2JSfn/pvht99+m6FDh9K7d2+sra1p3749bdq0oba2li+//JInnniCX375hQ0bNrB79248PT3x9vbG0dERAE1NTcrLy4mKigLA0tKSSZMmcezYMbZu3coLL7yApaUlSUlJ5Obm8uWXX6JUKnn55ZcBsLW1JSYmRjpvaHjd58yZQ2xsLPv27WPIkCH3rU/1ARAWFsbOnTvR19dv8fbfQLPtv7Ozs/nhhx8oLS1t8riDgwMGBgZSdpNq3Lp16+jVqxdxcXEcOXKELVu2YGJigouLC9bW1gBMmDCB7OxsUlNT8fT05MqVK0BDhtj169cBCA4O5sSJE/Tq1QuZTMbUqVOJjIyke/furFmzBvh7MroEQRAEQRAE4Z9MrgC5QvaIPx71VXg4RDDnP+bu3bvSDa7qcyMjI5YsWSK1f27ctenWrVscPHgQmUxGVVUV5eXlREdH8/LLL3P27FkuX75MYmIi1dXVuLm5kZiYSE1NDefPn2fatGl07dqV7777DlNT02br51hYWEiFkMPDwzlw4AD79+/nyy+/ZPbs2SQlJdG2bVtSUlIA8Pf3Z8qUKdIWoWnTpjFmzBi0tLQoLi6muLgYaLjxb05LBxiys7NRKpXcunWL1NTUJsEG1ZaexjWEAgICpICA6ma/oqIChUIhbflqfO5nzpyRChvr6ekxfPhwbty4QVlZGf7+/lJgyMLCAl1dXSorG/4HZdCgQVy9epXt27dz+PBh3nzzTX788Ud++eUXUlNTCQ8PZ+LEiYwZM0bamhUSEgLQZEuXQqFAqVRSV1d33zVVbaV7UMFgdTQOgHz22WeUl5c3ORfVXDU1Df/bbWNjg6WlpbRVT3WdjY2N0dXVlYKLcrmclJQUlEolbdu2BWDSpElkZWVx584dwsLCpAChsbExBQUFmJubY29vz/Hjx4GGYscXLlzg7t27+Pn5cejQIQDmzp1L3759MTIy4o033pCyhEQ3K0EQBEEQBEEQHhYRzPmP8fT0bFLb5vz587i6ulJTU0NxcTHW1tZSJsKZM2d45pln+Prrr4mJieH8+fMYGBjwySef0KNHD9auXcu4ceOk9t1+fn6kpqaSlZVF69atefrppzlx4gRXrlxh/vz5UpvuxlRbU3755ReGDh3KzJkz+eijjzh69Chubm6YmZnRv39/qT22ubk57du3b9ItqL6+HisrK55//nn69esHcF+NmZagCmqoAganT59m9+7dyGQyTpw4wcWLF6VgQ2FhIdu3b2fy5Mm89tprJCUlAeDq6srFixel8wbIy8ujdevWUkBCLpdLQY26uroma/X09OTatWs4Ozujo6NDZmYmANbW1ri4uPD++++zdOlSWrVqxeuvv862bdtYu3YtCoWCVq1aMXToUPbu3YtSqcTa2pphw4ZhbGxMt27deO2115pdt2rLVUte07i4OGJjY+/LtJHJZNLat2zZwqFDh8jIyKC4uJgdO3bQo0cPWrduzbJly8jOzsba2hoDAwNu3rwJ/BoMMjAwwNLSksTEROnYeXl52NvbS7WBHB0duXPnDnZ2dsjlcr7++msA8vPzSUtLw87OjkGDBgHg4+PDpUuXGDNmDJWVlfTv35/9+/cDYGRkxNixY4mMjKRHjx6YmJi02HUSBEEQBEEQhP9lMrnsH/HxbySCOf8xgwYN4tatW/zyyy8AxMTE4OjoiJGREbW1tRw4cIAtW7YA8O2339K1a1c2bdrEhAkTqK2t5cqVK7Ru3VrKOvD19cXNzY2kpCT8/Py4c+cOxsbG+Pj4cOrUKQCysrLYv38/ycnJ952PqakpQ4YMkYIwERER7N+/ny+++ILnnnsOU1PT+zIc7t2+ogqg+Pn5/elaJQ9SVFTExo0bpQAL/BrUUM3XuXNnxo4dS21tLTExMbz44ou4u7uzZcsWUlNTSUxM5IknnsDW1pZPP/0UaNgWdunSpSbrMDExwcrKSnpNqqqqpDVbW1sjk8nYsWMH0FCkuKCgAEtLS2QymRTEMDIy4sknnyQ0NBR7e3vs7OwIDAxk79697Nmzh7feegt3d3cp60p1fFUwpbnW6y1JVY9INV9qaiq1tbVNXtvExES+//57srKyuH37Nunp6UyYMIHZs2eTkpKCt7c3K1asID4+nurqat59910MDQ2l7WON6erqYmdn1+Txdu3aYWBgwBdffAFAdXU1t27dwsHBAUdHR1JSUhg6dChz585l3LhxQEPw7eOPP+bChQts2bKF2bNnY2Njg7a2Ns7Ozk3W13hLnSAIgiAIgiAIwsMkCiD/x3h6euLm5kZeXh4XL17E1dWVM2fOUFdXR1paGp07d+azzz4jPz8fa2trdHR0gIYb4fPnz5OVlYWzszNfffUVAHZ2dvz88894eHjQqVMnUlNTKS8v58knnyQ1NZV27doBSHVz7qVQKAgODm7yWOOb/uayQR7G9hXVTbjq2JqamnTq1EnKJiovLycxMZH9+/djYWHBhAkTyMjIYMWKFXTo0IEOHTpw9epV3nzzTbp06UJtbS0mJiZ899137N+/n4KCAm7cuEFwcLB07VRBIUNDQ3r16sXEiROJjo6WtpDt2bMHFxcXxo0bR2RkJCEhIVINHYChQ4dKdYGgITD29ttv37c21fYouVx+37VTd9uZqkiy6vjp6enY2NigpaVFbW2ttL0MGgJGjbdiFRQU4OfnJ22LMzY2ZtmyZfz444/Y2dlx7do1Bg4cyEsvvcT333/P1q1bgYZtTitWrOD5558nJSVFav9ub29PbGxsk9dPS0sLR0dHKZhz69Ytrl27xogRI5g7dy7BwcFUV1dL78levXoRGhqKtbX1fQHBxp+rai7dex0bt4oXBEEQBEEQBEF42EQw5z+mdevWGBsb06ZNGxYuXMgzzzxD3759SUpKIiMjA39/f7Kzs6moqMDMzIzo6GigIRjz008/0bVrV7p168a8efP47LPPyM3NRU9Pj7i4OMaNG4efnx+VlZXY2Ngwb948XnjhhT+ULdM4ONDSN8YlJSVNtirdq66uTpqvoqKC7OxsbGxsyMvL4+bNm4SGhjJ79mzy8vIIDAzkypUrPPfcc3z66adYWVlRX1/PgAED+Omnn6S25hUVFSxatAh7e3umTZvGgQMHSEhIoEePHhQWFgJNAykdO3Zk5syZvPPOO6SlpVFeXk6rVq344IMPsLe3l4IObm5u0pjWrVvftxZVu/d76960NJlMxieffMLixYuxtLREqVQyduxYZsyYIWX5VFZWUl5ejpmZGQkJCezatYv09HTKy8vx9vYmJiaGJUuWcOfOHaKjo/npp584cuQIixcvRltbm8cff5z3338faMii+eWXX7h+/ToHDhygrq5OCuY4OztLWWCqayqXyzE1NeXjjz9m586dGBoaYm5uzoEDB1i9ejWlpaVNuqvZ2dk16XDW+P3Y2MPoyCUIgiAIgiAI/1ZyuRz5X+gw2iLnUPfv/B1eBHP+Y9q0aUNubi5BQUFkZGTw9ttvc/LkSZYuXUpmZiZ9+vShrq6O0tJS+vbty8qVK/nmm2+4e/cuADdu3GDgwIF8/fXXLF++HHd3d1asWCHdCDduWa1QKKRATl1dXbOZISp/JdumuRvvw4cPs3DhQtLS0ggMDGT8+PEMGjSoyXOTkpIoKCigQ4cOUtvvuLg4wsLCeOutt4iJiZGyRDQ1NbGxsWHRokXk5eUxfPhwEhMTsbCw4M6dO+jr61NZWUlaWhqtW7dGU1OTrVu3UlJSAsDChQsJCAhAX1+f4uJibt68iYeHR5M1TJo0ieDgYGpra/H29kZPT0/6WuMgzm9p6WCDantU42Orgl8VFRU4Ojpy8uRJoqKieO+993BxcZECWVpaWnTp0oWFCxdiaGjIsWPHaNOmDevXr6e4uJgZM2aQn59PbW0te/bsoXPnzpiamhIeHk6vXr2ws7OTClpraWlx+fJl3NzcMDY25scff6SoqEjKIMvIyCAnJ6dJXaagoCAuXLiAq6urdC1VLC0tpfU19957WMWLq6qqqKqqkj5XrU8QBEEQBEEQBOHPEMGc/xhnZ2fKysqoqKhgwYIFHDx4ED09PczMzKRuPnV1dVy7do2hQ4eydu1a1q1bh6urKx988AHe3t7I5XJ8fHz47LPPmp2juRvkh5EdEh8fT1JSEgMGDGiylSc5OZl169bx2muv0b9/f44cOcL8+fPR0tKiT58+REdHM3nyZGQyGZ06daJDhw7s3r0bb29vvv32W6ChW5Knpyfnzp0DGlpd29raUl1djYWFBVZWVhQWFmJubs7NmzeRy+WYmZlRUFBAbW0tOjo6hIWFMWXKFOlrZWVlALz44ovNbtNRKpW0adPmvuv4sLaVqbpsqQouqz4av1YP2lIEDTWDNm3aBDRs3zM2NqakpIT27dtz5swZFAoFb7zxBh988AHz5s3D0dGRTp06AQ01fuRyOVlZWTg5OdG1a1cOHjwozVFbW4uGhgaGhoYcOXIEKysrunTpwooVKwgICKBnz5506dKFwsJCvL29+eCDDzA3N29yngYGBvj6+krrVa218Xr+7o5TS5YsYcGCBX/rnIIgCIIgCIIg/PuIYM5/kKGhIRcuXKBfv36EhoYik8mwsrIiPz8fpVLJwoULpUyQbt260a1bt2aPo9rS83fcIKvqvshkMiloc+XKFT7++GMGDBjQ5Lnx8fEUFhZKj0dERFBSUsL7779Pnz59eOutt1i2bBkRERHSmH379klbmWpra9HU1MTS0pKKigrKysqws7MjOjqampoatLS0uHnzJvX19Tg6OvLjjz+Snp7OuHHjWLBgAc8995x0vO+++w4PDw/mz5+PtbU1AJGRkc2uUXXdHnYQp76+HoVCwdmzZ9mwYQOffvrpA+dLSUnhhx9+4PLlyxQUFLBjx44mxa/z8/OBhhb3N27cYO7cudja2jJjxgwuXLiAQqHA09OT+vp6zMzMqK2tpbq6Gi0tLSwsLMjOzqZ///5UVlbywQcfEBAQwJkzZzA0NOT5559n4cKFLF26FFdXV9577z2WLl0K0CSrCZrfctZYS2/dKy0tRVtbG01NTWpra5u0aP8tkZGRzJw5U/q8uLgYR0fHFjsvQRAEQRAEQfgnkSlkyBSPtpvUo57/YRHBnP+giIgIqW6LmZkZAKNHj5a+HhYW1uT5qqBN40AKPNz6IY0zbaD5zJ42bdrctwUI4PLly/To0aPJ2ODgYBYsWEBxcTHp6em4uLgADbVtdHV1qa+vl66JquaLsbExBgYG3Llzh9atW/Ppp5+yYsUKiouL8fT0pHXr1mRkZNCmTRsqKipo27Yta9euxdTUVNrW4+Xl9YfW11hLBXGaC7Y1DmqEhIQQEhIiPf/s2bMsWbKEnJwcpk6dypgxY7h58yavv/46mzZtonv37tIxlEolurq6UrDGzMyMp556ilatWrFixQpcXV3ZuHEjMTEx0tY0d3d3MjIyKC8vR0tLC1NTU+Lj46msrGTXrl2sXr2aRYsW4ebmxsiRI1EqlYwYMYIRI0ZI56hqZQ+/bgH7O+rYqLpVaWhoEBUVRUxMDAMHDsTe3r5JJzBVoOpBtLW1mxStFgRBEARBEARBUIcI5vwHrV27Frg/oNB4e1Tjvz+MOixwfyZKY6o5MzMzsbW15fPPP+f48eMkJCTw8ssv88QTT2Bvb09NTQ3Z2dlYW1tL61F1HLp79y4mJiZAQ6tqGxsb7ty5g5eXF7Gxsbi5uUmtugcMGMDWrVsxMzPDwsKCjIwMLCwsUCgUxMbG4u/vT5cuXVAqldjZ2TFu3DiMjY0xNjZukhVib2/fZB2qrlz3XsOWvKaqbJs/EmxTtT///PPPeeaZZxg7diw//fQT9vb2rFixgscff5w+ffrQp08fbG1t8fDwwM3NDU9PTwwNDZtsz1IoFHh5efH0008zduxYaY4rV67g7e0NwI8//kh8fDw3b97E3t6ew4cPU15ejomJCb169aKkpASZTIalpSXvvPPOA9fYuEi1ysPIXlIFwID7tpupgjadOnWiU6dOVFdXU1NTw7p16/j8888xNzfnxRdfZODAgS16ToIgCIIgCIIgCPcSwZz/qAfdHDf397+iceBGqVTyxRdfMGTIkCYZFjKZjPLycnJycnBxcaGqqopXX32V8vJyTp8+TVRUFBoaGowaNYpOnToxePBgrK2t6d69O2ZmZly7dq1JMMfT05OffvqJO3fuSMGcmJgYTE1NcXNzo3Xr1uzevZs2bdqQmJiIjo4Os2bN4vPPP2fKlCkUFBQwZswYpk+fzmuvvYajoyNpaWnU1dXRuXNnHnvssQeu8V4PI2vk3uDXg7YQ7dmzh6NHj5KTk8PChQvx8vLimWeeITg4mIiICEJDQzE3N+fGjRtSgKZr167Y2toyYcIErly5grm5OR07diQ5ObnZLKOAgADi4+MBKCsrQ19fnxdffJFVq1bh5OREv379mDJlCrq6uvTq1YsuXbpIHb+CgoLuO96DssAeVtvvqqoqPvvsM0pLS5k9e3azr1dNTQ1xcXEkJCRw8OBBnJ2dqaqqwt/fn4iICL7++mt+/PFHDAwMpOCgIAiCIAiCIAggU8iRPeJuVo96/odFBHP+o1ry5ri4uBgjI6Nmv3Zv9s3u3bupr6/H2NiY8PBwFAoFzz77LAkJCbi4uPDyyy/TtWtXjh8/zoABA7h27RoAffr04auvvuLTTz/l559/JiIigu7du+Pq6srVq1cJDw+X5uzTpw9RUVEsW7aMrVu3Ag0ZIra2tujr6/P888+ze/duhg0bhomJCcOHD6dLly6MGTOGUaNGNdkmo1qXlZUVDg4OUnZG46ymlswOqa6u5sKFC1y6dImEhARmzZrVpIX2vfNlZGSQl5fHwYMHiY6OZu7cufj6+pKYmEhMTAz9+vWjpqaGtWvXMmfOHPr27UtNTQ3PPPMMAD4+PsTHx2NhYYG3t7fUfcvJyYmoqCjMzMwwNzfn1q1bTV5H1Tn4+flJHcx0dHSAhiDN6tWr0dHRua+LlL6+fpPP780Oe5hZYA/qXKWpqcmdO3eAhhpBmzZtIj4+HkNDQz744AMUCgWffPIJ165dY+nSpXh7e7Nq1SrKy8vR19cnPj6eTZs2ERISQlBQUJNApSAIgiAIgiAIwsPw7wxRCX8rX19frl69Cvx68wyQl5fHjz/+yFdffUVRURFZWVlkZGSwcOFCNm/eTHl5Odu3b6dfv35cuXKFiIgI1q1bx82bN4mIiGhSW+TQoUOcO3eODz/8kFWrVnH58mWgofDtjRs3gF9v2I2MjHj55ZdxcHAgMDCQVq1acfPmTV599VUATE1NmTBhAhcvXuTo0aNMmTIFaAhwaWlpSfVRGjM0NOSVV16R6sY8rDot69ev58033yQpKQl7e3tpC9Xdu3elmj4///wz77//PkqlkldeeYWpU6eira2Nr68vq1at4vr16+zZs4dLly6RnJzM559/zvfff09qaipubm5N1tauXTsuXbqEt7c3lZWV7N27F4Dy8nJu3bqFi4sLurq6XLlypcl5qtY/YsQI9u3bJ10/FTMzM/T09KS6NqrtZvd6GNvNGr8HGweeGgdy6urq+PLLL9HW1sbJyYmCggKg4T1rY2PDq6++ymOPPcacOXPQ0NDAx8cHBwcHQkJCMDExwcTEhLy8PPT19dm1axfm5uZ89tlnDB48mNjY2BZbkyAIgiAIgiD8L5PJ5f+Ij38jkZkj/GVt2rQhJiYGf39/qUjs5cuXWbVqFfX19ejr63P37l2mTJnC5MmTuXXrltSV6OrVq+zYsYOPPvqI+vp6evfujZGREX5+fkRFRQENmT+JiYl4e3tjY2ODlpYWp06dQqlU4uzszMaNGwGaFPp1dnZm0aJFPP/88zg7Oz/w3FU3//fWR3lY23p+S2lpKadOnWLlypVSi3JVp6TnnnsOR0dHli1bRnFxMUlJSeTk5NC1a1cyMzOZMWMGAIsXL2bLli0EBwfz7rvvMnjwYCZMmECHDh2wtrbm7t277NmzR5qzQ4cObNy4EU1NTYYPH84777xD586dUSqVUnevgQMHUl5eDtwffNHR0ZEycprTXCClJagCUr/VRr22tpaEhARiYmLo06cPFy9e5PTp00RGRqKtrc306dPp3r07Dg4O1NbWkpOTQ7t27aiurubrr7/mxIkTVFRUkJ2djaWlJZ6enmRmZmJnZ4eVlRXXr1/n9u3b9OjRgx49evDss8/yzDPPEBcXh5+f359aT1ltPfKa5gNev8XU1OpPj/mrZBqaao1TPiCg90fomDz4PfZbaipq1Z5TXbqm6p0rgKmm+r9oFKrx/oG/1t2hul75+09qRtalVLXnLE4rUWucqZv6GXNFBRVqj00pr1FrnHXSXbXn5Purag3Ts9D7/Sc9gEInV61xsTcL1Z6zriZRrXF/5Rf6ysJytcem/aze62JwQ/3vF1PvB//+81uqS8rUnlNhbK7enKm31J7Tw/TBjQd+j0ZRulrj0k5dVHtOa3UH1tf9/nNaWHWh+t+jmoYGao1TmNuoPac8oMfvP+lBZOr9bNCVq/dvIQBq/tutrKpUe0rl9XNqjZPp/Pl/I5Q5+WrNJfxxIpgj/GUBAQGcPXu2SUcsLy8v1q5dS2VlJR9//DE7d+4kLCyMtm3bcuDAAcrKyqiqqsLJyYnx48ezbNmyJsf08vJi586dAOjp6REWFsYbb7zBlStX0NHRwd/fn/z8fEJCQli4cCFwf8BAU1NTCuSoCgQ/qNDyP0FdXR02Njbs2rWL7OxsLCws8Pf3B6BLly4cO3YMABcXF7S0tMjIyMDb27tJJkpoaChr167l6aefxtXVVdpOBXD79m3atWtHdHS09Jivr68UGAkODub999+ntLQULy8vKUjzoI5cf4fmgm1w/zbBiooKbt++zc8//8yNGzd48803eeWVV0hMTMTW1pawsDCqqqooKCggMzMTFxcXOnToQHx8PCEhIejo6HD79m20tLT4/PPPadWqFRs3bmTx4sVER0fj4eHBpUuXKCgowM7ODltbW86fP09+fj63bt1i0aJFlJSU0LZtW/r27ft3XiJBEARBEARBEP6DRDBH+MuCg4OlLA5VsERHR4dPP/2Ubdu24e7ujqurK+fPn2fEiBEUFRWhVCoxMzMjLCyMyZMnM3fuXPLy8jh9+jQBAQHY29uTmppKTU0Nmpqa9OjRg4qKCgwNDWnbtm2TGj39+vX73XP8JwVtHsTY2JihQ4cyc+ZMfvnlF3R1damurmbbtm107NiRNWvWAGBtbY2WlhYpKSmEhYWRnJzM9evX8fLyIjU1FVdXVzw9PQkMDGTChAmUlpaSlJTEtGnTmDRpEuPGjaO8vBw9PT309fWlLVRKpRJ3d/dmz+1B9WZayoOCNs29bnl5eezevZujR48SHh7OxIkTiYqKYtGiRfj4+DB+/Hg2btyIqakpP//8szQuOzsbTU1NqTW9t7c3Fy5coHfv3tK2qdzcXMrLy5k1axZFRUUkJydz8+ZNAgMDyc3NJS0tDT8/P2xtbbGyskJfXx8rKytee+01AgICsLOze2jXSBAEQRAEQRD+18gVcuSPuADxo57/YRHBHOEva9eunVRAVtUlq7KykkWLFpGSkgLAhAkTyMrKwtjYGGtraz7//HMApk6dyuuvv86AAQOorq7G0dGR4OBgnJ2dOXbsGJqaDVs6lEolAwYMaHb+hx1o+DuFh4dz+fJlkpOTiY+P5+uvv+a9995j/vz55OXlAQ3FmC9cuICjoyPm5ubo6Oiwfv16lEolp0+floo+f/LJJ2zduhUDAwN8fX2lQM3KlSubnfu3WsU/7Ot7b9BGqVSSk5PDuXPnOHDgAP7+/owcORIzMzMOHDhAWloar7zyCp9//jmfffYZvXr1QktLiy5duhAUFMSOHTukYtVFRUUYGxtjYWGBnp4eqakNKesuLi4cP34cADs7O+Lj4xk3bhx79+5l4MCBmJmZ4enpSWpqKjY2NgwbNkzKlPL29iYyMlI6XxcXl4d6fQRBEARBEARBEBoTwRzhL3NycqK2tqE2haoTlJ6eHrq6unz99dcoFApu3bpFfX09JSUlvPnmm6xcuRJNTU1KSkp46qmneOKJJ6TAjYq19a+7ilXFjVV/b+zfEshpzMXFBRcXF65cuUJOTg4aGhq0b9+eOXPmYGBgQF1dHZmZmQA4Ojri6uqKt7c3EyZMwNPTUzrOqFGj7jv2g7acqbRkW3pVy/Pfyoyqqqri5MmTHDp0iI4dOzJkyBCuXr3KO++8Q2lpKcOHD+fw4cPk5uYyffp0zp49i4aGBhcuXODAgQMUFxfTvn17QkNDqalpqE/h6+vL9u3bAaTuUubm5lhbW3Po0CEee+wxMjIyuHixYc+7jY0NFy9exNLSkjlz5nD48GE6duyIj4+P9L7s37//A9f4bwooCoIgCIIgCILwzyeCOUKLMDQ05PXXX0dLS4sffviB8ePHs3r1ajZt2oSenh7z5s3Dw8MDfX19fHx8pHbWKpqamlI3osaFjBv7L9wsZ2VlkZCQQFZWFrdu3eLgwYMsWrQIgHXr1rFx40aMjIxYt24dDg4OQEPnqMrKSnr37n3f8VTdpB5m++8HBWtUr5fqa/n5+dTV1WFlZdUkMHfw4EHWrFlDt27d2Lt3L9HR0cyfPx+ZTEZAQADPPPMM7u7ufPPNNxw/fpy8vDw0NDSoqanhs88+o1OnTlRWVmJoaEhubkMRzm7durFr1y42bNggBcWeffZZRo8ezeHDh3nyyScZNmwY77zzDkqlktGjRzNu3DgA3N3dm91u9lsZS/+F96YgCIIgCIIg/GkKObJHvc3pUc//kIhgjtAi+vXrJ9UwmT59Oj179sTKyoo+ffo0+/zmAjePqovUP4mRkREHDx4kISEBPz8/3nzzTUJCQoCGDl2qYs+NDRkyhJKShg4v9wZWfisD5896UGaUar7GmTgpKSn88ssvODo6kpGRQWRkJDo6Ojz77LNS5y2ZTEZJSQmnT59m0KBBTJ8+naioKJYvX86tW7fo0KGD9H5wd3dHQ0MDLS0tqSbQhAkTAMjNzcXAwAA9PT0SEhKka7V+/Xpee+01KioqpELRpqamUvv1xlRbslSay15qietYVVVFVVWV9HlxcfFfPqYgCIIgCIIgCP89IpgjtIj33nuv2cdVQRvVjbEI3Pw2PT09lixZ8sCvNxcEGzFihPT1h1noublgxq1bt7hy5QoKhYJBgwaRk5PD+vXrOX78OF27dqW8vJyoqCj27NnTpF236lg1NTWUlJQQFBQEgJ+fH3K5nJqaGoyNjTl06BAvv/wydnZ2/PDDD7z88ss4ODgQGRnJpUuXSE5OJj8/n/379+Pn54e5uTnV1dVoaWlhb2/P5s2bm11L/f+3yW6u6DI8vOu4ZMkSFixY8FCOLQiCIAiCIAj/NDL5o8/Mkf0PNMNRhwjmCC2mtrZWCtioboZF0EY9qnbhja+l6vOWvJ5/tNZLaWkp586dIzs7m0GDBqGvry9tAfPx8cHKyork5GRmzJiBQqGgvr5eClocO3aMl156iWHDhuHn50dYWJg0p5mZGYaGhpw5c4aOHTtiZGTEhQsXMDIywtnZmbi4OBYsWMC1a9fo3r07xsbG2Nvbs3z5cqKiohg0aBCBgYGYm5vTpUuXZs9ddS0bX7dH1d0sMjKSmTNnSp8XFxfj6Oj4SM5FEARBEARBEIT/XSKYI7SYe7eqCOp7GAEwdbpUlZaWsnz5cuLj46mursbAwIDvvvuOrVu30rlzZw4dOkRiYiK7du1i48aNzJgxA1dXV9q3by9lyLz//vvExsaSkJDA448/zrfffkv37t2lOUaMGMHChQspLi4mOTmZkSNHYmtry82bNxkwYADa2tqMHDmSzp07Y2BgAIC/v7/UWer31tjS1/LWrVvk5+fTpk0btLW1/9RYbW3tPz1GEARBEARBEAThXuLuWxD+RVR1be4tegz3B25u3rxJQkICJiYmhIWFNXs8AwMD5HI5mZmZnDx5EoAOHTpw7tw5goKCmDx5Mnfu3CEiIoKSkhJSUlJwcHDg3Llz5OfnY2tri4mJCeHh4YSHh3PhwgWys7ObnG+7du2YM2cOBw8eJCgoiCeeeAKZTIaZmRnl5eX079+fbt263Xduqq1S92YutbR7r2leXh41NTVN5rp16xaZmZm0atUKKyurFj8HQRAEQRAEQfhfJJPLH/k2p0c9/8MigjmC8C/yW92Vrl27RmxsLMOHD+ett97i4MGDuLu78/jjj/9m+3Bra2siIiLIzs7G2tqasLAwUlJSuHnzJoaGhhw9ehSAvXv3Eh8fT6tWraipqeH27dvY2tpy+PBhVqxYQVpaGoGBgVJ9nMbnGRoaSmhoaJN5LS0tCQoKkjJZ7s26aamtUnl5eQBYWFhQV1fXpB5R4+sik8koKirCzs6OwsJCKisryc/PZ+zYsRQWFtK2bVteeOEFEcwRBEEQBEEQBOGhE8EcQfgHy8/PJyoqivj4eHJychg/fjy+vr4PfH5CQgJVVVVs27aNoUOHMm3aNHbu3ImbmxsxMTEcOXKE3r17c/DgQT788EM6dOggjb03WKL63NLSkvj4eCmYU1FRQWZmJn5+ftTU1LB9+3aKiorIz8/n1KlThIWFYWtrK2XOhIaGsmnTJpydnX9zrfX19VL2i0wmw9ramvHjx0tfb8msG1WQJj09ndWrV+Pm5sbUqVOlLVk1NTUUFBRgbW1Nbm4uH3/8MaWlpcTHx9OzZ0+OHDnCK6+8Qn19PZqamly4cKHFzk0QBEEQBEEQBOH3iGCOIPxDVVRUMGPGDHJzc+nUqRPu7u6cOnUKDw8PCgoKMDc3R0tLi/LycsaPH88nn3zC+PHjcXZ2JjQ0lODgYPT19bl69Spubm7Y29ujr69PZWUlXbt2ZdasWQQFBeHp6Unv3r1xc3NDqVRSW1uLpqamFMzx8PBg3bp1bNmyhdTUVHJzc/Hz8yM8PJzU1FQ+/PBDRowYwRdffCHN8cYbbwANASEzMzPMzMykz6H5wExLFiVWKpVN5ro3SKWay9jYGFtbW8rLy4GG7KLFixdTW1tL69atWbRoEXZ2dly8eBFdXV2prfmVK1coKSmhXbt2XL9+nQkTJuDp6UnXrl0JCQkRRb8FQRAEQRAEAZAp5Mge8e/GMkXdI53/YRHBHEF4BBpnwYSGhrJ9+3ZcXFyaPOf111/H2tqaLVu2SI8VFBSgra3NiBEjmDJlCqNHj+b8+fNYW1tjbGxMSEgIJSUlvPTSSwAEBgZy6dIlHn/8cczMzNDV1SUmJoZ3332X4uJiTp8+zaZNm7h58ybLly9n4cKFBAcH069fPykYYmpqSkBAALW1tXzzzTf069ePrl27AjB27FjGjh37u2tUeRg1bR5UO+feuSorKykpKcHS0pKqqir69evH0aNHMTEx4caNGwB4e3vzww8/YGZmxqJFi1i1ahXvv/8+7u7uODs7U1lZiY6ODoaGhqSnp9O7d2+io6NJTk5m8+bNLFiwgGXLlhEYGPin1qAjl6OjRstGpY3Hnx4DIL+bqdY4gJq0JLXGWQV5qT3n1W1X1Bqnb66r9pz7zmaoNa64tl7tOYd4mKk9VqZQ73vr2+v5as+prtRz6l1bgOTyGrXG2eWVqz1nF29ztcd6VNaqNa7u/3/+qkNZp97YqFOpas9ZfSJFrXGPjwlQe04jF1u1xhUm3FF7zr+iOK1YrXEmHjZqz5kfd1utcQ4DHlN7zrr8LLXG/ZV6Fpo3Tqo9tt6xjVrjHEY9pfaclbHn1Bqn7usJoG1iqNa40vRctedUaKl3m+k46sEZ6L8rOVrtoXJz9X6mVOup/2+EVlWJWuPkhiZqz1l9M0atcVreQb//pHvIKtX/nUj4Y/6dlYAE4R+gpqaG8vJyamvv/2VeJpNJQQgtLS1iY2OBphklCQkJhISENBmnynCZMWMG0dHRZGRkcPv2baqqqgCwt7eXxgO0b9+eq1evSmPv3LlDVlbDL1rZ2dk4Ojri4+ODj48PJSUlZGVlYWpqCvzaBcrCwgJdXV0CAwPZtGkTEydObJJ5Ul9fT11dXZNzV62xJd17fBW5XH5fVk9CQgKbN29m3759TJ8+nfr6elasWMGnn35KZWUl2traxMTEkJGRgaOjI+Xl5eTm5uLl5cXy5csJCAhg165d3Lhxg7y8POzt7ampqZGus6OjIwUFBWRlZaGnp4ezszMDBw7E29tbdHUTBEEQBEEQBOGhE8EcQWghjYMaAMePHycqKuq+m/sbN25w+vRpCgoKAGjTpg0XL16UjiGTySgsLMTDw4PCwkIA0tLSiIyMpE+fPnz22Wc88cQTODg4sGzZMmxtbaXgSocOHUhMTJTmCgkJoaysjP3793PkyBGys7NJTEwkOTmZJ598klmzZlFeXs7IkSPR19cnLS2Njh07NjlfPT099PX1pWCGKgilIpfLUSgUzWbDqHsdz507x5kzZ5o83tzxi4qKOHjwIEuXLm0SpJoxYwYHDx7k2LFjHDx4kOzsbNzc3Kirq+Pu3bsA+Pj4EBMTg6OjI3V1dRQXF7Nv3z7Kyso4d+4cBw4ckAJgnp6eZGdnU1ZWBoCNjQ03btygpKSEtWvXEhQUxBtvvEHbtm3x8/P7y9dAEARBEARBEP4NGrZZPfqPfyPxX8iC8CepCvXeWxfl3uyQ5ORkfvjhB44cOULnzp3x9vbmtddeIy8vD0dHR9q1a8esWbPo0KGDVItFRaFQSAEDaAhkBAYGYmZmxv79+xk/fjxDhw7lySefJCMjg0mTJgENgaGEhATpOF5eXsydO5d58+YRFBTE66+/jouLC87OzkRHR9+3tl27djW75sjIyBbPtKmoqEBbWxu5XN5kS5ZcLqeurg4bm19TywsLC4mOjubu3bv07t0bPT09Jk2aREVFBUZGRqSmplJUVMTrr7/ORx99RNeuXXn99de5efMmt2/f5tq1a7i4uBAdHU1ubi42Nja0adOGc+fOERYWhqamppSZlJeXh7a2NidPniQ6OprY2FjatWvHnTt3KClpSIft2LEjJiYm2Nvb8+yzzzJjxowWvTaCIAiCIAiCIAi/RQRzBKEZd+7cQUNDQ9peo6Gh0STYoKLa+pOSkkJycjJbt27Fz8+PF154gYKCAk6dOoW+vj5mZmbY29uzYcMGzMzM2L59OytWrGDw4MF06NCBlStXAr9uTTIyMiI0NJQXXniB6upq7O3tGTFiBFlZWXz33XcAODg48NprrzF69GjWr18PNGylGjRoEEVFRRgbGwPQrVs3Tp061ew67w1M6ejoNPu8lg7k5OTk8N133zFhwoQmx6+pqSE5ORkzMzOysrKwsrIiNjaWZcuWoaWlha6uLoWFhUyYMAFvb29OnDjB559/TnV1Na+88goxMTHo6OiQk5MDNFyjoKAgrly5wqhRo6iqqpIyojQ0NLh+/ToGBgZSR6qRI0dy5coVHB0dCQsL4/nnn8fOzg4fHx9WrVolBZhcXFzuq3H0oCCfIAiCIAiCIPxXNVcS4VGcw7+RCOYIwv/bv38/M2fOxNbWlvT0dCIjI5k4cSKamprSc2pra9m/fz9Xr17F1dWVp59+mkuXLjF27Fj69++Pm5sbly9f5ssvv+SFF14gKSmJyMhIXF1dUSqV7Nmzh5UrV0oFiy9cuMATTzxBcXEx1dXVaGlpSXOFh4cTEBDAjBkzaNeuHbdv3yY+Pp5x48ZRW1uLhoYGXbp0oVevXpSVlWFhYYFSqWTjxo33rU2pVEpbuBpvV3oYP9hUWTaq9t/Nqa6u5vvvvyc9PZ2QkBCqqqqIj4/n5MmTtGrVCgsLC7KzszE2NiYoKIgvvvgCpVLJsmXL2LFjB+Hh4Xh6ehIXF4empiZVVVU4Oztz9epVQkJCWLBgAdAQnLp16xaGhobY2Njg6urKypUruXDhAiUlJZw/fx6Atm3bYmxsjJGREUuXLmXZsmUYGBg0OefGmULAfev7t/4jIQiCIAiCIAjCP48I5gj/Ofd2P1LdlFdWVlJfX8/PP/8sPff8+fOcO3eOY8eO4eXlRa9evVizZg1hYWEcPnyYoqIiJk+ejJmZGZ06dWLw4MHs37+fb775hnHjxlFTU0NsbCy2trbo6OiwcOFCTp48iaWlJePGjSM1NRWFQoGxsTHx8fEEBDTt7LFlyxY2btzIzz//TNu2benXrx8hISFoaGhQWlrKggULCAkJwdnZGWjIcGmu/bdMJmvxjJEHBWvuDRTl5+dTV1eHlZUVNTU1aGpq8tNPP3HmzBmSkpJo27Ytenp6HDt2jK5duzJv3jwSExP55JNPyM/PR0NDg/Xr17Nv3z6cnJwwNzfn0qVLtG3blvXr11NSUoKenh4ODg5ER0czevRoTE1Nefvtt9HV1UVbW5uMjIbuOVOmTCEnJweFQkFkZCRLliwB4Kmnfu1KYWj4a8cHVeZVc+sUwRtBEARBEARBEB4VEcwR/hWaa4Ot2vYil8ubfO3em3DV14KDg6XMmLy8PNLT04mKimLdunXs2rULLy8vevbsyZo1a/D39ychIYGxY8cydepUjIyMsLOzA8DJyYmysjLKy8uxtramuLhY2r6kra1NVFQUrVq14urVq2hrawMN23YSExPvC+YATJw4kYkTJ973eFxcHPX19YSHhze7npbSXHAIfr2OjTNxUlJS+OWXX3B0dCQjI4PIyEh0dHSkujKqMcOGDaOyspKCggIGDhxIVlYWXl5eeHg0tNpWZcUUFRWRk5PDJ598ws2bN4GGwEtmZiYDBw6ktLSU3Nxc3NzcsLCwIC4uDn19fT766CPeffddrKys8PX1JSEhgYqKCnR1dVm0aFGz62wuONVSRZ1VqqqqpI5YAMXF6rWqFQRBEARBEIT/Bf+EAsSPev6HRQRzhP9pjTMnkpKSmDdvHtu3bweaz5zIycnh6NGjXLp0iRs3brB3717pZt3JyYmMjAwCAwPR0NCgd+/etG3bllatWuHk5ISWlhZZWVlSoMHb2xtdXV3S0tJwd3cnISGB4OBgTExM0NfXJzk5mW7durF792727NnDzJkzeffdd1myZAl6eno8++yzhISEUF9fzzfffINCoWg2KAVQV1cnrUn19ZCQkPtalz8MzZ3PrVu3uHLlCgqFgkGDBpGTk8P69es5fvw4Xbt2pby8nKioKPbs2dOku1Pj2jwmJiZSxyoDAwOMjIyoqKgAwNraGkNDQ7Kzs7GysqKqqorjx4+Tm5vLnTt3MDExQUtLC2tra4qKioCGYNyaNWsA0NXVZdKkScTHx/P555/z3HPPoaurC/y65ez3Clg/DEuWLJG2gAmCIAiCIAiCIKhLBHOEf7zGmR+qv6tuvBtnTri7u7Nt2zZp3LVr11ixYgXx8fFMnjyZMWPGcOfOHV555RXmz5/P7NmzpeeqsjJcXV1ZtGgR/fr1A+DUqVN4enqSmpqKsbExXl5eHDx4kKlTp5Kfn4+NjQ01NTU4OTkRExMDgL6+Prq6ukRHRzNq1ChKSkpISEjAysqKjh070rt3799cZ3NaeovUb83VWGlpKefOnSM7O5tBgwahr6/PwYMHWbRoET4+PlhZWZGcnMyMGTNQKBTU19dLwYpjx47x0ksvMWzYMPz8/AgLC2uyBcvOzk5q9W1gYICJiQmFhYVSBo1CoeDWrVvU1tby8ccfs2jRIhwdHZk/fz5ubm5A0+5bpqammJqaAlBSUsKGDRsoKipi1KhRhIWFSc97GFvO4MHbzhqLjIxk5syZ0ufFxcU4Ojq2+LkIgiAIgiAIgvDvJoI5wj9SbW0tW7duZc2aNYwcOZKZM2c2e6McHx9PZWUlX3/9NQMHDmT27NmsX7+ewMBAVq9ejYeHB2+88QajRo1CX1+fbt264eLigpeXF9bW1lJQQ7WVyNvbm9u3b0vHNzY2RktLi4yMDPz8/Bg9ejSHDh0iMzOTuLg4aWtQ69atpUCFmZkZS5cuxcjICIDhw4ffd96quj2Ng1EtvT1KpbnAze/NVVpayvLly4mPj6e6uhoDAwO+++47tm7dSufOnTl06BCJiYns2rWLjRs3MmPGDFxdXWnfvr1UyPn9998nNjaWhIQEHn/8cb799lu6d+8uzeHh4UFlZSVz5swhPDyc2tpaysvLKSoqQldXlwEDBqCpqYlcLqdfv35SgO2PrM/Ozo733ntPvQv2BzQ35x/J7NHW1pa21gmCIAiCIAjCv53YZvXwiGCO8EgUFxdLwY66urom2TZKpRINDQ0++ugjPv74Y9q2bQs0ZMn88MMPpKSkMGvWLAIDA5k8eTKWlpZ0796dzp07S4WEW7VqRWFhIZMmTcLFxYUJEyZw48YN3N3d6dq1K+np6dJcjW/Kg4ODOXfuHM8//zwAJiYm1NTUkJSUBMCIESNo1aoV27ZtY9CgQfTs2ROA/v37079/f6AhUKJam0pdXV2TLVItvaVHFYxqrljvvUGHmzdvkpCQgImJSZOMlcYMDAyQy+VkZmZy8uRJADp06MC5c+cICgpi8uTJ3Llzh4iICEpKSkhJScHBwYFz586Rn5+Pra0tJiYmhIeHEx4ezoULF8jOzpaOX19fj7W1NaNGjeLEiRNoaWkxceJETE1N0dDQQKlU3lc/6EEduR5mEEx1rvdm8tw75+3bt7lw4QIWFhaEhYU16YAmCIIgCIIgCILQ0v6dISrhH8/X15erV68CDVuIVAGIkpISZDIZ0dHRXL9+nREjRrBy5Upu3LjB8ePH8fX1ZfDgwWzevJnr168zcOBAtLW1efHFFwEICgri2rVr5OXl4eHhIdWacXd3JycnB2NjY2lrUGOq+X19fYmKipIet7KyYvTo0QwYMEB6rF27dixfvpyxY8dia2srPa7KtmmOQqF4aEEH+DXDp7kg0bVr19ixYwcAb731Fk8//TTbtm0jIyPjN8/Z2tqaiIgIKQgTFhZGSkoKX3/9NYaGhhw9epR58+ZhYWFBfHw8jo6O1NTUSJlNhw8fpkePHnh5eVFaWkpQUJB0bNV5jhgxgrVr1xIeHo6lpSUaGhrSeuDXgIrqMdV75WFey8bz3bslS/V+unr1Kt988w11dXWsXbuWp556im+++YaMjIwmBY4FQRAEQRAEQfjftG7dOlxdXdHR0SEoKEj6T+7fc/r0aTQ0NAgMDHyo5ycyc4RHok2bNly9ehV/f3927drFsWPHOHv2LAYGBixbtgx7e3s6dOiAlZUVM2fO5P333+eXX37Bw8OD/fv3c+LECcLCwvDw8ODcuXPScdu3b89nn32Gk5MTGhoafPvtt4SGhiKXy7ly5QoeHh7o6+tz9uxZgPuyOyIiIjh27Jh0PG1tbdq1a3ff+Te3Taols23y8/OJiooiPj6enJwcxo8fj6+v7wOfn5CQQFVVFdu2bWPo0KFMmzaNnTt34ubmRkxMDEeOHKF3794cPHiQDz/8kA4dOkhj781OUn1uaWlJfHw82dnZWFtbU1FRQWZmJn5+ftTU1LB9+3aKiorIz8/n1KlThIWFYWtrK12b0NBQNm3aJLVNf5B7M7Maa8mgTWFhIVFRUVy9epW0tDRGjx5NaGjoA+dITU0lMTGRI0eO0KdPHzZu3EhQUBAzZswgNjaWX375BXd3d5KSkhg9ejQvvPBCi52rIAiCIAiCIPwbyGRyZH9Do5HfO4c/6+uvv+all15i3bp1dO7cmY8//pi+ffty7do1nJycHjiuqKiIsWPH0qNHjyY7Ex4GkZkjPBJt2rThwoULAOzZs4ekpCQuXrzIU089xfz583F0dGTKlCnk5uYC4ODgwMmTJ8nMzKRHjx4cPHiQwYMH4+bmRkpKinTctm3bcuPGDWQyGSNGjCA+Pp7evXsze/ZsIiMjAejevTvTpk0D7g8WaGho/KGCtHK5/KFliFRUVDBjxgw+/PBDysvLcXd359SpU1RVVZGZmUl1dTUA5eXljBgxgqKiIsaPH8+SJUuwsbEhODgYfX19KfPJ3t4efX19Kisr6dq1K7NmzeLll19m/fr13Lp1S6oZVFNTA/yaDePh4UFsbCxbtmzh+++/Jzc3Fz8/P8LDwwkNDeXDDz+kqqqKL774ggkTJqCvr88bb7xBWFgYSqUSMzMzKZCj6jrWnMaZWX9F421R9z5eV1fHggULeP/996mpqcHX15fr16+TlpZGSUkJGRkZQEMQbe7cuVy+fJlPPvmESZMm4eDgQGhoKC4uLtI1dXNzQ1tbm/r6eoKDg/noo4946aWXWLx4MbGxsX95LYIgCIIgCIIgtKzi4uImH7+VUb9y5UomTpzIpEmTaN26NatWrcLR0ZH169f/5hxTpkxh1KhRdOzYsaVP/z4iM0d4JEJCQvjggw8ACAwMlG6AO3fuzHfffUdVVRVeXl4kJiYC4Ofnh7OzMy+//LJ0jKSkJPz8/EhKSpKK7rq4uFBfX09xcTG+vr68//77ZGZm0rp1aywsLABo1aoVrVq1+ptX3KBxFkxoaCjbt2/HxcWlyXNef/11rK2t2bJli/RYQUEB2trajBgxgilTpjB69GjOnz+PtbU1xsbGhISEUFJSwksvvQQ0XNNLly7x+OOPY2Zmhq6uLjExMbz77rsUFxdz+vRpNm3axM2bN1m+fDkLFy4kODiYfv36SUERU1NTAgICqK2t5ZtvvqFfv3507doVgLFjxzJ27NjfXaPKw9wW1bg9/dixY+nUqRNTp05tkvGzcuVKMjIyOHLkiDSurKwMfX195s6dS2FhIevXrycxMZGsrCwCAwOJi4tDR0eH5557DoBOnToxf/58AGxsbJDL5aSlpTFy5EiefPJJzpw5w/bt21myZEmT1+6PMNYCI60/v3Z5Qf6fHwTU5WeqNQ6gtrJarXE1JeVqz1lU8+DtgL9Fq6JW7TmNNdULMBbXqneuAMVFlWqPra5vPlj6T5RcXvO3z5lVqf57ITWlWO2x6Wq+B4s01A9w1926q9Y4xV/4Oa2rUG/s3VsFas9ZXVyh1jhNffWL0FdmlKo9tqpYvS242ZfuqD2ndbvfzox9kLoi9f5tAaBWve/vwsRUtafUclX/fDWM0tUaVxF/Qe058+Nu//6TmlGckqf2nLU3stQaV1mo3vcZgLaRet9rNik31J5Trm/0+096AJmWjlrjtIzUf//JK0vUGleXr97rCVBdWKjWOG35n+8EK5M1jPknFUC+9z/t33rrLen3+8aqq6u5ePEic+bMafJ4r169mpTkuNdnn31GUlISmzdv5p133vnrJ/47RGaO8Ei0bdtWqlvj6ekp3ex7enpSUVFBeno6Pj4+VFdXU1tbS+vWrQkODmbatGmMHz+e0NBQ9u7di6amJk899RR3796Vjn3jxg2MjIxQKpV4eHjQpUsXKZCj8qAskZZQU1NDeXk5tbX3/xKvarEOoKWlJQWxGmeuJCQkEBIS0mScmZkZADNmzCA6OpqMjAxu374tRZPt7e2brKl9+/ZSFomZmRl37twhK6vhB392djaOjo74+Pjg4+NDSUkJWVlZUltvVY0YCwsLdHV1CQwMZNOmTUycOLFJ/Zj6+nrq6uruy7p5mAWJm6vx03irm4uLC1euXJGeL5fLUSqVlJSU0Lp1a+DXujf6+voAjBw5kvz8fG7fvo2+vj5xcXHIZDICAgKorPz15jowMFAqnO3s7ExcXByFhYUUFxeTlpaGrq4u1tbWhIaGPpT1C4IgCIIgCIKgvtTUVIqKiqQP1c6Ne+Xl5VFXV4e1tXWTx62traV7qnslJiYyZ84ctmzZItUBfdhEMEd4JJydnamurqa8vBwnJyeqqqq4e/cu2trayOVy4uPjgYYtRzExMQBs2LCBzp07Ex4eztq1a5kxYwYAa9euxcrK6r45miuie+/XWkLjoAbA8ePHiYqKuu+b+MaNG5w+fZqCgob/iWzTpg0XL16UjiGTySgsLMTDw4PC/4+ap6WlERkZSZ8+ffjss8944okncHBwYNmyZdja2krBlQ4dOkhZTNCQ+VRWVsb+/fs5cuQI2dnZJCYmkpyczJNPPsmsWbMoLy9n5MiR6Ovrk5aWdl8qoJ6eHvr6+tTU1FBVVXVfIEUul0uFnVs6gFNQUEBiYqIUeAGarauTmJjI0aNHycnJARqynVTBHJWSkhLkcrkUvKmqquK1116jX79+LFmyhDZt2jBy5Ehee+01iouLad++PQD+/v7U1tZK29pUWVA7d+7ku+++Iycnh1u3bpGens7zzz/PnDlzyM3N5cknn2zRayEIgiAIgiAIwl9nZGTU5ENb+7czyO69x2luBwI0/GfxqFGjWLBgAZ6eni16zr9FbLMSHhkDAwOuXLmCu7s7d+/e5caNGwQHB9OlSxfpG+vnn3/Gw8NDGvP000/fdxxVEOVBAYWWCjTU19ejVCrva1N9b4AhOTmZH374gSNHjtC5c2e8vb157bXXyMvLw9HRkXbt2jFr1iw6dOjA3r17m4xVKBTY2Nhw48YN6dwDAwMxMzNj//79jB8/nqFDh/Lkk0+SkZHBpEmTgIbAUEJCgnQcLy8v5s6dy7x58wgKCuL111/HxcUFZ2dnoqOj71vbrl27ml1zZGTkQ+8cpWrbDr++VllZWWzevJnFixcDDdf+l19+oaCggDNnzjBlyhRmzpxJQUEBbm5u6Ovrs3r1atq2bStlz6heJ0NDQ4yMjKTH9fT0aN++PU5OTpw9e5aysjKGDh3KmjVreOmll5qkRNbV1RETEyMFeDZt2sTixYuxtLTk9ddfJyAgAAcHB/bv3/9Qr5EgCIIgCIIg/C/6J22z+qMsLCxQKBT3ZeHk5OTcl60DDf95fOHCBS5fvsz06dOBX+8dNTQ0OHToEBEREeov4AFEZo7wyERERFBQUICVlRXLli3Dz88PaNi7+Nhjj6FUKvHx8UFL69diIqqtNvdu62mpgMOdO3ekm/6ampom86gyURqfR3JyMsePH+fZZ5/lgw8+QKlUUlBQwKlTp0hPT8fMzAx7e3s2bNjAiRMnGDhwINu3bycpKYkOHTqQlJQkrQEaosWhoaEcOnSI6upq7O3tGTFiBGPGjGlSDPq1117j+++/l9p9m5mZMWjQIIqKiqTz7datG6dOnWL16tVERETg5uYmzaPKJlLR0Wl+n3BLB3Lq6uruy/BpnN2jyoLJysri448/Jjw8nCeeeILq6mrCwsKIjo4mICAAGxsbPv74Y/bv38/zzz/Ptm3bOH/+vNRNq6CgQCrsLJPJCA0N5fLly9LWsyeffJJhw4ahVCql13vWrFlS1pTKs88+2+TzDh06sHv3bj755BMGDhyIk5OTFIi6N0NLEARBEARBEIT/PVpaWgQFBXH48OEmjx8+fJhOnTrd93wjIyOuXr1KdHS09DF16lS8vLyIjo6+r4RGSxGZOcIjs27dOunv/v7+Tb5WX1//wFbVLR1g2L9/PzNnzsTW1pb09HQiIyOZOHEimpqa0nNqa2vZv38/V69exdXVlaeffppLly4xduxY+vfvj5ubG5cvX+bLL7/khRdeICkpicjISFxdXVEqlezZs4eVK1dKW3UuXLjAE088QXFxsVS8WSU8PJyAgABmzJhBu3btuH37NvHx8YwbN47a2lo0NDTo0qULvXr1oqysDAsLC5RKJRs3brxvbaqgk+q6PYw26s1pXJS4sXuzmurq6qTrsnbtWjQ0NNi6dSv6+vrY2NjwzDPPMGjQIHR0dDA0NKRHjx7SdrBTp07x7rvvYmNjg5OTE9HR0XTo0AF7e3uio6OJiIiQAiudOnXCx8eH9957j8DAQPLy8oiJiaFbt25SIbT27dvTv39/DAwMgIb34FtvvSWtp/G2vUdxTQVBEARBEARB+HvMnDmTMWPG0L59ezp27Mgnn3xCSkoKU6dOBRp2MKSnp/Pll18il8ulxAQVKysrdHR07nu8JYm7D+GRapwd0tjDuDGur69vkhWi+ntlZSX19fX8/PPP3Lx5k4kTJ3L+/HnWrl3LsGHDmDt3LqdOnWLNmjXU1dVx+PBh1q5di7+/P2ZmZnTq1Ik5c+YwbNgwjh8/jp6eHjU1NcTGxlJZWYlMJmPhwoX88MMPfP/999jb25OamopCocDY2FiqD9TYli1b6NChA6dOncLKyopZs2YxZswYNDQ0KC0tZcGCBYSEhEitv1VZKPdmhchkMqn1d0sHwVTXr6qqim+++YaysrIm86peQ1W2kFKp5NVXX6Vbt25ERERw6dIlFAoFq1evJjo6mn379tGvXz8+/vhjQkJCCAkJwcbGRirM7OHh0WSOL774gtmzZ/PNN98QHh7O5cuXAfD19eXMmTPSnCpr1qzhqaeeIi4uDjMzM+bMmcPzzz+Prq4utbW1vP/++1RXV9O5c+cmgShVV6y/45oKgiAIgiAIwr+JXCH/R3z8WSNGjGDVqlUsXLiQwMBATpw4wYEDB6T7r8zMTFJSUlr6cv0pIjNHeKTuzdT4s5orQqXahnXvzfa9ASLV14KDg6XMmLy8PNLT04mKimLdunXs2rULLy8vevbsyZo1a/D39ychIYGxY8cydepUjIyMsLOzA8DJyYmysjLKy8uxtramuLhY2r6kra1NVFQUrVq14urVq1JNIBcXFxITEwkICLhvbRMnTmTixIn3PR4XF0d9fT3h4eHNrqelPSjLRvW5trY2X3zxBVZWVhgYGODn50d5eTnTpk0jNjYWLy8vNm3axM8//4yvry9vvvkmV65cYdGiRXz88cd0794dZ2dnrK2t6dKlC99++y2ZmZm4urpy6dIlwsPD0dLSon379pw9e5bHHnuMyspKbG1tiYmJwc/Pj+joaCmTql27dtJ2qnvfA3369KFPnz73rTE3N5eKigqGDBly37X8q+/RxqqqqqQOZADFxeq3PBYEQRAEQRAE4eF57rnneO6555r92ueff/6bY+fPn99s2/OWJII5wv+kxgGGpKQk5s2bx/bt24Hms3pycnI4evQoly5d4saNG+zdu1e6YXdyciIjI4PAwEA0NDTo3bs3bdu2pVWrVjg5OaGlpUVWVpa0/cbb2xtdXV3S0tJwd3cnISGB4OBgTExM0NfXJzk5mW7durF792727NnDzJkzeffdd1myZAl6eno8++yzhISEUF9fzzfffINCofjNyuiqNam+rspaaUlFRUXExcVx8eJFDA0NeeaZZ6SvNbe17datW5w7dw4NDQ1cXV25ffs2o0ePxsHBgd27d/PRRx/h6enJ559/jlKpRFtbm127dnHt2jV+/PFHEhIS0NfXp66uDicnJ6kblYWFBZqamqSnp+Pr68vRo0elQFtQUBBbt25l3rx56OjoMGnSJF577TUuXLjAgAEDCA0Npba2lueffx54cLX55oJ9tra2rF69Wu3rp9p69XvZOkuWLGHBggVqzyMIgiAIgiAI/0tkchmyR1yOQCb/d2bTi2CO8I+luhlX3Xw33rrTOMDg7u7Otm3bpHHXrl1jxYoVxMfHM3nyZMaMGcOdO3d45ZVXmD9/PrNnz5aeq7oBd3V1ZdGiRfTr1w9oqMfi6elJamoqxsbGeHl5cfDgQaZOnUp+fj42NjbU1NTg5OQktU7X19dHV1eX6OhoRo0aRUlJCQkJCVhZWdGxY0d69+79m+tsTktmhfwWHx8fbG1t6dWrFzt37qS2tpann34apVLJqVOnSE5OplevXjg7O7Njxw4+/PBDXF1dCQsLo2fPngwYMAAjIyMiIyMBSElJISIiAi0tLamocatWrbhz5w7vvfceenp60vYpf39/duzYAYCpqSm6urpcuXKFJ598kmPHjuHq6sqTTz7JSy+9xPXr16Vzbtu2LYcOHWp2Pb91TVtqC1/juk6qrVe/JzIykpkzZ0qfFxcXSzV7BEEQBEEQBEEQ/igRzBH+UWpra9m6dStr1qxh5MiRzJw5s9mb7/j4eCorK/n6668ZOHAgs2fPZv369QQGBrJ69Wo8PDx44403GDVqFPr6+nTr1g0XFxe8vLywtraWbvZVNVW8vb25ffu2dHxjY2O0tLTIyMjAz8+P0aNHc+jQITIzM4mLi8PLywsPDw9at24tBQ3MzMxYunQpRkZGAAwfPvy+81bVmWkcjPon1F0JDAxk8uTJDB48mK+++oqoqCg6derEt99+y7Fjx7C1teXq1atMnz6d69ev06ZNG9auXdtk/KFDh6ivryczMxMPDw9qamoAmmx/OnToEPb29gAkJSVRVVVFu3btmDFjBtBw3V1dXdHV1cXIyIg33niDmTNn4ubmBsCKFSvuO/fGdZDubXH+V6jeG81tMWs8V319PVFRUZw6dYqqqiomT54sbb27l7a2trTFThAEQRAEQRAEQV2iALLwt2pcI+TeNtVKpRINDQ0++ugjPv74YymD4dSpU8ybN48xY8YQHR0NwOTJk1m4cCG2trZ07txZKiRcVlZGYWEhjz32GC4uLkyYMIEbN26QlpZG165dpTbU9xYKDg4O5ty5c9LnJiYm1NTUSK3DR4wYwfPPP095eTmDBg1i+vTpAPTv359Zs2YBDQEEVSCn8RrvbW/+TyycGxAQwPHjx4GG7JjS0lJOnDhBXFwcx44dY8uWLdjY2LBhwwaGDBlCVFQUU6ZMITIykqioKNq3b096ejp1dXXY29vj7u7OJ598AkBFRQXx8fH07NmT/v3707NnT4KCghg+fDh37tzBy8uLjz76CKVSiZ6eHuPHj2fkyJEAWFtbS4EcaL5gtuqaqptx86BW4qqAm+q41dXV3L17F4C7d++yaNEiLl68yPnz51m8eDHV1dW0atWqSWcyQRAEQRAEQfgvkynk/4iPfyORmSP8rXx9fTlw4AD+/v5NtqWUlJRgaGhIdHQ0169fZ8SIEUydOpUBAwZw/PhxfH19adeuHZs3b0ZXV5eBAwdy+fJlXnzxRaChnsq1a9fo1KkTHh4e0k2/u7s7MTExGBsbY2VlRXJycpPzUd2o+/r6NmmVbmVlxejRo7G0tJQea9euHe3atbtvTQ9qow5/3zapvyo4OJi33nqL48ePs337dvz9/enUqRPr168HGtb4+OOPM2XKFN59910uX75MQkIC33//PS+88AIXL15EoVBw+PBhtLS0GDp0KHFxcYSGhlJRUUH37t1ZsWIFr776Kr1798bBwQFzc3Np/mHDhjU5nwdtk/or1zM/P5+dO3dy+fJlkpKS6NOnDxMmTMDMzOy+51ZUVJCdnc2lS5c4f/48+vr6ZGZmoqOjw4oVK1AqlWRlZZGZmUlaWhpKpZLZs2ejp6en9vkJgiAIgiAIgiD8Uf/OEJXwj9WmTRup09CuXbt47rnnCAoKYsCAAfzyyy+Ym5vToUMHQkNDmTlzJt9//z2//PILcrmc/fv3s3v3buLj45ts4wFo3749V65cwcnJCQ0NDb799lugIVhz5coVPDw80NfX58qVKwD3bXGKiIjg2LFj0vG0tbVp167dffVMVO3N7822+V/XoUMHrl69ytdff02HDh2YMGECHh4eFBYWUltbi1wuJz09HQcHB0pLS7l+/TqFhYXo6OgQEREBwEsvvcSqVatYv349lZWVzJ8/n2+++YYrV66wevVqNDQ0UCqVBAQESIGcxluZGlM3c0mpVEqt0Bs/BvDll19y8OBBwsLCpKyu27dvk5GRwcmTJ6Xnz58/nxUrVnD79m3mzp2LmZkZr7/+On369CE7O5u6ujr09PRwd3cnLi6OYcOGYWpqyrRp05g8eTLvvvsu0HT7lyAIgiAIgiAIQksSmTnC36pNmzZcuHCBUaNGsWfPHnJzc7l48SIfffQR8+fP58cff2TKlCnSFh0HBwdOnjxJjx496NGjB/PmzcPDw4PLly+TkpIiHbdt27ZERkYik8kYMWIEc+bMoXfv3hQUFPD2228D0L17d7y8vID7gwUaGhp/qBDtvyFw0xx7e3scHBykTByV8PBwFixYQKtWrdixYwczZsxAV1eX+fPnk5+fj7u7u1RQumfPnvTs2fO+48KvmTb3Xve/WjdI1dVMqVSiUCh49913yczMZNWqVU3mPX78OAcPHuSjjz7CxcUFaAhgaWpqsn37djZt2sS2bdvQ1dWlrq6OsLAwnJ2dsbGxkQpX+/r6kpOTQ1FREUZGRri6urJv3z4sLS3ZunUrlZWVXLhwgX79+vHqq6/+qfeKRn4yGtUGf/4C1FT/+TF/UW1ZpVrjNPR01J7TVFu9jCzzVvdnXf1RYRa6ao0rzSxTe06f4W3UHpt1KVWtcannMtSeM7m85vef9A/hpKep9lhrM/XeCwAWhuptu6ysqFV7zroHbB39PY7G6n+P1tepF7y29Gu+vtgfUZJeoNY4LUP1Myj1LKrUHltbqd73S/KFTLXn9BkTrtY4DXNbteeszVfvfMvS89SesywuWu2xeuUlao0rSLij9pxZl1J+/0nNqCpW//1XllOu1riYXPXGAbSxVO97zfTUJbXnlGuqf2trFVL8+09qhraR+e8/6QHqMm///pOaUV+m3rkCFCer9z2q6/Hn37d1eQ0/p/8J25we9fwPiwjmCH+rkJAQPvjgA6ChaG5sbCwAnTt35rvvvqOqqgovLy8SExMB8PPzw9nZmZdfflk6RlJSEn5+fiQlJVFdXY2WlhYuLi7U19dTXFyMr68v77//PpmZmbRu3RoLCwugoZtSq1at/uYV/+/Q19fnp59+Ijw8nJqaGjQ1NdmwYQPvvfcex44dY/DgwXTu3BmFQtGke9i96urq7tsO1RI1gh5UPLrxsX19fbl27Zr0vlAFc4qKiigoKMDFxUVam6amJrW1tQwZMoS7d++ydOlSlixZwk8//cS8efOora1FJpNhYmICgKurKwCpqakEBARw8+ZNSkpKqKysJCoqivT0dO7cucPo0aOpqKhAV1f9G0BBEARBEARBEITfIoI5wt+qbdu2Ut0aT09P4uLipL9XVFSQnp6Oj48P1dXV1NbW0rp1a4KDg5k2bRqVlZXEx8czfPhwZs6cyVNPPcXdu3exsrIC4MaNG0BDNoaHhwceHh73zf9bLav/6yIiIigpafgfKlUHKk1NTand+L1UdYnuLejcEnWCysrKuHnzJhYWFlJ2z72ZLqWlpZw5c4Zr167h6urKoEGD8PLyIjMzk5KSEszNzaUxJiYmUnBFoVCwdu1avvjiC6qrq4mOjmbs2LF07tyZyZMnI5PJqK2txcDAAH19fVJSUnByckImk9G9e3fWrVuHk5MTycnJZGdnU1xczIkTJ0hKSsLb25s5c+aIQI4gCIIgCIIgCA+VCOYIfytnZ2eqq6spLy/HycmJqqoq7t69i4mJCXK5nPj4eNzc3KioqCAmJoZ27dqxYcMGNm/eTH19PdOnTycgIACgSWvsxlSBheYCNyKQ82Cq69ncdVMFbhoHalqquHN9ff19GTb19fVS4Wt7e3vKyso4ceIEVVVV7Nixg5EjR3Lnzh3OnTuHn58fBw4cwNramuDgYGpqasjNzW1SYNnBwYH8/Hyp0HaPHj0YM2YMnTt3JjY2Fj8/P4YNG8aUKVNo166dVGdHV1eXmJgYwsLCAHjttddYtWoVeXl5TJkyBScnJ6ysrJg/f36LXAtBEARBEARB+DeRyeTIHnGpCplMbLMShBZhYGDAlStXcHd35+7du9y4cYPg4GC6dOmCtrY2AD///HOTzJqnn376vuOobrgfFKARgZs/r7ktUtCygZt7M2waf37nzh0cHR0pKyvjww8/pL6+HlNTU7Zv386cOXNo374906dPJzg4mMrKSoYMGUJsbCw7d+7E2NiYkJAQzM3NuX37Nt7e3kDD+8Td3R1jY2M2btzISy+9JH3N0dGRW7du4efnR2RkJIcPH8bQ0BBDQ0MAnn322SZBIYVCIbWiv9eDMpUEQRAEQRAEQRBamgjmCH+7iIgICgoK6NixI8uWLcPd3R2At956C2i4+fbx8WkyRlXk9t56KULLaslW6s1l+KgCN7m5uZiYmKCpqcknn3xCYWEh33//PRkZGbz66quMGjWKAQMGoKenxxtvvIGuri4BAQG4u7vTqVMnAG7dusWCBQuwsLCga9euFBcXU1JSgqenJzdv3pTmrK+vR6FQsHjxYr766ivGjBlDdXU12dnZtGnTho4dO0pr79Onj3SOdXV19xV0Vqmrq3so28sEQRAEQRAE4d9EplAgf8S/J8v+pb+ni2CO8Ldbt26d9Hd/f/8mX2sucwPuL3QrPFqNs6IeVIdIJpNRUVFBQkICXl5e6OnpsXTpUvbt20dNTQ1PPfUUL774IqmpqURFRbF161a0tLSYNGkSYWFh9O/fn6ioKLKzs3FxccHS0hJ9fX3pPbJu3Tq8vLxYvHgxR44cYdmyZRQWFuLt7c3Jkyel81IFWbp164a3tzd79+7F1NSU9u3bS0WNa2pqWLt2LceOHeOrr74Cfg3ONPeeFIEbQRAEQRAEQRAeJRHMER6JB23n+be2/v5fVFRURFxcHBcvXsTQ0JBnnnlG+lrj4I3q77du3cLKygoDg4YW2zNmzODEiRNoaWnx1VdfUV1djaGhIXv37sXS0pK2bdvi7OxMhw4dKCoqQkdHBwsLCxwcHLh8+TIBAQEUFRWRn5+Pi4sLPj4+xMTEUFtbi5aWFm3btmXv3r3s2bOH/fv3AxAbG0tgYCDXrl2jtrZWKuSsYm1tzbPPPnvfWmUyGS4uLrz22mvY2Ng0+VpLvierqqqoqvq1tWhxsfqtJQVBEARBEARB+O8SwRzhkRCZDf98Pj4+2Nra0qtXL3bu3ElNTQ3PPPMM9fX1xMTEcP78eYYPH86uXbv49NNP0dXVZdCgQTzzzDP89NNP1NTUcPHiRem13rBhA+vXr5eKWWtra+Pg4EBpaSkAFRUVQEML+bi4OPr3749MJiMtLY2goCBcXFz48ssvqaioQEtLi6eeeoqamho2b94stU23s7NDW1ubNm3aPHBdqhbnjYM0GhoaDB48+CFdyV8tWbKEBQsWPPR5BEEQBEEQBOGfQKaQI1M84gLIj3j+h0UEcwRBaFZgYCCTJ09m8ODBfPnll1y+fJkdO3Zw4cIFrl27Rv/+/fnhhx+oqKggKiqK8vJyxo0bh0KhwMbGhsrKShQKBaWlpRgYGGBtbY2VlRX79u2TsnegoaV8eXk5d+/exdHRkVatWvHtt9+yePFiunbtyosvvshXX33F0qVLGTdunFQk28jIiOnTpzN9+vT7zv1B2/Xg4WV//dacKpGRkcycOVP6vLi4GEdHx4dyPoIgCIIgCIIg/HuJYI4gCM0KCAjg+PHjDB48GHNzczIyMnBzc+PgwYP4+fkxY8YMjh07xowZM9i5cye1tbU4OjrStm1blEolGRkZAFLgpk2bNpiamrJ3715Gjx7NmTNnSEpKYvjw4WRnZ5Obmws0BJFUWTIDBw6kb9++aGlpATTpcKZSV1cn1VRSbfl6GAEbpVIptVG/9/h/JJADoK2tLQWjBEEQBEEQBEEQ1CWCOYIgNCs4OJi33nqL48ePs337dry9vWnfvj2tW7eWatHY2NhgYGBAVFRUk7EFBQWkpKRw/vx5rKysuHDhAoMHD2bhwoW8/fbbvPfee+jp6TF8+HC0tLR4//33cXZ2BsDBwUFq/y2Xy9HS0pKKGf9dxYgzMjKorKzExcVFmq9xMWWVlJQUlEolzs7OrFu3jvT0dBYtWvTAotCCIAiCIAiC8F8itlk9PCKYIwhCszp06MDVq1f5+uuvad++PSNHjkRTUxMrKyuSk5OBhro6rq6ubN68mV69ehEbG8vNmzd59tln+eKLL5g/fz4FBQU4ODjQvXt3fH19+fjjjzE2Nm4y170ZN/cGbR5Gxk3jgMu9wZcrV64QFxfH7NmzpccSEhLYtGkTubm5DBkyhH79+vHRRx+Rnp7O3LlzOXDgACtWrGhyvoIgCIIgCIIgCA+DCOYIgtAse3t7HBwcWL9+fZPHTU1NuXTpEvn5+Zibm7Np0ybeffddPvjgA/T19Rk7diwVFRUEBwezd+9eNDR+/TFTX18vBXLq6+tRKpUPtatZfX098fHxpKWl4e3tjbOzsxQoUgVcGndWKy4uJjMzk7y8PBYvXsw333xDQEAAH330Edu2bcPf3x9ra2v27duHMOj1owABAABJREFUqakp77zzDvPnz2fmzJm4ubnh5eXVIuctCIIgCIIgCILwW0QwRxCEB9LX1+enn34iPDyc6upqtLS0sLS0xMnJSWqx7eHhwYcffthsLRgNDQ2p1oxcLm8SpHnYbei//vpr3nrrLYyNjXFycqJbt25Mnz4duVxOdXU1CQkJVFZWEhwcTFZWFhMmTMDb25vi4mKGDx+OtbU1CxYsICIiglu3brFz505ee+01fvzxRw4cOICDgwOdOnVi4cKFyOVyxo4dS21tbZPglSAIgiAIgiD8l8nkcmQP+ff+P3IO/0birkMQhAeKiIigpKQEQCpC3KVLF7p06dLkeapATnNtv5urNdMSVIWPmwsKJSUlsXTpUg4fPix1i7p8+TIAqampjBgxAm1tbfT19Zk0aRKDBw+mvLwcHR0dVq5cCYCbmxu2trZoaGiQmpqKsbHx/7F33+FNVm8Dx79Juvee0Al0QSmlZe+995a9lK2AA0EBERBFxMEGGTJkIyCyZO+yoZTR0tK96d5J3j/65rGFIhLhh+L5XFcu2zQn5zlPk+Jz5z73zZUrV6hXrx6jR4/Gy8sLmUzGrl27eP/997l+/Trr1q1jwIABGBkZvdhaLJxQmpm98DnQKb7/wmMAZIbGWo0DMHKppNW4wuRkrefUM9bTalxJQbHWc2bFZms1LjSzUOs5zc5Faj1W2+ONytP+HP2bRP+NdWY+ytB6rIuRrlbjFK9hq2Z8Uo7WYw21rEVgeSNW6zn1TLT9u1Ck9Zw5Sblaj81LzddqnJm5gfZzJqZpNc7YyFTrOZU52r+OtGXo4qb1WLmFrVbjrP08tJ4zPzlDq3EFj/O0ntPI5sX+v0TDLSRB6zl1DLS7zMyOTdd6zmqDO2k9VmFpp9U4ta525xZAYe2o1bjiR3e1nlOtVGk1LuNyyAuPyczQ7v9NhL9OBHMEQXimJUuWAE/XlHnWfa8q20apVJYrRAx/Xvj4/Pnz1KlTh8qVK0uZQbVq1QLgiy++YNSoUQwbNoxLly7x4Ycf0qJFC1xdXQkMDJSyaywtLblx4wY1atTAwcEBDw8Pxo4di7e3N1AaFHJ2dmbTpk0MHTqUjz76iBEjRpCSksK0adNeyXkQBEEQBEEQhH8TUQD51RHBHEEQ/lTZmjJlvcwiv5rA0LPmKntfcXExcrmcXbt2cfr06XIBFs3zXLx4EX9/f2lrmEKhkL4ODQ2lS5cuQGnHLgsLC27fvo23tzdRUVFS0MjDw4PY2NJPjb28vAgMDGTmzJmYmJhw8+ZNOnfuTJMmTWjYsCE1a9bE0tKS9evXY2qq/SeagiAIgiAIgiAIf8WbGaISBOGleRVbpKA08ALQvn17bt68WeFcWVlZAKxcuZLly5fTuXNn6taty/r167lz5w5FRUUsWrSIu3dL001LSkoAsLCwIDU1lfz8fOl+zTaxKlWqcPnyZWkOGxsb0tPT8fb2JiIiAqVSCUCPHj2IiIjAycmJBQsWMGXKFMaMGUOdOnVYtmwZH374Ic2aNWPy5Mm4uLigVqtFIEcQBEEQBEEQhP8JEcwRBOGV0XSsgj+CNxqazB4DAwNiYmIA2LRpE3fu3AFg3bp1zJo1C4DffvuNvXv3snLlSsaMGcMPP/xAnz59WL58OTKZjLNnz5abIzAwkPj4eEJDQ4HSQsy5ubnExsbSp08fQkJCOHnyJOvXr6e4uJiWLVtibW1NUlISxcWltTVq1qzJZ599xrVr1/jwww9Rq9U0a9aMt99+m6CgIKlOkFqtrnDLmSAIgiAIgiD818nkMmmr1Wu7yd/M/08X26wEQfjbNEEUlUpVLrvmyULImqBHUlISJ06coFOnTvj7+3Pr1i06derEli1bePDgAbNmzcLOzg6FQkF6ejpNmjTh2rVrODo64uvrS+vWraXCzF5eXlJmj2a+Dh06EBUVxdSpU9m8eTMpKSkcOnQIMzMzJk6ciEKh4JNPPsHe3p5+/fphaGhIo0aNaNKkSbnjdXR0LPe9Zo0ymUz6XgRxBEEQBEEQBEH4XxPBHEEQXoimoHDZTlIVFSVOTEzk5MmTpKWlMWDAAJYtW0ZWVhbz588nPj6e33//HTc3N2rUqMGhQ4cAaNeunZRl4+TkhFKpJDY2Fj8/P3799VcAHB0dUalUpKSkAODt7c2pU6eAP4I5+vr6vPPOO1hbW9OrVy/MzMyoUaMGXbt2BaBly5a0bNmy3Lr+avHmV91SXRAEQRAEQRAE4XlEMEcQhApptg+p1epyQZqKWo1HRUVx/fp1wsPDycjIoFevXnz11Vfk5eVRp04ddHR0cHJy4tKlSwDY29tTqVIlYmJi8PX1Ze3atQDUrl2bNWvWSI/Jz88nPj6emjVrkpiYCICDgwNyuZy4uDgA3NzcCA8PB8oHWgwNDRk8eDCDBw9+5ho19XFeVV2gJxUWFlJY+Efrak1NIEEQBEEQBEF4E8nkcmSv+cPQ1z3/q/JmrkoQhL/k8ePH7Nu3j5kzZ7Jz506pXgwgZd48GeiIiIhg/PjxtGvXjrlz5wJw9epVhg0bhrGxMWPHjiUkJITi4mJ2797NtGnTMDExoVatWkRGRgJgamqKjY0NkZGRuLm5kZubS1JSEtWrVyc+Ph4ozcC5cOEC9+/fx9HRkaioKFJTUzEyMqJy5crY2tqiVCrx8vLi8OHDf7pOlUqFUql8qm6PQqF4aYEclUr13MfMnz8fc3Nz6Va5cuWXMrcgCIIgCIIgCP8tIpgjCP8Bmi5PZeXk5DBz5kyWLFlCQUEBe/fuZdy4cQDk5+fz+++/s2fPHjp06MDs2bMBKCoq4rfffqNly5YsXLgQU1NTZs+eTbNmzbCysqJHjx44OTmRmZlJmzZtACgoKADA19eX3NxcCgoKMDU1JTo6mpSUFIyMjNDX1yciIgJTU1OGDh1Ko0aNaN26NbVq1cLc3ByArVu3YmhoCMD48ePp3r27FIxxcnL60/VrglJ/t76NZovZk5RK5V/afjVt2jQyMzOlm6bwsyAIgiAIgiC8iWRyxT/i9iYS26wE4Q2kKTRcUFDAypUrycrKYsaMGahUKinocPDgQUJCQjh//jwA4eHhzJw5kx9//JH27dvTpk0bZs6cyciRIzl//jwff/wxM2fO5Msvv2TkyJHs2bOH69evU6NGDaysrFCr1ZiYmABgZGTEw4cPgdJuVVDaUapGjRqsXLkSf39/wsPDUavVlJSU4OLiQnp6OgAzZ87k9u3buLu7Y2trK62pY8eOFa7xVSgoKCArKwszMzPp+IFyhY81MjMzMTc35/Lly/zyyy/MmTPnmcemr68vdcESBEEQBEEQBEHQlsjMEYR/KaVSSWpqKvD0Fh9NIEFHRwdzc3OSkpLK3V9YWMiVK1ekejJKpZIqVarQtWtXDh48iKOjI1WqVKFhw4b06NGDDz/8kIMHD5KbmysFIwYPHsyBAwfYuHEjADY2Nty+fRuA3r17ExISwuLFi1m2bBmzZ88mOTmZ5cuXc/nyZRYvXkyfPn2YOXMmMpmMVatW0alTJ6A0EFSnTh0pkPPk1qgn1/iyqFQq6TzGxMSwZ88edHR0pGMoKiri2LFjfP/99+zevRuAFStW0LdvX/Ly8tizZ4+UOSQ6XAmCIAiCIAiC8CqJzBxB+JdQqVRSxodcLicjI4PZs2fz/fffl9viEx4eTlhYGC1atMDY2BgXFxepW5QmyKCvr09UVBQBAQHl2om7uLiQl5dHSUkJVlZWWFhYAKWBGktLS1JSUvD19aV27dpSN6jbt29TvXp1nJ2dOXnyJHXr1sXW1pYlS5awZs0aUlNT6dy5M8bGxhgbG7Nhw4YK1/esbJaXERhJTExEJpNhb28vBWw056zsOdVITk5mxYoV/P7775iZmbFq1Sr27dvHL7/8go+PDxcuXEAmkzF8+HASEhKYNGkSMTEx7Nix428fqyAIgiAIgiC8MeSK0tvrPoY3kAjmCMI/UG5uLsuXL6d169b4+/sDT7fE1tXVZc2aNbi4uKBQKHjnnXfo168f+fn5uLq6cubMGaZPny61+I6Pj5e+VigU2NjYEBsbS0FBAUZGRgDk5eVJhYV9fHz46aefqF27NklJSVSqVAlDQ0NGjRrF7t27WbFiBdHR0Xh7e7NmzRrefvvtcsWEq1WrxoIFCypcn1KplLYsaYI1LzubJTIyknHjxhEREYGZmZlU++fJoI2dnR1FRUV89913UvZNly5dyMnJwdbWlr59+6JSqVi4cCGLFy8mMzOTL7/8kocPH9KmTRtmzZqFr68vhoaGUiaPIAiCIAiCIAjCqySuPAThNdG0/a6ocK6xsTEDBw7Ezs5Oum/btm2cPHmSwsJCvv76a3bu3ImpqSm3bt1i2LBhAGzcuBGZTEZkZCQdOnSgbdu21KlTB0NDQx4+fIiTk5OUidOkSRMOHTrEmTNnpGLFBw8eRC6Xo6+vj7+/P2vWrOHzzz9n+/bt9OzZExcXF1xcXPDx8eHu3bt4e3vj6ekJQLt27Spco0qleirz5WV1kNKcwydr2RQXFzN9+nR69OjBW2+9haGhIUePHqW4uBhdXV3GjBnD+fPnMTY25v3336dbt26EhYWRkJDA7t27MTU1JS4ujkaNGtG4cWOys7PJz89n0qRJBAYG0rNnT1q3bo2BgQEZGRnUr1+f0NBQ1q1bx8CBA6XaQX9ZSTGUFL3w+lWGli88BkCmY/D8Bz2Dbknx8x9UAbmphdZzyhR/3q3sWRyDXLWe09DaSLuBF+K0nlOhp/3OZ0sPc63GOaXmaT1nYsHThdX/ChcjXa3njM7T7vX3/F5zzxZsaaj1WGMz7WpkyRTaB7fT0/K1Gudmb6z1nDmPC7QaZ1+zktZz5iY+1mqcmbuj1nMq9LT/3+aSgmitxqmVFW81/iuKsnK1Gqe8G671nKZuf96Q4Fl0TbX8mwsozK21Hqtjo93roTgyVOs5dY21+zfYxNlG6znz07K0Glf1b/wtMnE002qclY/2/3ar8rK1HivX8nWkMjDVek5tP8jUdfXWek6jxDStxpkH13/hMXnJacBareYT/hoRzBGEVygzM5PQ0FCuXLkidWrSqKiYbkZGBhcvXiQ3N5eUlBQsLS3p1q0boaGh3Lp1i+7duxMREcHChQuZPXs2J0+epFOnTjRv3hyAPXv2MG/ePPz8/DA3N+f06dO0aNECa2trwsPDadSokRRU6d27N1FRUXz11Vc8evSIW7du8ejRI2bNmgWAv78/RkZG9OrVi7Zt2xIQECAdp6enpxTEKUuT9VN2jS8jcPOsoFBF5xAgLi6O+/fv891332FoaIhKpaJVq1YA7N+/H5lMxokTJ3j8+DH9+/fHz8+PgIAAKXMJwNzcnNDQUBo1aoS+vj4BAQH079+ftm3bSmuVy+UsX74cFxcXPv/8c6ZNm8atW7dYsmTJ316zIAiCIAiCIPzryeWlt9d9DG8gEcwRhFfI19cXR0dH2rRpw/bt2ykuLmbo0KHk5uZy4cIFHj16RPv27XFxcWHRokVcunQJPT09hg8fzo0bN4iOjqZPnz5s2rSJuLg4PDw82LlzJ6mpqQwaNAg/Pz8OHTpE7969iYuL48yZM0yYMIFBgwaxaNEiqVaOk5MT9+/fB8p/CvDee+9Rs2ZNfvrpJ/z9/Rk4cCC1atUCwNvbm4iICLy9K47+V1Tj5u8GbjTPmZaWxuTJk1m7di1yubzCoFBeXh6RkZGcOnWKO3fu8Mknn0iZTCdPnqRRo0bSY+VyOSUlJejo6HD48GG8vb2xsLDAwsICDw8Pzp8/j4eHBwkJCRQWFgLg6urK7du3MTY2Rk9Pj5o1a7Jy5Uqio6O5ceMGOjo69O7dm5ycHAICAnB0dGTu3LlkZWn36ZcgCIIgCIIgCMJfJYI5gvAKBQQEMGrUKLp168aGDRu4cuUKhw4d4sSJEyQkJGBra0tGRgbDhw+ndu3a7Nu3j1mzZtG0aVOKi4vZt28fjx49wt7engMHDtC0aVMmTZpEcHAwdnZ2+Pr68ssvvwBgYmKCjo4OCQkJhISEcPHiRa5evQqAs7MziYmJQPnaOzo6OrRp00baZlWWk5MTI0eOJDc3F2Pjp9PvX1aNm7Lt0ssWaL579y4RERFUrVqVkJAQTp48ya1btxgxYgRNmjQhJCSEuXPn4unpycCBAzEzM5OeS1dXF5lMRnp6OjY2NqjVaikYZG9vT2xsrDS/t7c3YWFhDBs2jP3795OTk4O9vT116tThxo0b1K9fn5YtW/Lll1/i7+/Pxo0b8fX1pVGjRgQFBdGwYUNpHc7Ozjg7O7+U8yIIgiAIgiAIgvAsIpgjCK9QzZo1OXHiBN26dZMKDnt4eNCmTRsyMjLYsmULu3btomrVqtSsWRNXV1epJXelSpXIyckhMzMTPz8/PD09eeedd6TnjouLo169emRnZ/PRRx9hb2/PmDFj6N+/PxcvXqRPnz707t0bgL59+9KvX79nHqdma5EmCwZKs2S++OKLv30OytYGqiibp2xwKTY2lvz8fKpWrUqVKlUIDQ2latWqHD9+HJVKRY8ePThw4ACZmZk0a9YMHR0d6tevLwVUNG3Mq1atyunTp7lz5w7VqlWT5szNzaV58+YsXLiQU6dOUb16dZKTk+nQoQMGBgYkJCSQkZEhPcc777xDvXr1CAwMBKBly5ZSF68n1/hkdyxBEARBEARB+K+TKRTIXlK9zL9zDG+iN3PzmCD8Q9SpU4fjx49z4sQJfv75Z7y9vfH19WXPnj307t2bO3fuUL16dUJCQqhUqRJKpVIKJri6uqJWq8nIyKBVq1bIZDLGjx9Pnz59CA4O5tq1a9jY2PDVV1/h7OxM8+bNcXV15dy5c+zcuZO+ffvSq1cv4PlZNAqFAoVCUe5xLxqQ0NS10bT+Lvs8T2bePHjwgLCwMDIzM1mxYgX79u0DYNWqVSxatAgAd3d3bt++DcCYMWOoW7cuFy9eZM+ePZw/fx4TExNq164tBXA0NXWgNCOqbt26fPbZZzx+XFok88yZMyxevJh69eoxfvx4pk+fTosWLVCr1XTo0IHKlSvz7bffSoEbAA8PD3r06IGbm5t0n0qlQqlUllvn3zlvgiAIgiAIgiAIL0pk5gjCKxQcHMytW7fYunUrtWvXpn///hQVFbFo0SJ27dqFk5MTc+bMISoqCn19ffT09EhISEClUmFkZERJSQnx8fHo6OiwY8cONmzYgJ2dHdWrV8fDwwOAtm3bSkV5NTStv+HpluYvgyaQ8bxixPn5+Tx48ICTJ0/i7++Pra0tI0aMICcnh0GDBjFgwADi4+NJTU2lc+fO1K1bl82bN6NSqfD29ua3334DSmvgLF26lL59+zJ16lTWrFmDTCbD0tKSpKSkp45FV1eXIUOGkJGRQffu3UlMTMTa2pqhQ4cik8lo0aIFQUFBmJmZlTt+V9enOyg8mWnzKs6nIAiCIAiCILyR5IrS2+s+hjeQCOYIwivk7OxMpUqVWLZsWbn7DQwM+PXXXzE3N+fGjRukpaWRm5tLlSpVUCgUlJSUoKenx8KFC7G1tUUul6Onp8fIkSMrnEeTlaIJOmhbiLhs4OLRo0c8fPgQb29vHB0dy/2sooBGdHQ0v/zyC1lZWXTt2pXq1avz7bff8vPPPzNgwAAyMjL47bffGD16tNRKPT8/nypVqnDp0iUAfHx8SElJ4fHjx1SrVo21a0vbGe7du5dhw4bRu3dvtm3bRlpaaVtFc3Nzrl69+lQXLSgNzrz77rv07dsXR8enW49qAjlla/ZU5GVm2hQWFkoFlgFRLFkQBEEQBEEQBK2IYI4gvGLGxsYcP36c5s2bU1RUhJ6eHsuWLWPevHkAjB07lkqVKmFoaMi0adOkcWq1Gnt7+3LPVbb+TFkvK1tEJpMRGRnJxIkTCQ8Px8nJiWrVqtGzZ09atWqFSqUiOTmZy5cvc/fuXVq2bEmtWrVITU3lhx9+wMTEBBsbG77//ntmzpyJnZ0dSqWSDz74gMLCQr766itmzJhBSUkJMpkMQ0NDHBwcyMzMBEq3VsXGxpKYmIirqysFBQUUFRXh5+fHgQMHuHDhAnp6eqSkpJCUlETNmjUxMzOjuLj4mQEsTSCnomyil3nu/or58+cze/bs/9l8giAIgiAIgiC8mcR+AUF4xVq0aEF2djYAenp6QGkGyk8//cRPP/1EixYtqFatWrkCulBxRkjZ+jN/x4MHD1i8eDHR0dHl7i8qKmLTpk14enoSFhbG77//To0aNfjkk08oKipix44dtGzZkgMHDhAXF8eHH35IYmIi4eHh3Lx5k7Zt25KTk8PevXs5ffo0Hh4e+Pr6olKp0NfXJzs7m/T0dHR0dKTgi5+fH7dv3yYqKoqkpCRiY2MJDQ3FysoKpVJJaGgokyZNwtfXF3t7e0aOHElkZCT29vYEBQXRu3dvDAwMnrtmuVz+UgM3muDQ0qVLOXHixFO1gioybdo0MjMzpVtMTMxLOx5BEARBEARB+MeRy//YavXabm9m2ENk5gjCK7ZkyRLg6dormoLBmu1Rmp+9rG09mvkqyuaRyWScO3eOpk2b4uLiIj02KyuL7du3c/jwYWn70dixY/n55585c+YMNjY2JCcns3TpUgDee+89du3ahUKhIDU1lW+++YYaNWqwZcsWGjRowP3791EoFERHR+Pm5ka7du345ptvGD16NOnp6QA0bNiQAQMG0LVrV7y8vBg+fDhVqlRBV1eX/fv3S63F33///T9d56tS9jxqzh38kdHTpk0bPvvsM4yNjQkODv7T59LX10dfX/+VHasgCIIgCIIgCP8NIpgjCP8Dz6rpom1tm7Ly8vLIz8/H2tq6XGCj7H81XycmJuLg4ICLiwsmJiZSQEXzcxsbG6KjozE2Ni7XStzX15eoqChq1apF06ZNiY6OxsXFhcaNGxMeHo6ZmRmtW7fm008/xdDQEICCggKMjY3R09Pj7t27uLm58cknn/Djjz8yatQoVCoVkyZNAmDChAlMmDDhqUCHjY2NdHya4FfZ9ullj/3vKC4uBkoLJz/pWUG2M2fOYGBgQFBQELa2thw/fvy5wRxBEARBEARBEISX4c3MNxKEf5iXEbSB0iwRpVKJUqmUvr927RpHjx4F/gg45OXlcebMGY4dO8aFCxdo164dAQEBDB8+nMuXL6Onp4epqSmJiYmUlJRIzwXg4ODArVu3AKRivQUFBeTk5Ej1Z65fvw5AVFQUGRkZDB48mMzMTCZNmsTcuXNp164dq1atwsrKioCAAGl7mYmJCePHj+fMmTOcO3eOvn37An9krDyrvblmbU+2T/8751HTYhxgy5YtXL58+anHxcTEEBISInXl+uCDDzh27BhJSUl8/fXX5OTkANChQwfi4uK4c+fO3z42QRAEQRAEQXhTyOTyf8TtTSQycwThH0gTbIDygaAns3lkMhlnz57lwIEDHDlyhAEDBnDw4EGysrLIyMigd+/e2Nvbs2bNGpydnVmzZg3Lly9n0aJFuLm5ER8fT0FBASYmJqhUKhQKBb6+vhw5coT69etLtWiys7ORyWQ4ODhQUlLCqlWrKCgo4PDhwwwcOBAjIyPmzp3Lrl27CA8P5+2336Zhw4aYm5vz7rvvllubZnvSX21v/nfOoUwmQ6VSSdvMKspWgtIaQtu2bWPQoEHY2dnRrFkz3nvvPc6dO4eHhwf16tVj7NixVK9enSVLllCrVi3pcQC+vr4cOHCAhw8f4uvr+1KOXxAEQRAEQRAE4VlEMEcQXqM7d+5w+PBhbt++jZGRETNmzMDOzq7CLVhZWVlER0dz7Ngx9u/fz4ABAxg6dCj37t0jMTGRevXq0ahRI27dusXVq1f58ccfcXFxAWDlypWsWLGCoqIibG1tuXfvHl5eXhw7doycnBxMTEykzJyJEyfy3Xff8cUXXzBo0CDWr1+PpaUl/fr1o6CggA4dOnD06FHCw8MZNGgQ3bp1A8DS0pIRI0ZUuM6K2n+/7C5SR48eZe3atYSHh+Pm5sbUqVMJDg6ucJ6YmBh27tyJXC7nxIkTODg4cOLECby9venSpQuXLl1CqVRy6dIlDh06xLvvvktgYCCDBw/GxsaGTp06ceDAAen5bG1tAaQsJ0EQBEEQBEEQhFdJBHME4TVJSkpi3rx5GBgY0LRpU3JycoiOjsbOzo6EhAR2797NkSNH6NixIyNHjuTo0aMsX74cf39/xowZw5YtWzA2NmbRokV8/fXXdO/eHT09PZycnKhRo4YUxDh37hznzp3jl19+wd7enqlTp/LgwQOCg4PZs2cP2dnZODg4SMGjpk2bYm9vzxdffEGHDh0ICAhg2LBh2NraolKpsLa2Rl9fn48//rjCdSmVyqe6br3MwE1FBY/DwsJYtmwZHTp04OOPP6aoqEjqFBUdHc0HH3xAcnIyDRs2ZM6cOeTl5fHhhx/y9ddf89NPP5Gbm8uJEydYuHAhACtWrGDnzp2cP38eKysr+vTpQ+XKlaW1+Pv7s3r1aurVq4eFhQU6OjokJSVhYWGh3aLkOqW3FyRLidJqOpmJuVbjAIoTo5//oApk3Xug9ZymjiZajStIz9J6TgNz7QpVV6rnrPWcKXdStR6bmZ6v1bjG3tZazxkTrd35tbcy1HrOzEcZWo0LttR+zsPJuVqPDSxSajUuX/n87njP4mSg3f/aKbU8VgCnGrZajbu7+7bWc2r7HjX3dNR6zuhTD7UeW5hVpNU4HUPtt2mnhcVqNc7W313rOdXF2q2zJLdA6zkV1g5ajy24cUarcVG/XdB6TrVSrfVYbamKtfuwSfU3jjUvVbu/nel7r2o9Z52lc7QeWxwXodU4ecwtredU52t3juJ27tF6TocWDbUalxt67cXHPP7//0+Q/X9HqddJ9prnf0VEMEcQXpMZM2bg6OjIV199Jd2nyew4duwYKSkpzJw5k82bN7Nw4UL69evHhg0baNasGZ06deLhw4ccPnyY3r17U1RUxLVr16hVqxaurq4cPnyYrKzSP6BFRUWEhYVRqVIlrl27xtmzZzE0NKRLly4kJiY+VQQZwNvbm3Xr1j11zHK5HGdnZ5ycnCgoKEBfX/+pwMrLqg9UttNXWRVtwzp69ChGRkblMoNq1apFSUkJS5cuJSgoiA4dOvDtt98yd+5cpk+fjqurK82bN8fY2BhjY2OKioqkws4lJSWMGDGCzz77TJpPk7k0b948Nm/ezE8//cTYsWOZOnUqgYGB5Obmkp+v3QW1IAiCIAiCIAjCixDBHEF4DYqLi5HL5fj4+AClBYYNDAzQ0dHh3r17nDp1CgsLC44dO8bu3bupXbs2Xbp0oWrVqlKwpE6dOvz8889A6RYnTTHeKlWqUFBQQFpaGgD16tWjQ4cOeHh4ULVqVUaMGIGZmRkmJiYsXboUZ+dnZxJo6s2UzbSpV68e9erVe2nnIi8vj8zMTBwdHctl3TyZzaNWq0lLS+P06dOYmprSqlUr6RgPHjzItGnTpMdpul/p6Oiwfft2Tp06hbOzM++++y4ffPABhYWFWFlZSQWeAezs7IiJicHFxYVu3boxZMgQNm/eTEBAAL/88gsNGjQgJiYGHx8f7OzsmD9/PuvXr8fAwICcnByCgoIwN9c+40UQBEEQBEEQ3jjyf0Bmzuue/xURwRxBeA2USiVmZmZSEWADAwMpCGFkZMSdO3eoVasWhoaG/PTTT9SpU4eCggL09PSkIE3NmjVJSEgAIDg4mJkzZ3Lp0iVGjx6NoaGh1KnJwMCADz/8kAkTJmBlZVXuOCpVqvSnx/my69poCjuXDQ5FRUVx8OBBJk+eLAVy0tLSuHz5MjExMQwcOBADAwNGjx6NUqlEX1+fnj17lnuenJwcKRPpyVbinp6eREdH4+zsjJWVFWZmZqSlpVG9enWuXr1KYGAgAM2aNeOnn37i6NGjdO3alaVLlzJ//nyWLl1K1apVadeuHe3ataNXr15S+/UhQ4YAEBkZSVBQEA0aNHip50sQBEEQBEEQBKEiIpgjCK+Bnp4e5ubmREZGAn9k6igUCuzt7XF1daVt27Z07NgRgIiICDw9PdHT0yM2NpaCggLMzMxQq9XEx8fTokUL4uPjMTY2JjAwkCZNmpSbz8DAQOpMpVarpe5Or5JKpWLdunXMmTOHhw8fSlumntyGdfXqVdauXcutW7do0qQJffv2ZeLEiWRnZ2NiYkJoaCiff/45Xl5enDhxgh07dkhrUSqVKBQKqlatyu3bt2ndujW6uroolUopM8fT05N9+/ZRv359bt68iYGBAY6Ojjg4OHDs2DFGjhwJlBZ+3rp1K2lpaZiZmeHh4cHatWv/dI2aAJybmxuurq6v5kQKgiAIgiAIgiA8QQRzBOE1kMvlNG3alClTpjB69GgpEHD+/HlsbW0ZOXIkS5YsYc+ePcTGxpKdnc3+/fupW7euVLsFSrNadHV1UalUDBw48C/N/TLbf5f166+/0rVrV/bv30/btm2Ry+X89ttvPHr0SNq+lJiYyKpVqzhx4gQ9e/Zk7Nix3L17l6KiIpycnOjVqxc//fQT9vb2bNq0CYCOHTvy+++/4+HhwePHj8nNzZWCOZp19O7dm40bN7JhwwZGjBiBQqHgyJEjGBoaMnHiRBYvXkzjxo0pKChg9OjRyGQy+vfvT2JionT8Dg4OTJo06al1VbTVrOy5fJXnVBAEQRAEQRD+zWRyObJX/CHyXzmGN5EI5gjCa9K4cWNq1arF559/jrm5OdHR0aSnpzNv3jyaNWuGubk5169fx83NjZo1a2JhYUG7du3KPYeuri5QGhz6X2XcPIu+vj61a9dm5cqVeHl54e7ujru7O1ZWVty+fRsXFxfWr19PTEwMCxYsYO7cueTm5jJjxgzUajVNmzbF1NSUxMREjIyMpOdt1KgRZ86cYciQIRw5coTc3Fysra2ldQO0bduW4uJiVq9ezY4dO0hKSsLS0pJ58+bh4+PDnDlzCA8Pp3r16lJGk5+fH35+fuXWoNkGJpfLn1m7RxAEQRAEQRAE4XUTwRxBeI1WrFjB/v37uXr1Kn379qVu3bpUqlQJtVpNrVq1qFWr1lNjNMGGJ73s7JBndZPSzF9SUoKOjo6UtWJqakrXrl3Zu3cvly9fpqSkBD8/Pxo0aMCVK1fo0KED9+/fp3Xr1gQFBTF8+HBOnz7N9evXsbS05NKlS7Rp0wZfX1+2bNkizWNubs6jR49wdHQkMzOTtLQ0XFxcnjreTp064evrS1hYGP7+/lIrcSgtbmxnZ1fuXJVdS9n7X1Y3rooUFhaWK7qsqfMjCIIgCIIgCILwIkQwRxBes06dOtGpU6dy95UNNjwZUHkZmSJlu0ZpijA/+bya70tKSoiMjEQul+Pp6YlcLmf27Nnk5eWxYMEClEolOjo6WFpaoqenR82aNcnOzmb79u3I5XJGjBjBhg0byM3NxdbWVsqq8fLy4sCBAxgYGGBvb8/ly5eB0kLEx44d49NPP8Xd3Z3ff/+dTz/9FAMDAywtLf80YOXh4YGHh8dz1/zkGl8Gzfa3Pzu++fPnM3v27Jc2pyAIgiAIgiD8o4luVq+M2D8gCP8ASqVSCqqUVXa7j7Y0W4c0Dh48yM2bN8vNoQlqaNqbp6amsm3bNkaMGMHAgQOZNGkS8+fP5/79+0DplipNS3PNWE2QxtPTk6pVq7JhwwaSk5MJDg7mwYMHGBsbY2try86dOwGwtbXl+PHj+Pj4EBQUxOnTpxkwYADHjh1jwYIFZGVlcenSJXr06IG/vz9GRkYsWbKEgICA5663Ii8ra6ns82u+1gSKnjfHtGnTyMzMlG4xMTEv5ZgEQRAEQRAEQfhvEZk5gvAP8LK29lSUffJkkCE0NJTffvuNqVOnUlxcTHx8PB988AE5OTnUq1ePKVOm4OLiwrFjx3j48CHHjx9HpVKxfv16Fi5cyMqVK7lz5w7Tpk0D/gjmmJubY2JiQkpKCg0bNsTd3Z2GDRvi5OREbm4uubm5DBgwgNGjRzNgwAAiIiJ499130dXVxcfHh1mzZqGrq0uDBg0wMzPju++++8trfHK9L0NeXh5Aufo9ZZ+/7HHIZDKys7PZvHkzw4cPl2oZPUlfXx99ff2XcnyCIAiCIAiC8I8nl7/+zJg3tAamCOYIwr/QswIaFdW3efDgAaGhodStWxc9PT127tzJ7du3SUlJYdSoUXh4eLBhwwbc3d3ZvXs3U6dOZd++ffj6+kqBGrlcTp8+fVi2bBmRkZFcunQJb2/vcnPp6OhgY2PDvXv3KCws5Mcff8TY2BgobcV+//59atWqxTfffMOdO3dwc3PD399fWk+XLl2eWo9SqQTKB7teVdeosgWks7KyOHr0KD4+Pvj4+EiPycrKIjQ0lIyMDNq3b8+VK1cYN24cJ06c4ObNm2zatImhQ4e+kuMTBEEQBEEQBEHQEMEcQfiH02yTKtsau6KAxqNHj7h//z4uLi54eXnx66+/snDhQuzt7cnJyeHHH39k//79fPHFF3zyySds3rxZGjt37lx2796NQqEgOTmZ4uJiHB0diYmJIT8/H0NDQ4yNjRkyZAhTpkzB19eX7OxszMzMyh2DmZkZOjo6pKamlitAfPXqVQwNDVGpVFSpUoUqVaqUG/esgsQvsxhxXl6elGWjVCqfajX+ZAbT/v37+e2333BycpLanY8cORJzc3OsrKxITk6mX79+9O7dmwkTJpCUlMTcuXNF5o0gCIIgCIIgCK/cm5lvJAj/Qmq1usLaOZoOS5rAQ3Z2NhcuXCAiIkJ6zKpVqxg6dCibN29m0aJFxMXFYWhoyJ07d9iwYQP79+8nMjKSsLAwatWqRUlJCQkJCQCcPHmS6OhoNm3axMWLFzEzMyMiIgIXFxeKi4tJSkqSjm/cuHGkpqbi7e39VCAHoEWLFnz11VdUrly5XG0ZQ0ND4I8tWZosmCe9zILESqWSefPm0aRJEwICApg0aRKPHz8GKHc+Nc6cOcOGDRvo1q0bU6ZM4ezZs9y6dQsdHR0cHR359NNP+eijj1i2bBlubm7SeZ4yZQoymYxTp07h6OgIUGH9I0EQBEEQBEH4r5EpFP+I25tIBHME4TW5desWo0aNAv7oWvVkkCElJYWQkBA+//xzunTpws2bNxk/fjwfffQR77zzDllZWWRmZnLy5El++ukn5s2bx8mTJ9m2bRuWlpY0btxYKrIbEBBAaGgoRkZGWFlZERkZCcCVK1ewsLCgWrVqnD59msTERK5fv46DgwNZWVnSeE3wpUWLFlLGzJNBCx2dP5L9nlfX5mUWJK4oeLJ582aioqL47LPPOHPmDP379yczMxOA7du3065dO/z9/aUMpVu3bvHdd98xevRoVq1axaxZs+jbty8ff/wxurq6JCYm0rt3b/r3709YWBgffPABFhYWADg4OGBmZsbOnTtJSkpCLpc/sxCzIAiCIAiCIAjC3yW2WQnC/8CT24cADAwMuHLlClCakRIaGsrevXu5cuUKb7/9Nq1bt2b16tUcOXKE7t2706JFC7p06cLy5ctp164dTZo04dy5c1haWnL79m3atm2Lu7s7nTp1ok2bNpiYmGBlZcXDhw/x9PTEzc2N8PBwFAoFrq6u7Nq1CwsLC2rWrMnRo0dxcXGhR48e9O3bFz09PVxcXJg9ezZOTk5AadBk9+7dXLlyRWqv/TIzaZ6nbE2bsp4MDGnqCX333XfMnj2bZs2aAaVBKIC0tDR+/fVXRowYQYsWLejVqxfGxsZSRy0XFxcATE1NuXbtGtevX6d27dpS160nW4tfuXKFpKQkdu3axd69exk3bhwbN27EwMDgL68tUalLboneC5+TymbWLzzm71IXFWg1TlVUovWcMoV2gb+km8laz5kem63VuCKV9kG8mPxircdG52k3tkqB9r+XuHztxtqYvvhrXcPFqOLi4s9jbKb99sfAIqXWY69maPd+MZBrH+w2VGj3dzk1PV/rOfVMtPu9HIjK0HrO5rbGWo1LvByp9ZwGln/97/qTCrOKtBpn4Wqu9ZwGlkbPf1AFZFq+hgCKc7V8zVs/ne37Vykz07QeKze10GqcQlf7SygjFyutxmWEJ2o9p1zLf0dN7LV7nwEYO9toNc4muKbWcyqtXbQeq2Ok3XtNptL+31Glq7NW4+wbRGk9p8LSVqtxpjUavfAYk4QkYKlW8wl/jQjmCMJLogk2VJR1oglAPH78mJycHCpXrkylSpUwNzcnPDycKlWqsGfPHkxNTZkxYwaffvop5ubm1K5dm/Pnz9O7d28cHBw4fPiw1D68Xr16REZGoq+vT+vWrRk4cCA1a/7xD2BycjL29vbcu3eP1q1b4+rqysGDBwEYMmQIc+bM4YcffmDKlCl88MEHjBs3jkqVKpU77rJ1b5RKJcXFxfTp04datWq9knNY1vTp05k4cSL29vZAxdk8mZmZ3Lt3j+PHj9OlSxd8fHyQyWQ8ePCAKlWqSO3SlUql1Ob95MmTmJiY0LJlS6ysrGjTpg0hISG89dZbODs7k51dehHv7OwsZUwBNG3alG+//ZYDBw6Ql5fH9evXad68OQ8fPqSoqIigoCA8PDw4dOjQKz83giAIgiAIgvCvIJe//m5Sr3v+V+TNXJUgvAKaIApQ4RYaTUFdmUxGSUmJVJ8lNTWVr776SsquGTlyJCdPnsTQ0BBbW1uioqK4fPky9+7dIy8vj99++40jR44QEhKCjo4O1atXJyUlBYBatWpx+/ZtAHx8fLh79y5BQUEYGxvz5ZdfcvPmTb766isWLFiAnp4eNjY20nF07NiRd999F4Dg4GD27t3L0qVL8fT0xNLSUgrkaGr3PElPT48+ffowaNCgl9pR6ln1Zfbt28fp06eB0nN/9uxZFi1aJAVLUlJSmDp1KtOmTUMul5drB56Xl4eNjQ2pqalA+QwiY2NjCgoKpMfXqFGDGzdu4ObmhlqtJi2t9BM+V1dXHB0dmTlzJp9++ilBQUHMmzePpUuXsnPnTszNzfHx8WHgwIGsXbsWtVqNlZUV/fv3f6GsHEEQBEEQBEEQhBclgjmC8CcWLVpE+/bt8fb2ZsqUKaSnpwPl68EkJyeTlpZGSkoKa9asoX///vj4+DBy5EguXryIiYkJe/bswdHRkWvXrtG9e3d+/vlnYmJipICMTCbj7t27pKen4+DgwPnz5xk3bhyOjo4UFxdLQQkvLy/u378vfR0SEoJCoeDdd98lKCiICRMmEBERgaenJ2ZmZowfP55PPvkEKM00adKkiXTcmqDNk4EpTe2eV0GlUj0VvClbFBmQCjO3adNG2oa2ZcsWFixYQF5eHufOneOHH37A1rY0TdTJyYn333+fKlWqSM/h4OAgbZMCKC4uln5nHh4eKJVKdu7cCZQWlLa0tMTQ0JCCggJiY2MBsLKyYuDAgdStWxc/Pz8sLS2pU6cO+/fvZ8uWLbz//vs4OTlJxZ1fVct0QRAEQRAEQRCEJ4lgjiBAhZkoZ86cITIykilTpnD16lXmzJmDsbExjx49YseOHVI3qcmTJ/P1119jbGzMxo0bMTc358GDBzRt2pSlS5eSnZ1N06ZNsbIq3SPdvHlzKlWqxLVr16hevTqhoaE4OztTrVo1Bg8ezLBhwwgICODRo0dUqlSJ/Px8qQixu7s78fHxQGmWzvjx41EoFFhYWPDee+9x8uRJli9fTq9evZDL5U8FZcoGUjRBm5cVhCgqKpKygEpKSp4K2mjq3ZTdcqY5zz/99BMymYzDhw8zdepUsrKyCA4OloIxAwYMYPXq1dSvX59bt26xY8cOAOrUqSMVIS4pKZHWYm9vT+vWrdm8eTMRERHo6elRUlLC6tWr0dfXZ8yYMezYsYM6deqwePFi5syZA8CIESPo1q2bdMz29vbMmDGDvn37imwbQRAEQRAEQXhRcsU/4/YGEsEc4T+joKCA3377jfDwcKD8VqmyQQ9NYOfw4cPo6enRqlUrjIyMsLa2Rl9fn+joaH7//Xeio6OB0uBMeHg4RkZG1KxZE1dXVwBat26Ng4MDN27coHr16lJ2jaOjI+Hh4VhbW+Pm5sbDhw9xcHCgffv2Upeq5s2b8+GHH2JqakqdOnWoVq0aAA0bNuT48eNAabvvAQMGoK//R2FPlUpVYXtzjVdZsPiTTz5h8uTJQGlXq7Kt1PPz85HJZNy8eZOWLVvi7e3Ne++9R2FhIZGRkWzatAkozZrR1dUlOTmZwMBAKWCWnZ3NiBEj2Lx5M40bN5a2mrm6upKRkSHNWVbz5s0ZNmwY06ZNo3bt2vj7+3P27FkMDQ2pU6cO3377LXv27OHixYu4urqiVqupVasWDg4Or+wcCYIgCIIgCIIgvAyiALLwRtMEbGQyGYWFhezatYs6depQpUqVchkp58+fJyQkhIkTJ6JUKlEoFLRt25a5c+fSoEED6tatS506dWjXrh1+fn6YmJhIba6DgoL45ptvgNLggqa2jpubG2FhYQwePJji4mJ27tzJnDlzSEhI4OHDh3h7e1NQUEB8fDx5eXm89dZb2NjYEBMTw9ChQ/H39wdg8ODB0nE+GYx5skvW/7K71JMaNGjAd999B8CFCxfYvn07d+7cITY2lh49ejB79mxOnz5NkyZNmDlzpjTO39+fNWvWAKUFl2UyGY8ePaJly5bk5uaiUqk4evQolSpVYtmyZQBMmzaNlJQUKleuTGZmJgkJCTg6OpY7HpVKxfvvv8+NGzfQ1dXFy8tLCtqp1Wo8PT3LPf5/sU2qsLCQwsJC6fusrKxXPqcgCIIgCIIgvC4yuQLZa86Med3zvyoimCO80TQX6NnZ2URGRhIcHExmZia3bt3i/fffl7o7hYaGEhYWBvyR4dGgQQNmz57NhQsXSElJ4fvvv2fx4sWcPXsWAwMDKSPE3d1d+trBwYHZs2czfvx48vPzSU5OxsHBAZVKRVBQEG+//Tbx8fGMGjUKKysrqbuSkZERKpWKtm3bVrgOTZesJ73O4M2TAgICiIwsbfkaFRXFhg0buHHjBhYWFnh5eTFp0iQMDQ3Zvn07xsbG1KtXD39/f5ydnVGr1SQnJ2NnZ4dSqZSynqytrYmMjMTa2pqioiKWL19OVlYWRUVF3Llzh4CAAAICAsjPf7qlrlwuR61Wl+vwpfG66tvMnz//qdbmgiAIgiAIgiAIL+qfcyUoCH9CU6z3WduHNIqKiggLC5OK6B4+fJhevXoxZMgQ1q5di4ODA1FRUVSrVg0PDw/Wr18PwNmzZxk5ciTwR4BEJpMRHBzMhAkT+Oijjzh37hz3798nLi4OT09Prl69CsDNmzdJS0sjPDwcNzc3/Pz8GDJkCK1bt2b06NFYW1tjZmaGi4sLH3zwARcuXGDEiBFSQEFTS0czr0qlqrAo8T+dq6srBQUF5OXl4evri4+PD8bGxhgZGVGrVi1u3LjBwIED+eabb7C1tWXMmDF88803mJubU1xcLAXTHj16xPXr1wGwsLDg8OHDtG/fHh8fH44ePYqnpydnzpwhODgYc3NzPvvsMzw8PCo8pv/FedNsbauow9mTpk2bRmZmpnTT1EISBEEQBEEQBEF4ESIzR/jHUavV0oVx2cDKk8V8Y2Ji0NfXx87ODrVazfr16/n2229xdHTEy8uLmTNnUlRUxO+//05MTAwmJiacPn2a1NRUdHR0mDp1KoMHD6ZPnz7cuXMHe3v7p45Fs33HyMiI3NxcPDw8yM3NpX///hw/fhwvLy/69etHu3btKCwsxMTEhCpVqtC5c2caNWokPY+m41F4eDj16tWjuLi4XCvtsv5J2TYvytbWltDQUNzc3HBzcyMiIoLAwECcnZ2JiIigUaNGtG7dGihtEX7lyhUUCgWjRo3ik08+QaVSUblyZQICAgBYsWKFFOyaOnXq61oW8PSWNo0X+X3p6+uXq3EkCIIgCIIgCG80mRxe9/WN7N97ffVnRDBH+J/RbBVSq9XExMTg4uIidSCSy+VSFoVMJiuXUVFYWEhsbCzHjh3j5s2bTJ48menTp3Pnzh2qVavG5s2bycnJ4cyZM5w+fRpdXV3q1q2Lj48PQUFB1K1bl5ycHExMTLC0tEQulxMZGUmVKlVwc3Nj0aJFeHp6UlJS8tQxX7hwgc2bNxMXF0d6ejpjxoyhWrVq6OjosGDBAoByBXPDwsLIy8sjMTERQAraWFtbM3fuXCwtLQGeGcj5t/Px8eHKlSsEBwdjYWEhBXNcXV0JDQ0lLi6OH374gcOHD6Ojo8PkyZORy+X079+fpk2bYmNjg5mZmfR8vr6+//M1aF6nz6tHlJubi7GxMffv3+ezzz4jJiaGgIAAvvnmm391QE4QBEEQBEEQhH8+ccUhvHJZWVkcOXIEmUzGtWvXqFKlClOmTEGpVKKjo/NUe+yHDx+yfft2Ro0axeDBg5kzZw6TJk0iOjoahUJB586dGTp0KNevXyc8PJzz589z//59zp8/T3BwMC1btsTX15fq1atjZmaGk5OTVMvF3NwcCwsL6fvp06fz66+/olarcXNzk45BkxkUGBjI8OHD+fHHHwkLC2PSpElSTR0HBwcpkKPZ/uXh4cGHH35I586dgT+CNgqFAhsbm6eyi940AQEBUrctfX19bt68CUD9+vVxc3PDxsaGYcOGceDAAa5evcrAgQNRq9UYGBjg4eFRLpDzKiUlJUnFh58M4mlei5qATGFhIcnJyRw8eFDaFnXjxg369+9PXl4eixYtomHDhmzcuJFPPvlEBHIEQRAEQRAE4Q2wdOlS3N3dMTAwoHbt2pw+ffqZj921axetW7fG1tYWMzMz6tevz6FDh17p8YmrDuGleVbNkH379kn1UG7fvs3IkSNZs2YNCoWCixcv8tZbb1G7dm02btyISqXizp07zJ49mzp16rBhwwZ8fHwoKSlhypQpLF68GAsLC+kCvEGDBjx8+JDHjx/Tpk0bNm/ezJkzZ9i8eTMNGjTAzMwMOzs7qR25oaEhurq6UpDBx8eHnj17SkEWTVtyzQW9q6sr7du3x9vbW8oqqojmAl5fX59KlSr9Z7fSNGnSBGtrawDGjh3L+PHjAWjatCmTJk3CxMQEPz8/KlWqJI35X9UD2r59Ow0aNCA4OJju3buzfv16SkpKnmppfvToUfLz81m4cCGff/457du359SpU8yfP5+TJ08CYGZmhqmpKXl5eSQlJXHu3DlCQ0P/9DUiCIIgCIIgCP81mm5Wr/v2orZu3cq7777L9OnTuXbtGo0bN6Z9+/ZSo5YnnTp1itatW3PgwAGuXLlC8+bN6dy5M9euXfu7p/CZRDBH+FvKFiR+8qJcc1G7ceNGWrZsyePHj1m2bBmLFi2iQ4cOREdH89NPPxEQEMD+/ftZtWoVW7duxdfXF3d3d7y8vAAwNTWldu3a0tal4OBg7ty5A4CXlxd3794lKCgIhULBunXryMzMZMuWLfz444/o6OhgamrKw4cPgdKL8KFDh9KlSxegtMtVVlYWnTp1Aqgwc6bsxfm/oRDx69SgQQOWLl0KlHb5qqgO0at0/Phx4uLinrr//v37bN++nWnTpnHu3DnOnTuHm5sbarWazz77jHPnzkmPnT17NuHh4eTk5HDs2DGWLl1Kr169aNGihfTH28zMDGtray5dusT3339PcHAwR44coUePHnzxxRcAzy3WLQiCIAiCIAjCP9OiRYsYMWIEI0eOxMfHh8WLF1O5cmWWLVtW4eMXL17MBx98QHBwMFWrVmXevHlUrVqVffv2vbJjFDVzhGfSBDE0AYyK2mOX3VLy4MEDTExMcHR0LBcAsbS0JDY2Fj8/PwYPHkx4eDgzZszg8ePH5Obm0qFDBxwdHenTpw/379/Hy8uLWrVqkZ6eDoCTkxNFRUWkpaUBpQGcK1euAODt7c2ePXswMzPj3XffZenSpTRu3Bh3d3fat2+PmZmZlBECoKenR61atYDSLJwvvviC8+fP88EHHzzzPIgAzj+TpuuXpgW5XC5nwYIFDBw4kIEDB0qPkcvl/PDDD7i7u0vb3wDpa6VSyS+//IKnpyexsbEEBwfj6+vL1atXiYmJkbKIqlSpwsmTJ1GpVOjr62NjY8PNmzfp0KEDEydOBGDnzp18//33TJs27YXWkpJbTL68+IXPgb2DdjWFlH8jeUjfLVGrcebaT4lJaJRW46yq2mg9p4330+3u/4q0B+laz+mo9Uiwj8jQapzyb2SSZepo93lQQf7T9cn+KoWWf49lCu3/jucrtQ/MGsi1m7dApf3vxVjLtcYXKLWeU1mk3TkKtjTUes4iLc9R5qNMrefMf1yg9dgELV/3RqnanyMTR+22LssU2n/Wa+jqrtU4VbH2fxdK4iK0HpsXm6DVOEM7C63nVBVpt9aCv/H6U+hp9zvV9r0NINfV7jKzKCVZ6zlVJtp/iKin5Ti1rvbvUZ3MeK3GFWRp/3dMYZmn3cBMLX4v2anazfUKacosaDyrOUlRURFXrlzho48+Knd/mzZtyn0I/GdUKhXZ2dlSM5dXQWTmCBJN+28o3Rql2Taiofk6ISGB4uJiUlJSmD9/PhcuXADgvffe4+LFi+Uen5KSgru7OxkZGUBpVg2UdqJKS0vDwsICPb3SP5++vr7cv38fZ2dnDA0NpUwcR0dHiouLiY2NBcDNzU3athUYGEjHjh0pKSmhUqVKfP7559y8eZNffvmFd955Bx0dHSmQ8+RaFQoFc+fO5dixYxgbG7+08yi8fPHx8dy4cYO8vD/+AZLL5U/VW6pTpw7x8X/8w6gJKubl5WFkZCTdl5uby/nz57l37x6ffvopZmZmbNy4kaKiIiIiIlAoFLi4uJCZ+cc/lv7+/iQnJ5OamoqJiQm3b98mLi4OpVLJ0KFD6dWrF998840UGBS1cwRBEARBEIT/PLkc5IrXfCv9//LKlStjbm4u3ebPn1/hIaempqJUKp/aZWBvby9doz7P119/TW5uLn369Pl75+9PiMyc/yC1Wi1tASm7rahs++8rV65w/vx5WrdujZ2dHX5+fsyaNYstW7ZQqVIlhg8fTteuXVGpVGzZsoW9e/fi6upKt27dymXwyGQyjI2NSU0tjcxaW1ujVqtJSEigXr16yGQydu7cyUcffYRCoSA6Ohp7e3sUCoVU58bW1hZ3d3dsbW0BaN68OXXq1JGeb/LkydIaNBfQmqDUswoOi2ybfyZNW/onAyFxcXGcPXsWc3NzXF1dycrK4uDBg+zcuZOCggKGDh1Kjx498PLy4sSJEyiVShQKBQqFArVaja+vrxQAjIuLY+7cuZw6dQpHR0eOHj1K27ZtmT59Og4ODtLrzMfHh6ysLLKysjAxMcHb25tWrVrRuXNnbGxs8PLykjqvNWzYEE9PT/z8/P7nW8sEQRAEQRAEQXi+mJiYcg1XnlfntKIyIn/lOnLLli3MmjWLX375BTs7O+0O9i8QwZw3WGhoKLt37+batWtYWlry3nvv4efnVy5oo5Genk5oaChhYWGkpqaSk5PD0qVLOX/+PFOmTKGoqIjc3Fzu3bvHuXPn+Pzzz7Gzs2P69Ols3LiRMWPGsHLlSqD8i1xz8X3+/HmgtAOUkZERcXFxmJmZMWTIEGbMmEGLFi1IT09nxYoVALRt21a6oNfT02PSpEnSsT6ZDvdkC2l4dhBHeP3KtqgvG7jR3K957eTn55OSkoKLiwt3795l9uzZLFq0iJ49ezJx4kQKCwt57733KCkpYfPmzXh5eVG7dm02bdpEbm6u9IdaJpPh7+/P6tWrAbCzs5P2ujo7OwNQu3ZtWrduzcSJE9m4cSNQ+lpNT08nISEBJycndHV1GTNmDN7e3ri7u+Pp6SmtadSoUf+bkycIgiAIgiAI/yZyuZQZ81qPgdK6l3+le66mC/GTWTjJycnP/eB269atjBgxgu3bt9OqVSvtj/kvEMGcN1RcXBwLFy7EzMyMQYMGkZuby8OHD/Hz8yMpKYmVK1dy9+5d6taty8SJEwkNDWXEiBH06NGDMWPGkJCQwIMHD/jll18A2LRpE6tWreL8+fPk5eVJbb+hdPuJrq4uv/76K7169ZLacUNpa+4WLVrwww8/UFBQgIGBAXp6euTm5lJYWEjNmjX56quvyMvLw8vLS9ruVLNmzafW9KxIqNjO8s+j2Wd669Ytzpw5Q2BgIO+++y5AuawtzdePHz/G0tKS+Ph4Nm7cSHp6Ort376Zy5crMnj2bunXrSlkxgwcPBkr/GK9YsYIzZ85w9+5d/P39GT58OHl5eaSnp5f7Q92qVSuMjY355ptveO+991Aqldy8eZMaNWqQnZ2NqakpU6dO5ZtvvinXaWvnzp1UrlxZ+l6hUJT7o/yswJQgCIIgCIIgCP9Oenp61K5dmyNHjtC9e3fp/iNHjtC1a9dnjtuyZQvDhw9ny5YtdOzY8ZUfpwjm/Iukp6djZWUlbZEqezH8pL1795KcnMzatWvL3a8p9hoZGUnXrl05ceIE8+bNY/Lkydjb29O8eXNcXV2xs7MjMzOTBw8e4OLigkKhoEuXLnz//feYm5cvZTpt2jR+++03Vq1axbvvvsvHH38sZTyoVCocHR3x8PBg79699OrVi2nTpkntoFUqFd7e3hWu4cngjdga9c+n+Z399ttv9OzZkw8++ICgoCDatGkDlHYPu337NsnJybRr146+ffsSERGBp6cnM2fOpGrVqvz+++9UrVqVe/fu8euvvzJ//nz2799PQECAtH0O4IcffkClUjFz5kzOnz9PdHQ0+vr6mJubExcXh5ubW7ljWrNmDStXriQgIAAozdCZMmWKVEsnKyuLjh07Sq8zlUqFq6vrM9cIFQemBEEQBEEQBEH4d5s8eTKDBg0iKCiI+vXrs3LlSqKjo3nnnXeA0mvguLg4NmzYAJQGcgYPHsy3335LvXr1pKweQ0PDp66fXxYRzPmH02whWrNmDQcPHmT79u3lLhyLiorQ1dUtdyGpuWAeNGgQgFQ/BKCkpIRly5bx22+/4eDgQJ06dejRowcff/wxRkZGODg4oFKpMDQ0xNDQkLS0NKpWrUqLFi1YsGAB9+/fx8/Pj99//x0LCwvy8vIwNDTE0dGR1atXM3XqVBISEqRgjua4Pv74Y0JCQggNDaVGjRrSBfGTW2zKEhfH/yyPHz/GwsICmUwmBRSflYlSrVo1AgMDmTdvnnTfwYMHmT17NjVr1sTV1ZXU1FS8vLzYsWMHJ0+eZNSoUYSEhODp6UlQUBBqtZr69eszf/58cnJyMDMzIyUlhZycHExMTFixYgVHjx7F19eXZcuWkZOTg1qtxszMjGvXrtGwYUMA6Xj9/f2ZPXs2OTk5TwVp7t27x4gRI6hfvz7Vq1f/07WJ16UgCIIgCIIg/DUyhQLZay6Boc38ffv2JS0tjc8++4yEhASqV6/OgQMHpOuIhIQEoqOjpcevWLGCkpISxo0bx7hx46T7hwwZwrp16/72GioigjmvUUlJCTo6OuWCLU/SXFB6eXmxbds2oPRi8quvvmLnzp0AjB49muHDh0tjTE1NSUpKwtDQEJVKJT23pqVyRkaG9Lxubm4YGhqSnJyMq6srDx48wN/fHygtAPv7779z8+ZNunXrxuLFi/niiy+4d+8elpaWzJ49Gzc3N7755hsqV66MWq1m4cKF5Y5fc+Hr5+cnBXjK3v+s74XXLy8vj6NHjwJQt25dunbtyt69e7GzsysX6NBkjMEfv0cfHx9SU1NZsWIFd+/eJTc3l8GDB/Pw4UOpEFjHjh358MMP0dHRoWXLluTm5hIVFYWzszMFBQUUFhZiZWWFhYUFDx8+xNPTk7NnzxIVFUX16tUZOnQo06ZNQyaToaenh4uLC0lJSYwaNeqp7mSa9uXW1tZYW1sDf7Q213Su2rFjBw4ODq/0nBYWFlJYWCh9/2R7REEQBEEQBEEQ/hnGjh3L2LFjK/zZkwGaEydOvPoDeoII5vwPabJsCgsLWb9+PcnJycyYMeOpQE5ubq50MTp37lwGDBiAu7s7WVlZFBYWEh0djUqlYv/+/djY2ODs7ExgYCABAQHSHHZ2dkRGRlJYWIihoSHFxcVSLZvq1auze/du3n77be7du4ebmxsKhQJbW1uuXr1Kz549AZg0aRLLly/nwoUL1K5dm6ZNmxIUFPTMNt7Pqx1iYWHxEs+m8LIUFhby22+/YW1tTePGjaX7jYyMiIiIIDMzky5dumBiYkJ6err02ho/fjyxsbH4+fkxd+5c3N3dgT9e5y4uLhw4cIB27doRGBiIpaUlTZs2JT4+XgoIabqcAbi7u3P//n2qVatGaGgoeXl5GBgYYG1tzfHjx5k0aRInTpygWbNmzJgxg6lTp3L+/Hl0dXWpV6+eVCPnWQGZJwOGZV+jmky0V23+/PnMnj37lc8jCIIgCIIgCMKbTVTrfMlycnKe+TPNxaO+vj56enrk5ORw8+ZN1qxZQ0hICAA3b95kwIABJCUlAXD48GHCwsKwsbHByMiI+Ph4Tp8+za5du+jZsyf16tXD1tb2qXnbtWvH1atXOXLkCFBaiPj48eOEhoby4YcfcvnyZfr378/w4cMJDg7G2tqa5s2bExwcLF30urq6Mn/+fPbt20ft2rUBpECOSqWSttqUVXbrlPDPUVBQgFqtZv369aSkpJT7mb6+PqdPn+bWrVvS7/T69ets2LCBnJwc8vPzAbC0tOThw4cAbNiwgffff58bN27g4eHB4sWLpX2hmro2VlZWDB48mDFjxlC3bl0sLS1xcHCQWs63bt2aAwcOEBUVRXh4OA4ODri7u2NsbExkZCTZ2dkA9OjRAw8PDwBmzZpFamoq7777LlZWVnTs2JE2bdo8VZW+otfmq6DJ7lEqlajV6uc+ftq0aWRmZkq3mJiY/8FRCoIgCIIgCMJrIlf8M25vIJGZo6WioiL09PTK3bdlyxbOnz/PokWLpAK/GlFRUVy9epXAwEDc3Nyws7Pj+PHjfPzxx9jZ2bF582Zmz56Nh4cHVlZWREVFYW9vT82aNYmKikJfXx9HR0cePHiAnp4efn5+vPfee9SoUaPcPJpASpcuXYiNjWX16tUcPHiQqKgo8vLymD59Oq1bt8bGxoaLFy9So0YN/P39UavVz2ydplQqnwrSiIDNP1NGRgY5OTlSR6aMjAxcXFx47733mD17Nvb29uUyUB4+fMiDBw+QyWQUFhaSl5dHeHg47733Hr6+viQkJAClr3cPDw8ePHhAcXExISEh/Pzzz9ja2pKZmUn37t2l14Tmv7Vr1+b48eP07NkTtVqNgYEBdnZ23L9/H4BBgwbxyy+/0LNnT4qLixk0aBDVqlXD3t6eGjVqSF2kylaM1xQrfl4XqVfx+tQEbuRyuRTw1MzzrG2ST9LX10dfX/+lH5sgCIIgCIIgCP8t4or8Lyr7Sf++ffuYOnWqVO9C84m8mZkZOjo60tYRzZi1a9fy1ltvsX79et5//30uXLhAjRo1uHHjBoMGDeLHH3+kVatWHDlyhIyMDBwcHKQL3mrVqvHgwQPp61u3bhEcHIxarZYKLoWEhHDgwIGnjnPs2LHMmjULT09P3nvvPXbs2EHr1q0B8Pb2ZsiQIQQGBqKjo1Oug8+TFAqFCN78S1SrVo327dtL2TchISG4u7tTXFxMVlYW9vb23LhxA4Dz588zdOhQtm7dys2bNwkJCcHExISVK1fSsmVLlixZwpAhQzA0NJTq1MTExJCYmIiPjw8DBw7k1KlT3Lhxg1mzZmFnZwf8sZ0pICCACxcuSPcZGBhQuXJl6eeWlpYMHjxYqsv0/vvvA2Bubl6uHThQrotV2TlediaYWq2W3gO7d+9m3bp15OXlAaWBG4VCUW671pUrV9i7dy8fffQRgYGB7Nu376UdiyAIgiAIgiAIwrOIK/QnPGt7RtkLRmNjYxQKhbQVShPMsbW1BSAuLk4ak5qayqlTp5g2bRq//PILPj4+7Nixg8LCQlq1aiVdGDZp0oSSkhJycnJwdnYmLCwMAEdHR06ePAmUFkE+deoUXl5evPXWWyxfvpzq1aszbtw47ty589RxAgQGBjJlyhQpG+fJtT65NUQEbf7dunTpwsOHD6Ugys2bN6lcuTJmZmaUlJRw4MABNm3aBMCuXbto0qQJP/74I8OHD6ekpIQbN27g4+NTrnC1h4cHERERVK9enUePHmFubo6vry9nzpwBIDExkf379xMVFQX8EWgJCgqiVq1a0rHp6uoyZMgQpk2bJt0nl8ulWkp/tjXqr2a+vIjs7Gx+/vln4uPjpfvKBofatGnDkCFDpGygU6dOMWjQIPr168fhw4cB2Lx5M9OmTaNp06ZMmDCBAwcOSOdeEARBEARBEP7zXvf2qjd4m9V/9sr9WfUtKgpmhIeHs2PHDi5dugSUBm0UCgWxsbHlnsvKygoDA4NydTBiYmIwMzPDzc0NKK1lk5ubS0lJCRYWFlIQxsnJiRMnThAYGIiPjw9Hjx5l7969nD17loyMDBISEvD19ZWKu7Zq1YoVK1YQEhLCpUuXmDp16jPXWlHQRrNW0UXqzVKtWjU8PDxITU3lypUruLu7Y2BggFKpJDY2loYNG5Kbm0taWhr29vbS6ykwMJDKlSuTmJiIq6sr169fB0pflydPniQ5ORkPDw9iYmLIy8ujd+/e1K9fn8DAQDp06MC6deukrYWa15S9vT2rVq166hhf5L33dxUUFDxzToVCgbu7u1RvR6lUcu3aNbZs2cKtW7dIT09n5syZXL16lczMTDZs2ECjRo1o164d69ev58KFC3Tq1AlTU1Pat29Pt27dcHZ25ubNmy99HYIgCIIgCIIgCGX9J4I5p06d4t69e8Afn/5rLjjLXuRlZWVx+PBhjhw5Im3r+P777xk6dCgHDx5k37597Nu3jypVqmBgYCAFczQsLS0xMTGRMnOgNMBTXFwsbYmqXLkyJ06cwMvLC0NDQ7Zs2cLRo0dZsmSJtOWpZcuW9O/fnx07dlC3bl127dqFnZ0dNWrUYMWKFdJxOzk5YWhoWG5rSEVE0Oa/w8fHB3Nzc/z9/fnss8+QyWS0b9+e3Nxc4uPjqVq1KklJSeTn52NlZSVt5/Pw8OD48eMUFBTQpEkT7t69y9q1a/nhhx8wMjIiNDQUc3NzqlevTkFBASYmJkyfPp3ff/+dq1evsmPHDqlOT1nPKpL9qiQmJrJt2zaSkpL4+eef+emnnyqcMzMzk7y8PIyMjDh//jwAkydPZty4cRw5coTHjx+jUqnIyMigqKiIu3fvcu3aNd5++22GDh1Ku3bt2LRpE35+ftJ2S319fSwtLUlOTn5l6xMEQRAEQRCEfxOZXP6PuL2J3pgCyDk5OSQkJODh4cH9+/fJy8uTOjBlZmZib28PILUGv3XrFmq1muDgYMLDw1m5ciVRUVFkZ2ejr69PWFgYEydOZPDgwYwePZrQ0FCWLFnChg0b6Ny5M2ZmZlL3Hk1GgZmZGZaWlmRmZkrH5erqSv369Vm6dCmmpqYcP36cTp06IZPJcHJyokuXLuzduxdDQ0OpZgjAe++9V+E6NW2fy16cymQyEawRAPD39yclJYXatWsTHx/PnDlzOH36NF988QUJCQm0a9cOpVJJTk4O7du3Z9GiRezcuZOMjAwA7t+/T+fOndm6dStfffUVnp6efP311zg5OQGwevVqaS6FQoGlpSVQmtVSUdDwf71tr7i4mDNnzqCnp0e/fv0oKSkhPz+fq1evYmJiQs2aNbl//z5ffPEFw4YN48aNG9y/f58aNWpw/vx5jh49KmXqZGVlYWxszKNHj2jQoIG0tqKiIry9vfn111+xs7OjpKSE7OxsTE1Nsba2Jjw8nIKCAgwMDP7ycVe30sXMTPfFF6zWrmuXfkbc8x/0DDIDI+3mDGj8/Ac9g034I63GmTjbPP9Bz5B4KUy7gQ/StZ6zSscaz3/Qs/x6S6thauXzu7A9i/Jhhnbj/kLnt5ctPS1f67FOBtr/r5KhQru/gcYK7f9NP63lWvsG2Gs9p7GdsVbjlEXK5z/oGdQq7V5HlRu6aD2nvoWJ9mP3hmo1LkXL9xlAjRHNtBqna272/Ac9g6pQu9dfQVrm8x/0DI/va98ZUqGr3fu7KDtP6zljL2h3vInxz+6Y+zyWJnrPf1AFFLrab00pzCrUalzBY+3PrV/917DV/W90UFWb22k1zsCrptZzZl+9qNU4s7oWLz6oQPvfpfDX/GuDOZqtQ2q1Gh0dHW7fvk1ERARVq1blwYMHHDhwgNq1a5OamkrTpk25ePEiXl5ePHjwgHfeeYeioiKcnJxo2rQpY8aMISkpCQsLC7Zt28bt27fp3bs3EydOJDc3l379+qFQKPDz85PqhNja2kqFiTUXebq6ulhZWXH69GmWLFlCWFgYV65cYf/+/eTn57Nw4UIcHR359NNPAejbty/9+/d/5ho1XaTKBmtETRvhz7i6upKbm0t+fj6zZ8/m0KFDGBkZYWVlJWWMKZVK7ty5Q48ePViyZAlLly7F3d2d7777Dm9vb+RyOb6+vqxdu7bCOTSdpMp6FTVtnpyzoq5VGiqVitDQUG7duoW5uTlZWVkkJCQwYMAA1q5dy+XLlzl9+jQ7duzAzMyMy5cv8+OPP5Kdnc3Vq1dxcHCgRo0a9O7dm9q1a2Nubs4HH3yAmZkZSUlJODg4kJ2dTUREBJ6enhw5cgRfX1+gNIB048YNGjVqhJmZGcbGxmRmZr5QMEcQBEEQBEEQBOFF/CuCOZotT2UvGJ+8qKtXrx6urq5kZGRw584dVq1axZUrV2jTpg0dOnTg/fff5/r16+zdu5f69evz+eefExUVRcuWLRk5ciRubm44ODigUqmoXr06WVlZFBUVsW3bNurVq8fMmTPJzs5mx44dpKam4uzszOXLl0lOTsbOzk7KmKlUqRKpqakcOnSI+vXr07ZtWywsLBg9ejSjR48ud8yaNVTU8vjJ9QrCX2Vqasrly5fp0KED9erVQyaTYWdnR1paGmq1ms8++wwPDw8AmjZtStOmTSt8nme9Ll92FphKpSI6Ohpra2tMTU2l91LZn5c9htjYWBwcHKQaPQAbNmzg22+/JTg4mLCwMMzMzLC3t0cmk1FcXMyECRNYvXo1MTExFBcX4+HhQUFBAc7OzuTk5JCens6aNWtITk4mIiKC9u3b07JlSypXrsyDBw/Q1dVl1KhRzJ49m8ePH5OZmcnixYsBeP/997G2tgagffv2dOjQ4aWeH0EQBEEQBEH415L9AwoQy97M6+p/TDBH88n7Xw1qhIWFsXDhQpKSkmjYsCFTp05l1KhRjB8/XmqrfOrUKQwNDYmNjcXU1BS1Ws3169cZOXIkxcXFuLm5YW1tTVxcHHZ2dmRlZZGVlYWFhQXW1tY8evQIfX19cnNzOXjwILdv3yY+Pp6bN2/i7OyMlZUVubm5wB+BmYYNG0qdbp70rItjkW0jvEwtWrTg8ePHQGnNJoC33npL+nmjRo3KPV7zunyyzferfF1q5lQoFKSnp7Nv3z569eqFqampNO/jx48pKCjA0dGRoqIi2rZtS7169Th79izbtm2TijcDzJ07l/Pnz2NjY8OECRNISEiQOmVpMva6du3Knj17yMvLo2XLlshkMiwsLDA1NSU6OhpDQ0OSkpKwsrKiadOm6OjoYGlpSUFBAVFRUUydOpVTp06Rk5NDcHAwtra2KJVKxo4dKx2H2O4oCIIgCIIgCML/wmuJIqhUKpRKZbniw5oLSYVC8dQF0apVq+jZsyc9evTg4cOHAMyZM4f69eszZ84cBg4ciK6uLm5ubmRmZhIcHIyVlRWPHpXWWbC0tJRaidvY2BAVFSVdMOrq6vLo0SOqVKlCZmYmqampAFhbW7Nv3z7GjBmDTCZjzpw5ODo6snv3bmrUqIGfnx9z5szB3d39qfWp1WpKSkpQKpXlCsA+a32C8DItWbKELl26PFV8uOz7rezXmtflqwreqFSqp45FMyeAubk5Q4cORV9fH4CoqCgaN25M06ZNGTt2LKGhoejp6RESEoKzszOnTp0qF8jJyMigZs2aJCQkANCxY0fUajU5OTl4enoSHh4OwLhx40hMTOTrr7/GzMwMfX19dHV1USqVPHr0iPPnzzNixAgmTJhA27Zt8fHxoU2bNixYsAA3NzfUajVNmjShQ4cO2NraAn8Emv+sALkgCIIgCIIgCMLL9sozc+Li4sjMzJTqS0DFn/jfu3ePpKQkNm3aRGhoKPPmzaNx48aEhYVx9OhRBg8eTE5ODm+//TZ79+7lzp07eHl5UbNmTezsSotH2dnZSR2m3N3duXz5Mt7e3hgbG+Ps7CzVwlm2bBmGhobo6elRpUoVvL29uXfvHkqlUmplvGDBAqkQ6oIFC565vorqh8hksnJbQAThf02pVD6V0faqtkqVzaiLj4/n6tWrdOrUSfp52fe75rgOHDhAWloaW7dupVGjRly7dk0K3syYMYMRI0YwdOhQ5syZw4oVK/juu+8ICgqStjMVFxejq/tHwWA7Oztu3bpFjRo1yM7O5s6dO2RmZuLj48OVK1coKSnB0dERLy8vcnNzKSoqAkozl959912cnJywtbXl0qVLz1yn5pw9uQ3syTUKgiAIgiAIgvD/ZDKQveb/V35Dkyle6lnV1LYpKyoqqty2o4yMDDZu3MiYMWMYPny4VJT1+++/Z+bMmQQFBfHll1/y0UcfcefOHXbs2EFQUBBdu3blrbfeQi6Xc/ToUdavX49KpeLHH3+kdevWHDt2jODgYKnDVM2aNbl16xZFRUWkpaXh4eHB3r17adCgAW+99RYbNmxg1apVdO/eHQcHBxo2bMiCBQuoXr06arWaOnXq4O3tXW5tZYsua4gsG+Gf6FXVW3pWq3FNMKOkpITt27dz9+5dYmJKuzVs2bKFdu3a4ePjw7JlywC4du0aK1asYNy4cXz00UfUrVuXrKws8vPzkcvlGBuXdkbp378/enp63Lp1iyZNmnD9+nWgfPDEwsKCKlWqsHXrVs6ePcu5c+coKSmRgjsymUz629SrVy8ePXrEqFGjADAwMCAgIAA7OzvpvaxUKiv8W6bxdwI3hYWF0nZOzU0QBEEQBEEQBOFFvdBVyZUrV6SARkXKXkBGRUVRWFjIrl27WLhwId7e3qxdu5Z79+6RmJhI586dqVu3LqtXr+bx48c0aNAAS0tLOnbsSIMGDahRo4Z04VZcXCw9b1BQEMeOHaNmzZrMnj2bZcuW0aJFC3bu3ImHhwePHj0iPj6eoUOHkpCQQM2aNfnll18YOHAg3bp1A6Bdu3bs37+fX3/9VbqvbCZN2U/gy65NU+tGBHCEN92TQUuNJwMZJSUl3LhxgxUrVhAbG8vWrVvZs2cP7dq1Y9u2bdy4cYPHjx+zcOFCKctu9erVNGnSBDc3N7y8vABwdnbm8ePHxMbGUr16dWmLpJ6eHrm5uajVagIDA7l586Z0fGW98847dOvWjZkzZ0qduRo0aEBwcDA//PCDtIXLyMgIG5s/b1etUCheWTBs/vz5mJubS7fKlSu/knkEQRAEQRAE4R9BJv9n3N5Af2kvkGZbQdu2bTl27Bj+/v7Sz7KysigsLMTAwIBvvvmG9u3bExwczJAhQ5g9ezY1a9bk3r17jBo1iq5du1JSUoKDgwMHDhxg586dZGZm0q5dOxwdHXFzc5O2P9SqVYvLly/TvXt3vvnmG6lrFICLiwsZGRl8/PHH5OfnExsby2effYaVlRXNmjVDV1cXJycnVq5cWa49sObCUaOiLlllia0Twn9V2YClZithfHw8Z86cwcbGhoYNG6Kvr8/kyZO5evUqlSpVIjg4mE6dOvHo0SMaNmxI//792bNnD+vWrWP//v1kZ2cTGxtL3759MTIykjpXAVStWpVjx46ho6ODj48Ps2fPZurUqdy6dYukpCT8/f2RyWTcuHEDePo9a2RkxLBhwxg2bNhTa6loK+TLpgkuPW+eadOmMXnyZOn7rKwsEdARBEEQBEEQBOGFvVBhlyZNmnDmzBlSUlLQ0dGhadOmzJs3D5VKxZdffolSqWT79u1s2rSJunXr0qxZM+Lj44mOjpYCI5mZmaxYsQKlUsnEiRO5ePEiISEh9OzZk8WLF3Py5Enc3NwwMzMjOTmZJk2acO3aNQYPHkx+fj5WVlbs2LGD7OxsnJ2d8fX1JSAgQCpEXLazjCaQowlGPVnrQrT+Fv5LKqr1UpGsrCyuX79OSkoKjRo1wt7enmvXrjFjxgz09PTQ1dXlxo0btG7dmuLiYhYsWEDDhg0BKCoqomrVqoSFhQGlW6BKSkr48ssvcXZ2xtLSEihtL15YWEhGRgZQGqBNTU0lLi6O9u3bEx0djZ+fH9bW1kyYMAGAGjVqSMGcZwVNNAHash3jXkUg58kA0V+dQ19fX8oSEgRBEARBEARB0NYLBXNq1arFqVOnKCoqIj8/n6ZNm1K7dm0OHDgAwOzZs9m6dSvjx4/nk08+Af7oWqPpQpWQkMD+/ful7RIrVqxApVJhb2+Prq4uR48eZd++fTx8+JCff/4ZgEmTJuHj44OdnR2+vr4oFAosLCyYPn36U8f4Z8VJRaaN8F+hTZHenJwcfvzxRzZt2oSnpyf5+fmcPHmSb7/9llOnTlGpUiVWrFhBSEgICxcupE6dOri4uPDee+/RqlUrzMzMmDhxIg4ODty+fRuAwMBAHB0diYqKonr16qSlpXHq1Cm6d+9Oeno68fHxAFK2j5WVFTo6OowdO5Zx48Y9dYyaLlLP8jIDtH9WG6vs9yUlJVy7do3w8HBcXFykwJYgCIIgCIIg/NepZXLUr3mb0+ue/1X5S6vSXLgEBwcTERGBl5cXSUlJAPj6+pKUlERaWhpQGvApKCjg1KlTFBcXY29vj7W1tfRzFxcXqlatKhVAtrW1JSEhAblcjr29PU2aNGHy5MkcOXKEatWqScfQpk0bAgIC0NPTk+57VstjQfivqKgoNzz9PoiIiGD//v2cOnVKGvckIyMj8vPzyc3NZfPmzaxfv56cnBw2bdqEUqmkXr16AFSrVg03NzcyMzOZNm0ax48fp2XLlvz8888cO3YMDw8PEhISpC1Sn3zyCZs2bSIoKIgmTZpw9uxZ1Go1H3/8cbnAx+TJk6Wud2XrVr3qtt/PqgGmqY/1ZCBHrVZz6dIlKdg8ceJEPvroI06fPi0KGguCIAiCIAiC8D/xlzJzNBczNWvWJDExEWNjY2l7RJUqVYiPjyczMxNra2u++uorNm7cyKlTpxg9ejRffPEFHTp0oF+/fuzYsYMvv/ySr7/+mm3btuHt7U3jxo2xsLAASoud5uTk0KBBg6eOoaKaFCJwI/zXPLm958n3gCYj5+7duxw7doyxY8fyxRdfsHXrVvz8/GjdujVNmjSp8L0jl8upUaOGVFtKT0+Phg0bkpCQgI6ODtHR0QCYm5tz4sQJ+vTpQ0JCAvn5+Zibm1OlShVsbGwIDg7GycmJt99+m9GjRzN06FBcXFzQ1dUtl1lTp06dp9YGr+49/ujRI06dOsW9e/fIzc3lnXfewcvLC5lMVmFdnYsXLwKwYcMGhgwZwltvvcXly5cxNzcnNDSUS5cu0alTJ44fP86+ffuoUqXKSztWQRAEQRAEQRCEP/NC26wcHR1Rq9UYGxtz9+5d8vLyUKvVREREcPfuXfLz8wkPD6dmzZp07dqVkSNH8ujRI+rUqcPPP/+Mra2tVC/igw8+kJ5XpVIhk8no0KED+vr6FBUVlcvAAdECXHjzpaenc+7cOW7fvk1OTg69evUiICCg3GPKvg9iYmJISEjg4MGDODs7c+vWLfr06UODBg1IT09nzZo1vPPOO2zZsoUDBw7g7Oz83GOwt7cnNzeX1NRUbGxsCAkJoUGDBjRq1Ijhw4dTuXJlSkpKcHFxwdPTkzNnzrB48WL09fVp1aoVfn5+AKxcubLc8zo5OUlfP6t2z6t8jyclJTFp0iR0dXVp0KAB1apV4/Tp01SrVo179+7h7e0NlP4OBg0axN69exkwYAAtWrSgYcOG1KlTBxMTE8LCwqhXrx7Ozs7o6uqiVqtp2rQp48ePp1q1alStWpXu3btTqVKlV7YWQRAEQRAEQfjX+Cd0k3rd878ifzmYo7kAs7e3R61WS63Fvby86NSpEw4ODhgZGbFixQpcXFxQq9WsXr0aKP3E/cmLG83WCblcLl3YtW7d+mWtSxD+sSrKAnn8+DETJkwgPT2doKAgHBwcOHLkCAEBAcTFxUmBmLy8PNq3b8/hw4cZP348hoaGtGrVihYtWnDq1CkpY65q1aoYGBigVCpp1aoVgwYNonbt2tjZ2TF8+HCsra2B0oLBCoVCOiYnJyfCw8NZuXKltK1y4MCBeHh48Pnnn7Nx40Zyc3OZMmUKFhYWdOzYkU6dOlW4zrLv8bJeZrbNk9k8vr6+XLhwATMzs3KP++CDDwgODi5XZys7OxuZTEafPn1YuHAhbdq04fTp09SoUQOFQkHdunWxsbFh6NChAHh7e3Pt2jXq1auHtbU1enp63L59m+XLl5Obm8v58+f57rvvSEtLY9asWS+0jiOPcjEyefHz0qCy2fMfVIEiA6fnP+gZ7O0Mnv+gikRc0XpOUzftjrc4O0frOQsztBurKtZ+W2BWVKLWY41sjLQad+5MjNZzKrQMwFY21/I1BMQnafd7cbM31npOZZFS67Gp6flajYsv0H7OvgH2Wo3bej1J6zm11f5v/F7ylRVvkX2eh0cfaj3n3/FLZIZW47q6W2g9Z3a0dr9TKx9DreeMPRai1bio45Faz1lnajutx+r9f2OGF1WYmqb1nJXbN9ZqXOiq/drP2dRXq3E5cSlaz2lZTbtunWZ1tTs/AJg7aD20xFLLD+LkL5QbUX5ofqZW40qSjmo9p76FiXYDXaq/+BidBO3mEv6yF371Va9enevXrzN9+nQGDRqEi4vLMx+rqeXxrC0dgvBfoAmUPH78mE8++YSBAwdK9WegNOixfv16dHR0+O2336T7k5OTAejRowfz58+nWbNmpKSkYGxsjEKhwNfXl9TUVEaOHAmUFgdOTEykoKAAW1tbTE1NuX79Ol9//TXJyclER0fTr18/LC0tGTlyJO+99x7t2rWjbdu2qFQqFAoFOjo69OnThxs3bhAbGysFgQAaNWpEo0aNyq1NE0SpqIvUy3yP5+fno1KpMDAwKFfkuGxtHblcjp6eHvfu3SM4OLjc+PDwcEaPHl3uPlNTUwCmTp3K8ePHCQ4O5vbt2+jolP5ZdHR0LPf4wMBArl27BoCJiQlRUVEkJiaiUqm4f/8+RkZGVKlSRcpOEgRBEARBEARBeFX+8tWWXC4nKSkJExMTbGxsAKRAjlqtrrBIqUwmE0Eb4T/lWe8DAEtLS7KyskhPTy/3c7lczsqVK5k6dWq5++3s7ABYuHAha9euJSEhgVOnTtG8eXN0dHQwMzPD19eXx48fA1C5cmXi4+NRq9WUlJSgp6dHeHg4AKmpqTg7O9OkSROMjIwoLCxER0eH3NzccsdoZGSEpaUlAQEBLF26lMGDB2No+McndGq1GqVS+dQ6FQoFCoXipW2VUqlUUoAI4NChQ1y9erVcIKewsJCQkBCOHTtGZmbpJxvVqlXj6tWrwB8BpsTERHx9fYmLiwPg7t27jBkzhubNm7N9+3ZpjYsWLcLDw0P6mxUUFERoaKg0X6NGjUhKSmLXrl0cPHiQjIwMHj58SFhYGMOGDeOrr77C0dGRLl26vJRzIAiCIAiCIAj/ejLZP+P2BvrLmTlKpZKlS5dSXFxMhw4dyv2soo4vgvAm03SRerIVdkVdpB49ekT9+vUxNDTEzs6OxMREqS6UZpuTvr4+MTEx1KhRg+joaNatW8eOHTuYN28enTp1YtWqVZw9e5Zbt25JW6ScnZ2lWlWWlpbUqlWLbdu28fPPP2NsbExqaiq3b9/m4cOHDBkyBCMjI5o3b063bt2Ijo5GT0+Pli1bljtufX19HB0duXv3LlDadluTqQKl7/WX2f77r57H0NBQLl++zM8//0z37t2xsrJi1qxZKJVKbG1tCQsLY9y4cdSuXVsK5mi2YOnq6mJnZ8edO3ekNXbs2BEXFxd+/fVXevfuTbdu3Rg9ejShoaFSPa/AwECmTJkiHUPdunUZP3488+bNo2nTpsybN4/KlSvj6OjI9evXX9o5EQRBEARBEARBeJ6/HMxRKBTMnj37VR6LIPzj/NVgQ15eHikpKRw/fpzc3FyqV6/O8uXLiY+Px8bGhkePHjFs2DA8PDyIj48nPz8fPT09KQjq5+fH+fPn6dChA0VFRTRt2pSwsDD27dtHp06dGDJkCAcPHuTixYvSdiEPDw8OHz5MRkYGTk5ONGnShKKiIj799FOaN2/OZ599hrOzMx4eHoSElN/D7uHhwaeffioVJNfQ0dFh4MCB5b5/UWVrAqlUKm7fvo2trS2Ojo4UFxejq6v7zPNYUFBAZGQk9+7dY/PmzbRq1Yrhw4eTk5PDlStXcHZ2xtnZmcqVK7Nx40YMDQ357rvv2LJlC7169aJu3brs37+/3HNbW1sTFBTE3Llz+fTTT3F3d8fd3R0XFxdOnDgBlNbDmTBhAmPHjmXnzp0AeHl50atXL+mY5XI5rVu3fmZtL00m0MsMdgmCIAiCIAjCv5pcXnp73cfwBtK+YpMgvEE0WwWfF7SB0lo2Bw8e5ObNm3Tr1o1GjRqxdu1aDhw4gLu7OwMGDKBy5cqsWrUKExMT1q5dy65du/D398fb25s9e/aQk5ODubm5lD3SrFkzfv75ZzIyMqhSpQpVqlRBX1+fCRMmANC8eXPS0tJYt24dLVq0AEq3FNWsWbNcsd9WrVrRqlWrCteoCUzJ5XJpW9SrIJPJWLlyJZ9//jnu7u4kJyezcOFCOnbsKAVySkpKKCwsZOvWrYSFhVG7dm369evHyZMnmTJlCt27d6dhw4ZcunQJCwsLpkyZQmZmJjNmzMDBwYHi4mKWL1/Opk2bcHJywtzcnKtXr1KvXj0SE0uLyJb93XXp0oXt27czbtw4qlSpQmRkJJGRkbz99tuo1Wr09PRo0KABLVu2JDMzEwsLC9RqNd99992fnseyGYkiiCMIgiAIgiAIwv+KCOYI/zll671oLvjLbh/SZJakp6dz+/ZtfvnlF+rVq0ePHj1QKBSsXr2aK1eu4O/vz48//kh6ejrNmjVj9+7d9O7dmwYNGgCwadMmFi5ciIODA4aGhoSEhNCpUyeysrLIzMzE2dlZCgb06NGDhw8fMnLkSDp37szdu3d58OABgwcPlo6zZ8+efPzxx1Kbbzs7O95///2n1qcJTJVdW9m1viyaAudln1uzbSw/Px83NzdOnjwpPf7EiROcO3eOs2fP0qhRI7y9vdm9ezeNGzfm8OHD5OTk0Lt3b8zMzGjdujVNmjRh69atnDhxgl69epGVlSVl+RQXF7Nw4UIePXoEQNeuXYmNjcXS0hK1Wk18fHy5dugKhYLNmzezYsUKbty4QZ06dXj77bfx8/NDJpORmJjIxx9/TNu2bbGwsJDOm0qlemobqagDJgiCIAiCIAjC6yaCOcIbR6VSce/ePa5du0bt2rXx8vIq14L7yYvxkpISHj16xM8//4yvry/du3fn0KFDLF68GBsbG6pUqcKhQ4d48OABw4YN48qVKyxZsgQHBwc2btzIqlWr2Lx5M46OjlI9m0ePHrFhwwaOHj2KtbU1M2bMICYmBnt7e5RKJampqcAfgQErKyvmzp3LmjVrOHz4MEFBQbRv317qepWens6yZcvo3bt3uTo2T7bm1nz9d7JENMEsTUBIE7R5crtZRbWyNN83aNCAzZs3AxAZGUlCQgLnz59n06ZNHD9+HENDQ1q3bs3u3btxdHTk2rVrjBkzhpEjR2JgYICDgwNqtRo3Nzdp25O5uTn5+fkoFAqMjIwwMDDg8OHDUqHne/fuAeDq6kpkZGS5YI7G22+/XeGa7969i4uLC82aNSt3/8sO3BQWFlJYWCh9n5WV9VKfXxAEQRAEQRD+SdQyOWrZ6/0w9HXP/6qIYI7wRjh8+DBLly4lMTGRqKgoKlWqhJ+fn9RWW6FQSMGJe/fusW3bNrKzszl+/DgdOnTAxsaGe/fucefOHUxNTalVqxZKpZIGDRowZswYLl68yLRp03jrrbeIjY3FwcEBgPbt2zNr1ixMTU2lbB4obWsdFxcn1X8JCQlBR0cHXV1d9PX1ycnJKVdbBkoDISNHjpRajZcVERFBdHQ048ePf6og8ctSdqvZxYsXWb16NatWrXpmgfPo6Gh+++03rl27Rnp6Otu2bZMeV6NGDa5cuULt2rXR19ena9euuLq64u3tja2tLTKZjLi4OGk7k+Z8Z2Vl4eTkxIMHD6hWrRpWVlbo6OiQkJBA8+bN2bVrF8uXL2f+/PksWLCAefPm4eTkxPTp06Xf9e+//y6tp6LjViqV0po0P2/WrNlTgZxXYf78+aL2mCAIgiAIgiAIf5sI5gj/Kk9u7dFk3NjY2DBkyBB0dXU5ceIEAwcOJCAggKioKDp27EhmZiZNmzZl7ty5pKSkMHPmTM6cOUP//v3p168fU6dOZcOGDWzcuJG9e/fSokUL7OzsqF69OiqVisDAQNLT06VtPDdv3sTf35/U1FScnJxQq9Xo6+sTHR0ttQX/8ssvGTduHDY2NowePRobGxtUKhXLly//08LCmkK6ZWuyBAcHExwc/NLOY0V1X8pm9NStW5e6detKj7948SLz588nOTmZd955h0GDBhEeHs6MGTP48ccfpUCITCZDrVZjYGCAi4sLGzZswM/PDygNuLm6uhIdHY2rqytubm78+uuv9OrVi4iICNzc3CguLsbBwYHr16/TsWNHTExMMDAwIDQ0lF69elFSUkJycjIODg74+/vTrVu3Ctf3rEAOvLraNmW3tj3LtGnTmDx5svR9VlYWlStXfiXHIwiCIAiCIAjCm0sEc4R/BG239mi2TgUGBhIYGEhOTg6nT58mIiICX19fVq5cyfz583FwcGDp0qV88cUXvPvuuxgbG0u1bRo0aIC7uztKpRJPT0/27duHTCbDwsKCM2fO0LhxY+RyOXl5eZSUlDB69GgWLVqEi4sL58+fZ8KECchkMvz9/bG1tZWOrUOHDnTo0OGptT7vgv9lBhs02TYymazcvBUdw4ULFwBYt24dQ4cOZfDgwRw/fhxnZ2e+/vprunbtSrt27WjXrh2Ojo5UqVIFDw8PqlWrhqmpabnfoUKhwMPDg7CwMCmYY2lpiUKhID4+HldXV4YPH86hQ4e4ePEiN2/epG3btlLnqYKCAgDs7e1ZsmQJhoaGAPTr1++p464o0+ZlZiw9qWygqOzXf2VLlr6+/lMdxARBEARBEAThjSWTl95e9zG8gUQwR3itXubWHrVajaGhIYaGhqSlpVFQUMC6detITEwkPj6emJgYOnfujIGBATY2NsTGxlKpUiXMzMyIjY1FLpdjY2ODjo4OKSkpeHl5sW3bNgwMDDh//jx9+/bFxMSEkSNHYm5uTlhYGOPHj5daVWs6Tz2pomDDq1LR1q2KgkN79uzh999/Jzk5mc8++wwvLy+GDh1KnTp1aNGiBfXq1cPa2pr79+9LAZomTZrg6OjI8OHDuXHjBtbW1tSvX5+oqCi8vLyemiMwMJBLly7Rq1cv4I+aN5GRkdSvX59hw4bh4+PDoUOHGD9+PE2aNAHKB2zkcrkUyNHQZGNpvIpMG6VSSWFhIXp6ek9lUT15fjXOnTtHbm7uM1uXC4IgCIIgCIIgvCwimCP8z7yqrT0amueysLAgMzOTuLg4/Pz8CAgIYObMmVSuXFnKnvDw8CAkJIRKlSrh6OhIdHQ0eXl5mJubU1JSwv3793FxcSEgIAC5XE6rVq3o3Lkzenp6APTu3fuZa3wyQ+NlBRuKioq4fPkyV69e5e7du0yZMgV3d/enzoFGfHw8qampHDp0iOvXr/Pxxx/j5+fHgwcPuHnzJh06dKC4uJglS5bw0Ucf0b59e4qLixk6dCgAvr6+hIWFYWNjg7e3N9nZ2QC4uLhw7tw5rKyssLa25uHDh8AfgSTNMfj6+rJmzRrpeCpVqsTbb79drjBxvXr1pCLPZT0ZsCnrVW6T0mSCXbx4kcePH9OxY0fpZ3K5nJiYGO7fv4+bmxuenp5Mnz4dAwMDPvnkE9atW4evr68I5giCIAiCIAiC8Mq9mflGwmulVqtRKpXlWoBDaZaFQqEoF3C4cOECFy5c4J133uHChQtUq1aNuLg4AGlrz86dO/n66685evQo7u7uT23tKTsvlG7NycnJwcjICEdHR8zMzHB1dUUul0tbidzd3Tl06JD0tb6+PkqlEmtra+bPn0+jRo0wNTUlPz+ffv36MXr0aBwdHcut51lrfFWWLVvGp59+SkREBM7OzlJWU0ZGBo8fPwbg5MmTfPPNN6jVat5//33eeecd9PX18fPzY/Hixdy7d489e/Zw9epVoqKiWLduHb/++isxMTF4eHhI9XqgNLPm6tWreHt7U1BQwC+//AJAXl4eDx8+xM3NDUNDQ27cuFHhOejXrx979+6V7jcyMqJGjRpSxy+Nis7jqwjYFBcXA6WBGaVSWe61ozluzbzx8fGsWrWKmTNnsn79euRyOStWrKBfv36sXr2aDRs2cO/ePXr27EliYiJvv/02hYWFTJw48aUftyAIgiAIgiD8a2m2Wb3u2xtIZOYIf9s/aWsPgLOzMxcvXkSpVDJmzBhp61ZaWhoNGjQgMDCQiRMnkpubC0Dfvn3Ljffw8ADA09MTJycn8vPzK2wB/qoyRCqSk5PDmTNnWLRoEf7+/kBpS3W5XM7YsWOpXLkyCxYsICsri4iICJKTk2nSpAkJCQlSgGHevHls2rSJOnXq8OWXX9KtWzeGDx9OcHAw9vb2ZGRksGfPHmnO4OBg1qxZg66uLn369OHzzz+nYcOGqNVqFi9eDEDnzp3Jy8sDng5kGRgYYGBg8Ny1varzeOvWLRYtWsStW7cwMDBg/Pjx9OvXr8KAW3p6OkePHuXRo0dcvXqVypUrc+7cOXR0dKhXrx6RkZEcPnyYs2fPcvnyZWbNmkV+fj5ffvkltra21KhRg549e0r1nl71djpBEARBEARBEP7bRDBH+FP/lq09Zdnb22NiYkJKSgr169fH3d2dxMREvLy8pPormoCIRkXP4+rqymefffb3T+JLoFQqcXBwYMeOHSQlJWFjY0ONGjUAaNy4MceOHQPAzc0NPT094uPj8fb2Lpd9Uq9ePZYsWcLAgQNxd3eXzjlAZGQkgYGBXL9+XbrPz89PytSpU6cO33zzDTk5OXh5eUlBmmcF1P5XnhU4SUtL44cffsDX15ePP/4YgLt37wKlHaQ+/fRTLl68iJubG1999RUmJiasWLECJycnfvzxRwAyMzOZOHEifn5+3L17l6NHjxIcHIyVlRW1atWiZ8+eKJVKjI2N8fPz4+bNm4SEhGjVdcxQV46R7ot/YpBXrHr+gyqgUj//Mc8iK8rTbpyxmdZzZj6I1mqcaWU7rec0tNbueHUMHms9p7mns9ZjFQYpWo0rOqXduQUwVGgXtFQptXvdls6p3SdrOY8LtJ7TqYbt8x/0DHomulqNUxZpf46M7Yy1Hvu/5tvTT+ux+Wk5Wo0zsDTSes70B6laj22cVajVOBN77X+fembajVWXydJ9UbpGz/8QpyLFucXaz2lqovVYubn18x9UAUNTC63nzL1/T6txesba/T0B0DPT7nWvk6an9ZwyLf9eo6P9OkvuXtB6rMKnvlbjlBba/9tNiXb/NunYa98JNX7P3uc/qAIu9ZJfeIw8J630i39CZszrnv8VEcEc4U8tW7aMffv2UaNGjXJbe7KyslCr1VhaWnLy5EmuXr3Ku+++y/vvv09kZCT9+vWTtvZMnTqVvXv3cvXqVWxtbTly5Ag3btzgrbfewsPDgzt37kjzabb2jBo1StraExAQ8NytPfBHUMnLy4vPP/9cut/BwQEHBweg/MV/2fo2//RMCnNzc3r06MHkyZO5cOEChoaGFBUVsWXLFurXr88PP/wAlAay9PT0iI6OplGjRkRFRXHv3j28vLyIiYnB3d2datWqERAQwPDhw8nJySEiIoIxY8YwcuRIhgwZQl5eHkZGRhgbG0vnWa1W4+npWeGx/S8zUZ6sSVRRVymA0NBQQkJCWLFihXRf1apVATh69Ci5ubls2LCBK1euMHDgQE6cOEG1atWoVq1auYLLN2/exMPDA319fRo0aMBPP/2EjY1NuWOaPn06kyZNwsDAgBkzZjB69Gh69uz5StYvCIIgCIIgCIIAIpgj/Il/49aeZ3myOO+LjP2naN68OdeuXSMqKoqwsDC2bt3KwoULmTVrFqmppZ8W2tnZcfnyZSpXroy1tTUGBgYsW7YMtVrN2bNn2bx5MwArV65k8+bN/B979x1Xdf09cPzFvOwNCgIyVEAFB4p7K5qaOVLT9Ku5Mk0rs1yVo9KmlpkjUytzZmVmzkrTzC0OUBSRJUtAlmzuvb8/+N1Polj5SbTsPB+P+8h7uefz/nw+6jUO532OjY0NDRo0UBI1CxcurHLtOyVNbv7avXKn0d9Q+fdMq9Vy6dIlLl++zKOPPlrpGCdOnLhtLLzhWGvXruWZZ56hbt261K1bl9mzZ5OUlIS7uzu2trYUFBRgbW2Nm5sbubm5WFpa4uvri7GxMcuXLyc8PJzDhw9jYWFBcHAwN27cwM3NjY4dO6LT6W7rrSSEEEIIIYQQ95okc8QdPUxbe/7plTd3w8fHBx8fH86cOcO1a9cwNTWlWbNmTJ8+HRsbG7RaLampqQB4eXnh6+tLYGAgo0aNol69espxhg4detuxdTrdH45Qvx/38U6jvwE+/PBDJk6cSEJCAk888QR2dnbUqFGDLl26YGVlpSRsCgsLsbCwICcnBwcHh0rHKCsrU5ohQ0UD7AsXLhAQEMClS5coLi7G2tqaZs2asXfvXoYMGcKIESPYuHEjixcvZtq0aXh7ezN06FDq16/PJ598gqWlJVqtlr59+1bnrRFCCCGEEOJfRW9khP4Bb3PSP0TfC95MkjnijmRrzz9LWloa0dHRpKWlceXKFXbv3s2bb74JwNKlS1m1ahV2dnYsXboUT09PAJycnCguLqZ79+63HU+v1yuj4g0edLVSXl4eFy9eJCgoCBsbG9atW8e1a9d46qmncHBw4PXXXyc8PJyvvvqKp556ivHjx1c6Z8OfC19fX44cOUJ6ejoODg6Ul5cDYGpqSseOHdm+fTvt2rXDzMyMmjVr4ujoiFarJSYmhry8PJydnenZsyfGxsYcPnwYV1dXbG1tmTVrFrNmzary3O9nQ2whhBBCCCHEf5skc8Qf+q9s7fk3sLOzY/fu3URHR9OwYUNee+01WrRoAdy5WXO/fv2UJtJV9Zu5n1ukbn5Nq9USFRWFRqOhTp06mJiYsHDhQtavX4+5uTnNmzdn1qxZWFpakpGRoVTYtGvXjsjISLp168bMmTM5ePAgLVq0oFmzZrRt21apCuvcuTOHDx/mww8/ZOnSpZiamvLbb7+RlpbGmDFj+PTTT+nRowd5eXn06tWL5s2bk5aWhpOTE7VqVTSyMzMz49FHH71tC5cQQgghhBBCPGiSzBF/ycO+teffwMrKigULFtzx64bm1MbGxso9u3ns+r2sujEkZW4d2V7VFqmEhAS0Wi3e3t6Ympqyb98+3n33XUpKSvDx8WH48OHUqVOHs2fP8sknn9C0aVNGjBjBF198Qffu3fntt9/IyMjAx8eH0NBQ9uzZw8qVK9m8eTPXrl3jgw8+YPv27ezYsQNzc3Olb80zzzzDwoUL6d69O2lpaZiZmfHss8/i4ODAs88+S7du3fDx8cHe3h6o3ChbCCGEEEIIcQ/INKtqI8kc8Yf+C1t7/m0MPYWMjIxuq7Sp7q0+tzaSvjXRdvHiRYyNjXFycmLNmjX89ttvxMXF4eHhwYQJE+jVqxcnTpxg7Nix9OvXj5EjR7J69Wp69+6NtbU1tWvXBiqaXG/fvp0nn3wSQKkCq1GjhtKrqaSkBH9/f3r37s2WLVswNa34ODPckwYNGrBkyRKOHj2Kv78/Xl6/j3G0sLCgUaNG1XinqlZSUkJJye/jafPy8u77OQghhBBCCCH+/SSZI/7Qv2Frz39NdSVsqkq03cqwRer8+fPY2Nhgbm7Od999R5s2bWjUqBHLli0jNzeXNWvWcPDgQby8vPjmm29YsWIFq1atokePHhw8eJBly5bx3nvv4eLiwujRo3F1dSUzM5MbN27g7OxM7dq1OXfuHO7u7ri6urJr1y58fHyIjY3lxIkTAMyZM0fZ3vf0009Xed6WlpZ07NixWu7Xrf6swgxgwYIFzJ07976cjxBCCCGEEA+ckVHF40Gfw0NIkjniD/2TtvaIv6+0tJQzZ85w+vRpsrKyGDRoEH5+fkDVibbExETKysqU/kZff/01c+fOxdTUlOeee442bdoQGRmJn58fjRo1omvXrsoI+UaNGmFpaQlUjJxfvXo1Wq0WV1dXPvroI3r16qWsY9hytXjxYiZOnMju3buVyVDPPPMMw4YN4/nnn2f8+PEEBASg1+tZsmSJMuHsfrlTwuvWpOWdzJgxgylTpijP8/LyKlUMCSGEEEIIIcRfIckc8Zc8yK094t6ZP38+8+bN49VXXyU2NpYLFy4wf/58atWqxYULFzh06BDe3t74+fkxbNgwTE1NadKkCf369aNRo0asXLmSrVu3KgmgrKws7O3tycnJASA0NJTY2FgA3N3dSUtLAyA4OJjs7GwAJeHj5+dHUlISe/bsYdq0acyZM4eXX36ZkSNHUrt2bRYtWgRUVIdt27bttmupzkROaWkp2dnZODs7K9u3oOqE140bN7CxseHy5ct88sknvPPOO3ectqbRaNBoNNV23kIIIYQQQoj/BknmiL9EEjYPh8aNG9OtWzfmzp1LSkoK8+bN4/vvv6ekpITNmzfTs2dPnJ2d+fzzz9mwYQO1atVi5cqVTJkyhYMHD3LlyhX8/PwoLy/H2NgYZ2dnrKysyMnJQa/X4+zsTFlZGQUFBdSqVYvLly+Tm5uLvb09N27cIDIykiFDhlBYWMizzz6LRqOhadOmQMWWqI8++uiB3Zubt0ldu3aNzz77jFdeeUX5enl5OUePHuXcuXN4eHjQp08fVqxYwc6dO9m0aRPLly9XGijLVkIhhBBCCCGQBsjVSJI5QvyHNG3alJiYGAA8PDyIjY2lV69epKWlUVpayqxZswCYOnUq27dvx8TEhFq1ajF06FDMzc2xtrYmIyMDV1dX5Zh16tRh//79pKenc/HiRTIzM7lw4QJubm7k5uaSmpqKvb0906dPx9raGoBRo0YxevTo+3bdWVlZ6HQ6XF1d77hV6ubn5eXlrFq1iuTkZAoKCvjiiy/Ytm0bW7ZsoX79+pw5cwYbGxuefvppTp06xfz58zl69CjffffdfbsmIYQQQgghxH+XJHOE+A/x9vamsLCQdevWERMTg6WlJZ07d+ann36iTZs2SqLGzMyMjz/+mNatW1eK9/Ly4vPPP2fw4MGcOHGC+vXrM2TIEI4dO0br1q0ZOXIkEyZMwNzcnEaNGlG/fn3s7OzQ6XRMnjxZOc79qFxJSkpiwoQJxMXFYWZmRs+ePXnzzTcrbZXKysrC2dkZqGiobGdnx9atW3nhhRcwMzPDxMSE4cOHA7By5UqmTp2Kg4MDkyZNori4mCZNmrBixQqCg4NxcHBAp9MB3HGblRBCCCGEEELcC5LMEeI/xsPDg5UrV9K7d2/mzp2LtbU1Dg4OGBsbk5aWhqurK+Hh4WzZsgU7OzvKy8v5+eefefzxx/nss89YuHAhffv2xdnZmZdffpmAgADeeOMN3n///duqXczMzIDqa4R97do1Dhw4wOOPP37b16ZPn07Pnj0ZPHgwTk5ObNu2jdLSUszNzXnuuefYt28ftra2TJ8+nUcffZSLFy9SVFSkbC/buXMnXbt2pVu3biQnJ1NSUsKLL75Is2bNGDhwID179sTBwYGMjAxatGjBlStXWLNmDVOnTr3rRI7GxASN6d1vZayly7rrGACdtbOqOADjgiJVcUVnflW9pkvXcFVxpZfPql7Tupbrn7+pCnX7qr+30ZuPq46NvJytKu6x4Y1Ur5lz5bqqONeGHqrXdDxzVVVcjUaeqteM/jZSdeyO+BxVcc0dLVWvqS3Vqop7pIa16jXrD2igKu79pcdUr+lvbaYqrp6Nueo1Gz/VXHVs9pUcVXEau/vfZ60gTd3fbQC3ZoGq4sqLS1WvaWRhpTr2RpS6v9+nlu1XvWa7d59SFecUpO5zHkBXWq4qTuNgq3pNK19/VXH6gnzVaxa2GPznb7oDS1N1P4QzTzuves081yBVcZaF6u9RrSFDVMWV29/9v93agop7qjcyRv+Atzk96PWriyRzhPiPCQgIoFevXgwbNkx5zdnZGb1eT3x8PMHBwcyZM4evv/6acePGYWJiQqdOnTAyMsLJyYm5c+fyxhtvVDqmYftUddLpdErFiyE5dOXKFVauXEmnTp2UChuAy5cvk5aWRvfu3XFyckKn09GnTx+gYiKXXq/n4MGDXLp0ibfeeotatWrRunVrEhMTleP4+Phw9OhR+vbtS1lZGc2bN6dFixb079+/0nl98803WFlZsWnTJmbOnMnIkSP5/PPPpTpHCCGEEEIIUW0kmSPEf0zjxo35+uuvGTZsGMXFxVhYWODk5ISfn5+SlHFycmL06NGMHTv2tvj70QzbMD3t5rWqqu6pUaMGtWrVIiEhAWdnZ8rLyzE1NWXv3r2EhoZiZ2enxJaVlWFmZsbJkyfRaDTY29vTvHlzGjduzI8//khoaChnzpxR1qlfvz7ffvstUJHYCQ4O5qOPPqKkpITjx49TWlrKqFGjuHDhAo888giurq688847XLlyBZAmyEIIIYQQQojqI8kcIf5j2rVrR1xcHPD7eG93d3cmTZpU6X3VtTXKwNCI2NCM+ObkR1UJo3379rFu3ToiIyPp168f48ePx9XVFTs7O2JiYmjatCl6vR6oSEadPHmSkpISZS3DiPGAgAC2bNmiHLdmzZpER0dTt25d0tPTKSoqwtzcnObNm7Nz5066d++On58fy5Yto2bNmqxZs4YGDRrQsmVLQkJC+OCDD5RjOTo6EhoaWh23SwghhBBCiH8fI2Oo5u8r/tI5PIQezqsSQtxR69atWb58+X1bz5BgAZQGwYCyXcrExKRSIqe4uJg1a9bQrl07Bg0axP79+5XjdO/enW3btmFubs5rr72GjY0Nrq6uxMbGKseEiqqawsJCLl68qLxuZGRERkYGnTp1Ii0tjaioKLKzszlx4gTdunXD0dGRxMREsrMr9qTXqlWLqVOnMnr0aJ577jkAunbtyrp165g5cyadO3dWEkRCCCGEEEIIcT/JdyJCiHsiIyOD77//nsOHD3Pjxg1GjRpFt27dlASLVqutVHETFxfHr7/+yk8//UROTg4TJ06kW7duREZGEhMTw3fffcfJkydZunQpPj4+dO7cmS+++IJnn32WEydO4ObmBlRM2Dpy5AjwezVRYGAgPXr0YOrUqezbtw97e3uioqJYv349b775Jm+88QYTJkwgNzeXsLAwunbtiqmpKZs2bcLb21s5x7p161K3bt37dQuFEEIIIYR4uBgZP/jKmAe9fjWRZI4Q4m/T6XSsXLmSiIgIwsPDsbGxobCwkJycHAoLC8nLyyMwMJDdu3ezfPlyvv32W9avX89nn33GmjVriImJYfr06XTr1o2IiAi+//57CgoKOHLkCDqdjpSUFHJzc/n222+ZOnUqvr6+BAVVTADw9vZm7969wO/JHDMzM/73v/+RmppKv379SE1NxcbGhnHjxlFaWkr37t1p3rw5Tk5OyjXo9XoCA9VN4RBCCCGEEEKI+0mSOUKIv+2XX37hm2++4dChQ2g0v49Rzc/P59NPP0Wr1TJ37lx8fX2Jjo4GoF69ejg7O9O2bVtatmzJZ599xpUrV8jMzCQ4OJhOnTrx/PPP4+vrC8DixYvx9/enTZs2nD9/nvz8fJKSknB3dyctLY3ExMRKVTUA06ZN48knn8Td3f22Pjw3J3Lg/jQsLikpUfr4AOTl5VX7mkIIIYQQQoiHz8NZbySEuK9SUlKoW7cuGo2GsrIypU+OjY0N3t7eSq+cevXqUVJSQl5eHj4+Pvj5+ZGfn4+pqSmWlpZkZGTQuHFjdDodvXv3xtfXl+TkZJKTkwkLCyMpKYnOnTuzcuVK/P39SUtLw8fHh5kzZ+Lo6FjluXl6et6XCVx/xYIFC7C3t1ceXl5eD/qUhBBCCCGEqD6GbVYP+vEQejivSghxXxUUFFCrVi2Ki4sxMzPDyMgIvV6PkZERDg4OFBcXk5qaClQkeKKjo5UkS3x8PFDRcPjcuXM88sgj1KtXj4EDB9K6dWs6d+7MgQMHaNmyJc899xxTp07llVdeISYmhubNm6PRaOjUqRO2trYP8A78NTNmzCA3N1d5JCUlPehTEkIIIYQQQvwLyTYrIcTf5uvry9GjR7l+/ToeHh6UlJQo2608PDzIyckhPz8fd3d3AI4cOUJoaCh6vZ6zZ88SHByMj48PaWlpALz66qucPn0aKysrgoKClF44rVu3fjAX+P9KS0s5f/48Xl5eODs7Kwkrg1uf30qj0VTahiaEEEIIIYQQakhljhDib2vWrBn5+fls2bIFqEhaXL16lYMHDxIQEICHhwcTJ05k2rRpmJqakpGRgYmJCYMGDaJhw4YAzJw5k1deeQWoaGDcvHlzGjRooCRyHgSdTodWq1W2iWVmZvLaa68pfX+MjIzQarWcP3+eQ4cO3Ze+O0IIIYQQQvxrPOjtVQ/xNiupzBFC/G2Ojo4MGTKEL7/8ksuXL3P9+nXi4uIYOHAg7dq1Y/z48Xh5eVGnTh2mTZumNB/u06ePcowH1demvLycjRs3cvLkSS5cuECdOnV49913sbS0vC2R5OHhQY0aNZTGxUlJSYwePRpTU1OcnJzIy8uja9eumJmZPYhLEUIIIYQQQvxHPJwpKiHEfdevXz8++OADPDw86N69O6tWreL5558HwN3dnTFjxtCxY8fbpkjdL3q9XhlhfjNTU1PGjx9PrVq1mDdvHjk5OSxYsACtVsvPP//M+PHj6du3LxEREQA4ODhw9epVAN59912mTZvGjh078Pf3Z/HixcTGxt7X6xJCCCGEEEL890hljhDinvHy8mL69OkP+jSAii1Ser0eY2NjjIyMMDIyYuDAgZw6dQo/Pz/lPcbGxgQFBdG7d28CAwMZMmQIW7Zs4cSJE3z99dfUqVOHdu3a8frrrzN79mwaNmxIfHw8BQUFZGVlMWjQIIKDg3FxceHxxx+nZs2aD/jKhRBCCCGE+GfQGxmhf8DbnPQPaSsESeYIIf71YmJiMDMzw9vbW9kadfMWKa1Wi4mJCWFhYVy4cAE/Pz/0er0yQt3Pz48TJ04QGBhIUlISTk5O7N69GzMzM6ZOnQpAREQE33//PT169ODUqVOkpaUREhJCnTp1mDt3rrJWcXHxXZ+/hYkRFiZ3/49chpnLXccAXMsuVxUH4OcSoCrOpk1v1WtqU+NUxVl0eFz1mpbld//7CFCedEn1mt5pWapjtWUxquLsfNxVr1maV6QqLj/5uuo1zW3MVcUVpGWrXtPCXn3T8k6u1qriSnV61WvqVcYWadWvWZR1Q1Wcv7X6LamxBWWq4uqp/DMEkHJE3WcRQOS1AlVxRanq7i3AMz0aqYq7+PVx1WvWf7KNqrisi9dUr2nne0V1bPaFBFVxRTnq/o0AyDx+WlVcYZr6z05LZ3tVceXFJarX1BWp+zP/d9jmX1Udq9fYqIrT2tdSvaZVWb6quPKsNNVrliXHq4rT1G5y90HG6j9vxV8j26yEEP8aOp1Oqbi52eHDh/ntt9+UBM7169f57LPPePLJJ3n22WeJiooCoF69ehw/XvE/qTcfo1WrVrz//vs89dRTrFq1it69e9O4cWOuXfv9fy7btGnDyZMn8fPzIy8vD2NjY1q0aMG2bduIiopi165dLFiwgLNnz1b3bRBCCCGEEOLf4UE3Pn6IGyA/nFclhPjXMiRZ9Hq9MkXK8NzY2FjZNlVeXk52dsVP28+ePcvUqVPx8fHhk08+ITMzk8zMTMaPH0/Tpk1ZsWIFUJG0OXPmjHJMw/SpsLAw8vLyeOqpp9i8eTOdOnXC39+f9PR0Ll++DEB2djYeHh5YW1uTlZVFQkICHTt25O2332bixIksW7aMvLw8PD0978t9EkIIIYQQQvx3yTYrIcR9V1payunTp4mOjubnn39m6NChhIeHA78nWAx9bqBi65KFhQXnzp1j27Zt5OXlsW7dOh555BHmzJlDixYtOHfuHK+99hpt2rRBq9UycOBANm/ezK5du0hLS+P06dM0a9aMt99++7bj16lTBwsLC9q3b6+cY/369Rk8eDAvvfQSxsbGpKens27dOjQaDQMGDKB27doAhIeHK+cuhBBCCCGEEPeDVOYIIe67+fPn07JlSy5evEjdunUJCKjow1JYWMjRo0eJiIggPj6eTp060aRJE6ZPn05RURE6nY7PP/+cunXrcvnyZby8vPj888/p168fnp6eWFlZARXJojfffBOtVsv06dNp06YNFy9epE6dOhQVFVFaWqokcgDc3NxITk4mMTFRec3IyIhx48YxZswYxo0bx1dffUXt2rXR6/WMGDECX1/f+3vThBBCCCGE+LcxMvpnPB5CUpkjhLjvGjduTO/evXnzzTeV1z7++GN27tyJi4sLLVq0IC0tjcGDBzN48GCWLVvGpEmTWLFiBR4eHoSFhWFhYUHr1q35/PPPMTU1Ra/Xk5KSQpMmTbC0tGTDhg3k51c0lps2bRo+Pj6YmJhQUlJCZGQkTZs2BX6faDV//nw0msqNTvV6Pb169ar0mtFD+o+BEEIIIYQQ4t9DkjlCiPuuadOmPPPMM3z33XccOXIER0dH7O3tiY+PZ/v27QDUrVuXiIgIbGxseP7552nRogV6vR5ra2sKCwsBcHV1paysjKKiImrWrMm1a9fIz8/H1taWRx55hCeffBJzc3OcnZ2VtWfMmIGNze8TC4yNjdHr9UyYMOG285TEjRBCCCGEEOKfSJI5Qoj7ztvbm4KCAjZu3EhoaChdunQhLi6O9u3bk5WVhbOzM3q9noyMDGxsbNBoNLi6upKZmYm/vz8xMTG0bNkSBwcHtFotUVFRjB49mhkzZjBlyhQ2b97Me++9x44dO/Dx8SEsLAwnJycAnnnmmdvO534lbUpKSigp+X3MZ15e3n1ZVwghhBBCiAfinzBN6kGvX00kmSOEeCD8/Px4/fXXqVOnDgD5+fmYm5uTmpqKs7MzLVq0YO3atbz22mvs3r2bgIAAatSogY2NDadPn2b48OHY29vTpUsXjI2N8ff3Z+nSpTg5OSkjysePH39frkWv16PX6ys1Va7KggULmDt37n05JyGEEEIIIcTD6+FMUQkh/vGCgoL44YcflOdOTk6YmZlx9epVAGbNmkVxcTHBwcG8+uqrdOrUCSMjI8aMGcPEiRMBcHBwUMaPA7i4uCiJnOp289h0IyMjZWT6H5kxYwa5ubnKIykpqbpPUwghhBBCiAdGb2T8j3g8jKQyRwjxQDRu3JgDBw7w3HPPAWBvb1+pH079+vWZMWMGkyZNwt3dHaiogPHz87sv52eotgGqTBAZXtNqtfzyyy+cPXuW/Px8Xn311TseU6PR3NZkWQghhBBCCCHu1sOZohJC/OO1a9cOV1dX5bmnpydz5syhf//+ymu2trZKIgeqp7eNIWFzK0O1jSFpU15erkzHKigoYNy4ceTn57Njxw4WLlxIVlYW3t7elXriCCGEEEIIIf6dli5diq+vLxYWFoSGhnLw4ME/fP8vv/xCaGgoFhYW+Pn5sXz58mo9P6nMEUI8EK1bt6Z169bK8+puQpyens7mzZuJjo4mLi6Ofv36MWbMmCrX1el0REdHk5qayldffYWvry8xMTE0bdqUp556CktLS6KiosjIyODrr7+mffv2jB49utLULCGEEEIIIf7z/qUNkDdt2sTzzz/P0qVLadOmDStWrOCRRx7h/PnzeHt73/b+uLg4evbsydixY/nyyy85dOgQEyZMwNXVlQEDBtyLq7iNVOYIIf4TFi5cyJEjRwgNDeXVV18lOzubrKwszp8/T0JCgvK+8PBwDhw4wI8//si8efNo2LAh06ZNIzg4mOvXr1NSUoKxsTH169cnIiKC559/nlOnTjFlyhTGjh3L2rVrgco9dYQQQgghhBD/HgsXLmT06NGMGTOGoKAgPvjgA7y8vFi2bFmV71++fDne3t588MEHBAUFMWbMGEaNGsV7771XbecolTlCiH89Q+LkTs2Pv/vuOy5evMiaNWtwdHQEKnr2WFpa8tZbb2FsbMwLL7yAq6srderUwdrampCQEH755Rc6deoEVEzf+umnn8jPz8fBwYH69etz4MABBgwYwMaNGykrK2Px4sV8+OGHDB8+/K4qjcxNjdGY3n1u3dxEXTWTrbn6PL719Vh1gcUFqtc0tldX8WSkLVW9ZsnpA6riTBxd//xNd1CzfXPVsUYqG39nRyf8+ZvuwMxaXf8nc1sr1WuWF6v7PbXzdf/zN92Bvb/62LQTcarichNyVa/p1eb2nxb+FVd+vKJ6TQtHdb+n9WzMVa+pNnZnuvrPogkda6uOdTQzURXXoY2H6jWvHjyvKi502hOq18RY3XXW7nxD9ZKJP0eqjnVr5KUqzjXASfWaLi1CVcWl/XxI9ZqWNV1UxWkcbFSvaWzroCrO1N1H9ZqUFamPVUnrqO7PEIBxQZa6OCtb1Wua+zVQF1iUc9chRiXq/y2rLnl5eZWe36mfZWlpKSdPnmT69OmVXg8PD+e3336r8tiHDx8mPDy80mvdu3dn1apVlJWVYWZm9jfP/nZSmSOE+Me7ua/N5cuXOXTokNKbRq/XV+ptU1xcrLxXq9UCsG/fPurUqYOjo6OS+LG0tARg9uzZ2NjYsHbtWlJTUykqKqJx48ZYW1vj4uKCqWlFztvf358bN26Qk5MDQG5uLunp6QBs376dHTt2kJGRQYcOHYDq3zYmhBBCCCHEP53eyOgf8QDw8vLC3t5eeSxYsKDKc87MzESr1VKjRo1Kr9eoUYO0tLQqY9LS0qp8f3l5OZmZmffgTt5OkjlCiH+M8vJyjh07RmJiIvB7MubmxMi1a9fYs2cPR48eJSEhASMjI/bs2UPbtm1p3LgxixYtIiMjA/g9CeTv78/58xU/oczNzWXRokXUrl2bXr16YWtrS+fOnTl69CixsbFcvHgRMzMzatWqRWlpqZK88fX1pU6dOixcuJAPPviAtLQ0Lly4AMA333zDN998g6OjIy+++OJ9uVdCCCGEEEKIvy4pKYnc3FzlMWPGjD98/60/nNXr9X/4A9uq3l/V6/eKJHOEEA+coVomOzubVatWsWvXLgBMTEwoKioiIiKC06dPAxAVFcXbb7/NiBEjWLNmDbGxsfz22298++237N+/n+LiYt58803g9w/O0NBQJfGi0Wjo06cPW7du5ezZswA0b96cFi1aMGvWLNq2bQuAh4cHN27cICkpCaio5JkyZQpOTk7k5OTw7LPP8sMPPwCwevVqPv/8c6ZNm4aHh/qSeCGEEEIIIUT1sLOzq/SoaosVgIuLCyYmJrdV4Vy7du226huDmjVrVvl+U1PTahuSIj1zhBDVTqvVKomVW/va6HQ65TV7e3uCgoKUyprPPvuMRYsWUatWLQICArhx4waPPvoop0+fpkePHjz66KPExcWxcOFCTp8+zdWrVzEzM1PGm5uYVOzdb9WqFebm5mzdupW+ffvi7++vrJ2Tk4ODgwPPPfccH3zwQaW9sUOGDCE4OFh5bm5uzvvvv3/HazRcn2yxEkIIIYQQAvT6iseDPoe7YW5uTmhoKHv37qVfv37K63v37uWxxx6rMqZVq1Z8//33lV7bs2cPzZo1q5Z+OSDJHCHEPaTX69HpdBgZGVVK2hiSKjdLTEwkMzOTpk2bcuHCBf73v/9x/Phx3Nzc+OWXXwDo0aMHI0eOJC0tjQ8++IClS5eyfv16atSoQWpqKmVlZbi4uODg4MCMGTMIDg7GyqpyI05DOeRHH33E0qVL2bt3L1lZWVy7do3//e9/Sk8cjUZDs2bNlOdarVZJClV1jbcmbaq6RiGEEEIIIcS/z5QpUxg+fDjNmjWjVatWfPLJJyQmJjJ+/HgAZsyYQXJyMl988QUA48ePZ8mSJcqE28OHD7Nq1So2bNhQbecoyRwhhCqFhYXs2rULU1NT+vTpA1Rsa7o1qaHVavnqq684c+YM7u7ubNq0iUOHDrF582aSk5Np2rQp/v7+ZGRkUFpaipeXF7m5uZSXl2Nvb8/gwYOJj4+nTp06JCQkcOPGDVxcXMjOzsbY2BhbW1tq1qzJtWvXsLKyIicnh8OHD9OyZUscHR0xMjJCr9cTHh6Ot7c3O3fupFOnTjRp0kSp0MnPz2fJkiVYWVkRGloxZcJwHbfuja3qGoUQQgghhBC30+n16B5waY6a9QcPHkxWVhbz5s0jNTWVhg0bsmPHDmrXrphsmJqaqvT5hIr+mjt27OCFF17g448/xsPDg8WLFzNgwIB7dh23kmSOEEIVS0tL2rZti729PQAZGRmkp6fz9ddfExMTw+uvv46vry/R0dGsXr2aRx99lBs3bhAbG0tRURH16tUjLS2N3Nxc7O3tsbGxITY2Fk9PT/R6PZmZmXz33XcEBASwadMm8vPzeeyxx0hKSqJu3brs2bOHrVu30qFDB9555x22bNnCa6+9RmFhIY8//jgtWrRQztWQjAkMDCQwMPC2a9FqtXh6etK+fXvc3Nwqfe1ebpkqKSlRpnDB7eMRhRBCCCGEEP8MEyZMYMKECVV+7bPPPrvttQ4dOnDq1KlqPqvfSTJHCAFUrkD5o07t165d4/z58zRp0oTExEQOHjzICy+8wLRp08jNzaVly5b4+/szZ84cli5dyurVqxk4cCBjx46luLiYr776igsXLuDp6YlWqyUpKQl7e3s8PT05efIkjz/+ODY2NmRmZlJaWkphYSGXL19m+/btJCcnc/DgQcaNG8fx48eZPXs2zz33HGPHjlV62/xZgzFDs+Wbt4E5ODgwfPjwe3Eb/9CCBQuYO3duta8jhBBCCCGEeLjJNCsh/mMMPV9udetWosLCQi5evKiM1AN45pln6NWrF/PmzSMjI4OUlBQuXLhAfn4+jRs3RqPR8MILLzB37lxyc3O5cuUK5eXlyrYkCwsLAgMDOXnyJP7+/hQVFSld301NTfn111+xsLDAwsKCffv2MWnSJMzNzenRowd5eXm88847tGnTBoCZM2cSGRnJ2LFjgYokjiGRU9X1GRgbG9/WhPleMDRA/iMzZsyoNA7RMClLCCGEEEKIh5H+H/J4GElljhAPodzcXKKiojh58iS2traMHDlS+ZqRkdFtVTc5OTkcPXqU3NxcvL29WbRoEdHR0bi5uTFhwgT69evHxo0bMTc359dff1XG+GVnZ2NtbU1aWho1a9bEz8+P7OxsXF1d8fX15fTp07Ru3Zo9e/YwatSoSudmb29PcHAwr776Kl9//TWlpaXKFqRBgwZhbW0NwJtvvsn8+fOrvM6qqmyqen6v6PV69Hr9bcfX6/V/qY+ORqO54whEIYQQQgghhPirJJkjxEOofv36uLu7Ex4ezldffUVZWRkjR46koKCAI0eOkJCQwCOPPIK3tzcLFy7k2LFjWFhY0LdvX5ydnVmyZAmurq58/fXXbNiwgUaNGhEfH4+JiQkajYb8/HxsbW1xdXVFo9GQkJBA3bp1+fnnn7lx4waurq4EBQVx/Phx3nnnHY4fP07fvn3x9PTE3d2d2NhYAEaMGIGrqys1a9akSZMm2NraAhX7TQ0MDYwNW79uTqZUV9KmtLSU3NxcHBwcKo0SrCoRptVqMTEx4ZtvvkGj0fDII49U23kJIYQQQgghBEgyR4iHUuPGjRk7dix9+/bliy++4OTJk+zevZv9+/eTmpqKq6srOTk5jBo1itDQUL7//nvmzZtHu3btANiyZQtvvPEGGo0GW1tbTp06RePGjVm4cCGAknSxtrbGycmJ+Ph4mjRpQmZmJteuXcPX1xd/f382bNiAhYUFr776Kjt27KBevXpERkZy6NAhAGxsbBg0aFCV12AY/w2Vkyj3siHxretBRYIoISGBQ4cOKRVNer2esrIyIiIiOHnyJK1bt6Zx48YMHz4cPz8/XnvtNXbs2EGTJk0kkSOEEEIIIcT/0+krHg/6HB5G8l2HEA+hRo0asX//fgBcXFy4evUqfn5+zJ8/n0WLFimj8w4ePIinpye1a9fGxcUFgCtXrrB+/Xq2bt3K0aNHadu2LRcvXqRFixZotVq2bNlCVFQUGzZsACp63Vy5cgVnZ2caN26Mg4MDUFFds3v3bqCieqW0tJR169axcuVKnn32WeVcDVU3t7qXSZHs7Gzy8/OV9arqqXNzL50zZ86wfv16Bg4cyIcffkhJSQlr1qzhvffe4+rVq3z77bfs3LmTZcuWodPpCA8Px8XF5b40URZCCCGEEEIIqcwR4iEUFhbG7Nmz2b9/Pxs3biQwMJD69euzefNmPv74YwIDA2nYsCHHjx+nV69eaLVasrOzAXByciIqKgqNRkNMTAwHDhzA0dERR0dHli9fzrRp08jOzsbX15cePXowYsQILC0tAXjllVeUczA1Na3064yMDEJCQhg3blyl8eDVVWlz5MgR3njjDWJjY7GxsWHSpEkMGDAAa2trZc0bN24ok7N+/vlndu3aRUFBAcXFxaSlpeHk5ETfvn05cuQIp06d4vXXXyc5OZk333yTCxcu8Mgjj/DUU0+xceNGTExMsLOzo7y8vNK1CyGEEEIIIcS9Jt9xCPEQat68OefOnWPTpk2EhoYyZMgQSktLWbhwId988w0eHh68/vrrxMfHo9FoMDc3JzU1FZ1Oh4ODA7NmzaJbt244OTkxYsQI7O3tKSkpoW7dunzzzTd3XNdQYXNrgsbOzo6pU6fe8+uMiIigqKiI1q1bVxqnnp6eztq1a+natSvbt28nJyeHhIQEdDod2dnZzJo1i127dtG0aVMmTJhA27Zt2b17N0lJSezdu5fS0lJWrVqFhYUFtWvXpri4mLVr15Kamoq9vT19+/YlPDwcqNhqZmtri5OTE8uXL2f8+PF3fR0mxkaYGN99UsvKVF31ku5v9GDWJ8SpiivPzVK9ZvaxE6ri7Op6q16T8jJVYTkn4lUvmRubrDq2OLtQdazqNVNuqIqzcilRveaN9AJVcSbm6v93J/HAFdWxFo4WquKKsotVr6lxsFEdq9b1mExVcY2faq56zZQj6j6LJnSsrXrNpZvOq47t5a7u90VjZ656TUsXdWvqCvNVr6lp2FJVnFGk+ntbq3U91bHaUnWf9Y5+jqrXTN79i6q4gtQc1Wva11EXqy0uVb0mxKsLU/nvL4CJc03VsdqsNFVxpg3bqV4zdt4sVXFXflT/71KjUa1UxTk2SrzrmPLMih8U36kK/3560OtXF0nmCPEQqlWrFp6enixbtqzS6xYWFvzwww/Y29tz5swZsrKyKCgooE6dOpiYmCh9aoYNG8aQIUMqNf+9mU6nq3KCU3VV2dy8pqEJsomJCbt37+bQoUN8//33lRJJR48e5cyZM3z88ccAODg4KNu/tm3bRkZGBleuXOHgwYOMHz+eY8eOERwcrFQYGY5laNTs6+uLo6Mj27ZtU86nuLjim61PPvmEkSNH0qdPH4YMGYKVlRVDhw6V6hwhhBBCCCFEtZHvNoR4SFlbW7Nv3z46depEaWkp5ubmLFu2TBnzPWHCBDw9PbG0tGTGjBmVYg39Y27OpN/cw6a6mvyWl5dz7tw5tFotrq6urF27llGjRuHh4VHlmu3bt2f79u3Kc0MyqaysDDs7O6ByI+WysjJOnjxJ165dAWjXrh3169cnKioKV1dX0tLSKCkpQaPR4OLiwpUrFT/5MDc3p0+fPkyZMoVGjRpx4cIFdDodEyZM4NChQ7z11lv4+PiwcOFC3N3dJZEjhBBCCCEE0gC5Osl3HEI8pDp37qw0/TU3ryjTDgoKYu3atVW+/+ZtSgZVjeK+V25ez/BrU1NT9u/fT0JCAh988AHTpk3DzMwMnU7H7t27+eabb0hISKB3795MnjyZBg0akJqaCtyebHJycqK4uBgLi9+3OZiZmXHjxg0cHR0pLCzEysqK/Px8iouL8fT05OTJk1y7dg0vLy8aNWrEt99+S5cuXRg2bBjvvfce69atY9++fXh7e9OrVy9q1arFrl27gIpEVKtW6kpXhRBCCCGEEOJuSDJHiIeUYYvRrUkawzQnQ6KmOkd+l5eX8+uvv1KjRg2CgoIqncvN6xkZGaHT6bh06RIODg7ExMQA8NJLL9GjRw969OhBVlYW/fv3p1GjRkyePJng4GA6deqEubk5cXFx+Pr6KsevV68eCQkJpKam4uvrq1x3WVkZzZo14/vvvycwMJCQkBD0ej1WVlaYmZmRm5vL1atX8fLyol69eowfP574+Hg6deqEtbU148aNY9y4cVVeq1TjCCGEEEIIIe4XGU0uxENMq9VWWW1jYmKCsbHxPU3glJWVsX79erZs2aK8Fh8fT+fOnfn888+VtQGuXr3Kzz//TGlpRWO9xMREwsLCGDduHHv37iU9PV3Z4pWRkYFWq2XgwIEkJSXx0ksv8fPPP7N3714AfHx8OH36NPB7r5sGDRrg6+vL22+/TW5uLgA//fQTW7dupWfPnnTs2JFJkybh4+ND586dadasGb6+vsyZM4fmzX9vyNm+fXv+97//4eXldc/ukxBCCCGEEP8l+gf8eFhJMkeIh9itDYrvBb1eryRSbmZmZsbTTz/NjBkzKCysmKxz4sQJevToQWlpKTduVEy+GTduHCNGjOCTTz7hgw8+oLS0lPnz5zNu3DgOHDhAp06dKCkpITU1lYCAAK5evQrA1q1bOXToEC+99BILFizgxo0baLVamjZtSkREhHIeOp0OgLlz5+Lj40P37t2pU6cO8+bNo7S0FHt7e/73v//x9ddfEx8fz7Rp04CKiVteXl5SYSOEEEIIIYT4x5NkjhDiD+l0OrRabaVpUQMHDlSaAxveA9CmTRvc3d3ZuXMnAMePHyc4OBgLCwtyc3PZsGEDYWFh/PDDD7z00kusXLmSAwcOYG1trVTpdO3alYCAAC5dukTdunVJS6sYFRkREYGlpSWNGzfGxMSEX375hczMTIKCgvjpp5+UczH0zvH19WXq1Kls2LCB6OhoDhw4wLBhw4CKxJOLi0s137nblZSUkJeXV+khhBBCCCGEEHdLfgQthFDExMRgZmaGt7e3khS5ubGwVqvFxMSEsLAwLly4gJ+fX6WJVzVr1qRmzZrExMTw66+/4uXlRVJSEra2tmRnZ5OXl8fUqVP54osvsLa2pl+/fjRo0IBz585x4cIFADQaDVevXiUlJYUWLVqQm5tLSkoKvXv3Ztq0aTz++OMUFxfTunVrkpOT6d69uzJC/daJV6ampkrPnH+CBQsWMHfu3Ad9GkIIIYQQQtwXMs2q+kgyR4j/IEMlza3Tqg4fPoypqSk+Pj4AXL9+nW3btrF3714cHR0ZN24cISEh1KtXj+PHj9OrVy8lkQMQEBBAbm4uDRs25IMPPqBHjx60bNmS8+fPk5iYiK+vL40bN+bAgQOVzqdVq1asX7+emJgYzp8/T3p6OseOHaNv376UlpaSnZ1N27ZtefPNN8nPzycsLIwaNWoo8YMHD67Gu1VZcXExCQkJ+Pj4oNFoKo0+/zMzZsxgypQpyvO8vDzpxyOEEEIIIYS4a7LNSoiHlCHJYphedfPrxsbGSgPk8vJysrOzATh79ixTp07Fx8eHTz75hMzMTDIzMxk/fjxNmjRhxYoVQEXy5cyZM8oxDQmh0NBQTp8+Tbdu3SgpKWH58uX07t0bKysrEhISaNasGRYWFnz++edERETw0UcfsWbNGlq2bMncuXMZNGgQmzdvZubMmQwZMgQrKyvWrVtHSEgIAB07duTRRx+tlMipboZtZoZ7+Ntvv/H2228rE7cMiZzY2FiSk5P/8FgajQY7O7tKDyGEEEIIIR5Whir+B/14GElljhD/YqWlpZw+fZro6Gh+/vlnhg4dSnh4OEClEeCGXxcXF2NhYcG5c+fYtm0beXl5rFu3jkceeYQ5c+bQokULzp07x2uvvUabNm2UKVKbN29m165dpKWlcfr0aZo1a8bbb7992/EbN25MYmIiGo2GBQsWcPz4cSwtLbG1tSUyMhInJydWrlzJrFmzWLduHV5eXjz11FPo9Xp69uxJz549b7vG6hiZfqucnBz27dvH4cOHuXjxIsOGDaNfv36YmpreVnVTo0YNatSoQWpqKg0bNmTbtm28+eabmJub065dOx555BHatWtX7ecshBBCCCGE+O+Syhwh/sXmz59Py5YtuXjxInXr1iUgIACAwsJCjh49SkREBPHx8XTq1IkmTZowffp0ioqK0Ol0fP7559StW5fLly/j5eXF559/Tr9+/fD09MTKygqoSBa9+eabaLVapk+fTps2bbh48SJ16tShqKiI0tLSSskWNzc3UlJSuHr1Kg0bNmTkyJEANG3aVNky5ePjw7p169izZw+rVq2ibdu29yVhA1BQUEBsbCzFxcVARQ8ggL179/L6669jY2NDv379+O6771i2bBkA3333HaNHj2bOnDnk5eVRs2ZNzMzMuHbtGrm5uRw+fJgffviBXbt2odfrpSeOEEIIIYQQotpJZY4Q/2KNGzemd+/evPnmm8prH3/8MTt37sTFxYUWLVqQlpbG4MGDGTx4MMuWLWPSpEmsWLECDw8PwsLCsLCwoHXr1nz++eeYmpqi1+tJSUmhSZMmWFpasmHDBvLz8wGYNm0aPj4+mJiYUFJSQmRkJE2bNgVQesfMnz9faUhsSNKEhYXd5zuDck6GskoTExN+/PFHvv32W2bPnl2pMbKXlxdt27Zl8uTJODg4UFJSwk8//cTgwYP58MMPGTJkCNevX6dfv3789NNP2Nvbc+3aNYyNjVm5ciU//fQTer2e2rVr88QTTzyQaxVCCCGEEOKfRvf/jwd9Dg8jSeYI8S/WtGlTnnnmGb777juOHDmCo6Mj9vb2xMfHs337dgDq1q1LREQENjY2PP/887Ro0QK9Xo+1tTWFhYUAuLq6UlZWRlFRETVr1uTatWvk5+dja2vLI488wpNPPom5uTnOzs7K2jNmzMDGxkZ5bmxsjF6vZ8KECff3Jvw/Q0+bm7dF3bpFql69epiZmVFQUFDp6z4+PuTm5pKZmYmDgwMFBQVYWlry7bffEhoaytixY9HpdOzdu5ezZ8/i6urK+fPnsbW1xczMjO+///6+9vERQgghhBBC/LdJMkeIfzFvb28KCgrYuHEjoaGhdOnShbi4ONq3b09WVhbOzs7o9XoyMjKwsbFBo9Hg6upKZmYm/v7+xMTE0LJlSxwcHNBqtURFRTF69Ghl6tLmzZt577332LFjBz4+PoSFheHk5ATAM888c9v53K/tUlqtFiMjozsmbkpLS8nNzeXbb78lKioKJycnZs+ejbe3NyUlJWRlZVU635o1a2Jqasr8+fMpLS0lOTmZNWvW8PHHH9OmTRsKCgqwtramRo0aXL9+HVdXV2W7Wrdu3fjkk08YMmQI165d4/jx4wwcOBAPD4+/fD32GhNsNSZ3fR9M9OV3HQNgbKR+h62xnfOfv6kK+pJi1WvaB6gbL2/q7qN6zRtnjqtb08Jc9ZouIf6qY6/+ck5VXN7VPNVrluSVqIorLy5TvWZhZpHKNRNVr1mSV3rfY1OL1P3dBtBsi1IV911cjuo126n8s5B9Rf2akdcKVMU5mt39Z61BL3ebP3/THfyQekNVnM+OWNVrPjogQFWc9v9/0KNG3oFdquIufn1C9ZqWjpaqYwsz1V2ribn6P0caO3V/Fq6cSlO9pr2vm6o4vVZ9PUN5kbrPP/V/y8DYxkF9rIOrqjijMvV/X+pMm6YqzrnBZtVrlher+30xb9DirmPMUtNVrSX+OumZI8S/nJ+fH6+//jpTp06lSZMmuLi4YG5uTmpqKgAtWrRg7dq1AOzevZuAgABq1KiBjY0Np0+fBsDe3p4uXbpgbGyMv78/S5cuJSsri27duuHt7c348ePp0aOHksi5H3Q6nfK4lYmJSaXkjU6nY8uWLaxZs4YePXqwdOlSjh8/TkpKCl26dMHExISPP/4Ya2tr7OzsSE9PV45r2Ibl4eFBbm4uvXr14rPPPsPHxwcfHx9+/fVXSkoqvlFJTk4mPz8fb29v8vLyOHv2LCtXrsTY2Jjhw4czc+ZMysvLsbCwuA93SAghhBBCiH82vf6f8XgYSWWOEP9yQUFB/PDDDzz33HMAODk5YWZmpjQhnjVrFl9++SXBwcGYm5szbdo0jIyMGDNmjHIMBwcHxo8frzx3cXG5b+ev1+sxMjJCq9Uq49Lh9i1SN3v33XfZvn075eXlzJ8/nw4dOrBr1y4SExN5//33CQ4OprS0lNq1a7N//35++OEHnJycGDFiBF5eXqSkpFBcXIyVlRU6nQ4TExOcnZ3p2LEjQ4YMUdYZMGAA77zzDpMnT6aoqAh/f3+6du1KZmYm4eHhSrXTtGnTmDVrVrXfKyGEEEIIIYQASeYI8a/XuHFjDhw4oCRz7O3tK/XDqV+/PjNmzGDSpEm4u7sDFQkUPz+/+3qehqQN/N4sGX7f6mRiUrlk+fDhw6SmprJp0yYiIiJ49dVXGTRoEJcuXSIyMpJ33nkHqOjd8/HHH9OqVSssLS3x9vYGICkpiQ8++AB3d3cmT57Mnj17uHjxIvXq1ePEiRMUFhYqU7ugognyjh07iIuLw9fXF51OR82aNZk2bRo7d+7EwsKCTp06YWlpiZeXV6Wkj6mpqXJder3+tmsRQgghhBBCiHtJkjlC/Mu1a9eOuLg45bmnpydz5syp9B5bW1tsbW2V59XV2yYnJ4cLFy4QERHBuXPnSE1NZcOGDVhaWipr6vV6JZFz5coV0tPT8fb2ZvHixWzdupV33nmHxx57jN27d7Nr1y6ef/55li1bxqBBg3Bzc+PixYvUrl2bFi0q9u76+vqyf/9+AgICuHTpEgUFBdjb27Nt2zZKS0uZN28eSUlJfPzxxyQnJ+Pr68vmzZu5fv06Li4uynk1btyYoqIiZSuZ4Rxr1KihjFi/mWF71s338o+qiYQQQgghhPiv0ekrHg/6HB5GkswR4l+udevWtG7dWnl+v5oQ32rChAkcPnyY3Nxc7OzsGDt2LBMnTsTS0pLU1FTi4+MJCgrCwcGBSZMmkZCQgIWFBVevXiUgIIABAwbQunVrduzYgbe3N23btiUqKoqmTZvi5OREx44dOXPmDM7Ozly8eFFZNyQkhMjISHr16sXGjRuVMerNmzfnl19+Ydq0aWRlZeHu7s758+fp1KkTbdu2xcHBAfg9AePv74+/f9UNaPV6faUkFDy4+yyEEEIIIYQQkswRQtwT7777LtbW1vz4449EREQwfPhw7OzsmDFjBvv376dmzZp07NiR5557Do1Gw/Xr1/n111/ZsWMH77zzDg0aNMDHx4fTp08TERFBq1atcHZ2VhoVN27cmM8++4x33nmHr776ijNnztCoUSOysrJo0KABVlZWpKSkKJOqWrduzcsvv8x3333HoEGDCAsLUxI4EydOrPIabt7+dTMjI6N7krwpKSlRmikD5OWpnyQkhBBCCCHEP53hh6IP+hweRpLMEULcE9bW1gBoNBpSUlK4evUqqamplJSUcPjwYXbt2sV7771H7dq16dy5M7/99hsAbm5uBAYGUlZWMa7Y09OTmJgYnnjiCdLS0vjmm2+UKVFmZmb4+fkxbtw4nn/+eXJzc/H09OSrr75Co9EwY8YMQkJCgIqKm1urlgxu7t9zs+reJrVgwQLmzp1brWsIIYQQQgghHn6SzBFC3FOenp4YGxuTmppKUVERixcv5siRI1haWtKiRQsaNWqEXq8nPT0dgDp16lBcXExGRgb16tXD09OTvXv3YmVlhYODA9HR0XTv3p2kpCS2bt0KQP/+/QkMDKRGjRo4OzsDFQmaNm3a3HY+Wq0WIyOjat0ideskrjuZMWMGU6ZMUZ7n5eXh5eV1T89FCCGEEEII8fCTZI4Q4p5yc3PDwsKC5ORk6tSpQ9euXdm1a5fydUNVTElJCcXFxTg4OFBcXExcXBxt2rShRo0aODg4oNVqqVmzJj4+PnTv3h1fX99Kx6hfv36ldY2MjKqsuLlXk6UMJaJVbbn6q2toNBo0Gs09OR8hhBBCCCH+6XT//3jQ5/AwkmSOEOKesra2xs7Ojry8PJo2bUpiYiLbt2/H09OTQ4cO4ejoyNChQ7GwsCAqKorQ0FCefPJJ6tatC1T0xlm+fDkA5ubmpKamUrNmTYA7JlMM7lXFTXFxMT/99BOurq6EhYUpx755IpeRkRG5ubnk5OSwdetWCgsLmT59ujRGFkIIIYQQQlQ7SeYIIe4ZQ5LD2tqa+Ph4ysvL+e6771iwYAGxsbF4enoybtw4AE6fPo2NjQ06nY5HH3200nG0Wi0mJiYMGjRI6ZUD93Z7lKEaKCgoSGmybNiKZWpqiqenJ7Vr11bef+HCBU6cOAHA8OHDAQgODqZfv35YW1tz6tQpXF1dGT58uFTfCCGEEEIIIaqVJHOEEPdcWFgYgYGBANStW5fVq1ff9h4bGxvg9wTKzVukDNuWGjZseM/PzbDOhQsXOHbsGEFBQZX66aSkpODu7o6xsTGHDx+mc+fOpKamMmXKFDw8PMjKyiIrK4vnn3+ekJAQHBwcmDt3Lnv37mXnzp0kJCRQr169e37eQgghhBBC/NvogQc9TOrhnGUF1Tu6RQjxn2JIxoSFhdG1a1clYQMVY7+1Wq1SBXOn2L8jNzeX8+fPA/DKK68QExNzx3UaN25Mv379KC4u5vr16wwYMID69eszfPhwcnJyOHr0KHv27MHU1JQ33niDbt26sWrVKl5//XVOnTpFZGQk9evXV6pwXF1dMTMzIykp6W9fhxBCCCGEEEL8EanMEUJUi1ubEVfn2G/DtqwdO3awf/9+3n33XSZPnoyTkxM6nY6srCxsbW2xsLBg586dREVF0b59e9577z2mTJnC2bNnadCgAV9//bVyTC8vL2JiYrh27Rre3t7k5eUBFZVGAQEBnD59mrCwMDZv3gyAs7MzNjY2JCcn3/X51yAfOzUXXqSunZuNtbOqOABdYZ6qOCNrW9Vr6svLVMWZOLurXtOmUXNVcbobOarXNLZxUB1rc0ldEtGhTk3Va6afSlAVF38iVfWadvYWquL0WvU/kzO1VN9E3aG2vao4q0xL1WtmXMlRFfeYr4PqNW1qWKuK09ip35JalHpDVVyHNh6q19TYmauO9dkRqyouvlDd5x+A74BuquL0xYWq1ywrKFYZp/46/86fI22ZVlVcwTX198jYrEBVnKWJ+h96pRyNUxV38VyG6jXr1ndRFWfnqer/iADw6a6+za2Zm7rPBm1Wmuo1zf0aqIrTONj8+ZvuoCw5U1WcLvvaXcfoc7NUrSX+OknmCCGqxb3sb3NzNU9VSSHDtiwbGxscHBy4fv06Z86c4caNG9SuXZsvvviCXr168dhjj3Hs2DGKi4sJCwvD29ub69ev4+npyapVq8jJyaFHjx40bdqUunXrsnPnTq5evUpISAiffvopUDGRKjU1lQYNGuDv709UVBQAdnZ2GBkZER8ff8+uWwghhBBCiH8znV6P7gHvs3rQ61cX2WYlhPhH0Wq1aLVa9Dd96BobGyuPW5WXlzNr1ix8fX1ZtWoVly9fpqysjLy8PH766Sfatm1Lo0aN+Oqrr4CK7VAlJSUAeHh4cPz4cXr27Mny5ctp06YN69ato1evXnh6emJubk5GRgatWrUiOztb2WaVmprKI488gq+vrzJpy97entGjRzNlypT7cJeEEEIIIYQQ/2WSzBFCPBDl5eUAfP3113zyySfcuFFRMm9iYoKJiUmlyp6oqCjef/99pkyZoiRLDMmegwcPcuLECeLi4pg1axapqalcvnyZsLAw0tPT0ev1dO3aFa1Wy/79+yktLaVJkyYA+Pj4cPXqVQCaNGnC4MGD+eCDDzA1NVWSSpcuXaJGjRqsX7+ew4cPU1RUxEsvvYRGo8HGxoaffvpJOU93d/dKfYKEEEIIIYT4L9P/Qx4PI9lmJYSoVjqdDr1ej7GxcaUEjalpxcfPgAEDgN+TM0eOHGHu3LkADBw4kFGjRhEbG8tLL73E9u3badeuHfD7Nq7y8nLMzSv6GNSrV4/HH3+cS5cu0alTJwoKCkhOTqZu3boMHDiQ5cuXk5GRwRdffAGAm5sbycnJlJeX8+KLL/Lrr79SXFzMpEmTsLS0ZPTo0Tg5OQFQu3ZtZavVzW7tDSSEEEIIIYQQ1U2SOUKIe0Kn03H16lXKysrw9/dXXr91a5RWqyU2NpbExER++uknvL29OX/+PKNHj8bf359FixYxZswY3N3def311/H09KR169ZYWVnRs2fP29a1tbXFysoKvV6Pvb09GRkZGBsbY2Fhga2tLYmJiXh6etK/f3/ef/99IiMjlR48Hh4ehIeHU1ZWxrPPPsvMmTOpUaOGcuz69etXWkuv16PT6TAyMlKuSxI5QgghhBBCiPtNkjlCCFX0er1ScWMQHR1NdHQ0kydPpry8HFNTU7Zu3cpPP/1EUVER8+fPR6PRMGnSJJycnBg6dCj169fnt99+Iz8/nxs3bnD69Gk2bdoEwJgxY9i6dSvh4eHY2dmRn5+PrW3lqUjNmjXj3LlzHD58mNatW3Pu3DksLCzQ6XTY2Nhw6dIlWrVqhZGREXPmzAEqKnIA/Pz8eP7554GKKVUGOp2uyv48RkZGSrNlIYQQQgghxB/T6SseD/ocHkaSzBFC/KmqthIZGRkpr6WkpODk5MSXX37Jvn37+Pbbb5k4cSLNmjXj8OHDdOnSBRcXF5544gl++ukn6tWrh7m5OY8++ihQUV2TlpaGi4sLzZo1Izk5mVq1auHk5KSsUbduXU6ePEnHjh2V89HpdJiamvLOO+/wxhtvkJiYyMCBA2nQoAFFRUUsXrwYBwcHjIyM0Ov1dOt2+5jWqq6tusaol5SUKM2XAWXcuRBCCCGEEELcDUnmCCEUhi1EVSVuAK5fv45Go8Ha2pqcnByGDRtGcnIyZmZm7N27F29vb3x9fVm8eDHBwcFMmTIFIyMjrly5wvbt29m/fz/p6ek4OztTq1YtpdLGzc2NtLQ0unbtSl5eHr/++iuDBw/m8OHD2NnZAeDg4MDPP/9Mx44d0el0mJiYKEmX3r1707Fjx9uaD1tbW992DbdW3dzPbVILFixQ+gEJIYQQQgghhFoyzUoIoTA0KS4uLiYzM1N5fdeuXbRs2ZJ27doxffp0srOz+f777wkLC+OXX37h2LFj2NvbM2nSJOrVq4eZmRlQUXkSGRmJsbExjz32GElJSdSsWRM3NzfS09MpLi4GKqZKJSQkYGdnx1NPPcXWrVtp1aoVe/bsoUePHgC89NJL9O7dG6DKrU6GRI5Op1N64tzpGu8lvV5/2yj1O5kxYwa5ubnKIykp6Z6eixBCCCGEEP8oetA/4MfDOs5KKnOEeAjdvHXoTv1fbpWWlsa6des4evQo58+fx9/fn3nz5tGoUSNWrlzJ9OnT6du3L3379uWbb77BxsaGX3/9lbi4OAYMGEBISAhWVlZYWFhw+vRpAgMD8fX1xcXFRelLU1ZWRm5uLgEBAaxdu5bc3FxcXV3x9vYmIiKC9PR0+vfvT3BwMNevXyckJARLS0t0Oh1t27b9S9deXVuk7jSV62766Gg0GjQaTbWcnxBCCCGEEOK/QypzhHgI3FqJcnOywZDcuH79ulIJU5Xy8nK++OIL6tSpQ2RkJE2bNmXTpk38/PPP+Pj4KFOeRo0aRVJSEiEhIXz88ccMGDCAZcuWMWXKFPLz8/H29ubq1asAPPbYY5ibmzNw4ECGDh1K+/bt+f777wkJCaF58+bY29sD0KlTJz788EM8PDyAiv44LVq0wNLSstI1/FHFjVpVVdRotVp2796tjDA3nIOJiUmlexsXF0dERATTp09n4MCBJCYm3vPzE0IIIYQQQohbSTJHiH8RrVZb5eu3VqPEx8eTlpaGTqfj2WefJTAwkD59+nDmzJk7HtvJyYmwsDCcnZ0B6NOnD05OThw7dgw3Nzdyc3MBcHV1JTIyEnd3d+rWrUvv3r154403cHBwwMLCgrZt27J8+XLCw8PJzs7m1VdfpXfv3vTv35+1a9cybNgwXF1dmThxIq6urkDVfWuqSrLcy6qboqIitm7dqjRHvpmJiQlNmzZl4MCBymu//fYb8+bN46WXXiI9PR2AZ555hrfeeovatWvj5+fHBx98oCSyhBBCCCGE+K/Tof9HPB5Gss1KiAfs5i1Rubm5nD9/HiMjI5o0aVJpS45er79tO09KSgpxcXFkZ2dTWFhIly5dcHZ2Zu7cuTRp0oQmTZpQVFREZGQkpqYVf90N265uneJkbGxMSEiIkoxwc3Pj8uXLDBw4kJiYGFasWEGPHj2Ii4vDxMQEW1tb5syZwzfffIO5uTl9+/bF3d0dd3d3duzYgZeXl1JZM2LEiNuu+8+2f93LxsRVTazSarVcv36dsrIypcfP9evXiYyMJDQ0lPz8fL744guGDBmCpaUlS5Yswc/PD2NjY2bPns3rr79Ohw4diI2N5ZlnniEzM5PZs2cTGRmJp6fnPTt3IYQQQgghhLiVJHOEeMCMjIyIiorihRdeIDU1FXd3d3x9fdHpdLRu3brS+w4dOkRKSgr16tVj0aJFFBUVERoairm5OVFRUTRr1gxnZ2eaN2/O1atXcXNz4/Tp00yaNInevXtTr1496tatqxzvZhYWFjg7O/Puu+/y1ltvce3aNS5evEjLli1p1qwZFy9eJDg4GCcnJ5YsWYKJiQkjRoxgwoQJuLm5VTpWvXr1Kj3X6/VKvxmD6uhtk52dza+//kqvXr1YsmQJderUoWfPnlUmcjQaDWFhYaSlpeHl5cXQoUM5f/48dnZ2fPrpp9y4cYOLFy9SXFzM5s2bcXNz44033gBg4sSJbN++ncDAQFJTUwEwNzfHzc2NS5cuKU2bhRBCCCGE+C9TmhA/4HN4GEkyR4j7QK/XK+O0b1VYWMiqVavo0KEDs2bNAip6sVhYWPDzzz+zfv16lixZojQWPnPmDB07diQxMZHevXszZcoUUlJSmDVrFnl5eQDUr1+f77//nvnz57NmzRouXLjA7t27GTNmDKmpqcTFxbFhwwZmzpxZ6Vx8fX3x8/NjwIABxMfH89xzzynjvefPn8+iRYtue7/BH1XaVDXu/F4yVN6kp6ezZs0afHx8mDx5Mnq9npKSEmJjY7G3t6dWrVqcOnWKtWvX8tRTT7Fw4UJatWpFQEAALi4uHDhwQBmFHhMTg5OTE2lpabi4uHDkyBFlvZYtW3L8+HGeffZZvvjiC0pKSrC0tMTT05OoqKi7Pv88Uzv0ZnZ3HWdroq6HUF6p+t5DzuYWquKMLG3+/E13UJxxXVWcWVaq6jXLkmJUxRlZWKleM/tEhOpYx8DaquKyouJUr1mjqbo16w/vpHrNwrQsVXGleQWq18y6oH7rpIWjuj8PNu53/3lgEDy6o6q4/MR01Wua21mrjlXrmR6NVMVdPXhe9ZqWLuo/xx4dEKAqzndAN9VrTum76M/fVIV3Vg9XvaZjjwGq4to3baF6Tf5OPz2VP1jK2r9P9ZJ2vu6q4oztnFWvaeLoqiouzNZR9Zpq7y3lZerXdFR3bwF0iRdUxRnVaap+zWroBflnnCbMURVnlH/t7oO0lqrWEn+d9MwR4h4qKysjPT1d6S9jUNXEI0OflsjISE6ePMnzzz+vvObr66v0pKlZsyYff/wxANeuXaN3795YW1vj4eFBkyZNAHB0rPjH9vr1im96nZycyM/PR6vVEhISwuDBg1m8eDHu7u6kpKSQl5fHsWPHyMqq/I2Ro6Mjfn5+zJs3j1OnTlXaHmXYMmWY6nSr6poiZVjzTutCxf3Nzc3l2rVreHp6kpmZyZEjR5g9ezbnz59nxYoVLF++HIBLly5RUFBASEgIISEhJCcnU79+feLj4xk4cCBLlixhz5491KpVC2tray5fvkxoaCgXLvz+j3xKSgo1atTAzc2Nq1evkpWVhZmZGc7OzpVGugshhBBCCCFEdZBkjhAq6XQ6tFotWq1WSTJkZ2eze/durl37PXut1WrZt28f77//PsuWLbvtOHZ2dsTExCgVMJmZmaxfv54FCxbg5eXFxIkT+eyzzygtLWXv3r00b94cKysrrKysyMnJQavVYmlpSa1atTh27Bg6nY4TJ06QnJxMWloaixYtIiwsTGmC7OHhQWRkJF26dFHWNLC1taWkpISEhASgYsLVrW4dzX0v5OfnU1JSotyvm39SYaj4MaxbWlp623ktXLiQkJAQli9fzoULF8jMzMTW1paEhAS8vb15/PHHOXr0KFDRwDk+Ph6o2A4WERGBm5sba9as4e2336agoIAxY8aQkZFBjRo1SExMJDAwkHbt2jF+/HgmTJjAjz/+yJgxY3BwcKBjx47KefTs2bPSBCwhhBBCCCH+y3T6f8bjYSTJHCH+Ar1eT3l5OWvXrmXGjBnA76Oqbx5XXVpayurVq5k4cSJDhgwhOTmZo0ePsnbtWqCiwfE777wD/N6zxsvLC61WS2FhIUZGRhw4cIBff/2VV155hcTERNzd3Wnbti2ffvopOp1OSWS4urqSkpKijBsfN24c586dIzAwkLi4OPr3749er6dfv35s2LCB6Oho5syZA0CTJk14/PHHsbCovGXGzc2Nt99+m27dKsq6DU2Tq+t+Apw4cYIvv/xSSYCZmJgoVT5FRUUYGxtz9uxZnn/+eV577TWGDRtWqfrl/PnzfPfddyQkJLB69WpcXV2JiorC19eX8vJyEhISaNq0KWFhYSxatIjs7GzatGkDQGBgoFJFZWpqSsOGDRk+fDgNGzbExMQEKysrUlNTKSwsZMmSJTRo0IDGjRvz4YcfKqPa3333XWWkurm5ebXcLyGEEEIIIYS4mfTMEeImd5r0ZOj5Ym1tTVpaGgCpqaksX76cc+fOYWRkxJIlSzA1NaW4uBh3d3fGjx9PrVq1GD58OJMnT0aj0fDll19y4cIFRo0ahYuLCzqdDmtra+zs7Dh06BDdunWjf//+9O/fn0uXLnHkyBG8vb2ZMWMGw4YNw8vLCwcHBwDc3d3Jzc1VkiLe3t58+OGHWFtbK1uibmWoIKpfv36VXzczM7vnk5gM26Nu3mZmZGSkJIqaNWtGs2bNKCwsBODMmTM888wzlJWV0aZNG95//33Mzc359NNPWbFiBfPmzat0fDs7O2W7mLGxMSNHjmTTpk1YWVlhYWFBamoqTZs2ZcyYMQwbNgxHR0emT58OVCTEMjMzSU1NZcuWLaxatQpzc3MGDhyIh4cHffr0oW/fvlhbW6PX65k0adJt12e4p9XZE0gIIYQQQgghbibJHPGfd3PixlARcus35itXrmT48OF4eXlRUFBAUVERBQUF+Pn5MXDgQOLi4pg3bx7vv/8+L7zwAmlpacokquLiYubNm0fHjh1p27Ytr7zyCi4uLsraAFOnTuWjjz6iqKiI5s2bc/nyZezs7JRtUN7e3nTv3p3Y2FhsbW0BGD9+/G2VM4bjwu9N1W7uZVPdCYf4+HiuXr1K27Ztlddu7aWj1Wo5c+YMMTEx/PDDD/j4+FBWVkadOnUYPXo0Cxcu5OWXX6ZLly689tprvPbaa7z55pvUrFmTdu3a3bamq6sr5ubmXLt2DTc3NxITE8nNzaW0tBR3d3eSk5MpKCjAx8eHwMBAVq9erTR+trW1ZebMmWg0GkaNGnVbssbQDBkq7p1hKtfNDZ0liSOEEEIIIUTVZJpV9ZFtVuKhdePGDS5dugTcuWkvVHwzXlhYSEpKCps2baKwsJDDhw8zffp00tMrpnvMnTuXiIgIatWqhampKfHx8dSpU4egoCBWr17Nm2++yf79+4mNjcXJyYnk5GRiYiqm4QQFBTFmzBgWLlzIM888Q1BQUKVKEqjYIvXcc8+xcuVKunXrxscff0yfPn3o0KGDcp5mZmY0aNAAqEgC/dkWKEOfmepgmM51q6KiIpYsWQJU9A8C2LhxIwMGDKBjx47s2bMHExMTvvjiCz7++GOefvpppk2bho2NjdIz59ChQ7Rt2xZbW1smT57M6dOnKS0txdHRUTmmgU6nQ6PR4OrqyoYNG7h69SqnT58mKSmJpKQkatWqRXZ2tlK9NHv2bM6cOUNYWJhyj4YNG4aTk5OSODP0QqqKkZHR3+oZVFJSQl5eXqWHEEIIIYQQQtwtqcwRD4Xz58+zZ88eIiMjsbKyYvbs2URGRpKRkYGvry9mZmbKey9fvoyTkxNOTk4AvPTSS2zZsoWBAweyePFifvzxR2xtbcnPzyc1NZUaNWrQvn17zp8/T7NmzbC3tyc2NhY/Pz/WrVuHl5cX69atY9GiRRw9epSOHTtWatDbo0cPNm/eTF5eHmlpaWRkZDBp0iScnZ0rVXd06dKFDh063JakKSsr47333mP79u1s27ZNef/9otVqb0tg3FyZkpmZiV6vx9XVlS+//JIffviBxo0b8+STT/Lkk09y6dIlpk2bRkBAAG3atGHHjh2EhIRw7do1QkNDsbCwwMHBgevXr1NYWEi9evW4fPkyLi4uGBsbY29vT15eHg0aNCAiIoJGjRrdtg1u5cqVvPfee/Tq1YvRo0fz2GOP4ejoyNixYyvdTy8vL7y8vCpd363bpKpzKteCBQuYO3dutR1fCCGEEEKIfxIdenQ82NKYB71+dZFkjvjXS09PZ/78+VhYWNChQwdu3LhBXFwcrVu3Jjs7GyMjI3bu3MmxY8c4c+YMERERDBgwgBdffJG0tDRycnI4cuQIlpaWnDp1irNnzzJ06FAsLCxITk6mcePGhISEcPz4cUaPHo2LiwsZGRmcPXuWhIQEPvzwQ3Q6HdHR0VhZWTFmzBjc3d0ZOHAgrVu35t1336Vhw4YsW7YMHx8fBgwYQGhoaJXXYmpqWqnqxcTEBDMzM6ZPn640Xr7fDL1uiouLlfNJSEhg5cqVREdHc+HCBfz8/Fi7di2PPPIIe/fuZdWqVQQHB/PJJ59w7NgxEhISuH79OomJiSQmJmJpaUlAQABpaWn4+PhQs2ZNrl69ilarxcfHh2+//ZaWLVty8OBBHB0dcXFxwdXVlf379zNy5EglmWNIvHh7e7N48eK/dD1V9UO6X2bMmMGUKVOU53l5ebcll4QQQgghhBDiz0gyR/zrvfLKK7i7u/Puu+8CvzcxjoiI4MMPP+TZZ58FYNeuXcyePZsePXowZcoUtm/fTu3atSkpKVEmEz3xxBPs37+fCRMmYGtrS1JSEgD+/v5s2rQJqKjuuHDhAkOHDsXLy4vu3bvj4OBAUFCQMmVp1KhRNGjQgAYNGuDg4ICDg8NfTjYYGRlVahZseO3vujmJYbhHf8WMGTP4+eefKSgoYOzYsYwcORITExM2btzIrFmz2LJlCz179uSrr75i7Nix1KtXj5iYGIKDg8nLy8Pc3Jzw8HCCg4P56quvMDU15ZdffuHs2bNkZ2fj4+ODu7s7+fn5xMfHM23aNBYvXkxgYCBOTk68/PLLADz77LOUlZUBd66eMSTBbq4cutW9TN5otdrbfq/+iEajQaPR3LP1hRBCCCGEEP9NkswR/2plZWUYGxsTFBQEVFSPGMZtu7i44O3tTVpaGgEBAfj7+yuTmkJDQzl06BCdO3cmPj5eOZ5Go+HKlSsA+Pn5sXXrVnr06MGlS5eIjIwEwMPDgxMnTqDRaHj11VfZtWsXTZo0oX79+so39s7OzvTs2bPSuRr69vydnit349aEzc1rGl6/fv26MvXpTgYNGsSLL76Ii4sLjz76KPb29owcOZKwsDBlFHenTp2U++jn58fp06fp378/DRo0ICYmhvr161O/fn2ysrJIT0/H19eXjIwMkpKSaNKkCR4eHnh7e1NWVkbt2rWZM2cO06ZNw83NTbmW2rVr/+k138stUrc2kL61ogeolMhJTk4mJydH6WskhBBCCCHEf500QK4+0gBZ/KtptVrs7OyUb7xvTko4ODhga2tLfHw8NWvWVBodA9SrV48rV67g5+eHi4sLa9asITExkZiYGKW6ZtiwYdjZ2TFy5EicnJxYsWIF5eXl9OzZk08++QQANzc3/ve//xEcHIyJiUmlJsu3Nlw2NjbGxMTknidy7tSs99bERnx8PGlpaeh0Op599lkCAwPp06cPZ86c+cPjOzg4MHnyZJo3b86RI0c4fvw4AIGBgVy9ehWABg0aKMmcoKAgzp07B1Tc5/DwcF566SU6duxIx44d2bBhA15eXjz++OM0bdoUAB8fH15++WXlua2trZLIMSTADL+uLnq9XrmXp06dYv/+/cq6Op1O+X1LTU3l+vXrACxevFj5s/DWW2+xfv36aj9PIYQQQgghhJDKHPGvZm5ujr29PXFxcUBFpY6JiQnGxsZYW1vj4uJCXFwctra2WFhYKIkab29v4uLiyM/PZ8mSJYwdO5Y1a9YwZMgQXFxcSExMxNvbm88+++xPz8Hwjf6tW3v+TtLm5iqQ3Nxczp8/j5GREU2aNKm0TUev19+2zSclJYW4uDiys7MpLCykS5cuODs7M3fuXJo0aUKTJk0oKioiMjJSaQ5sqOK5tfpEq9Wye/duatSowfr169m3bx+TJ08GwNPTk9OnTwMViZ1Lly5x/fp1unXrxooVK2jVqhWTJk1i6NCheHt7Y2xsTP369bG0tAQqGkP/0XVXdR/v1Xazm3sS3Xxsw/P09HS+++47srOzcXV1pX379mzatInXX38dBwcHwsPDefrpp5XtdykpKWRlZbFgwYJ7dp5CCCGEEEIIcSeSzBH/asbGxnTo0IEXX3yRcePGKVtxDh8+jKurKzY2NqSkpFBWVoZGoyExMZHS0lJcXV2ZPHkypaWleHh4sHXrVkxNTVm9ejXh4eE4ODgoaxi+8a8qcWI4h3vNyMiIqKgoXnjhBVJTU3F3d8fX1xedTkfr1q0rve/QoUOkpKRQr149Fi1aRFFREaGhoZibmxMVFUWzZs1wdnamefPmXL16FTc3N06fPs2kSZPo3bs39erVo27dusrxblZcXExCQgI+Pj5AxX2NiooCwNXVlYSEBKBia1WfPn3Q6/W4uLjwww8/KKO+AZo3b6782pCw+bPEzd+VlpbG+vXrOX78OMXFxYwaNYpHH320yp5ExcXFnDt3jtjYWI4ePYqZmRnr1q3jxIkTDB8+nLp16/Ljjz8SGRlJeno606dPZ+nSpcydOxdPT0969epF7969sbGxqfK6hBBCCCGE+C/S6fXoHnDV+oNev7pIMkf867Vr144mTZrwxhtvYG9vT2JiIpmZmXz00UcEBgZSWFhIWVkZr7zyCg4ODkqfl4kTJwIV38jPmzePr776iqCgIKZPn46dnZ1y/OoaVW2oEKkqQVRYWMiqVavo0KEDs2bNAiAuLg4LCwt+/vln1q9fz5IlS7CwsOD06dOcOXOGjh07kpiYSO/evZkyZQopKSnMmjWLvLw8AOrXr8/333/P/PnzWbNmDRcuXGD37t2MGTOG1NRU4uLi2LBhAzNnzlTOw9ramoEDBzJhwgS++OILevfuzaBBgyguLqZTp06EhYUp73311VcrxRmu0ZDYMPz65nHsf5dWqyUjI4OaNWtWWqu4uJhly5aRlJRE3759sbGxIScnB4CSkhLWrFnDL7/8Qo0aNXj77bfJz89n+vTp1KhRg6lTp+Lm5kZGRgYvvvgiDRs2JDY2lo0bN3Lu3DlKS0upXbs2vXv3pry8nJCQEKytrTl+/Liyde9ufXX+GhbWRXcd16im3Z+/qQpXrheqigMI82yqKs7L1kz1mtZ16qoLDGj95++5A5MmvVTFmWZcVr1m0f6jqmNL8wtUxXn27qp6TW1ulqo4U2d31WtaW9mqitNGq/99cQ3xVR1rZKLu3w+1cQBm9uo+F5yCLFWvqb/Ddt8/U5B2XfWaF78+rioudNoTqtfUFearjtUWqvvc1Rer/7x+Z/VwVXEvj1qres2Prj6pKs7Y/u7/DTQo9GmpOtaiSN3nmH1qvOo1NQ1bqYord6ujek2thbrPBQrU3R8Avcb6z99UhXKTO/dx/DNF5TrVsaW26j7rjyar/1xoUUvdv2kuPUerXtM4/5qquHJnn7uO0Rar/38/8ddIMkc8FFasWMH27ds5deoUgwcPJiwsTBn5HBwcDICVlVWlGMP2KAsLC+bMmcP8+fOr5dzKysq4fv06FhYW2NvbK69XVSFiSEhERkZy8uRJduzYobzm61vxj0x5eTk1a9bk448/5sUXX+TatWv07t0ba2trPDw8aNKkCQCOjo4ASn8XJycn8vPz0Wq1hISEEBISwuDBg/n1119JSUkhLy+PY8eOkZWVhbOzs3JOTZs2ZePGjbi5ud12D21sbJRf37zd7OZrrOrXat3alPirr77is88+Y9euXZWSOZGRkWzatIno6OjbYo8dO8aePXsYOnQoV65cYejQoXz99dfUqVMHDw8PpW+PmZkZ58+fx9/fH51OR8uWLVm8eLHSbNvgtddeY9q0aeTn5zNjxgyefvppOnfu/LevVQghhBBCCCHuRJI54qHRu3dvevfufdvrd9r2cnPFjaFa5+8yTKwyHN/IyIjs7Gx2795Nq1atlGSOVqvlwIEDnDp1CisrK5555plKx7GzsyMmJgZra2v0ej2ZmZns2bOHhIQEZsyYwcSJEwkPD2fSpEns3buX8ePHY2VlhZWVFTk5OWi1WiwtLalVqxbHjh2jY8eOnDhxguTkZNLS0ti8eTMbNmwgLy+PJ554Ag8PD/bt20eXLl0qbY8yMGyzMpx7VRO57mUFk6FqycjIqNJxb10jICCA0tLS2752/PhxevXqpRzr5q+vWLGCJ598kgEDBgAVTZpTUlKoWbMm3t7eFBQUYG1tjZubG1lZWVhaWlK3bl30ej0HDhzAx8eHEydOkJaWRmBgIOfPn6dFixaMGjUKvV6vJM+EEEIIIYT4r9PqKh4P+hweRjLNSjxUtFqtUoFhUF39S/R6PeXl5axdu5YZM2YAv0+sunlqVWlpKatXr2bixIkMGTKE5ORkjh49ytq1FWXMubm5vPPOO5XO1cvLC61WS2FhIUZGRhw4cIBff/2VV155hcTERNzd3Wnbti2ffvopOp2O8vJyoKKPTUpKCsXFxQCMGzeOc+fOERgYSFxcHP3790ev19OvXz82bNhAdHQ0c+bMAaBJkyY8/vjjfzimHLjnE7l0Ot1tE7kMVUs3J2jS09PZuXMnr7/+ujIty8vLi+LiYrKzs4HfEzdZWVk4OjqSm5urVAsZ1sjOzsbW9veyVl9fX86fP68kdQz3LigoiCtXrvDuu+8SFRXF0qVLiY6OJiwsjJdffpns7Gzs7e1555136N69O3q9nueff57HH3/8nt0bIYQQQgghhKiKVOaIh0pV/Wf+rjtNejIkCaytrUlLSwMqxlYvX76cc+fOYWRkxJIlSzA1NaW4uBh3d3fGjx9PrVq1GD58OJMnT0aj0fDll19y4cIFRo0ahYuLCzqdDmtra+zs7Dh06BDdunWjf//+9O/fn0uXLnHkyBG8vb2ZMWMGw4YNw8vLS2nY7O7uTm5urpLc8fb25sMPP8Ta2lqZInUrQwKkfv369/zeGWRnZ1NQUICHhwfTp09n4sSJSrPqqip6oqKiOHDgAMePH+fpp5+mRYsWvPnmm9y4cYPQ0FDmz5/PK6+8QoMGDbCzsyM6OppWrVqh1WoxNTWlVq1anDlzhqysLOzt7SkpKVGqr8LCwti1axfh4eFAxT3T6XS4urry448/kp+fj7OzM3379qWwsJAtW7bg7+9P//79eeuttypNExNCCCGEEELcmTRArj5SmSNEFfQ3/YU3JBturUZZuXIlZWVleHl5UVBQQFFREQUFBfj5+TFv3jxGjhzJvHnzsLOz44UXXqBly5bKJCpD0+W9e/fStm1b1q1bh4uLS6W1p06dykcffcS2bdtITU3l4MGD2NnZKdugvL296d69O7a2tkqlyfjx45k5c2al3jwuLi5KIken01VZuXQvK20MW6Rurrb58MMPWb16NcbGxpw4cYLY2Figov/Ptm3bmDx5Mp988gl5eXno9XoWLFjA+fPnad26Na6urgC8/fbbTJ8+HR8fH/bt28euXbuAii1ghkodw71r06YNJSUlSvWTRqPhypUr/Pjjj4wYMQILCwv69etHx44dsbCwIDw8HH9/f3r06IGTkxNQ0cR57Nix7N69m/79+yvHEUIIIYQQQogHTSpzxH/KjRs3lDHeVTXsNTAyMqKwsJCcnBwOHjzIo48+ypkzZ/juu+944YUXqFGjBnPnzqVhw4bUrl0bU1NT4uPjCQoK4vr166xevZrffvuN3NxcYmNjcXJy4uTJk8TExFC/fn2CgoIIDQ1lwoQJypqGxsOG5NG4ceOoU6cOH3zwATNnzqRhw4b06dOHDh06KDFmZmY0aNAAqEhkmJr+8V/pez2Z6+YeQYaqqKruae3atUlMTAQgJCSEy5cv07lzZ/bu3ctnn31G165d2bt3LwUFBQQHB2NtbU1oaCgjR45UjnH06FHeeOMN2rRpQ3h4uJLACQgI4Pz585Wur169egwdOpS33nqL8ePHk5qaSmpqKk8++SRdu3blpZdeYvfu3Xh7e9O4cWMA/P398ff3v6f3RwghhBBCCCGqgyRzxEPr/Pnz7Nmzh8jISKysrJg9ezaRkZFkZGTg6+uLmdnv4/IuX76Mk5OTUpXx0ksvsWXLFgYOHMjixYv58ccfsbW1JT8/n9TUVGrUqEH79u05f/48zZo1w97entjYWPz8/Fi3bh1eXl6sW7eORYsWcfToUTp27KhsfQLo0aMHmzdvJi8vj7S0NDIyMpg0aRLOzs6VRnd36dKFDh063JakKSsr47333mP79u1s27ZNeX91uHr1KtbW1jg6OlJeXl7pXO60RWrv3r1cvHiRfv36ER4ejru7O5GRkWRlZREYGMjFixcB2LNnD8HBwUyYMIHg4GC2bdtGYGAgrVu35ttvv+XgwYOYm5szc+ZMTpw4QWhoKHPnzmXPnj1KIqxevXpV3oN27doRGBjIpk2b6N27N40bN8bT0xOomPT1xBPqx9OqVVJSQklJifLcMDZeCCGEEEKIh5FOr0cr26yqhWyzEg+l9PR05s+fT2RkJB06dCAoKIi4uDhat25N+/btMTIyYufOncydO5f+/fvTrVs35s+fT2pqKhEREeTk5HDkyBFeeeUV2rZty9mzZ6lduzYWFhYkJycDFRUmx48fx8zMDBcXFzIyMjh79iwJCQlMnToVX19foqOjuXTpEnXq1MHd3Z2BAwcyduxYunXrxrx580hJScHb25vx48cTGhpa5bWYmpqi1+vRarXK1iUzMzOmT5/OoUOHKo0Rv1f0ej1lZWUAjB49mo0bNyrncrPo6GimT59Oly5dWLNmDVCRoMnPz6dVq1YcPXqUnTt30qBBA8rKykhJSaF+/fqkpqaSnp6Op6cn7u7uQEVljL29PYWFhYwYMYKtW7cyefJkioqK2LlzJ15eXly+fJm1a9fy9ddfU1RURHp6OoGBgUq/n1uTS66urjz77LP07t1bSeQ8SAsWLMDe3l55eHl5PehTEkIIIYQQQvwLSWWOeCi98soruLu78+677wK/NzGOiIjgww8/5NlnnwVg165dzJ49mx49ejBlyhS2b99O7dq1KSkpoUaNGgA88cQT7N+/nwkTJmBra0tSUhJQkXzYtGkTUDFV6cKFCwwdOhQvLy+6d++Og4MDQUFBZGZmAjBq1CgaNGhAgwYNcHBwwMHBgcWLF/+l6zFMd7r1NTX0ej3nz5/nt99+4+TJk3Tu3JlBgwYpXzfcK0PlUseOHTl27Bg+Pj6sWLGCXr16MXbsWG7cuMFnn32GiYkJL7/8Mg0bNkSr1TJ+/HhOnz7NDz/8wM6dOykoKKBLly6YmJiQlJREaGgomZmZlJeX4+7uzvfff8/48ePx8PDghx9+oH///pw5c4bo6Gji4uLIyMige/fu1K5dm99++43ffvuNRx99lMmTJ+Pq6kqNGjX4+OOPVd2Lv8twr/6qGTNmMGXKFOV5Xl6eJHSEEEIIIYQQd02SOeKhU1ZWhrGxMUFBQUBFs2HDuG0XFxe8vb1JS0sjICAAf39/pWIjNDSUQ4cO0blzZ+Lj45XjGZrnAvj5+bF161Z69OjBpUuXiIyMBMDDw4MTJ06g0Wh49dVX2bVrF02aNKF+/fpKEsbZ2ZmePXtWOldDzxljY+Nq2yZ1q6NHjzJnzhz8/PyUypji4mJMTU2JjY0lICCAq1evsn79esLDw+ncuTPLli2jTp06PPbYY5w4cYIlS5bQp08ftm3bpvSrMfj1119ZsmQJnTp1YsKECWzevBlzc3Ps7e2VLWoAOTk59OnThxUrVjBz5kwSEhIICQkhICCAX375hd27d+Pv78/LL7+sJDw+/PDD+3KPDG6eYKbX65XfK8Nzw6+1Wi1GRkZcvXoVd3f3Slv4bqbRaKSJshBCCCGE+M/Q6R/8Nifdw7nLSrZZiYePVqvFzs5OmdpkSOQAODg4YGtrS3x8PDVr1lQaHUNF75UrV67g5+eHi4sLa9asITExkZiYGKW6ZtiwYdjZ2TFy5EicnJxYsWIF5eXl9OzZk08++QQANzc3/ve//xEcHIyJiUmlyVj6Wz7IjI2NMTExuW+JHIDDhw/TqFEjli5dyiuvvEK7du2wsLDg1KlTtG/fHgBzc3OSk5OJi4ujXr166PV6+vTpw1NPPcWECRNYu3Yt9vb2SqKqrKxMubZly5YxYcIEnn/+eTQaDbm5uRQWFuLg4EBcXBxQUVV06dIlbGxs+Pzzz3FxcaFr1668/vrrmJiY0LlzZ1avXs2sWbPo0KHDPW/cfCeGPzPZ2dns379fSeIZztlwHtnZ2RgZGfHrr78ye/ZsTExM2L17NyNGjKg0xUsIIYQQQgghqoNU5oiHjqEKxJA4KCsrw8TEBGNjY6ytrXFxcSEuLg5bW1ssLCyURI23tzdxcXHk5+ezZMkSxo4dy5o1axgyZAguLi4kJibi7e3NZ5999qfncPOkrJsTNfczaVMVvV6Pra0thw4dYvv27RgbG9OuXTtsbW0JCQlRqkbc3NxwcXEhNTUVR0dHLCwsqFWrFlqtlgYNGqDVaikvL8fCwoJjx44RFhamrGFoZLxv3z5u3LhBUVERiYmJhIaGkp6ejl6vZ9WqVUqFjo+PT6WtR/eDoSLq5gQN/N5zx8rKiqNHjxIREcEjjzyCh4cHN27cYOzYsSQnJxMcHMyUKVPw8vIiKSmJCRMmULt2bZ588slKyUMhhBBCCCHEwys7O5vJkycrA1n69OnDRx99hIODQ5XvLysr45VXXmHHjh1cuXIFe3t7unbtyltvvYWHh8ddrS2VOeKhY2xsTIcOHdi7dy8JCQmYmZlhbGzM4cOHuXLlCjY2NqSkpFBWVoZGoyExMZHS0lJcXV2ZPHkypaWleHh4sHXrVn755RfMzc0JDw+v9BdSp9Oh0+nuWIVxP7dN3Q0jIyOGDx9OWVkZ7777LmvXrqVNmzZs27YNCwsLLCwsiImJASomPmVlZQEVo8W//PJLTExMuHTpEgEBAWg0Gp566ik++eQThgwZQqNGjdi1axdz587F398fc3Nznn76afbt20dgYCDt2rXj8ccfx8jICE9PzztuRbpXdDodBw8eZPbs2YwYMYL333+f0tJS4PeKqJsTOVlZWRw4cIC33nqL5557jsWLF/Puu+/y+uuvc/XqVbZs2cJrr73G6dOnefLJJxkxYgS1a9fmgw8+ICMjg08++YSnnnqqWq9JCCGEEEKIfxOt7p/xqC5Dhw7l9OnT7Nq1i127dnH69GmGDx9+x/cXFhZy6tQpXn31VU6dOsU333zDpUuX6NOnz12vLZU54qHUrl07mjRpwhtvvIG9vT2JiYlkZmby0UcfERgYSGFhoZIVdXBwwNzcHICJEycCFX125s2bx1dffUVQUBDTp0/Hzs5OOf792vZTHTQaDd999x15eXkkJiayYcMGNm/eTJcuXQgICCAiIoK6deuSlZVFdHQ0AA0aNOCzzz6jsLCQDRs28Mwzz2BjY8OECRM4fPgwiYmJvPLKKzRo0ADgvlfaVOXYsWO8/vrrNGvWjC5dumBqakp0dDQhISGcPXuWzZs3k56ezksvvUS9evVYv349a9as4emnn6ZHjx6EhISQkpLCG2+8AVRssdu8ebPSk6lp06bk5uZib2+PhYUFGRkZ7N27lx49ejzgKxdCCCGEEELcKi8vr9Lzv9vP8sKFC+zatYsjR47QokULAFauXEmrVq24ePEiAQEBt8XY29uzd+/eSq999NFHhIWFKTtB/ipJ5oiH1ooVK9i+fTunTp1i8ODBhIWFKY10g4ODgYrtNDczbI+ysLBgzpw5zJ8//76f9/2g0+mws7OjYcOGPPbYY7z33nsUFxfTo0cPvvrqKy5cuMDp06exsbEhKSmJRx55hBo1atC6dWs6dOhQaYx6q1ataNWq1X07d8P2qJu3st2qtLSUGTNmMHnyZPr166dcs7GxMeXl5cyfP5+6devSrl07Bg0axI4dOwgMDMTMzIyhQ4dia2tLWloaly5dUvoomZmZMWLECMaOHVtprbi4OBwcHFi0aBEbN24kJiaGSZMm3dU1Pe2aiZ1t0d3fC+Psu44BaONlryoOQG9WoCrOOCtD9Zp41VW3Znai6iW1V06oitMbm/z5m+7Ao1c31bEm9s6q4rRZaarXpLxMXVhWquoltTduqIqz9bm7suWb6ctKVceWFRSrirOs7at6TV3J3X+WAFz9+bjqNc2s1G0vdWsWqHrN+k+2URf4N/6Oahq2VB2bd2CXqji1f4YAHHsMUBX30dUnVa85yVPdDzS6uFr9+ZvuoN/eD1THGtm7qorTWdv9+ZvuGKyut55R1C+qlzTVqPs7qs2+pnpNE2d3VXEWNg7q10y4oD42pKOquN6u6n/AqzM2VxVncj1J/Zo26v5/QW9099dpiNHp9f+ABsgV6986RXb27NnMmTNH9XEPHz6Mvb29ksgBaNmyJfb29vz2229VJnOqkpubi5GR0R23Zt2JJHPEQ61379707t37ttdvnlJ0s5srbgzVOg+bkpISIiIiuHLlCteuXWP37t20bdsWZ2dnRowYgbOzM9HR0UyfPp2goCDs7Ozw8vJ6IBUnhgTMzb9fhv8afq+qGg9eUFBAamoqXbp0AaC8vBxT04qPu19++QUTExNmzpyJpaUle/bs4eDBg7i5udGuXTsSEhJo2LAhdnZ2GBsbk5+fD0Dbtm25cOEC2dnZ2NjYsH37doKDg9mwYQNlZWWMHj2aGjVqcObMGa5du4abm9t9uUdCCCGEEEKIP5eUlFRpt8XfnTKblpZW5f/zu7m5kZb2135gVlxczPTp0xk6dGilc/srJJkjHnqGsdE3f8P/T+xnc7+Ym5uTmprKpk2bCAgIYNSoUUrSw8bGhieeeOK+nk9GRgZxcXGEhYXdlmQz/J4ZXrt69SpHjx6lffv2bNmyhaVLlxIaGsr8+fPx8PBQ4tPS0mjUqBGXLl2iWbNmmJqaKkkfwwj03NxcLC0tadasGfHx8TRs2BBTU1OSk5Np2LAhNWvWxMrKiu+++w5TU1NGjx7NL7/8Qnh4OAUFBTRu3Bh/f38GDBigND2+U/JQCCGEEEII8WDZ2dn9pYTJnDlzmDt37h++5/jxiorWqr6vvFPhwK3Kysp44okn0Ol0LF269E/ffytJ5oiHnmF8tqhgZGREv379lO1HD4ohufLTTz+xd+9e/P39cXauXPr59ddf07p1a6Kioti8eTM5OTmkpqayYcMGQkJCOHHiBMOHD2fDhg28+OKLSpylpSV2dnZER0fTrFkzCgsLlYSLr68vZ86cISoqipo1awIQGRnJiy++iFar5fLly3Tv3h0/Pz/Cw8OZNm0aRUVFTJs2jXHjxjFo0KDbzrOq6xJCCCGEEOK/TqvXo33A26zudv1nn332T3/A7ePjw9mzZ0lPT7/taxkZGcrk3jspKytj0KBBxMXF8fPPP991VQ5IMkcIUU3uNP7b8DXDa7Vr18bOzo6CggIOHTrEpUuXGDNmDA4ODnzxxReUlJTQqFEjoqOjmTlzJj169GDw4MHk5OSg0Wjo0qULUVFRaLVaJXHn4+NDQEAAGzduZNiwYUpvpJMnT+Lg4EBoaCgLFy7kq6++Ij4+nnfeeQetVkvr1q1xcnJSzrN9+/YcPny40rkbEjk39+y5OfsuiRwhhBBCCCH+vVxcXHBxcfnT97Vq1Yrc3FyOHTtGWFgYAEePHiU3N5fWrVvfMc6QyImJiWHfvn1/+IPiPyLJHCHE36b//2x3VVukDEpKSoiNjcXV1RVXV1emTp2Ki4sLEydOZMOGDWRkZKDRaIiPj6egoAAHBwdatWpFTEwM3bt3JyQkRKmu6dGjBwcOHAAqmlnv3LmT4uJirK2tlcTKk08+SVRUFGPGjMHe3p7o6GgcHR1ZunQpTZo0wdLSkpycHJ555hlCQkIAqqxW0uv16HS62yq8ZNueEEIIIYQQ/11BQUH06NGDsWPHsmLFCgDGjRtH7969KzU/DgwMZMGCBfTr14/y8nIef/xxTp06xfbt29FqtUp/HScnp7vq2yo/QhZC3DX9LaWKN0+VyszMJC8vj+joaJ566ilCQ0P59NNPuXz5Mu+//z7nzp0DKrY7RUREYGtri62tLbGxsQQEBFBQUKCMDaxfvz7nz5/HyckJjUZDZmYmAHXr1iUlJQWAgIAAMjMzla8ZzsPd3Z3Vq1fTtGlTXFxcmDJlCh999JFSwjhw4EDGjh1Lo0aNKl2LTqe77dpkq54QQgghhBB3Twfo9A/4UY3Xt27dOoKDgwkPDyc8PJyQkBDWrl1b6T0XL14kNzcXqOgBum3bNq5evUrjxo1xd3dXHr/99ttdrS2VOUKI2xgSGreO/jZUvRgZGVFYWMi1a9fw8fEhOTmZr7/+mnPnzpGens7jjz9OTEwMDRo0YPLkyQQEBJCVlYWrqys3/n+0cMuWLZUMtqOjI4mJiTz22GPodDoyMjIICgrC2NiYzMxMjPXdltsAAQAASURBVIyMsLW1VRI2tWvXJjY2lsLCQpydnfH09KSo6PZxvEZGRkyYMKHKa9Tr9ZWux6A6t0mVlJRQUlKiPDckrYQQQgghhBD/Pk5OTnz55Zd/+J6bfxDu4+Nz2w/G1ZJkjhD/EVV1VU9KSmLRokXs27cPFxcXxo8fz4ABA25LaBjG7hkbG5ORkcFLL71EREQE9erVo0+fPgwePJjDhw9TVlbGtm3bSElJ4c033+TixYvKMUxMTDA1NSUnJweo2B5lSM64u7sTFRWFRqPB39+fPXv24OjoyMmTJ7l48SJ5eXk4OjpSVFREUVERtWrVYsmSJcp5bty48Q+v29Cj5+brvzWJcz8sWLDgTzvjCyGEEEII8bDQ6vRodQ+4AfIDXr+6yDYrIR5y16//H3v3HR5V8TVw/Lu76b33HkgjgZBQQu89IkUEAQUUpAgoHQRBuogUEUGkKKhIFeQHaATpvYRACDWBAOm99919/8i71wSCZSVimc/z7CNJdu7M3DT35Mw5WZw/f14q1KtRXl7Ot99+S2lpKTt37mTmzJl8+eWXLFu2DIAtW7YwY8YMGjRoQJ8+faR2eadPn6ZFixZcvXqVadOm8dZbb1FYWEjdunWlwl9GRkbSeU9NIWR9fX3s7OyIjY0FKgNJSqWSR48eYWdnR2JiIsnJyUyfPp34+HhGjRqFu7s7S5cuRaFQMGbMGCZMmIChoSFyuZyuXbtKNXTgyaNfGppjUrURuHn8SNavrQNgxowZ5ObmSo9Hjx498zUJgiAIgiAIgvDvJzJzBOFfRJOFAkhdpK5cucKoUaO4e/duteycR48esWXLFk6cOIGVlRV16tTB3t6etm3bMmnSJC5fvsy5c+e4cOECUFngq1evXhw6dIjjx4+zZs0aTExM6N+/PzKZDAsLC9RqNQUFBVhYWKCnp8fhw4fp2LEjUBn46NatG7NmzeLFF18kNDQUAwMD4uLiqFevHv369cPQ0BA9Pb3fTFXU7PXxTJtnqby8HF1dXWmemjKbqmYwZWRkEBsbS1hY2FOvqa+vj76+/jNdpyAIgiAIgiAI/z0iM0cQ/qHKysqIiYmRjirBL1koCoVCCjSEhoZKBXyrBh8KCwvR19eXWnGr1Wr8/f1RKBTcv3+fgIAAmjZtSllZmdQC/Pbt25SUlDBmzBguXLjAyZMnWb9+PRYWFjg5OZGfny+t55133mH79u106dIFX19fdu7cSd26dRk/fjy9evVi8ODB3L17l7Zt2+Lk5ER4eDgWFhbS+lQqlfSoybMO3iiVSmmuxMREVq5cWW0ezX/j4+PJzc2loqKCefPmceDAAQDmzJnD+fPnn+maBEEQBEEQBOGfTK1Wo3rOj2dVo+bvRmTmCMI/gFKplAIxmqCCnp4eu3fvpk+fPtjY2ACVldIPHDjApUuXaNSoEWPHjpUyZh48eIC7u7uUYZKbm4uvry/37t3Dy8uLiooKdHV1sbOzIy4uDmdnZxISEkhLS8PU1BSFQsGjR4946aWX+Pbbb/H19aVx48Z8+eWXtG7dGnd3d44fPy5Van/11Vdp1KgRqamp1KtXD1tbW1QqFS1atKBFixZP7PHxzJfaKkRcNXupapeqqv+2trZmyZIltGjRguzsbHr06MGGDRtYv349+vr6NG7cmHnz5tGtWzeGDRuGXC7n6tWrfPjhh7WyZkEQBEEQBEEQhKpEMEcQ/maUSqV0REqjaqChpKQEHR0dSktL+f7779m5cyclJSUcOnSIqKgo5HI5EyZMYMOGDezevZtXXnkFNzc3oqKicHd3R6VSoVAocHZ2pqSkhFu3buHl5YVSqURXVxd3d3cKCwvx9fXlo48+ws3NDW9vb0pKSpDJZHTr1g2lUsmyZctISkrCx8eHRo0a0bhxY3x9faVMH6g8muXv7y+9rdmTSqV6ogDxs860SUpKYsOGDdy6dYuMjAzefvttevTo8dRW47t376aiooJt27ZhY2NDRUUFs2bN4uWXXyY+Pp779+/z3Xff4ezsTEBAAHXr1mXUqFF88cUX9O7dmyFDhmBsbPxM9yAIgiAIgiAIglATEcwRhL9Qbm4uMTExREVFceXKFVavXv1EDZWqgQZNtsqOHTvIzMzk0KFDnD9/ng8//JAuXboQGhqKnp4eU6dOxc3NDUdHRyIjI/npp5+IiIiguLiYV155hQYNGhAZGcmLL74oXdvT05N69eqxYcMGWrRogbm5OXv37kVPT482bdqQlZWFj48PJ0+e5NNPP6Vp06a89NJLAISHh9OlSxd0dXWrrb1qIOfxPVRVm+2/NXMuX76c4uJi+vTpg7e3N1evXqW4uBgDAwNWr15NREQEdevWZfLkyTg7OzNx4kRatmzJxIkTadWqFXfu3GHOnDm0adOGQ4cO8dNPP7Fnzx7Mzc3x8vLCy8sLAFtbWxwcHIiJieHnn3+mQ4cOKJXKGgNGT6MqKUSlxU9jVaF2rc3lLn5ajQOQZ8dqNa7w3CGt59RzdtduoPz3fw4eJ9PR/e0n1TTOQPuAnio/R+uxZY/uaTVO9ie+F7PvalfAuzAx47ef9IzpmhppPbaisETrsQbWZlqNU5VXaD1nSWauVuPij97Xes7ywnKtxlWUlGk9Z+btNK3Gubcv0HpO2fUbWo+9vfuSVuO0vbcArUOaajVObl6s9ZwdbLX7Xvs5vUjrOdsdi9B6rFLL77WsGO2/XyzqXtVqXGlOvtZzGjtaazWu/E/8/DPzcNBqnNxYu5+bALHbtf9/DZ+hNR/r/y0yA+1/vygs7bQaVxx9Vus5C7T8HWz78tA/PEY3LRUApbry8Tw97/lriwjmCMJfKCAgAHt7ezp16kRQUJAUDMnOziY6Oprg4GD279/PqlWrUKvVTJgwgQEDBnDlyhVOnTrFqlWrkMvlrF69Gn9/f15++WWOHz8uZYTExMSwYsUKevTowcyZM7l48SKJiYk0adKEHTt2AFQr5jt69Gg2bNhAnz59SE9PRy6X8/7772NhYYFSqcTW1pZ69eqxZcuWJ/aiKQ6sybJ5WoCmtrpI/Vpr8ZMnT3Lt2jW2bt0qHUELDg5GJpOxa9cuIiMjmTp1Krt27WLp0qWsXLmS1q1bY2trS6tWrYDK1ukHDx6kTZs2FBYW0rhxY958802Cg4OrzXX48GEp0DV37lxKS0vp3r17jUEsQRAEQRAEQRCEZ0EEcwThLxQcHMykSZNo3749AA8fPmTdunVERkbi7u7Ow4cPOX/+PEuXLsXY2JhVq1ahp6dHp06diI2NpV69epSXl+Pp6cnFixdp164dSUlJpKamYm1tze3bt4mPj2fIkCHcvn2bJUuWMHLkSIKCgpgwYQJAtSCIk5MTs2fP5vTp09jb21OnTh1prdbW1pSVlZGenl6tQ9bjR6P+SAbK71FQUICxsTEymazGoI1arZYCRyUlJSiVSimYpVKpkMvlfPfdd7Rq1QobGxup3pAmuHL06FHc3d1p3bo19vb2bNq0iePHj9O2bVsOHz4szdOoUSN27doFQKtWrTh79iybN2+mQYMGHDhwgNTUVLp168Y333zDmjVr8PHx4b333iM+Pl66N4IgCIIgCIIgCLVBBHME4S8UHBzMmjVryMnJISoqCk9PT1JSUvDw8GDt2rUcOHCA2NhYKTukR48e7Nmzh8WLF1NUVIRSqcTAwAAnJydu3rzJ4MGDKS8vp6ioMj25cePGQGUnqdTUVAICAnjw4AG9evVi+PDhUrDjcVULElfNKBk/fjyWlpa1eixKrVajVCrR0dHhf//7H5mZmfTq1QsLC4tq8xYVFWFkZIRMJmPv3r189NFH5OXl0b9/fwYMGIC3tzcVFRXo6elha2vL1au/pDFrAkIqlQp/f3+p45aNjQ3W1tYkJSXRuHFjPvvsM2lMkyZN+Oijj9i3bx9qtZqpU6cyb9486tevj6OjIx06dMDOzo5PPvlEqgvUoUOHWrtPgiAIgiAIgvBPo+ko9bzX8G8kWpMLwl+oVatWfPfdd5w8eRInJydCQ0OpU6cO7u6VNUEcHR158OCB9Hx3d3cyMzNxcHCgtLSUzMxMFAoFTk5O3L59G2NjY7p3784bb7xBcHAwtra2LFy4EHd3d95++22+/fZb+vTpg1wuZ+7cuU8NylRt11c1o8TV1RUTE5NnsndN0EapVFZ7v0wmQ0enMq78wgsvMGTIEMzNzblx4wbLly9n2rRpuLi4MGPGDHJzc0lKSuLWrVvs2rWLqKgoCgoKmDt3brVrNm3alLt370rXr6ioPBOvVCoJCAjghx9+ACqzj44fP46vry8eHh5cuXJFukZAQACjRo1iz549qNVqrK2tWbp0KdHR0fz0009MmzYNHR0dAgMDq839tFbqgiAIgiAIgiAIz4rIzBGEv1BAQADe3t6sWLFCet/58+d5+PAhUJm5I5fLuXjxIo0bNyYiIoL27dujo6NDTk4O9+7dw8XFBRcXF8LCwigsLOTll1+mdevWODk5AdCpUyc6der0xNxPy8qBZ3ckSDOHSqWSMnyqtlR//EhWUVERN2/e5MqVK5w7dw4PDw/y8vLo1asXCoWCzz77jHfffZeoqChWrFjB5s2b6dOnDytWrODQoUNkZ2djbGxMr169gMp27VCZVePi4sLy5cuZOHEicrmc8vJyvvrqK4YNG0bdunUZOHCg1I2rQYMGKBQKFi1aRElJCQYGBgCMHTu22no119fsr6YjZrVd3FkQBEEQBEEQ/imUKjVK1fPNjHne89cWEcwRhL+Qm5sbxcXF5ObmYm5uDlRmh9y4cYPs7GwsLS1ZsmQJixYt4v79+9jY2LBp0yYAVq5cKWWBBAQEEBAQIF1XE8jRqKnWzLMOMmiyeWQyGVFRUezYsYOePXsSFhZW41w3b95k8+bN3LlzB39/fxYuXEh2drZ0XOrjjz9GR0eHNWvWkJWVRcuWLXFyciIsLAwbGxvCwsLYt28fY8aMoby8nC1btuDs7Fzj2szMzFi8eDEzZszg+vXrpKamkpSUxLhx41Cr1WzYsIGIiAgcHR1p2LAhCoUClUrF1KlTn7hWTa3iRcBGEARBEARBEITnSQRzBOEvZmpqytWrV2ndujVQGXiQy+Xk5ORgaWlJjx49qFevHiYmJlInJqVSScuWLatd59e6JT3rYENNwaGq/zY1NaW0tJScnBwA0tLSmDNnDlevXsXd3Z1vv/2WxMREvL296du3L1euXGHWrFksWLAADw8PioqKpOLLRkZGJCYmYmFhgY6ODuXllW1ZHRwcyMvLQ0dHh4YNG3L06FEGDBhASkoKJ06cIDw8HDMzM+neBAYGsmbNGn7++WdcXFyoX78+dnaVLSANDAyqtWnX3LOa9vksCzyXlpZSWloqvZ2Xp11rcUEQBEEQBEEQ/ttEMEcQ/mLt27eXgh4Abdu2pWPHjtWe4+HhIf37acd5aqNbUtVsm6oeDw4VFxdz8+ZN0tPT6dKlC/b29ujr60uFhTdt2oSdnR3r16/HwcEBgHbt2gHw1VdfcebMGYyNjamoqMDOzg65XE5hYSHGxsZYWlqSlZUFVGYcxcbGEhQUhJWVFeXl5dy4cYPNmzfzwQcfsHz5csrLy+nTpw9du3Z94t64uroydOjQ373X2s64Wbx48RP1fQRBEARBEATh30oUQK49IpgjCH+xTz/9FPgls0ZT/PdpajNoU7XNd9W5qmb9PHjwgMuXLxMXF8fkyZM5f/48kydPxtbWFmtra9LT0xk8eDDm5uakp6cDlQGb3bt34+fnJ137xo0bfPPNNzRr1oxhw4Yxffp07t+/j4eHB9euXSM3NxdjY2Ps7Oy4dOkSJSUl0r979+6NhYUFLVu2pLi4mICAABYuXIi+vr5U3+ZpNAWJHw/UPOv7+muZUhozZsxg4sSJ0tt5eXm4uro+03UIgiAIgiAIgvDvJ4I5gvAcKJXKZ3p859eo1Wrp+FDVYsRV/wuVR6OuXbtGWVkZ3bt3B+DRo0eMGjUKS0tLvLy8KC4uxtfXl2PHjlFUVMSGDRvYuHEjXbt2xdnZmbt371JcXIy3tzdpaWn4+flRVlaGnp4e27dvx9XVlTfffJNr166RmprK/fv3cXJy4ocffiA5ORknJyecnZ15+PAhhYWFjBw5Ugo8WVtbS4EQlUol1RxSq9VPBKWqqs1sm6pFpX9PcEhfXx99ff1aW48gCIIgCIIgCP8NIpgjCM9BbQZyHs8QqamLVFxcHHl5eezevZuAgADkcjlff/01FhYWyOVy1Go1PXr0YMaMGfTq1YuRI0dKY42MjHjvvff44YcfCAoKQq1WEx0djbe3N1euXKGoqAh/f3/27t1L69at0dPTQ6VS0bFjRzZv3kyvXr2wtbXFy8uLe/fuMWDAAHr16iW1Z2/durVUT8ja2vqJ/T3elevxGjfP6h5WVFSgUCh+NRhU9WOnT5/G3t5eqv0jCIIgCIIgCP91SnXl43mv4d9IBHME4R+krKyMS5cuERkZya1bt5g0aRKenp7VnlM1sJGUlERGRgYRERFERUUxffp0goKCmD17Nrm5uXTo0IH27dujUCjo2bMnZWVlTJ48ma+//ppWrVphbm6OUqkEID8/H1NTU3766SdSUlI4deoUBgYGvPbaa9y9e5fu3btTWlpKQkICI0aMYPXq1bRv357U1FS6devGRx99hKGhIVeuXKFdu3Z4e3tLR8w0mUAaVQNSjwenaiPTRpP9o1KpUCgUHDp0CDMzM8LCwqo9Ly8vj3v37uHt7Y2enh6TJk2ia9euhIeHs2jRIoYNGyaCOYIgCIIgCIIg1DoRzBGEf5C1a9fyv//9j6CgIJydnaUjVHl5eajVaiwtLTl+/DiRkZG88847TJkyhfv37zNgwADq1avHqlWrmDhxIl26dGHv3r0MHz4cU1NTCgoKmD17NhcvXsTJyQldXV1iYmIIDQ3lxIkTjBkzBlNTUwB0dXXJy8vj8uXLPHr0iPv37yOXyxkyZAgGBgZkZGTQoEED5s6dS3R0NH5+flJXrqZNm9K0aVNpP5pATU3ZRDX9+8/QzKFSqaR/P35ESpPBFBMTQ2xsLJcvXyY4OJgWLVowd+5c9u7di4ODA+Hh4QwYMIDGjRtz5MgRdu3aRVBQEC+99NIzWasgCIIgCIIgCMKvEcEcQfiHKCgo4NSpUyxfvpz69esDUFFRgVwuZ8yYMbi6urJkyRLy8vKIi4sjLS2N1q1bk5yczPjx4wFYtGgRO3bsoFu3bhgZGaGnpwfAmTNnOHv2LKdPn0alUtGrVy+ysrJo1aoVX3/9NZs3byY7O5vMzEzmz59Peno6I0aMoG3btsyZMwcTExP09fX56KOPpPWam5s/0U4dqrc5r6l2z7Ny4cIFtmzZQnR0NGZmZsyaNYumTZvWmNmTkpLC1atXuXz5Munp6VI2U0hICA0aNODkyZPk5ORw5coVTp06xeLFi9HR0WHkyJFERETQt29f3nvvPelz8ltFrQVBEARBEAThv0B0s6o94hWHIPxDKJVKHBwc2LVrF6mpqdjY2BAUFARAq1atOHLkCFDZ1lxPT4+kpCT8/PykI0RQmRmzdu1axo0bR0ZGBgUFBejr6+Pt7U1KSgrXrl3jzJkzpKamcvHiRXr06MH69et5//33sbW1pXHjxgC8/PLLvPzyy7+55po6PNV2+2+oLNy8fv163NzceP3110lPT6egoACoPHq2YsUKLl26RIsWLZg/fz7JycnMmzeP4OBgli1bxp07dzA1NWXOnDnY29vzv//9jzVr1nD27Fl0dHQIDQ0lJCQEAE9PT6ytrTl27BhDhw7F3t7+D69XbemE2tTkD4/LdQ/77SfVQPEngmfG96K0Gifv/67Wc1ZoOS6loFzrOd1VaVqNU+v98c+jRpxbe63H1rHU02qc7p2TWs+p55mp1bjCmCit5zR089BqnML8yfpbv3ustYPWY5W52t2jisQ4refMvvNIq3FNJnfVek5dLX5+AcgMjLSe08zznlbjHh65rvWczs19tB5raGmo1Th9sz9RNP//uzn+UUUe2v1uAeh9aKVW49odi9B6zlnv7NZ6rLaGtHXXeuzDUwlajTvzKFfrOV/s6q3VOIWu9v/PVpqdr9U4S3/t761ruwZaj82OvKrVuPKiYq3ntG0aot2chSVaz2nibKPVOJW+6R8eo9Yv1Gou4fcTwRxB+IcwNzenT58+TJw4kXPnzmFoaEhZWRnffvstzZo1Y/Xq1QDY29ujp6fHw4cPadmyJfHx8dy+fRtfX18SEhLw8PDAwsKC9PR00tLSsLa2xtvbm5kzZzJq1CgaN27M0qVLcXNzA8Db25uvvvrqifVojnhpCibXFKSpjYwbzdw1XVuznoMHD5KQkMD69eufGPfjjz+Sm5vLBx98wKFDhxgyZAibN2/GycmJpk2bYmBggKenJ/n5+cTExGBlZYW1tTVt2rThp59+emLO9957jy+++IKoqCiGDRvG8uXLq7VkFwRBEARBEIT/KpVKjUr1nDNznvP8tUUEcwThH6Rdu3ZcuXKF+Ph4bt68yfbt2/noo494//33ycjIAMDOzo5Lly7h6uqKtbU1BgYGrF27FrVazenTp/n666+Ry+X07NmzWpvs119/nddff73GeZ/W3lxTY+ZZBW2USiVpaWk4OjpKR8h+LUiUmpqKqakpRkaVf92Vy+UUFhaSmJhIp06dpGtq1llcXMyOHTv46KOPCAwMpEGDBnh7eyOTyTA3N8fW1halUilds7CwEF1dXZo3b05CQgL79+/H19eXM2fOYGpqio2NDcXFxbi5udG+fXvKysooL9c+G0QQBEEQBEEQBOH3EMEcQfgH8vDwwMPDg6tXr5KWloaOjg6NGjVi+vTpmJiYoFQqSU5OBsDV1RVPT0/8/Px4/fXXpaNXc+bMeeK6VYM2j9e0qa126kqlUgoSHT16lCtXrjBlypRqdWfy8/PR1dXFwMAAgJUrV7J582bMzc3p2LEjs2bNkp5rbGxMfn4+jo6O1QI5UNlWPTU1VerSZWBggImJCcnJybi5uZGUlERZWRmGhobUq1ePY8eOcfz4cUaPHs13333H0qVLuXHjBnZ2drzzzjv4+PiwefNmLC0tUSqVTJ8+vVbukSAIgiAIgiAIQlUimCMI/yApKSncunWLlJQU7t27R0REBAsXLgRgzZo1bNy4ETMzM9asWYOLiwsAVlZWlJSU0KVLF+k6mg5Smn9XfX9tBW1q6iIFVJuvY8eONGnSBIDz589z9OhRjh8/TlxcHC+//DILFizg4cOHpKSkcPr0aYyMjHB3d6dp06ZSJg5UHjV7+PAhhYWFmJmZUVFRIe0tODiYbdu2MWXKFNLT06lXrx5KpRIzMzNu375NUVERhoaGDB06lE2bNhETE0NRURFBQUFs2LDhqVlItXXfBEEQBEEQBOGfSqUG5XM+5fQvPWUlgjmC8E9iZmZGREQEt27dIjAwkNmzZ0utvt3d3Zk3b94TY3r37k1+fmUROk1NGXj29WzKy8vR1dWV5lGr1dUCHDUdlyotLWXnzp0kJyezY8cOduzYQY8ePTh79ixJSUl88cUXbNmyhaZNm+Lt7c2gQYO4d+8e+/fv58cff0RfXx9/f38MDAyqBae6devG3Llz2blzJ2+88QY6OjpERERgbW3NtGnTWLduHZ06dSI1NZXXX38dFxcXWrduTVFREWZmZkDlvX7nnXeqrbe2agAJgiAIgiAIgiD8ESKYIwj/IEZGRixevPipH69alFgTeOjfv7/08WfZSapqYOjBgwe89NJLXLx48Yl5NEGePXv28NNPP3H16lVGjhxJ//79USgUTJ8+nddee41vv/0WV1dXPDw8uH//Pn5+fjRo0EA6WhUUFMTNmzfR0dGhXbt2jB49moCAgBrvQYMGDXj55Zf5/vvvOXjwIImJichkMmbMmEHPnj2ZPHkyt27dom7duri5uaFWq6XuVIIgCIIgCIIgCH93td8jWBCEZ06pVKJUKlE91nZUc5ToWWaQaAJEj6sasLGyssLY2Jj79+8DcObMGQYMGICvry+rVq0CKosPd+7cmYMHD7J//36+//57dHV18fHxwc3NjTp16qCjo4ObmxvXr1/H2toaNzc3qfZPcHAwFy9epEWLFpSVlfHjjz8CcPDgQbZv3y6tVbP3AQMGsGTJEvr378/69es5deoUPXv2BMDZ2ZkOHTpIHbv+qoyb0tJS8vLyqj0EQRAEQRAE4d9KpVb/LR7/RiKYIwj/QAqFAoVC8UwzbZ4WtHm8xg3Ao0eP2Lt3LxcuXEClUmFqaoqtrS3Xr18HYNu2bTRp0oQrV64wZswYAF588UUyMzN56623+OGHHzhz5gwArVq1IikpSbq2j48P169fx9bWFmNjY+ljDRs25NChQ1hbWzNq1CiuXbuGv78/S5cuJSUlRVprVW5ubrz88ssEBQXVak2bmu5bTRYvXoy5ubn0cHV1rbU1CYIgCIIgCILw7yWOWQnCf5BarZZqzFStofN4MESpVHL16lWOHj2KlZUVw4YNY9OmTWzatAkfHx+MjIyIi4vjlVdewc3Njfv37xMXF0dubi59+/bFyMhICnScOHGCgwcPsmjRInr27MmGDRsAqFevHnv37pXm9PX15YcffpDWo8n2CQsLk4ojN2zYkDVr1kgtyf8qVY+WVfV7g2ozZsxg4sSJ0tt5eXkioCMIgiAIgiD8aynVapTPOTPmec9fW0RmjiD8y6nVaq5cuUJCQoL0Pk22jSYIoVariY6OZsuWLRw/flx63o8//sjUqVO5f/8+JiYm5OfnM3DgQA4cOMD8+fPJyclhy5YtAPj7+3Pnzh10dXUpLi7G2tpaCn6UlZVx+/ZtXFxc8PPzw8zMjHPnzlFQUICHhwdRUVHSnH5+fvj6+gIwdOhQxo0bB1R2qFqzZo30vNoM5JSUlHDgwAHi4uKk+wO/BG00ASqVSsWDBw/YuHEjBw8e/M3r6uvrY2ZmVu0hCIIgCIIgCILwR4nMHEH4hysrK6OwsBBLS0sqKiqqBWmgMnBz/PhxbGxsGDx4MLm5ueTm5nL69GmOHz9OmzZtMDAw4OOPP6ZBgwbcu3ePhw8fMnjwYA4cOMBrr73Ga6+9Jl0vJyeHMWPGkJOTg729Penp6ZSUlBAQEMCuXbtwc3PD1NSUzz//nIkTJ6JSqUhPT6dp06bs2bOHvn37YmxsTGBgIJmZmQQEBLBgwQKUSiUKhQJvb29Wr14NgIeHR63dN039GltbW6l1uaZwdEVFBebm5lKwRSaTkZCQQFRUFBYWFrRs2ZILFy6wbNkyjIyMKCwsREdHh/T0dIYMGVJraxYEQRAEQRAEQQARzBGEf7z33nuPtLQ0vvjiC3R0fvmWzsvLw9DQkPz8fA4ePMjly5fZuXMnvXr1IjY2lp9//pkPPvgAHx8fLCws6Ny5M1FRUWzcuJHLly/Tv39/EhMT6dChA6WlpchkMvT09Lh06RJ5eXlSJoqdnR3Jycl4enqSkZFBaWkp06ZN4/3336dFixZkZmby/vvvM2DAAKZNm4ZcLqdRo0bY2NhIa+3Tp89fdr803bW++uorKioqGDVqVLX7VlRUhImJCXZ2dkRGRtKlSxdOnz7NhAkTcHR0xNTUlIcPH/LCCy+Qn59PWFgYEyZM4KeffuLjjz8WwRxBEARBEARB+H8qlRqV6vkec3re89cWEcwRhH+45s2bSx2jzp07x86dO7lx4waPHj1iwIABzJo1i1atWpGXl8f3338PwIoVK7C3t6dt27YAZGRkMGzYMHR0dGjcuDHHjh1DT08PQ0NDLl68SK9evaT51Go1hoaGRERE8PDhQ7Kzs7l79y7t2rXDw8ODhw8f4uPjw+LFiyktLcXb21sqPty9e/davRcFBQVkZ2djYWHB3r17CQ4OJigoSFq3TCZDV1cXgOHDh5OVlQXAnTt3eOedd0hISMDHx4ft27dz8uRJfv75Z7p06cJXX33F1KlTeemll4iKiuKVV15h4MCB2NraEhgYiFKpJDAwkOzsbMrKytDT06vVfQqCIAiCIAiC8N8mauYIwj9ccHCwVCQ4Pj6eLVu2sHHjRi5cuMC6devIyclh7Nix1bJPHBwc8PPzo6ioCICvvvqKhg0bsmfPHiZNmoRcLichIYERI0bwzTff8MknnzBt2jQ2bNhAhw4dqF+/PosXLyYrK4vt27cTGhqKrq4uu3btom7duqhUKtzd3fHx8anVLlJQvQvXrl27eOeddzA1NaVZs2b4+fkBkJWVhUwmQ61Wc+bMGWbPnk1eXh6Ojo4A7Nu3j3bt2nH69Gl27dqFQqHA19dXKggdFRVFWFgYFRUVBAcHU1hYKB0zS05ORqVSYW1tjampKXfv3q3V/QqCIAiCIAiCIIjMHEH4h3N3d6ekpISioiICAgLw9/fH2NgYIyMjGjZsyJUrV2jUqBH6+vrcuHGDgIAArK2tKS8vJzU1FU9PT+RyOYWFhezcuZMHDx6QkZHBsWPHGDx4MEqlkv3792Nubk6jRo2Qy+W89957vPfee09d07NsmQ6/FCBWq9VPXLtqFy5vb29KS0sBuHv3Ljdv3sTNzY033niDS5cuIZPJOHLkCM7OzpiZmeHo6EhhYSFyuZx9+/ahUCjo0KEDvr6+2NjYUF5eTmFhIQ4ODly+fJkXX3xRuueJiYl4enry6NEjiouLMTMzQ1dXl0uXLlGvXr0/tD+ZshyZsvwP3xdTecUfHgNQIdc+c0iVn6PVOP2cR9rPaWqr1ThTfe33qVRoN2e+Svtfq0a6v6/FfU10chO1Gqdyra/9nGbazWlUlK/1nHIL7T4vOjaOWs9ZcvWU1mPlphZajStKSNZ6ToWudl+DepaWWs8pN7fWalxBzHWt58y++UCrcXYNtO8gqCz74z+nNYoyirSbs1yp9Zxo+bvYoDhT6yll5tp9jyrLtft99rxkxWZrPfZ2TolW44qV2h8TMbQ00Gqcrqn2zSZkCu2+/nLjtPvdAmDfrqXWY4vTL2s1LuncPa3ntAkN0mpc9i3tfv4B2IX6ajVOXvrHf3fLSgsAUAJ/4sv3mfgTP0n/1kRmjiD8C9ja2hITE4OjoyMeHh5SFyYnJydiY2MxNTXF0tKSW7duAaCrq0tpaSn37lX+Aho5ciR2dnasXbsWFxcX/ve//9GlSxcAOnfuzKpVq5g/fz7BwcG1vheVSoVSqZQCOPBLwKamIFFFRQWvvfYaISEh7N69m6ysLMrLy4mMjOTq1as0aNAACwsLqcbPiRMn8PHxAcDKyopLly4xceJExo8fj7GxMS+//DIff/wxenp62NjYEBsby6uvvsq+ffvYsWMH8+bNo1GjRtSrVw9zc3MqKiqoqKj8n9APP/yQ8PDwWr9HgiAIgiAIgiD8t4nMHEH4F/D39+fy5cs0btwYCwsL4uLiCAkJwcPDg8uXLzNixAh69erFzJkz2bZtG4MHDyY8PBx3d3cADAwMmDZtGtOmTfvL1qw5HhUREcH9+/d56623gJqzei5cuEBhYSHbtm2jUaNGDB06VKp9s337dmxsbDh8+DD79u3j5MmTPHz4kMDAQC5cuEBRURHvvPMOEREReHh44OfnJ9XKCQoK4vz587Rp00YqwmxmZsb169dRq9Xo6elx5MgRJkyYgK6uLhs3bsTJyYlhw4YBMGDAgGrrDQgIqNV7JgiCIAiCIAiCACKYIwj/CsHBwRw9epRRo0ahr6/PtWvX6NevH82bN5dq5bz88st07dq1Whepv4JKpZKOR2mOQ0Flto3mWFPVgsEHDhxg9+7dFBQUMGPGDBo2bMjKlSvJzs5m0KBB9OrVC11dXamV+U8//URoaChWVlb07t2bs2fPcvXqVby8vDh+/Djx8fGEh4dz+fJlZsyYQZs2bXBxcZHu24kTJwAYP34858+fp6KigrFjx+Lt7c2rr76Kubk5AD179qRnz57V9vasj5MJgiAIgiAIwr+JSq1GpX7O3aye8/y1RQRzBOFfoHXr1jx8+BCAMWPGYGRkJL2/devWANKxodp048YNPDw8pPnhyYCHWq0mLS2Ny5cvExUVhb+/Pzdv3uSFF17A0dGRXbt20bRpU6Cy69aUKVPo2rUrBw8epE+fPtWuDZV1cjTHx/T09DAxMSEuLo7WrVsjk8lITk4mICCAHj16sGbNGtLT05k4cSJQeX80BYsHDhzI6NGj8ff3l64dGhpabS5NYOppR74EQRAEQRAEQRD+CiKYIwj/As2bN6d58+YAeHp61vp8mu5RUBms0QQ4Pv30U8aMGUO9evVQq9VUVFRw8uRJDhw4gKenJ8OGDSM+Pp4FCxZQWFjI66+/jpGREenp6SiVSg4ePIhSqWTUqFEAZGZmsnv3brp168ahQ4eqZfBosnxatWrF+++/T35+PsXFxcTExJCcnMykSZPIz88nJSUFqDxStXr1aoqLi6VrhIaGSgGbsLAw6f2a/Tz+bxHAEQRBEARBEITfT6lWo3zOmTHPe/7aIoI5giA8VdW231VbjD8e1KioqEBXV5eYmBj69etHgwYNeOedd9DX12f79u20a9eOO3fusHTpUiZMmIBcLqd+/fr06tWLjIwMTp06xaNHj3Bzc5MyjAAaNWrEl19+ybhx48jIyCA/Px/L/++4ollDixYteP3112nZsiUWFhb07duX3Nxc5HI5M2bMwMHBAQB9fX369ev3xB41x7Wqevw42LNSWloqddsCyMvLe2bXFgRBEARBEAThv0MEcwRBeCpNXZvH3bx5kx9//JHo6GiuX7/OlClT6NSpE66uruTk5LBmzRoqKipYv349BgYGWFtbc/78eVJTU+nTpw8NGzaUrqunp4elpSVxcXG89tprJCUlkZ+fj6mpKdHR0fj7+2NhYUFycjIpKSlSMEdDT0+PIUOG0LZtW9zc3KoFXx7PUtIEp6ruqab91ZbFixczd+7cv2w+QRAEQRAEQRD+nUQwRxD+Y56WbVOTtLQ01q1bx4ULF7C0tGTq1KkEBgZy4sQJ5s+fz/Hjx0lISGDBggX06dOHhQsX0r17dywtLcnNzeX27dskJSWho6ND//79adu2Lc7Ozly8eJEHDx4Ald2jbG1tiY6OxsrKiuHDhzN8+HBKSkrIyclh69atKBQKhg8fLhUjrommMxfUnG0DTw9O/VlVj2L9mhkzZkj1eqAyM8fV1fWZr0cQBEEQBEEQ/g5UKjVK1XMugPyc568tIpgjCP9STwsw/JGAhlKpxMTEhA8++IC8vDzeeOMNzp8/T1BQENbW1gQFBeHn58e2bds4ffo0YWFhZGdnU1FRgbm5Oc7OzjRp0kRqO15RUYFarcbCwoKLFy+SmZmJtbU1RkZGlJWVkZ6eztSpUzlw4AB6enqEhIRgbW2NSqVi7Nixv3vvf0W2jUqlko56/d6jWPr6+ujr69fmsgRBEARBEARB+A8QwRxB+IfTBG1UKhUymUwKLDxewLe8vBxdXV0SEhL44IMPiI2NxcrKiq1btz418OPo6EiHDh3YsGED0dHRREdHc//+ferUqYOdnZ10HMrY2JiEhAT09PTQ1dUlMzMTe3t7Bg0axMyZM3n48CG5ublERkayceNGvL29SU1NRalUAtCjRw/69OkDVAZJevToUW0dmiLLVfdVm4qKirhz5w7e3t6YmppWC9xo1qh5u6CggMjISBwdHalbt26tr00QBEEQBEEQBEEEcwThH6CwsFDKdnn8CFFNnZZSU1PJy8ujsLCQ4OBg8vLy8PHxISUlhW+//RYbGxuGDRuGlZWVdI3HAxZQmZmzatUq/Pz8mD17Ni+++CIxMTGEh4djYWHBjRs3aNq0KXZ2dsTHxwMwaNAg+vXrh7m5OZ988gmffPIJW7duxdPTk+HDhxMQEIBCoSA4OFiap2q2imYNj6+nNoI4mgCXJqikVqvR0dHh0aNHxMfH4+bmJq2pvLycuLg4TE1NcXZ25n//+x/bt2/HyMiI8+fP07hxY95++22CgoKe+ToFQRAEQRAE4Z9I+Tc4ZvW8568tIpgjCH9TJ0+eZMGCBWRmZqJQKOjevTtz5sx54ghRVFQUXl5eHD58mLt373L48GGaNGlCWVkZNjY2+Pv7Y2Zmhp6eHnl5edy9exeZTEZSUhL+/v5SVk5Nbbfv3LlDeno677//PpaWluTk5HD+/HnCw8MxMjLi7NmzNG3aFHd3dzIyMigpKWHKlCn07t0bNzc37OzsAJg2bdoT1/6tTJvaagOuCRItXryYgIAAXnzxxSfuqa+vL6ampuTm5mJlZcW+ffuYMWMG5ubm1K9fn3fffRdnZ2eio6P56KOP+Pzzz1m6dCnbt28XwRxBEARBEARBEGpd7bxaEgThd7l79y7Xr19/4v0ZGRl89NFHvPHGG+zfv5/z58/j7OyMWq1m/fr1XLx4Ucom6d+/P4mJiaSkpLBt2zZWrFjBwoUL8fPzo6KigpycHACcnZ25cOECixYtwtPTk7Nnz9KiRQvWrVsHwKVLl7h8+TKAdG0HBwfq16/PoEGDGDZsGKamphgaGgIwbtw42rdvD8CwYcOYMmUKBgYGWFhY0KhRIymQA5UBFJVKJQVwgGpHwp6l0tJSkpOTOXjwoLT3qjRBounTp/PCCy8AcO3aNQYPHkzLli2ZNm0aarWaFStWsHv3boqLi9m6dStfffUVZ86cISgoiBkzZlCvXj0sLCzw9/enoqKCoKCgam3VBUEQBEEQBEEQaovIzBGEv4gmmFE1C2bTpk2Ym5vj5+eHjs4v3467d+/G1taWvn37Slkjw4cPB6CsrIwtW7Zgbm6Op6cnjRo1wsDAAF9fXxo1aoSenh4AVlZWxMfHk56ejr29PUFBQZw8eZKOHTsyffp0AJycnLhy5QoABw8eJC0tjdDQUKAyc8bS0pJRo0bh7+9PYGAgvr6+0pGo1q1bV9tf1bo7j9fgqa0sG/gl0yYnJ4fVq1djYmLCm2++iZmZGaamptXWU15ezsmTJ8nOzsbV1ZUZM2bw888/8/XXX9OkSRNmzpyJra0tSqWSunXrkpGRgY6ODmfPniUkJASlUsmIESNYu3atVMw4LS0NFxcXaVxOTg4WFhZ/aA+yohxk8vI/vHd5wu0/PAbAwMVXq3EAmTdvaTXOtKxE6znlphZajbPxCtR6TsrLtBpmbuut9ZTGp77VemzCqctajXMZ+IrWcxbfvKTVuKxbD7Se07qel1bjyu/HaD1n/A/ntB6r0NXuf7MM7Sy0nrMsv0ircaUZmVrPaajl92jk2mNaz1mco93PFFtfK63ntPSy1HqsQk+7wvyFadp9PgEyjx3Vapx5crzWc6qMzbQalxVzX+s5h7R1/+0nPW3e2Gytxv0vIU/rOV8KsNFqXHNHE63nNHLQ7uu+JFP7fRpaa/e1oGdmrPWcBTdvaj1W/f9/yPyjHELctJ5TWyqlSuuxuk6e2s1p9Md//qkNK39Oi2NWtUdk5ghCLVCr1dJDQy6Xo1AoqgU2vLy8UKvV5OVV/rKsqKgAICIigqZNm0qBHLVaTXR0NLGxsbz11luUlZVx5MgRzp49i6OjI56enujp6WFlZUVubi4AHh4eFBQUkJ6eDkBJSQm3b1e++H/vvfd47bXX2LlzpxS8sbCwICAgAKjsBqUJxjg7OzNw4EDq16+Pvr5+tT1pWpxD9eNSzzrjRnMvq86nobmfFhYWODk5kZycjJGREeXl5cTGxrJ79+5q3bS2bNmCmZkZlpaWlJaWApUZUrGxsSQkJGBoaIiOjg6Wlpakp6ejq6uLvr4+8fHxKBQKcnNzcXBwID8/H1dXV2JjYwEwNzcnPz9fuseCIAiCIAiCIAi1RQRzBOFPqinIoDlCJJPJKCkpIT8/n59++onRo0cTHh7O/v37gcpuUXl5eWRmZkrXAnB1dSUyMhKA9PR0Zs2aRfPmzZk9ezYAvXv3Jj09nV27dkljNceaNG/7+fkRGhrK5MmTee211zAxMSE/Px8Ad3d3wsPD2bhxI2+++SZlZWV4enrSt2/fGvdY9YhUbWfcqFQqlEpljUeyapovNzeX4cOH061bN6Kjo6X9f/zxx9y4cYMuXbpw6NAhEhMTMTQ05OrVq/j7++Pm5oZarSY5OZkPP/wQR0dHjh07Rv369Tl27BhOTk4olUqKioro3Lkz69evJz4+nrVr19KiRQtMTU0xNTUlLi4OAHt7e8aPH4+Hh8czvyeCIAiCIAiC8E+kVP2SnfP8Hs/7LtQOccxKEH4nTcCmakBBc3xHE+AoLCzE2NiYW7ducfr0aU6ePElubi6jRo0iNzeXTp06YW1tzc8//4xMJiMgIICff/6Z9PR06tatK12nefPmfPbZZwBYWlqycOFCRowYwfDhw1EqlXTo0IHCwkLeeOMNZs2aBVTWtyksLCQlJQUAQ0NDBg4ciJmZGW5ubgQGBkpHuTRHtjT09PSk+jE1qa1jUiUlJezduxcbGxs6duz41Llu375NWVkZ27Zt44UXXiAsLEz62MaNG7GwsGDy5MksW7aMlJQUysrKqF+/Punp6ZiYmNC3b1+2b99O3759CQoKIjMzExcXFxwcHIiMjKRHjx7MmDEDqKy5c/nyZdq2bUtJSQkXL17k448/ZsmSJfTu3RtfX1+mTJkCwLx58zAzq0wjNjU1lfYgCIIgCIIgCIJQm0RmjiBUoQnYPH5ECiqDDJpAQ1FR5Rl2mUxGTEwMffr0oU6dOkyePJnY2Fj09fXZtm0blpaW7Nmzhy5dutCpUydyc3P59NNP2bFjBxcuXMDR0RGZTEZGRoY0B0Dbtm1xdXVl0qRJUgBGcxSruLgYXV1devTogaenJ23btgUqj/lMnTqVAQMGVFtzz549CQ4ORkdHR9rT044s1YZfm8vAwICWLVvSqlUr6X3Hjh3j/fffZ8GCBdKRsfDwcFasWIGDg4OU+aIp0rx3717atm2Ln58fw4cPx9bWlgcPHuDh4UFycjJlZWWMGDGClJQU3nvvPUJDQ7G3twcqj7nduHGD3NxcJkyYwEsvvcS5c+eoX78+AQEBdOvWDScnJxQKBdOnT+fKlSts27aN0NBQ1Gq1FMh5fL+CIAiCIAiCIAi1SWTmCP9JmqK5UL1Yr+Z9mrcrKirQ0dEhMzOT48ePc+nSJb777ju8vb0ZN24cXbt25eDBg/j4+PDdd9+xYcMGRo4cyaFDh/Dx8ZFq0FRUVHDw4EFOnjzJ8OHDyc/P54svvsDQ0BBjY2Oys7OrzW9vb8+8efOYP38+zZs3p7CwECsrK4YPHy51kzIwMEBHRwdbW1tpH25uTxZhq3o8SrOv2ugkpVarSUlJwc7ODrlc/qtzlZSUcP36dR4+fIi+vj45OTn06NGDjIwMPv30U4KCgoiPj2fx4sUsWrSIDh06oKOjw7hx46RraO5V/fr1uX+/snCira0tenp6PHz4kLp163Lt2jVSU1Px9vYmJCSEgQMHYmhoiIODA1DZgjwhIQF9fX2CgoLo3LkzISEhUrCnd+/eT8ynVCqfeuRLs19BEARBEARBEEQB5NokgjnCv44mOJObm8vNmze5cuUK169f58KFC7z88stMmTKl2gtzTZHh9PR0Tp06ha2tLQYGBgwaNAhPT08+/fRTLC0t2bZtGwUFBdy6dYszZ84wZswYQkNDiYqKYvz48QD069ePNWvWUFhYiLW1tXRtHR0dtmzZwvvvv0+zZs1YsmQJGRkZlJeXY2hoSHx8PMXFxVKgBioLGH/00UckJibi5eWFkZGR9LGkpCTefPPNai3AnxZEqK3gQk3duT799FNmzZqFgYGBlN108+ZNTp06RUBAAK1atWLv3r3s27eP7OxsXnzxRXJycnj48CG9e/dm3bp1eHt7M3v2bJKSkli4cCE///wzQUFB3Pz/DgXl5eXo6upK+6pXrx4//vgj48aNo7S0lMjISIKDg+nevTv37t0jIyMDV1dX2rZty8SJE/Hz85P2UPW42euvv/7EHmuqE6T5nAqCIAiCIAiCIDwvIpgj/KtoggtnzpxhwoQJGBkZkZ6eToMGDdi8eTNeXl6kpaURExNDSUkJ3bp14+7du3Tt2pWBAwdy/fp1UlJSaNu2LUeOHOHYsWPMmDGDHTt24OPjI724b9asGT4+PsTHx5OTk4OBgQFKpRJzc3MKCgooKSnBwcGB7OxsCgoKMDExoU2bNnzyySesXLkSBwcH9PT0SE1NpUOHDiiVymqtyTUsLS2xtLSU9qZSqVAoFFhbW/Pxxx/j6elZq22/NTRHmqoGMh6fNy8vjyNHjhATE0ODBg0YM2YMly5dYuPGjfj6+hIdHU16ejrBwcGsXLmSN998k4EDBxIZGck333zDo0eP8PX15fLlyhbLVlZWBAYGEh0dTfPmzdmzZ0+1NWg+1y+++CIxMTG0atUKc3NzOnfuTFlZGa6urkycOBEfHx+gsqbQRx999MTeNNepKXDzrANhpaWlUgctzT0TBEEQBEEQBEH4o0QwR/hHyc7OxsLCAplMVmNBYs2L77CwMM6fPw/Ali1byMvLIyAggFu3bjF+/Hjs7e2xtrYmJyeH/v37U15eTlhYGPPnz2fChAmUlpbi7OxMp06dWLt2LUVFRdjZ2VFRUUFubi7m5uYUFhaiUqlo3bo1GzduZN68eWRlZeHr64tcLsfY2JjY2FhycnIwMTFh6tSp7NixA4VCQYcOHbCxsQHAxcXld+1dJpNJgQx9fX28vb2f2X2F6u3Uqx6TgpqzUS5dusRnn33GxYsXef311/H19UWpVJKVlUXfvn1JS0vjwoUL9O/fn0aNGjFq1Cji4+P5+OOPadiwIVZWVgDS5zMhIYGgoCA+//xzoPIYWUxMDC1btsTDw4OYmBjgyaNwTk5OfPDBB1y4cIHAwEApUwmQ6glV3aMmIKZR9ThYbVu8eDFz586t9XkEQRAEQRAE4e9AHLOqPSKYI/ytFRUVcfjwYQCaNm3Kiy++yL59+6S6LBpZWVlScAB+ecGvOQr04MEDAN5//30++OAD7Ozs+Oyzz1iyZAn9+/fHzs4OJycnAHx8fCgoKCArKws7OztMTU25d+8evr6+zJ8/n1atWtG4cWMqKiooKytj0qRJLFiwgM6dO5OTk8O8efOwtramU6dOdOrUSbqujo4OAwcOrHGfVev2PC9Pq6OjVCr57rvvWLZsGa6urowYMYLOnTvz888/Y2dnx/fff4+lpSXm5uaUlZWxb98+goKCuH//PocOHeLw4cM4OzvTsmVLevfujaWlJfr6+lKdIAcHBwwNDUlJSaF///7Y29vz7rvvkpWVRVJSEuHh4ZiYmNCpU6cnjqJpmJiY0L59e+ntqtk2j2fa1NYxqapH9p5mxowZTJw4UXo7Ly8PV1fXWlmPIAiCIAiCIAj/XiKYI/wtlJaW8sMPP2BtbV2ts5GRkRFxcXHk5ubSs2dPTExMpCDL/fv3GTt2LAkJCdSrV4+FCxfi6elZ7bpyuRxbW1tKSkooLCwkOTmZXr16ERQUhLu7OzNnzkQul+Pi4sLVq1dp2LAhdnZ2JCYmkpOTg5WVFfb29ly4cIHWrVvj5OTEsmXLuHz5Mi+99BJNmjRBR0eHKVOm8Pbbb1c7EqUJ4lRVNfOlqtoK5FTtJPVbgYaEhAQOHDjAjRs3uHTpEoMHD2b06NHcunWLTZs28emnn5KUlMSSJUswMzOjuLiYK1eu8PDhQ0xNTYHKAsRxcXFA5TEpOzs7Zs+eTcOGDavNZWxsTFpaGkqlUqoFlJCQgFqtZtu2baxatQo3NzcmTpyIiYkJUJlh9Vt7fTzL5lne16qZS4/fy8ezfZ5GX18ffX39Z7YmQRAEQRAEQfg7U/0NMnNUIjNHEP6ckpIS9PX12bJlC927d5e6MEHli9yTJ0/i7e1NixYtkMvlREVFce3aNQoKCiguLgYqa8jcu3cPPz8/tmzZwpQpU2jbti2zZs1i5cqVzJgxQ+pUpHlxb21tjVwuJzk5mfr169O/f3/GjBlTbW2hoaFcvHiRoUOHYm1tTWpqqlR4uGnTpujq6mJgYICnpyctW7Zk27Zt1cYbGxtjbGwMVO+U9bja6CJVda81zfd7M1EiIyMZO3Yse/bsYcCAASxduhRnZ2csLS1Rq9WEhobSsGFDbt68ydmzZ3njjTfQ1dXl0KFDjBo1isWLFxMWFkZ+fj5Q2Sq9V69ezJs3j759+/Lw4UMuXbrEli1bcHZ2prS0lOLiYkxMTBgzZgzm5ubo6uqiq6vLjBkznlifSqX61fv3LO9rXl6eVDhZV1dXuv7jc6SlpWFgYICZmRnLli3D2tqaIUOGPPcsK0EQBEEQBEEQ/t1EMEd45nJycigoKJBqweTk5ODm5saECROYO3cu9vb21Y7K3Lt3j7t37yKTySgtLaWoqIjY2FgmTJhAQEAAycnJAJSVleHl5cXdu3cpLy/n4sWLbNu2DVtbW3Jzc+ndu3eN9XNsbGykQsjt2rVj06ZNuLm5kZWVxbVr1xg9ejQNGzZk3bp1AAQFBTFy5Eh8fX0BGD16NFD5wj0vL08qWvu0YzW1WZBYE7R5PLCh+a/m45qOTwkJCXzwwQfExsZiZWXF1q1bnxr48fPzw8rKih49eiCTyXj11Vc5dOgQLVq0oFGjRlIhZ319fVQqFXZ2dsycORMAa2troqKi6NGjB25ubvTq1YvAwECmTp2Kra0tO3fuxM7OjmHDhqGnp1etc5RarcbR0fGJfWqCYo+3ja8tVe9LamoqERERjBw5Uvr4w4cP+eGHH7h8+TL9+vWjU6dOTJ06FTMzM8aPH09sbCzOzs4ikCMIgiAIgiAIQq0TwRzhmfPx8cHe3p4jR45ga2vLxYsX8fT0pLy8nLy8POzt7bl69SotWrTg7NmzTJs2jTp16pCQkEBSUhITJkzg888/p0OHDsyaNYvvv/+eHTt2EB8fT2BgIFevXiUlJQV/f3+aNWsmBRSextzcHIBz584xYcIELCwsWL58OdbW1jRt2lQKYISHhwOVgQlra+tq19AEL9566y2cnZ2B2mtRXVhYiFKpxMzM7ImAUU2BjbS0NHJzcykqKqJBgwbk5+dTt25dUlJS+Pbbb7G2tmbYsGFSTSFNMOjx4IijoyN16tQhMTERFxcXLCws0NPTw9nZmS1btnD79m1CQ0M5deoUffr04dGjR2zevJmYmBji4+OZP38+Ojo6zJw5k1u3bhEcHIyZmRndu3ene/fuT+xTEzz5sxlFNakamElPTycuLg53d/cngkaPz6lUKklNTeX7779n69atfPHFF/To0YN33nmH/fv3k56eTufOnTl16hSJiYl8+eWXLF++nIEDB9KmTRsGDBjwt6h/JAiCIAiCIAh/B0r18z9mpVSLY1aC8Lv07NmTb7/9lnPnzvHCCy9w7do1XF1dMTMzo6KigoMHD5KYmEiLFi347rvvaN26NQsWLGDbtm189913XL16FX9/fykDpl69enh5eREXF0dgYCD79u3D3NycgIAAduzYAUBKSgqXLl0iMDAQDw+PauuxtLSkd+/eUlCnffv21Yrl1uTxF+SawEdgYOCzuk3VnDx5kgULFpCZmYlCoaB79+7MmTPniYBGVFQUXl5eHD58mLt373L48GGaNGlCWVkZNjY2+Pn5YWpqip6eHnl5eVLGU1JSEv7+/tK+aspyMTU1RaVSsXfvXsaOHcuVK1cwMjKiVatWXLlyhQULFkiFoNu3b4+enh716tWjRYsWhISEYGdnh0qlIjQ0lNDQ0GrX1hSirjp3bdYJkslk7N+/n9mzZ1NWVoajoyODBw+mZ8+eUl2jR48eUVJSQt26dUlKSmL79u0cOXIEe3t7FAoFlpaWNG7cmHnz5nHkyBEiIiIYOnQosbGxfPfddzRs2JChQ4cyYMAAPv74Y6mluiAIgiAIgiAIQm0TwRzhmfPx8cHLy4uMjAwuX76Mp6cnZ8+eRalUkpCQQIsWLfjiiy/IzMzE3t4eAwMDAEJCQrh48SIpKSm4u7vz1VdfAZWtp48fP06dOnVo3rw5jx49oqioiH79+vHo0SNCQkIA8PLyYuXKlU+sR6FQ0KRJk2rv+63CwLURaLh79y6lpaVPBIQyMjL46KOPeOONN2jdujUODg5s2LABtVrNhg0bCA4OJiQkBIVCQf/+/dm7dy8pKSls27aNr776isDAQDZu3EhKSgo5OTnY29vj7OzMhQsXWLRoERs2bODs2bPMnj2bkSNHMmrUKC5duoRMJiM0NLRalk5oaChfffUVly9fJioqig8//BCAUaNG0b59exQKBf7+/tLaBwwYUG0vVbuIVc26qa0jUnv37qW8vJx+/fpVO5Z1+/Ztvv32W95//3169uwJwP379zE1NSUxMZFx48Zx+/Zt/Pz8CA8PZ9iwYdy4cQOADRs2ALB27Vpp/S4uLhw6dAhfX1+srKxYvXq1FLAqKirC3d2dgIAAZs6cycKFC//wPvJOHwLDP14Y2SSk2R8eA6BKitVqHEDK+dtajbNo1FjrOe9t3qHVOI8+hVrPqczN1Gqcjk2M1nMaBGn3+QSw13JcyfULWs+ZGXNfq3EpkQ+1nrM4LUercbrGBlrPqVZq/9c8Izer335SDVRlFVrPmXDukVbjXLu1+u0nPUXhHe1+LrRaOkzrOTMuRmk1zqZp6G8/6SkSI45rPVbfrECrcXJd7X+OmXk+PRv11+gHav+zCJVSq2EWda9qPeXDUwlaj72dU6LVuJcCbLSec9eNDO0GajsO6J9ZrNW4soJyrefUMdTuZ5GOgfYvT02dTLUeW5pbqtU4fXPtG1voW2j3/2P6FiZaz5kTqd0fH80K8/7wmIqMbK3mEn4/EcwRnjl/f3/Mzc2pX78+8+bNY+jQoXTr1o24uDiSkpIICgoiNTWV4uJirKysiIqKAiqDMUePHqV169a0adOGmTNn8sUXX5Ceno6RkRExMTEMGTKEwMBASkpKcHBwYObMmYwbN07Ktvg1j3c7qq1jUlBzJsqmTZswNzfHz88PHZ1fvvV2796Nra0tffv2ldY0fPhwoLJO0JYtWzA3N8fT05NGjRphYGCAr68vjRo1Qk9PD6jsHBUfH096ejr29vYEBQVx8uRJOnbsyPTp04HKoNiVK1cAOHjwIGlpaYSGhqKuknbYokULUlNTWbJkCYaGhpiamqJWq9HT06sxK+lp3blqI3ijCb7J5XLp3t67d4/jx4/Tr18/aT0ymYxr166RmJhIz549KS8vR0dHR+p0duTIEczMzIiJiSEmJoZXXnmF8PBwGjRoIH0dlZaWIpfLefiw8kVn3bp1sbW1ZeHChVJB5EePHmFiYsLSpUsZOXIkvXv3pkePHqxbt47XX39dep4gCIIgCIIg/Fcp/wbdrJ73/LWldiuKCv9J9evXJz09ndDQUJKSkpg/fz4DBgxAoVCQnJyMs7MzSqWSgoICunXrxpEjR9i9ezebN28G4M6dO5iZmbF9+3ZOnDhBWVkZy5YtkzocbdiwQTpKpTkOA5UFidW/ch6yNo/1aB4acrkchUJRLajh5eWFWq2Wjo9VVFT+5TUiIoKmTZtKgRy1Wk10dDSxsbG89dZblJWVceTIEc6ePYujoyOenp7o6elhZWVFbm4uAB4eHhQUFJCeng5Udg67fbvyL6Xvvfcer732Gjt37pSySSwsLAgICACqZybZ29sTFxeHnZ2d1G781+7b045saaO8vJxLly4RHR1NYWEhP/30k3SvoPKeauYqKan8S1rLli1JTU2tth6ovIearwtdXV3p/eXl5cTExNClSxeg8ghfvXr1uHfvnlQnSdN1zcbGRppHJpMxfPhwRo8ezaRJkwgPD+eDDz7g/v37lJeX06RJE4yMjNiyZQuvvfaaCOQIgiAIgiAIglCrRGaO8My5u7tTWFhIcXExc+fOJSIiAiMjI6ysrEhMTAQqAy83btygT58+fPrpp6xZswZPT09WrVqFn58fcrmcgIAAvvjiixrnqKnIbG1m2lSd9/FMlKrrKCkpoby8nLNnz7Jnzx4ePXrEqFGjCA8Px9HRkXv37pGZmYmVlZUU/HF1dSUyMhKoLNa7cuVKVq1axQsvvMDWrVvp3bs3Fy9eZNeuXVLbbzs7OwAyMyuPgvj5+REaGsrkyZOpV68eJiYmPHjwAKj8fAQFBRESEkKdOnUoKyvD09PziaNnAA0bNuTdd9/91fbqf1Z5eTl37txBX1+fOnXqUFFRgY6ODmVlZRQVFeHs7ExJSQl79uxBT08PGxsbfHx82LRpE9u3bycvL4/w8HDmzp1LvXr1SEtLe2K9enp6GBoaUlJSgoGBgfT1oquri1qtprS0VPpYYmIiZWVluLq6cu7cOVJSUvDw8KB58+bs3r0bHx8f3nrrLWbNmsX+/fu5desWrVu3plmzZtjZ2bFp0yagMnPI1dW1Vu6ZIAiCIAiCIAhCVSKYI9QKU1NTLl26RPfu3QkLC0Mmk2FnZ0dmZiZqtZp58+bh5eUFQJs2bWjTpk2N19EcV6raohpqL8um6rxQ/bjQ492XCgsLMTY25tatW5w+fZqTJ0+Sm5vLqFGjyM3NpVOnTlhbW/Pzzz8jk8kICAjg559/Jj09nbp160rXad68OZ999hlQWax54cKFjBgxguHDh6NUKunQoQOFhYW88cYbzJo1CwAHBwcKCwtJSUkBwNDQkIEDB2JmZoabmxuBgYHSUS7NkS0NPT09XnjhhRr3bWlpyUsvvfRM7qEmSKMJWmk+j8XFxaxevZo2bdpQp04daZ3Gxsb4+PgQFxeHkZER27dv5+eff8bLy0sKqmzevBk3Nzd69OjBvn376NmzJ4aGhsTFxVG3bl3pc1S/fn0++OAD4uLiqFevHjKZDLVaTWZmJs2bN+fbb7/F0dERNzc3LC0tsbe3p6ioCKVSSXp6Oh4eHjg6OjJ37lxKSkqka7zwwgtPvXe13TpdEARBEARBEP5pxDGr2iOCOUKtaN++PdnZlUWvNC2xBw0aJH28ZcuW1Z5fU40ZqN0XyJpsDk2woabuVVBZ4NbIyAiZTEZMTAzvvfce165do1OnTkyaNAl9fX22bdtGYGAgX375JQDZ2dns3buXbdu2ce3aNWQyGe3bt0cmk5GRkVFtjrZt23LgwAEmTZrEsmXLAKTjRcXFxZiYmNCjRw88PT1p27YtUNluferUqVKGjuZ6mmK/8Evw6Wl1bZ41tVrN8uXL2bNnD3l5efTs2ZOpU6diZmYG/HJ/S0tLcXFx4d69e4wYMYLIyEimTJnCgAEDOHz4MEeOHGHp0qW88sortGzZkldeeQWozBqaP38+Z86cIT4+njNnztCzZ0+8vLy4cuVKtWCOl5cXTZo0YdGiRbz77rvY2tqyc+dOjIyMeO2115DJZKxYsYK0tDQmTJiAj48PpaWlLFu2DH39XwrZ1a1bt1bvmSAIgiAIgiAIgjbEn5KFWvHpp5/Ss2dPKcNFo2pdmd+qMfOsVF3D43MCUraNpoZNZmYm3333He+++y5+fn7069ePH3/8EagsHOzj40NsbCyhoaGMHDkSd3d3fHx8pBo0mvbrJ0+eZPjw4SxcuJDLly9jaGiIsbGxFOTSzG9vb8+8efPIycmhefPmNGjQgLfffpthw4ZhaGgIgIGBATo6Otja2kr7cHNzkzqBVd3f48GpZ1nXRq1Wc+jQoRo/9tNPP3H58mXmz5/PiRMnSEpK4p133qG4uJijR4+yfPlyunbtyuLFi9HR0eH48eM0bNiQnTt3smzZMo4ePYqvry+mpqYoFArq1avHgwcPpDpAX3zxBRUVFZw7d45Vq1aRnZ2NUqkkNDRUKuysWSPAvHnz6Ny5M2+88QYdO3bk/PnzuLm5oVAoeOGFF/jxxx+JjIzk1VdfBUBfX79aIKc2lJaWkpeXV+0hCIIgCIIgCP9WFSr13+LxbySCOUKtUSqVTwQRnvVRKc0L99zcXM6dO8fatWt56623aNy4MUuXLgV+CZoolUppzvT0dPbs2cOpU6e4dOkSvr6+hIeHExcXh0wmY9u2bURFRXHr1i1mzpzJ9OnTSU9PJyoqit69ewPQr18/srOzKSwsxNraWqrZo6Ojw5YtWxgxYgSdO3cmNjaWjIwMysvLMTQ0JD4+nuLi6i0iPTw8+Oijj/j88885e/YsR48eZdCgQSgUCpKSkggPD6dRo0ZSJs7T7l3VY2DPgkqlqlZYWiaT0a9fP+7duyc9R/OxDz74gJ49e9KuXTssLCzYtGkTly5d4uzZsxQUFPD1118zbtw4li9fTnBwMHK5nBYtWuDl5UWvXr24cuUKKpUKPT097t+/j6enJ+np6dLnLyEhgdLSyraRmsycpKQk/Pz8OHbsWLV7AJVFnocMGcKZM2e4du0aW7ZsoUOHDr96/2rb4sWLMTc3lx6ixo4gCIIgCIIgCNoQx6yEWlPbBYk1R2rOnDnDhAkTMDIyIj09nQYNGrB582a8vLxIS0sjJiaGkpISunXrxt27d+natSsDBw7k+vXrpKSk0LZtW44cOcKxY8eYMWMGO3bswMfHRwpSNGvWDB8fH+Lj48nJycHAwAClUom5uTkFBQVSm/Ts7GwKCgowMTGhTZs2fPLJJ6xcuRIHBwf09PRITU2lQ4cOKJXKaq3JNSwtLaUOTGq1GpVKhUKhwNramo8//hhPT89aPSp19+5ddHV1cXNzk+apOp9SqUShUNCkSRNu3rwpdeeSyWSUlpZiZGSEubk5gFRcuFGjRpw+fZq+ffsSHBwsHbkzMjIiODhYCmr5+flx+PBhXn75ZYyMjHj48CGBgYHs27ePQ4cOUa9ePV599VXeeecdQkJC8PDw4JVXXqGwsJDw8HD8/f2fWK/G36mWzYwZM5g4caL0dl5engjoCIIgCIIgCILwh4lgjvC3lZ2djYWFBTKZrMaCxJrsirCwMM6fPw/Ali1byMvLIyAggFu3bjF+/Hjs7e2xtrYmJyeH/v37U15eTlhYGPPnz2fChAmUlpbi7OxMp06dWLt2LUVFRdjZ2VFRUUFubi7m5uYUFhaiUqlo3bo1GzduZN68eWRlZeHr64tcLsfY2JjY2FhycnIwMTFh6tSp7NixA4VCQYcOHbCxsQHAxcXld+1dJpNJwTB9fX28vb2f2X3V3MvHs3jOnj2Ljo6O1PY9KytLCqZYWlry5ptvUr9+fXx8fLh48SI9evSQAk6ZmZn4+PiQlJQE/PJ5atSoEREREYwfPx4zMzMKCwsBcHNzIzMzkx9++IGwsDApY8nFxQWZTEZUVBQvvvginTt3Zv78+bRs2ZKVK1eyceNG9PT0cHNzq7anBg0aPLP783s9fqTt92T7/BVHuQRBEARBEATh70IUQK49f58/WQv/eUVFRezbt499+/aRmppKt27dpHopcrlcChBkZWVVG6d5v6aIsqYl9/vvv88HH3zA4sWLMTExYcmSJUBlW28nJycAfHx8cHR0JCsrCzs7O0xNTbl37x6+vr5899133LlzB6isg1NWVsakSZOwsrKic+fOdO3alUGDBmFtbU2nTp2YPHmyFKzR0dFh4MCB9O/fXwrkaFSt21NbqnaQerxmkOZeauoEaWr4XLt2jcmTJ+Ph4cHnn39ORkYGGRkZjBo1ioYNG7Ju3TqgMlPp6tWr1eazsLDAycmJkydPAr8EjHR1dTE2NsbMzAwDAwOplbqdnR1yuZzTp0/z0ksvMW3aNObMmQNAjx496NWrFwC9e/cmMjKSVatWIZfLqVOnzhOBnNqk2YfmuFnVe6mpRaS5l3/F51UQBEEQBEEQBAFEMEd4DkpLS9m7d6/0wl/DyMiIuLg4IiMjsbe3x8TERArc3L9/nx49etCgQQPGjh3L/fv3n7iuXC7H1taWkpISCgsLSU5OplevXowcOZKsrCxmzpyJXC7HxcVFCkbY2dmRm5tLTk4OUFmM+MKFC3h7e+Pk5MSyZcuoW7cuISEhNGnSBB0dHaZMmUJERAR37txhwIABqNVqnJycpACRxuOBFI1nVa+lrKyMCxcusGXLFoYOHcpPP/30xBxVix+XlJQgk8mIjo5m4cKFTJs2DQ8PD6ZOnUpiYiJNmzYlKCiIb775hjfffBNvb2/69evHuXPn2Lp1K8eOHSMqKopGjRoRFxcn3XOo/Nx169aN06dPc/bsWQwMDCgoKGDXrl2MGjUKmUyGUqkkJSUFtVqNoaEhL7zwAosWLWLmzJmcPHmSsLAwABo3bvzcMm2USiUAcXFxrFixgujoaGmfjxfoTkpKYtu2baxYsYKAgADGjx9Pfn7+X75uQRAEQRAEQRCej+zsbF599VWpJuarr74qvbb8PUaOHIlMJmPlypV/eG4RzBFqRUlJCWq1ms2bN0vZNRr6+vqcPHmS6OhoKdgRFRXFli1bKCgokOqoWFpaSoV2t2zZwpQpU7h69SpeXl6sXLmSlJQU6ZqarAhra2vkcjnJycnUr1+f6dOnc+DAAdasWUO/fv0ACA0N5eLFi9LzU1NTSUxMBKBp06bo6upiYGCAp6cngwYN4u7duyxevFg6HmNsbCzVtlGpVL9ajLg267UsWrSIsLAwbt++Td26dfH19QUqM5zOnz/PlStXiI+Pp127djRs2JDp06dTXFyMSqVi8+bN1K1bl9jYWFxdXdm8eTO9e/fGxcUFIyMjoDJYtHDhQpRKJdOnT6dFixbcvn2bOnXqUFxcTFlZWbW9BwYGMmfOHJYuXUqjRo0ICgoiLCyM1q1bAzBu3DjeeOMNaUyPHj1o0qQJDRs2xMLCotbu09McPHiQPXv2AL/UX9IcbXNzc2PChAnUr18fqCy+PHr0aDp16sTs2bMBSEtLY+bMmZSXl7Nz505MTU35+OOP//J9CIIgCIIgCMLfler/j1k9z4eqFo9ZDRw4kKioKH788Ud+/PFHoqKipG65v2Xv3r2cP3/+iaSA30vUzBH+lJycHAoKCqTjRTk5OdIL4blz52Jvby+11wa4d+8ed+/elYrmFhUVERsby4QJEwgICCA5ORmoDCR4eXlx9+5dysvLuXjxItu2bcPW1pbc3Fx69+5dY/0cGxsbqRByu3bt2LRpE25ubmRlZXHt2jVGjx5d7chQUFAQI0eOlAIho0ePBipfqFdtHa0p/vu451lcNzg4mPDwcBYuXCi979NPP+WHH37AxsaGpk2bkpKSQv/+/enfvz9r165l3LhxrFu3DicnJ5o0aYKBgQHNmzdn8+bN6OjooFarSUpKomHDhhgaGvLtt99K2SaaTB6FQkFpaSnXr18nJCREmlulUjF48GBCQkKQyWT4+PhI90zTSv2vlJeXJ9WoUalUT3yu6tati7GxsfT21atXuXLlChUVFQwfPpxPPvmEwsJCpk+fzs6dOzExMWHBggV89913TJo0iQ8//BBXV1eaN29OvXr1aN++PZs3b/5L9ygIgiAIgiAIwvNx8+ZNfvzxR86dO0fTpk0BWL9+Pc2aNeP27dvSa8yaJCYmMnbsWCIiIujRo4dW84tgjvCn+Pj4YG9vz5EjR7C1teXixYt4enpSXl5OXl4e9vb2XL16lRYtWnD27FmmTZtGnTp1SEhIICkpiQkTJvD555/ToUMHZs2axffff8+OHTuIj48nMDCQq1evkpKSgr+/P82aNWPmzJm/uh5NN6Vz584xYcIELCwsWL58OdbW1jRt2hQrKyt69OhBeHg4UJmZY21tXe0aKpUKOzs73nrrLZydnYHa78yljZCQEEaPHs3333/PuXPnsLS0xNzcnPj4ePbv3w9UBiyuXLmCiYkJ77zzDk2bNkWtVmNsbExRUREAtra2lJeXU1xcjIODA2lpaeTn52Nqakq3bt0YNGgQenp61e7TjBkzMDExqbYeuVyOWq0mICDgibX+Fa3AS0tLOXbsGNnZ2VIx6zfeeANHR8dqgZzCwkKSkpKwtrbm888/Z/r06Xz33XcsXbqUhg0b4ufnB4CBgQFpaWkAbNq0iYiICJycnKhbty7t27dHpVJhamoqfW3Y29tTUVFBUlLSH46um7fpgZmp8W8/8TEVZg5/eAyAojBTq3EAdg21K8atY699MM+tazPtBsq1/77NvvNIuynjErWe0z6wldZjUSm1GpYZ8+SR1d8r72GGVuNK80q1nrMku0ircSbONr/9pFqQE5vy20+qQUl2idZzpiQVaDUuZv1+refUM9bVapyVf7bWcxalZP32k2qQcuS01nMWJudoPfZepHZfC4YK7X9/ys2sf/tJNaiwq6P1nLKY41qNK83R/pjymUe5Wo8tVmr31/rmjia//aSnuaHdz84/IyNRu/troKP9Hy1lCu0aPjgEa/d1C2BTX/uGIaqyCq3G5cUnaz2nmaejVuMKEtN/+0lPoe33mq6bzx8eo6Ov/Tpri+YP9Rp/tjnJ2bNnMTc3lwI5UNmcx9zcnDNnzjw1mKNSqXj11VeZMmUK9erV03p+ccxK+FN69uzJvXv3OHfuHFBZRNfV1RUzMzMqKio4ePAg33zzDQDfffcdrVu3ZtOmTbz++utUVFRw9epV/P39pRf79erVw8vLi7i4OAIDA3nw4AHm5uYEBARw6tQpAFJSUti/fz/x8fFPrMfS0pLevXvTvXt3ANq3b8/+/fvZvHkzY8aMwdLS8onAwuOFazUv/AMDA6XjVH9Hbm5uFBYWsm3bNqkIs62tLa1bt5YKDavVaumYm76+Pra2tmRkZODt7c3du3eByuLFSqWSmJgY3njjDX744Qfc3Nw4dOgQH330Ea1ataJ///5s376dd999F6jMYPLxefKH+l8RtHkafX19UlNTOXLkCNbW1kyfPh1LS0tu3LjBtm3bgMr7sWrVKnbv3k1eXh5ffvklKpWKbdu2MXHiRJYvX87bb78NIGWBaWiCX1ZWVlhZWZGSkkKdOnWkItkWFhbo6elJbwuCIAiCIAjCf51Srf5bPABcXV2l2jbm5uYsXrz4T+0tJSUFOzu7J95vZ2dXrSTI45YsWYKOjg7jx4//U/OLYI7wp/j4+ODl5UVGRgaXL1/G09MTAwMDlEolCQkJtGjRgsLCQjIzM7G3t8fBoTKTICQkBFdXV1JSUnB3dycqKgoAJycnjh8/TlpaGl5eXjx69IiioiL69etHs2bNCAkJoXv37nz55Zfo6DyZWKZQKGjSpEm1KKimsK2muO3jnmcA4s/y8vJi/vz5TJ48mYYNG2JjY4Oenp50XK1p06Z89dVXAERERODr6ysVl9bcc3Nzczp06IBcLsfb25s1a9aQmZlJp06dcHNzY9SoUXTt2hUrK6vntc0aC0lXFRMTwzfffENBQQFlZWUADB8+nD179qBUKlm4cCGJiYnIZDJOnDhB+/btcXd3x8nJiYSEBIYMGcL69esZP348Y8eO5fr167i6uqJUKsnLy6Np06bs2LED+CVgaWpqiqWlJZcvXwbAxMSEOnXqUFqqfdaBIAiCIAiCIAi149GjR+Tm5kqPGTNm1Pi8999/H5lM9quPS5cuATW/ltTU46zJ5cuX+fjjj/nyyy//9OtQccxK+FP8/f0xNzenfv36zJs3j6FDh9KtWzfi4uJISkoiKCiI1NRUiouLsbKykgIIXl5eHD16lNatW9OmTRtmzpzJF198QXp6OkZGRsTExDBkyBACAwMpKSnBwcGBmTNnMm7cuN+VLVP1G6hqYdt/G39/fw4cOCBlk1hZWaGrq0tCQgKBgYHMnDmTr7/+mqCgIPT09Jg2bRoymYzhw4dL17CwsGDUqFHS24+3Uq9tjx49ori4uMZMHw1NttSjR4+QyWRSjSaAW7du8dZbb+Hl5UV5eTlpaWkUFRVRt25d0tPTCQoKokmTJnz//feMGTMGU1NTMjMzkclkODg4cPbsWfr370+XLl3Iz8/nzTff5Msvv2TIkCEYGhoSHR3NlClTWL16Ne3btycnJ4dhw4ZhYWFBeHi4lL1jaWnJe++9V7s3SxAEQRAEQRD+QTRFiJ/3GgDMzMwwMzP7zeePHTuWAQMG/OpzPDw8uHbtGqmpqU98LD09HXt7+xrHnTx5krS0tGr1RJVKJZMmTWLlypU1nj55GhHMEf6U+vXrk56eTmhoKElJScyfP5+TJ0/ywQcfkJycTNeuXVEqlRQUFNCtWzeWL1/O7t27pXZtd+7c4YUXXmD79u0sXboUb29vli1bJtUc2bBhgzSXQqGQAjlKpRK5XP6rnaT+C4KDgzlx4oQUzDE3N69WDycgIIAZM2Ywbtw4HB0rz+Wq1Wq8vLye25rVarUUbJPJZFy+fFlam0ZWVhbJycn4+Pigq6vL0KFDsba25tatWwwfPhwnJydp/IIFC+jbty/jxo0jIiKC9evXc+/ePerUqUNUVBTl5eWMGDGCffv2sXz5ckJDQ6X6P/7+/ty6dQuAyMhIdHV1cXV1xcHBAVdXV4yNjUlKSqJFixbMmDGDmzdvUq9ePRwcHFCr1dUKQGvUVGxZEARBEARBEIR/Bhsbm9/1B+5mzZqRm5vLhQsXaNKkCQDnz58nNzeX5s2b1zjm1VdfpWPHjtXe16VLF1599VWGDRv2h9YpgjnCn+Lu7k5hYSHFxcXMnTuXiIgIjIyMsLKyktp9K5VKbty4QZ8+ffj0009Zs2YNnp6erFq1Cj8/P+RyOQEBAXzxxRc1zlFTmtq/NdPmj2rVqhX37/9SwNTFxYX333+/2nNMTU0xNTWV3v4rA12awM3jncc0aygtLaVdu3bk5eVRUFCAiYkJo0eP5vjx49ja2vLKK68watQojIyMuHHjBrt27ZI6UGnawjs7O0vBwcDAQClA4+Pjw7Fjx0hOTiYsLIz4+HjGjRvHoEGDaNSoEVB5v/bs2UNFRQUrVqwgJyeHpk2b0rdvXywsLJg7d660bicnp2qFjTV7eDx4IwI5giAIgiAIgvDv5+/vT9euXRkxYoTULfnNN98kPDy8WtkPPz8/Fi9eTO/evWtswKOrq4uDg8Ovdr+qiQjmCH+aqakply5donv37oSFhSGTybCzsyMzMxO1Ws28efOkTJA2bdrQpk2bGq+jUqmkF/5VAw7/lSwbbTRv3rxa1PevvldqtRqVSoVCoUCpVLJ7927atGkjpRVWDdxoOmTdvHmTc+fOceTIEeRyOe7u7uTk5DBp0iQOHjxIcXExN27cICYmhmXLllGnTh1atmxJZmYmxsbGlJWVoaenJwVN6tevz86dO4HKr8WrV69ib29P27ZtycrKIjU1FTc3N9q2bYuLiws3b96Uxvbs2ZMWLVqgo6MjFUn+rf0+fo9F8EYQBEEQBEEQavZ3OmZVG7755hvGjx9P586dgcrXF6tXr672nNu3b1drrPKsiGCO8Ke1b9+e7OzK9qKaIrmDBg2SPt6yZctqz9cEbWQymcho+AfRFCF+PMtGkyWlUCg4evQoaWlpdO/eHRsbG9LT03n33XeJjIykTZs2vP322+jq6rJlyxaaNGnCkiVLiImJYePGjRQWFgKVQR8Ab29vOnTowJEjR3j11VdZuXIlwBOFr1u1asWaNWv44osvyMzMRKFQEBkZyVtvvYW7uzuGhoYAODg4cPLkyWot1R+PjGuKZD/tCN+fDZaVlpZWK5D8eHtEQRAEQRAEQRD+OaysrPj6669/9TmPd09+3B+pk1OVCOYIf9qnn34KPHncpGoWQ9V/i6DN31tNR6Pgyc+bSqUiJiaGM2fOYGtrK3Ui2759O9evX+eNN94gPj6evn37sn37dtatW8fYsWPZt28fvr6++Pv7A5UFmBUKBffv38fPz0/qxGVgYEBeXh4KhQJ3d3cpYPj4Otzc3Pjyyy+ZM2cOPj4+LFy4EGtra2QyGR9++GG151YN5FTdr+Zrs7aP7y1evLja0S1BEARBEARBEARtiGCO8EwolconXgiLo1L/TFWPRmkCHTk5Ofz000/k5ubSrl076tSpw/fff8+CBQto0qQJLVq0wNfXl5kzZ7J3714+++wz8vPzWbJkCQ8ePGDlypUUFhbSunVrSktLsba2lr5e7O3tMTY2Ji0tjS5dupCens7p06extbXl0KFDTJw4ESMjIwoLC3n06BGurq5PrLlu3bps3bq1xv38WmtAzX7/LE222W8Fg2bMmMHEiROlt/Py8mrcjyAIgiAIgiD8G/zbj1k9TyKYIzwToiDx35umWPBvBS5yc3O5e/cu586dIygoiDZt2pCfn8+8efO4f/8+rq6uHDhwgFWrVhEdHc2LL77I7NmzpfGhoaGsXbsWAD09PYqKipgyZQpdunTB3Nxcep6FhQXZ2dmUlpair6+Pvr6+VMh5x44dzJ07l6SkJHr06EFoaCgAN27cwMLC4lf3+FfVXNK26LFmr4IgCIIgCIIgCH+GCOYIwr9MTcekNP/+tSyVS5cu8dJLL9G5c2dkMhk//PADZmZmWFhYcPDgQamF96hRo/jxxx9p3749kydPJi0tjbKyMkaOHIm7uztQGRQyNzcnLCyM06dP0717dyoqKti8eTP9+/fH3Nycu3fvkpWVhaOjI02aNEGtVlNeXk7Dhg3Zu3dvtbWpVKpfDeRU3eOzoqkR9Pi1Hw/k5Ofnc+zYMY4dO4a3tzevvfZajce5BEEQBEEQBEEQnhVRvEQQ/qE0naQeL6j1eGHpe/fusXfvXlavXv2rWSr29vYkJyczc+ZM1q1bR5cuXdi2bRsxMTF0796dzMxMADp27EhycjL169fn3LlzzJkzB6VSyTfffIOOjg42NjZs3bqVyMhIBg8ejLu7O506daJBgwbs3buX9PR0evXqxTvvvIOjoyMAHTp0oGPHjlKxYqgMmlQtSFxbnlaQTC6XSw+AkpISEhISkMvlnDt3jsWLF5Obm8uBAwdYsWIFbm5u+Pr6/maBM0EQBEEQBEH4r1CqVShVz/mhVv32Qv+BRGaOIPyDVM2sefzYlKZlt1qtZty4caxevZrz58/z9ttv4+fnh4uLC+Xl5ejq6tZ4bTs7O0JCQqSuUq1bt+arr74iNzeXiooK7t+/j7W1NdeuXUOhUFBcXExCQgI5OTkYGRnh5OSEhYUFgwYNYsOGDdy/f58ZM2Ywbtw4hg4dKnU6+z17g2cfwLl37x5ff/01MTEx5ObmMmDAAAYNGiTdD838FRUVFBQUkJOTw+7du7l69SqOjo6EhISwY8cOdu/ejUql4s6dO9y6dYvExETc3d0ZMWIERkZGz3TNgiAIgiAIgiAINRHBHEH4GyguLubIkSNcu3aNu3fv0qpVK4YNG/bE8zTBjrS0NBISEti/fz9qtRoDAwMUCgUjR47E1NSUrVu3Mn36dL799ltee+01Xn31VUxNTX91Dfr6+jg5OXHy5EkCAgJIT0+nuLiYTp06ceXKFdauXUvr1q2Jiopi7NixKBQKVq9ezb179wgLC6Nnz54A9OvXj379+lW7tiaQ82u1e2qzSHZOTg6rV6+mtLSUwYMHY2VlRXp6OnFxcejr65OSkkKzZs1ITU1l5cqVhIaGoqenx3vvvUdERAQhISGcO3eOkpISAHx8fKTMqB49enDo0CGmT59OUlISI0aMoEuXLrW2F0EQBEEQBEH4p1D9DQogq0QBZEEQ/qyKigp0dJ78tvv00085dOgQjRs3pmvXrly4cIHCwkJKSkpQqVTY2Nggk8l45ZVXGDt2LNHR0ezcuZPWrVszYsQI9u/fT3JyMrm5uZiamtKkSROioqJ49dVXmTVrFmfOnMHR0ZH27dvTrVs3AAoKCjAxMamWEePg4MDGjRvx9vZm3bp1hIaGYmdnx/Tp09m1axdHjx5l6NChtGnTBn19fdasWVPjPjWBjscLY//ZbJvHs3d+q1OV5uMnT57kxIkTXLp06YnnbN++nY8//pgzZ86gUCg4evQoCxcuJCYmBmtra1q1agWAt7c3OTk5lJeXY2Njg56eHqmpqYSFhfHjjz9SVFTE6tWr2bFjB40bN/7NTKSqylPiKc//41k9Ov9/DO2PUmanaTUOQN9Su3pAqoIcrecsStJuvfoWRVrPqWts+NtPqoGqvELrOWWFWVqP1Za+xa8HeX9NxZ0UrcYVpmn/eTGy0S77rTgzT+s5/8znVK7QLkit0NP+Z6WliZ5W41zbBGg9p56Zdp8XVZn299bQ2vy3n1TTOAcbrec0r5Oj/VhPO63GJZ2/r/WcCktbrcYpDcy0nlNH30CrccaO1lrP+WJXb63HGlpqt14jh9//O/5x/TOLtRqXkZiv9Zw/p2v3czfQTPumDcYl2n1/myUVaD2ne2ftPy/F6TlajdO30L5OotxMu697Yy3//w/AxFm7nwtYOv7xMSWiokttE3dYEGpR1SK6q1evZvny5RQXV/8lfvXqVb7//ns2bNjAggULePnll5k+fTrGxsasWLGClStX8uDBA6DyKFVFRQVNmjRBV1eX7t274+TkhLu7O8XFxaSnpwMQEhLCoUOHCA0NZe/evaxatYry8nLWrFmDSqVi8+bNTJgw4Yk1du7cGT09PSIjI2nWrBlDhgwBwMbGhlGjRvHll1/Sp0+fah2ZlEolSqWyWq0YmUz2TDucabKQZDKZVEdHM09V5eXlXL9+nZ9//ln6eEVFBTdv3uSFF154Yr+FhYX0798fExMTjh07hkqlwsjIiOLiYjw8PHBzcyMtrTKQ4OjoSEVFBcnJyQDcv3+f2NhYEhISOHr0KFu3buXKlSs0bdr0DwVyBEEQBEEQBEEQ/iiRmSMIz8DjHY40qr7PyMiIrKws8vLyMDQ0RKlUolAo2LFjBx07dsTV1VV6ro1N5V8Op0+fzty5c9m3bx+vvfYarq6uuLm5kZeXR1BQEOXl5UBloEGlUklFik1NTYmOjgYqW3rr6elJNXPkcjnGxsY1rtHNzY2KigqmTp1a4z6VSuUTBZafdVv6mrJtbt++zezZswkPD5fmi42NJS4ujo4dO6JQKNi+fTu7d+9GLpfToEED2rdvj0wmQ0dHh5ycHGxsbCguLsbQ0JBhw4Zx/PhxwsPD+fDDD5kzZw5ff/01jo6OvPjiiyiVSszMzHBwcODGjRvY2dmhr6+Pn58fc+fOJSAggLy8PAoLC8nNzeXo0aOkpKTQqVMn6biZIAiCIAiCIPzXKVVq5M/5mNPzPuZVW0QwRxD+gJycHKKjowkMDMTS0lIKPNQUyImNjeX69et4e3sTFBSEk5MTt2/fJiMjA3t7e+kYkr6+Prdv3wYqM0X27t3LkiVLCAsL4/PPP6dNmzbs37+fw4cPExcXh6enJw8ePEAul0vBGw8PDxwdHdm6dSslJSUkJiZy/vx5oDIj6P79+wQGBjJ8+HCgsubO4MGDgerZLS4uLjg7O5OXl4eZmdkTgZVnGbjRdOLS1NCpWtj58ef5+vpibGxMWVkZOTk5DBo0CJlMhqOjI9HR0YwdOxYrKysiIyM5duwYLi4u0li5XI6DgwOPHj0iOzsbQ0ND5syZQ3R0NCdOnODOnTu0aNGCgwcP8sEHH/DJJ59gZlaZYm5mZsbZs2dp27YtAIsWLeLbb79FJpOxbt06fH19MTQ0JDAw8JndF0EQBEEQBEEQhN8igjmC8BSaui9yuRy1Wi0FT8rKyqoFHvLy8jh//jyGhoa0bNmSoqIili9fTkREBJ6ennh6elJeXo6/vz8RERHSUSjNNRo1asSePXuAyiyZwMBAJk+ezKZNmygvL6dNmzakpqaydOlS/Pz8gMrOUxUVFTx8+BCoDDq8+eabjB49mu+//56hQ4fyyiuvALBx48Yn9vbmm2/WWLvH1taW3bt3S29rU5S4pro2mkfVYFBNAbCSkhLOnj1LkyZNMDY2pn///gwdOpR27dqhp6dHXFwc/v7+7NmzBx0dHU6dOsXEiRNp27YtLi4utGvXjszMTFxcXKRiywDt2rXjo48+YteuXYwfPx4PDw9KSko4cuQIRUWV58j79u1LTEyMVOQYYPTo0dWOlDk7OzN58uQa911T1pIgCIIgCIIgCEJtEMEcQfh/mpovVQM1muCDpvaKt7c3FRUVZGdnk5GRwaJFi4DKttfW1takpaXRp08f3nrrLWbMmMG5c+dYtWoVJSUlLFiwAIVCQUZGBvBLlkuTJk0wNTVl79699OrViwYNGtCgQQNWrFhBamoqLi4u9O/fnyVLltC6dWvUajWGhoaEhYXh5OQkBU+MjY3ZsmVLjXurmgUjl8trDOT8WVlZWWzfvp0333yzWtDmad2rrl+/ztatWzE3N+fbb79lw4YNuLm5sXTpUmbNmkXz5s2xsLDgwYMHGBgY4OzsTFRUFP7+/mzfvp3Vq1cTGBiIvr4+Z8+e5bXXXsPMzIykpCQaNGhQbd6goCD69OnDF198QVRUFGlpaRQUFNCxY0dCQ0MBCAwMxM7OjhYtWkhrbNKkyRPrrhrkq62sJUEQBEEQBEH4N6hQgew5H3OqUP32c/6JRDBH+M/RZIk8nkFR9YV5Tk4O+vr6LF68mNzcXGQyGffu3WPfvn2sX78eZ2dn3njjDZKSkmjTpg2bNm3ihx9+YPXq1fTp04fU1FT69OmDsbEx7u7uREVFoauri4mJCVlZWdXms7GxYc6cOcydO5c7d+6QmprKo0ePaNq0KSYmlRXyTUxMcHJyok6dOshkMlQq1RPtvzWUSqW0N80cf0W2yJ49e3jrrbewtLTk5ZdfRi6XU1xcTFJSEmfOnGHPnj2Eh4fTv39/jI2N2bBhA4WFhbRv355Vq1Zx4sQJJk6cSN26dXn48CHNmzfH39+f2NhYoLKbVGxsLIWFhVy4cIFPPvmEli1bMmfOHK5du4a5uTkmJiZSttLjXnzxRUJCQti/fz8+Pj40bNhQKlRcUVHBqFGjSElJITg4uNq4x+sh/ZnizqWlpZSWlkpv5+Vp32FHEARBEARBEIT/LhHMEf6VNEdsZDLZE8d+qmZsaGrDlJSUcPToUQ4fPkx0dDRhYWG0aNGCa9euMWrUKH766ScpSODj40NKSopUIDc4OBiVSkWDBg3Izs5GqVTy2WefMWTIEIYOHcqlS5eYMGEChYWFODg4kJ6eTn5+Pqamv7QE7tChAzY2Nnz99dfY29sTHh5O48aNMTExoaSkhB9++AFTU1OcnJyAX4IzNRUL/qszRDRruHnzJt26dePmzZscP36cdu3acfjwYdavX4+DgwO9e/fm0KFDqFQq2rdvT05ODgsWLMDFxYWRI0dy9uxZAOzt7bl/v7IVa0BAAEeOHEGlUuHn58fhw4dRq9WUlpaSmJjIyZMniY6O5saNG0DlcbOysjKg5iNirq6ujB49+on36+jo0LJlS5o2bfrEx55lIGzx4sXMnTv3mV1PEARBEARBEP7ORAHk2iOCOcI/2uNHozQez6QoLS1FR0cHhUJBbGws48ePJzU1FVtbW959911at27NnTt32LdvH5cvX8bMzIxevXoxZcoUWrRoQUhICHv37qWgoAB7e3tu3LiBWq3G2tqa9PR0lEol1tbWGBkZkZGRgY6ODsnJyZw+fZq9e/fy6NEj7t69i4uLC7m5uZSUlFQL5gDS8arHlZWVERcXx5AhQ6hTp061j2lT06a2KBQK2rdvj6GhIV999RXt2rWjTp06Ui2hV199FZlMxr59++jatSvFxcXSPejcuTPffPMNUFnMeefOnQBYWlpy6tQpsrKy8PT05MyZM5iYmDBq1ChGjx6Nj48PI0aMkOreTJgw4TeDL1UDfRpqtZrXX3+9Nm5LNTNmzGDixInS23l5edW6mAmCIAiCIAiCIPweIpgj/CNogjaPH4/SvCCvmqGSlZXFyZMnSU5Opl+/fgwePJg7d+4wbdo03nzzTczNzfnwww/x9/fn+vXrjB49moiICPz9/QkJCZEyO9LS0jAyMgIqCw5bW1tz69Yt3N3dUSqVZGVl4eXlRWJiIsXFxZiZmaGvr8/hw4dZsmQJY8aM4X//+x+jRo2iW7dueHh4EBwcTHh4+FP3qaltU7Uei5mZ2VOL7v4dyGQyEhMTUSqVDBo0CAMDAy5cuEBMTAwuLi64ublJQZsmTZqwaNEinJ2dUSqVnDlzhm7dupGVlUV8fDwAnTp1Yu3atfTt2xdTU1P8/PzIysrC39+f2bNno1QqCQsL48qVK0+s5fdk0dT0HG2CYpqgUE1H9p5GX1+/WkFlQRAEQRAEQRAEbYhgjvC3oykwW7UzUE1tq9PS0rh27RplZWV0794dgB49euDs7IxCoeDWrVtERESwcOFC6tSpQ8eOHWnRogX16tUjIiKCkSNHolQqiY+P5+7duzg4OODg4EBSUhI2NjYEBwdz4MABGjZsSHp6OsXFxdy6dYv27duTl5fHvXv3cHV15cSJE1IdlPfeew97e3sUCgXr1q37w3v/p3ZCUigUREREULduXa5du8bhw4cxNjbm008/xdjYWGqh7uPjQ25uLhUVFQwZMoRPPvmEr7/+GhcXF2xsbEhKSsLJyYmVK1eSlJREaGiodLQMoH///tXm1dQH+iMBld+rvLwcHR0dZDJZjZ2qHv/aLCsrQ09P75muQRAEQRAEQRD+ycQxq9ojgjnCc1dTTZvH677ExcWRl5fH7t27CQgIQC6X8/XXX2NhYYFcLkelUhEeHo6rqysqlYq1a9dy9uxZFi1ahK6uLmZmZtjZ2REZGYmbmxunT59m5syZdO/encGDB3P+/Hn69++Prq4uSUlJ1K9fn+HDh/PVV1/Rtm1b/Pz88PHx4ebNmwwePJiBAwfi6upKw4YN6dmzp7TOsLCwauvWBAGe1tHp30JfX5+MjAx+/PFHQkJC2Lp1K8OGDePBgwdSh6ns7GwsLS3R09MjOjqaF154AVNTU5RKJd7e3ly7do2EhAScnJwIDQ2VukxV9fjXStVuY3+WSqVCpVKho6PDpUuXOHHiBAMHDsTBwaHa16OmIPKFCxeIiorixo0b7Nq1i1GjRvHOO+9IRasFQRAEQRAEQRBqiwjmCLWqrKyMS5cuERkZya1bt5g0aRKenp7VnlP1hXhSUhIZGRlEREQQFRXF9OnTCQoKYvbs2eTm5tKhQwfat2+PQqGgZ8+elJWVMXnyZL755hvatWuHl5cXhYWFQGUHqMDAQBITEwkKCqJ+/frcuXOHR48eUVhYSP369UlKSuLu3bvo6uoyevRoKioqpELHISEhODs7c/v2bdzd3dm2bRsqVWVfuy5dujx1z1UDDv+VdtVRUVEMHDiQZcuWSe/r1asX33//Pba2tnh7e0v3Ijo6GhMTE5RKJXp6euzbt48PPviAVq1aVWsF/ngXKXi2NYJWrVpF48aNadasGVCZaaOZLyQkhEaNGlFeXg7A6dOnWbhwIVlZWfTv358JEyZw7949Pv74Y95//33GjRvHmjVr+Prrrxk1atQzW6MgCIIgCIIgCEJNRDBHqFVr167lf//7H0FBQTg7O0tHqPLy8lCr1VhaWnL8+HEiIyN55513mDJlCvfv32fAgAHUq1ePVatWMXHiRLp06cLevXsZPnw4pqamFBQUMHv2bC5evIiTkxM6OjrcvHmToKAgtm3bBlS2/DY0NCQ5ORmA0NBQlixZwvz58wkODqZly5Y0atSIF198kYqKCgAmT56MjY2NtP6SkhJ++uknbt68SX5+vlSY92mFl5/2vn+7jIwMnJ2dpfuoo6PDggULMDQ0rPY8tVqNiYkJarUahUJBcXExdnZ2zJ07l5CQkGrP/TPHpioqKkhLS8PGxgY9Pb0au3698MILODo6ApCbm8vRo0eJjIwkICCAvn378u677+Lj48OwYcPYtWsXffv2JSwsjM8//5zFixczbNgw1q1bR1hYGK6uroSEhEgduQRBEARBEARBEMesapMI5gi1pqCggFOnTrF8+XLq168PVL7IlsvljBkzBldXV5YsWUJeXh5xcXGkpaXRunVrkpOTGT9+PACLFi1ix44ddOvWDSMjI6kmyZkzZzh79iynT59GpVLRq1cvUlJSqFevHomJieTn52NmZoZMJuPevXsANGvWjICAAADGjBlDnz59+D/27jM6quprwPiTOum990YSSCVA6F2qAlJEpHcBAZHyV0RAUKQjFkApYqErHelVeg01CYSE9N57m5n3Q965JhBUBhDU81srCzKZc/e9k2HI7Oyzt5ubW41zdnJyqvG5np4ezs7OdO7cmaCgIKmR738xYfNH+vTp88hjUj2Ro0qmPNz7qH379rRv3/6ZnENeXh5bt27Fw8MDe3t7zp07R//+/dHV1a1xbgkJCRQWFiKXy1m0aBGzZs3i66+/5sKFCzRq1AhLS0sqKyuxtLSkrKyMjIwMDh8+zOeffw7AmDFjGDp0KB988IGU1ANwcHAgNzdXrXPX0NZBQ1vnidcpK8vVi6ejfm+fwqQMtdYZ1ZerHbMkK0+tdfrWZmrHVFd5fpHaa5XlperHzclRa52630+A0pwStdbdzChWO6bb5RS11tXRUv81WyFX/wdAI1tDtdbJyxVqx9TSUa8i9GmeC9pZ6r2myMyM//xOj1FZWqZmTPW3wspL1XvNBVDK1fue3r2l/vcl1NhcvYVFWWrHlOekq7Wuokj91z8tHfV/+aNjbKDWutKsfLVjlhdWqLVOT1v96/Q3UW/4wu189f6dATjrq/c20yo8U+2YGk9REa+po975auqq/3Za3f/3n+bnOEWpejErIy8+8Rp5RrZasYS/7p/ZbVX4R5DL5djZ2fHLL79w5MiRGtOHWrZsKSVZ3Nzc0NXVJTk5GV9f3xpvkBs3bsytW7fw8vIiMzOTwsJCADw9PUlNTeXmzZusXr2a1NRUwsLCcHJyQiaTUVBQgKGhIf379+edd94Bqt5sf//990BVkqZ6Ikcur/2Npq2tLW+//TYtWrR4ZJS48DvVVKc/+vrzZmpqSk5ODufOncPPz4++fftSUVHBqVOn+OGHH4CqSWdLlizh5s2b5OXlceTIERQKBadOnWLUqFFMmTKFDh06oK+vj6WlJYmJidjY2JCd/ft/Rg4ODmhoaKBQKDA3N5emcFlZWVFYWCht0xMEQRAEQRAEQXheRDJHeG5MTU3p1asXe/fuZfHixXz88cd069aN3NxcmjZtSnh4OFCVMNHV1SU+Ph5/f39iY2O5e/cuAImJibi5uWFmZkZGRgbp6VW/8fH09GTGjBmMGTOGiIgIlixZwqBBg9DR0eHXX3+VJiB5enpiZ2cnndPjkjb/ld42z9OzTNj8UWLoYRUVFezZs4elS5dSWVlJXl4eFRUVDBo0iEuXLqGnp8dnn30GgJmZGRcuXKBz5864u7sjl8tRKBQMGjSIb7/9lg8++IC33nqLlJQUbG1tKSgoAMDX11favnfw4EFCQ0PR0tJCR0eHmzdvAmBhYUGDBg2kyWaCIAiCIAiC8F+nUCiRv+APhdhmJQhPrm3btoSFhREbG0tERARbt25lyZIlfPzxx2RmVpVR2tjYcOXKFZydnbG0tERPT49Vq1ahVCo5e/YsGzZsQFNTk+7duyOT/V4mOnz4cIYPH/5E5yOSNi+XyspKbt++jZ6enlSVVX07VvUmyKWlpYSFheHi4oKjo6N0jIMHD7J8+XLatGnDtWvXMDAwQEdHBxcXF/Lz8+nYsSO+vr7s3LmTrl27YmBgQF5eHi4uLujr6xMeHs6gQYMYNGgQRUVFdO3alX379lG3bl3kcjkxMTEsWbKElStXsnTpUhQKBQsXLgRg0qRJ2NraAuDo6MjMmTP/5kdQEARBEARBEIT/IpHMEf4Wbm5uuLm5cePGDdLT09HW1qZhw4Z88MEH0mQjVaNiZ2dn3N3d8fX1Zfjw4dKb/NmzZz9yXFVD5f/C+O9/i+rNo7W1tUlKSpJ6GWloaFBRUUFkZCQFBQU0a9YMgEaNGtGxY0ciIiKYOXOm1ExbQ0ODOXPm8PXXX9OkSRO2bNnCjh07yMnJwcHBgaSkJKCqR9KRI0eIjo6mS5cu0vPExcWFu3fv4u3tzfHjxykrK8PS0hJHR0dcXFywtrYmIyODxo0bM3v2bEpKSvD29kZDQwO5XC6d38PXJ56HgiAIgiAIglDVfFhDNEB+LkQyR3iuUlNTiYyMJDU1lZiYGA4dOsS8efMAWLlyJevWrcPExISVK1dKzYctLCwoLS2tMf67ek+W6m+UNTQ0RLXNS0RVSaNKaNSW2Kj+eWpqKvXr1yc7O5uKigqKioro168fxcXFyGQyhg0bRv/+/TE1NaWwsJAdO3ZIa1XHdnFxkbbfNWzYkJMnTxIXF4e3tzfXr18nOzubTp06cfnyZebNm8cHH3yAs7MzUNXn5vbt2zRr1owNGzYgk8no1asXLVu2xNjYmI8//liK5eLiUiO26nn38DWKRI4gCIIgCIIgCM+bSOYIz5WJiQmHDh0iMjISf39/Zs2aRePGjQFwdXVl7ty5j6zp2bOn1Kuk+jYb8Sb55VO9KqqoqIgff/yRsWPHPpLIycrKQkNDAwsLC44dO8b169c5duwYvr6+6OnpUVFRwaeffsq8efNo3bo106dP5/Tp03z77beEhoYSFBSEpaUlUNUjR0dHR3pe+Pj4cObMGbp3705JSQnh4eGkpKTg7u7Onj17yMjIwMLCgk6dOrFly5YaE6emTZuGTCbD1NSUTZs21XqNf5aQEs9LQRAEQRAEQRD+biKZIzxXBgYGzJ8//7FfV22T0tTUlN4Uv/nmm9LXVW/YhRfrcVuHqn9/DA0N2b59O8bGxri5udG0aVOOHTvGwoULycjIoG3btkyePBlNTU22bNnC5MmTeeuttzh27BiHDh2ioKAAmUxGeXnV6FdVlc3Fixdp2LAh+/btA37ve6R63nTo0IHPP/+cxYsXk5KSgqWlJWFhYYwbN4569epJU8gaNmzI7du3a1yPjY1NjWtUJaeqX9ezTNaUlZXVaJCcn6/+aFNBEARBEARBeNkplUqUL3ib05MMV/knEe+Uhb+FXC6XJgdVp9omJaobXm61fX9SU1PZtWsXmzdvpqKigl27dhEeHs7s2bM5f/48d+7c4f79+3zyySfcvHmTrKwsFixYgLOzM8HBwVIixdzcHLlcTlxcHEFBQVLCRVdXl8LCQjQ0NPDz8+PevXs14qsSLu3atePTTz8lOjqaRo0asXLlSqZOnYqZmRkffPCBNNmselPl2q5H9Vx8ngnE+fPnY2pqKn2otnsJgiAIgiAIgiA8CVGZI/wtRF+bl0/1LWx/JCsrixs3bmBgYECTJk3Izc3l888/59ixY/j5+fHgwQOioqKYNWsWERERFBUVMW3aNO7cucPWrVv59ttvkclkaGtrM3r0aDQ0NDA3N6e4uBgABwcHtLW1yczMJDQ0lLlz53Lx4kWSk5O5d+8eU6dORVtbm5ycHKD2aq2goCC++eabR26vraLoWSRr0tPTsbGxqfpNw0MTuP7I9OnTmTx5svR5fn6+SOgIgiAIgiAIgvDERDJHEP4Dakvc/JWkxvbt2/nss8/w9PTEzc2N8PBwhg8fTmFhIcbGxnz77bdcunSJ999/n1mzZuHn58fatWuBqsoaAwMDlixZQqNGjaRjVlRUoKenJyVnrK2tkcvlRERE0KlTJ9atW8eMGTMwNDSkb9++WFtbA3D//v0/vcaHr+tZVHypEjaq4x48eJBVq1axe/fuGkmc0tJStLW10dZ+/MuqTCZDJpM99TkJgiAIgiAIwj+BQqFE8YK3Wb3o+M+L2GYlCP8iCoVCSj5U93DiJjo6mn379vHbb79J62rTuXNnzpw5wxdffIGenh5ff/01ACEhIdL2JVdXV3R0dEhKSsLLy4vMzEwA6tSpQ3BwMBs3bqS0tJTw8HAWL16MtrY2mpqapKSkUFZWhpaWFp07d6Zdu3YoFApCQ0M5cuQIu3bton///n/52jU1NZ+66kahUEgfKg/30LGxscHQ0FC6zpUrV9K6dWsaNWrEN998Q3Z29lOdgyAIgiAIgiAIwp8RlTmC8A/28Daih5MZqoqcyMhIjh8/zrhx41iwYAFbt27Fz8+PDh060KpVq8cmQXR1dRk+fDjx8fEEBQURHR0NVCVwioqKKC8vx9bWFi0tLZKSkmjQoAHl5eX89NNPWFtbM3HiRL755htatmyJtrY2DRs2pLi4mHHjxmFkZCRVqbzyyiuPxJbL5cDz26JX2/Effhzy8/O5cuUKly5dol27doSGhmJpaYmOjg7x8fGUlZVRWVnJjz/+iKurK+3bt0epVDJhwoTHNo0WBEEQBEEQBEF4WiKZIwgvqezsbM6dO8ft27cpLCykT58+BAcH17hP9WRBQkICKSkpHDx4EEdHR27dukXfvn1p1qwZ2dnZrFu3jjFjxrB582b279+Po6Pjn57DkSNH0NLS4tSpUwD89NNPREVF4erqilwuJyYmBl9fXzQ0NLh58yahoaGMHTuWX3/9lXbt2tGxY0dmzJjBnDlzahzX0NDwkVgPJz+eRRJHVaWk2ib1R8evqKjgxo0bnD9/nqNHjzJjxgwuXbrEiRMnCA0NZdu2bSQnJ/P6669jbGxMZmYm6enprFmzhh07dlBSUkJJSYnU2FkkcgRBEARBEIT/utp2DbyIc/g3EskcQXjBaqvgyM7OZvz48eTm5tKgQQPs7e05cuQIwcHBJCYm4uTkBEBxcTFdunTh8OHDjB8/Hn19fTp06EC7du347bffyM3NBcDLyws9PT3kcjmvvPIKgwYNokGDBtjY2DB8+HAsLS2BqmoVLS0tqaKnuLgYAwMDDh48SHZ2Nnl5eYSFhdGjRw9sbW2lLUWffvop9vb2AIwYMYIRI0ZI16Krqwv8vgXscUmap01+1Dbm/nGNiYuKiti8eTObNm2iSZMmjBs3DgsLC5YuXUpWVhZLlizB09OTwMBAXn/9dW7dusWcOXPIy8vj9ddfx9bWlqioKJo3b46+vj4bN27E3t7+uU7CEgRBEARBEARBUBHJHEH4m6mSNzk5OcycOZOBAwfSpEkT6esKhYIff/wRHR0d9u/fL92enp4OQO/evZk/fz5t2rQhIyMDQ0NDtLS0qFevHpmZmVIixdramtTUVEpLS7GxscHY2Jjr16+zdOlS0tPTiY+Pp1+/fpibmzNy5Ejee+89OnfuTKdOnaTsdZ8+fYiJiWHGjBn069ePH374gdDQUGQymdQ/Ry6XExISUuMaa2tG/CwTHQ83JYbfR4tXFx8fL1XaFBcXM3bsWFq0aMGpU6fYu3cvn3zyCUePHmXixIn8/PPP1KlTB11dXQIDAwEIDw9nwoQJBAYG0q5dO3bu3AmAi4sLN2/eZOjQodja2nL+/Hn69OlDVFQUly9ffqJePwAVidFUGOg98eOgmZPxxGsAShPj1VoHkHk7Ua11Nq2y1I6Zez9VrXXyknK1Yxal5qi1ztDOXO2YGoYmaq/VMTZSa52Wrvo/BshM1GvmHWhtoHZMbT31ztfIXv3HtjizSO21ho5Waq3T1FH/+1KWX6bWOnNv9SfraWip9/pu4O6pdkxFiXrfF01jM7VjQqzaKyvVfD2qU0+95xAAav6/q5Q9Wj37V2lZ2qu1zsTNTu2YZTkFaq9V97mrb6n+a4q2foJa6zS01B+gYFhaqdY6Z331X4sSStSL6W1Uex/Hv6I4Vf2fNQri09Rap/EUP98qK9X8OUUhVzumlpmFWus0DZ78Oa+pXwGAUqFE+YIbEL/o+M+L+DWyIDxHtTUWVlWKmJubk5+f/0jDXE1NTVavXs3UqVNr3K7avrNkyRLWr19PSkoKv/32G23btkVbWxsTExPq1asnTYlydnYmOTkZpVJJZWUlurq60kSozMxMHB0dadWqFQYGBpSVlaGtrU1RUZF0Dir/+9//uHr1KtOmTWPQoEG4ublJX6teaVO9fPFpmxEnJSVx6NAhZs+ezZo1aygsLHzkMVQdv6SkhPT0dNLS0nj77bcZO3YskZGRAKxZs4YZM2bQu3dvWrduzWeffcaDBw+Ijo7G29ub5s2bM2LECGxsbDh+/DghISFSH5/y8nIOHz5MaGgon3/+OWPGjCEuLg6oSuZER0djYGDAp59+yi+//EL9+vXp27cvMTExVFRUqH3tgiAIgiAIgiAIf0ZU5gjCM/C4LUS1TZGKi4ujadOm6OvrY2NjQ2pqKuXl5ejq6krbnGQyGQkJCQQEBBAfH8/333/PL7/8wmeffcZrr73GmjVrOHv2LLdu3ZK2SDk6OhIZGUlJSQnm5ubUr1+fbdu2sWXLFmn60u3bt4mJiWHIkCEYGBjQtm1bXn/9deLj49HV1aV9+/bAo1ueHp7uVH0bU/Xbn0ZUVBSfffYZV69eJT09HV1dXUaPHk29evUwMqqqOkhLS8PW1paUlBR++OEHcnJy2LdvH46OjnTq1InQ0FDy8vIYNWoUp0+fxtXVFXNzczp37kxlZSVpaWns2rWL8vJygoKCUCqV2NnZoampiVKpxMrKiuLiYioqKtDV1cXIyIg7d+7w3XffERsbS2lpKYmJibi6uuLv7092djZBQUF8+eWXmJiYoKf35NU1giAIgiAIgiAIT0okcwThCfzVpE1xcTEZGRmcOHGCoqIi/P39+eabb0hOTsbKyoq4uDiGDRuGh4cHycnJlJSUoKurKyVE/Pz8OH/+PF27dqW8vJzWrVsTERHB3r17ee211xgyZAgHDx7k4sWLjB49GgAPDw8OHz5Mbm4uDg4OtGrVivLycmbNmkXbtm2ZO3cujo6OeHh4cPny5Rrn6+HhwaxZs6SqlIc9yy1Sj3sM7ezs+OCDD/Dw8ODIkSP8/PPPfPTRRygUCgYPHszNmzdxc3NjxIgRdOjQgePHj1O3bl3u3LnDV199xcqVK4mIiABg+fLlyOVyfHx88PLyorKyEm1tbSwsLFAqlVhbW7N//3769++PtrY2Z8+e5e2330ZfX5/MzEwePHiAt7c3I0eOJCYmhhMnTtC/f3/OnTuHnZ0d2trafPrpp9L1qKqmatv+JQiCIAiCIAj/VQqFEsUL3ub0ouM/LyKZIwi1UDXT/bOkDVT1sjl48CA3b97k9ddfp0WLFqxfv579+/fj7u5O//79cXZ2Zs2aNRgZGbF+/Xp27NhBYGAgvr6+7Nq1i8LCQkxNTaWtSm3atGHLli3k5ubi5eWFl5cXMpmMCRMmANC2bVuysrL4/vvvadeuHQDe3t4EBQVhYvL7ntZXXnml1rHf8HtSRVNTEy0trWc6AlzVF0h1PX80Pl3F2NgYHx8fAOzt7aUx6Js3b6ZHjx78+OOPREZG0qRJE7KysvDy8pJ69TRr1oyLFy+SlZWFpaUlxsbGREVF4eLiQmRkJBEREQQEBHD69Gm6detGv379OH36NP369SM+Pp4OHTrg6+tLSUkJY8aMwdz8974nn3322WOv8eHreVzDZUEQBEEQBEEQhGdJJHOE/7zqW4hUb8yrN9NVJSays7O5ffs2u3fvpkmTJvTq1QstLS3Wrl3L1atXCQwM5LvvviM7O5s2bdqwc+dO3njjDZo1awbAxo0bWbJkCXZ2dujr63P58mVee+018vPzycvLw9HRUUoE9OrVi5iYGEaOHEm3bt2IjIwkKiqKwYMHS+fZu3dvPvzwQxwcHICqnjrTpk175PqqT3lSXVv1a30WHk7a1LYNKyYmBlNTU8LCwli5ciWmpqasXbu21iSSi4sLFRUVlJSUcOjQIcLDw1mwYAE6Ojq0aNEChUKBubk5ZWVlVFZWYmVlhba2Ng8ePMDS0hJ3d3fCwsLo168fZmZmzJ07F21tbbKzs2nQoAFaWlp88sknhIWFYWpqSoMGDdDR0UEmk/H6668/cj5yuVxK1NR2bYIgCIIgCIIgCH8nkcwR/vUUCgV3794lLCyMBg0a4OPjI/WmqW1LTGVlJXFxcWzZsoV69erRs2dPDh06xPLly7GyssLLy4tDhw4RFRXFsGHDuHr1KitWrMDOzo4NGzawZs0aNm3ahL29vdTPJi4ujh9//JGjR49iaWnJRx99REJCAra2tsjlcjIzM4HfEywWFhbMmzePdevWcfjwYRo2bEiXLl2kqVfZ2dmsWrWKN954Q9pCBI8mVVR/f1ZVN6ptRA9XoDyc2Lhw4QINGzbkwYMHfPHFF6SmpnL37l1CQkJwdXVlwoQJrFixgg0bNvDWW29J48tVzMzMMDU1JSkpCUNDQ/r06cP//ve/Gt8rZ2dnUlNTKSkpwcTEBB0dHW7cuEHDhg1xd3fn5s2bvPXWW3Ts2JGcnBwGDBiAo6MjVlZWKJVKbGxs6NSpU63X+PA1PcuqJUEQBEEQBEH4r1Aqqj5e9Dn8G4lkjvCvdPjwYVauXElqaiqxsbE4OTnh5+dHgwYNgKo356pqlbt377Jt2zYKCgo4ceIEXbt2xcrKirt37xIeHo6xsTH169dHLpfTrFkzxo4dy8WLF5k+fToDBgwgMTERO7uqkZpdunTh448/xtjYWKrmgaptQ0lJSTx48IC7d+9y+fJltLW1pWqQwsJCKUmioqGhwciRIxk5cuQj1xcdHU18fDzjx4+XEjmqNU8jJydH2mKkqkZ53Dai4uJiAAwMDLhx4wYnTpxg8ODBWFhY0Lt3b3bu3ImjoyP79u3jq6++olu3bjRq1AgvLy/atm1LQkICMTExpKen4+TkVOM8tLS0cHNz486dO3Ts2JE9e/Zw48YNgoOD2bJlCwEBAdSpU4ezZ8+Sn5+PjY0NHTp0wNbWFoAFCxZgaGhISUkJMpmMsrIygoKCHnmcHpf8el7KysooK/t9bHB+fv5ziyUIgiAIgiAIwr+XSOYI/2iqShGoqmpRVdxYWVkxZMgQdHR0OHnyJAMHDiQ4OJjY2FheffVV8vLyaN26NfPmzSMjI4PZs2dz5swZ3nrrLfr168fUqVP58ccf2bBhA3v27KFdu3bY2Njg7++PQqEgJCSE7OxszM3NUSqV3Lx5k8DAQDIzM3FwcECpVCKTyYiPj5fGgi9atIh33nkHKysrRo8ejZWVFQqFgm+++aZGQuZhcrlcuj5VoqFRo0Y0atRI7cctLy+PO3fucPXqVYyNjRk6dChXr15l9uzZbNy4EVNT0xrVKKrE18WLF7l+/TpHjx7l/Pnz9O/fnw8//JCioiLCw8NJTEzEwsKC5s2bEx4eTqNGjWjWrBnl5eUAhIaGSsd0dHTk9u3bZGZm4uTk9Egyy8PDg/379/Ptt99SWlrKe++9R2ZmJh4eHri4uNC8eXPq1KmDo6MjAH379pXWGhoaAqCnp0fLli2pU6dOrY/Ds0jcPK6hc23mz5/PnDlznjqmIAiCIAiCIPwTVH+/9iLP4d9IJHOEl5Lqjb0qiaB6EXj4TfPD231UW6dCQkIICQmhsLCQ06dPEx0dTb169Vi9ejXz58/Hzs6OlStXsmDBAiZNmoShoaHU26ZZs2a4u7sjl8vx9PRk7969aGhoYGZmxpkzZ2jZsiWampoUFxdTWVnJ6NGjWbZsGS4uLpw/f54JEyagoaFBYGAg1tbW0rl17dqVrl27PnKtf9a75nls8alXrx729vZ07NiRrVu3AtCgQQNsbW1JSEjA2NiYuXPncvDgQcrKypg6dSoDBgwgIyOD77//nnHjxvHzzz8zZMgQNm3axFtvvYWxsTFJSUkEBgYSEBDA1atXGTp0KHXq1CEuLk6KsX//fgAcHBxQKBSkpaXVeo6q7wfAW2+9xauvvlqjuTNU9daprnpvIKh6fjxN0uthtW0ze5LeQ9OnT2fy5MnS5/n5+Tg7Oz+z8xMEQRAEQRAE4b9BJHOEl0r1KVIXL15k7dq1rFmz5rFTguLj4zlw4ABhYWFkZ2ezbdu2Glto9PX10dfXJysri9LSUr7//ntSU1NJTk4mISGBbt26oaenh5WVFYmJiTg5OWFiYkJiYiKamppSY92MjAx8fHzYtm0benp6nD9/njfffBMjIyNGjhyJqakpERERjB8/ng4dOgBIk6ceVlsz3b9bcHAwo0aN4vXXX+fHH3/k6tWruLi4YGVlxf379/H396dDhw5MmjSJnJwcli5dioGBAQ0bNsTX1xd7e3sAmjRpwunTpxk3bhxGRkYkJSUBVcmiffv2AVUVOKqR4UFBQcyaNQuoatisoaFBSUkJ8GiVTIsWLWjRooX0uSqRo2pYXVsS5WmbOldPIqr+/kfTqioqKqQGzTY2NgwdOvQPjy+TyR47/l0QBEEQBEEQBOGvEskc4YWpPhq7+oQgVSVK48aNady4sXT/ixcvMn/+fNLT0xkzZgyDBg3i/v37fPTRR3z33Xe0adOmxvFVxzIzMyMvL4+kpCT8/PwIDg5m9uzZODs7S2/UPTw8uHz5Mk5OTtjb2xMfH09xcTGmpqZUVlZy7949XFxcCA4ORlNTk1deeYVu3bpJjXvfeOONx17jwwmGl6GZblBQECdPnuT111/H0tKSpKQkrK2tsbS0JCoqCgArKyvGjx/PrVu3qKysxMzMjE6dOmFubi4lYBo2bMiaNWuAqkqb06dPM3LkSNLS0ggLCwPA0tKSxMREKe6IESNQKBRYWlqyYMGCP3w8VNvmqnvWU7g0NDTIz8/n+++/R1tbm3HjxtUao6Kigt9++43s7Gy2bNlCly5dcHBwYO/evQQEBHDv3j02bNjAwIEDn9n5CYIgCIIgCMI/mUKhRKF4sducXnT85+XZvSsShMdQKpXI5fIaI8Ch6k25lpZWjUqHCxcucOHCBcaMGcOFCxfw9vaWqj2WLl1Kjx492L59O0uXLuXo0aO4u7vj4eGBt7c3xsbGNfZDqv5ua2tLYWEhBgYG2NvbY2JigqurK5qamly4cAEAd3d3Dh06JP1dJpMhl8uxtLRk/vz5tGjRAmNjY0pKSujXrx+jR4+WqlNUHneNL6PQ0FBOnDjByZMn2bJlC3Xr1iUgIAArKyvp8d6yZQv169fn8uXLLFmyhDt37mBgYIChoaHU2DkwMJDIyEigaitUZmYmQUFBpKamMm7cOMrKyujcuTPr168HqhJZc+bMkR6XP0tsPYvEV0ZGBidPnmTPnj2PfE313FNVy2RlZQEQFRXF+++/T7du3RgyZAgFBQXo6OiwcuVKNmzYwP/+9z9GjhzJ3Llz6dmzJ66urly4cIFffvmFvLy8pz5nQRAEQRAEQRCEPyIqc4RnrrapTLW9Kd+1axfHjh0jPT2duXPn4uPjw9ChQwkNDaVdu3Y0adIES0tL7t27J219adWqFfb29gwfPpwbN25gaWlJ06ZNiY2NxcfHp9bzcXR05OLFi8jlcsaOHStt3crKyqJZs2aEhIQwceJEioqKAHjzzTdrrPfw8ADA09MTBwcHSkpK/vHjqxs1asStW7fYunUrDRs2lK7Z2dmZkydPAnDy5EkWLVqErq4u+/fvJyYmRhqDnpiYSElJCfr6+lISx8rKik2bNmFqalojVvVtRdX7ID1vJSUljBo1iosXL+Lr64tCoeDOnTtMnz4dgMTERCIiImjQoAEWFhbY2NgQHx9PRUUFOTk5BAUFMXr0aA4dOsTSpUuZOXMm9evXJzMzkwYNGlBWVoaGhgZz586lWbNmDB48mLZt2z5y/YIgCIIgCIIgCM+aSOYIT6S8vJwrV65w7do1IiMjmTJlCu7u7jXuUz3BkZycTGZmJocOHeL69et8+OGH+Pn5ERUVxc2bN+natSsVFRWsWLGCDz74gC5dulBRUSH1HqlXrx4RERFYWVnh6+tLQUEBUNX49ty5c1hYWGBpaUlMTAzwaCIJqipzjIyMyMjIoGnTpri7u5OamoqPjw/6+vpAVYVJdbUdx9XVlblz5z79g/gScHR0xMnJiVWrVtW43dramtzcXPLz8xk/fjyTJ0+msLCQnj170qxZMwoKChgyZIjUi0ipVLJu3TqgakuZKpFRvffRw571NilVcujh75e+vj56enp88cUXdO3alZiYGLp37864cePYuHEj33//PRYWFlhZWbFw4UKcnZ05d+4cKSkphIaGUlhYyLJlyzh58iRWVlaMHDlSGkFfXFyMnp4eQUFBtG/fvsY2u+rj3f+q0vQsdPSevJeOoYfxE68B0NbTVWsdgOsrQX9+p9pi2rv/+Z0ew7mtejH1HBzVjqmsrFBrnY6Tp9ox5abqn6+WpZ1a65z7+6kd0y7+nlrrzM9cUztmQWK2Wuss6rqqHTN7j/rna9VIvedueUa62jFLc4rVWmfSuKXaMdHWUWuZsqhA/Zhq0rZ3U3+xmq8LAEZqrjNxMvnzOz2OmudbqaWndkg9IzO11mkaqn+d5k/x7zsvOkmtdbomhmrH1NZT7+2XXbCl2jFNkgvVWmcVnql2TG8jxZ/fqRbHMtR7DQPoYGyg9loDO/Ue34qiErVjqkvd5y2AWV31fk5J+XX/E69Jy6/6RblSoUT5grc5vej4z4tI5ghPZNWqVVKPEEdHR+nNdH5+PkqlEnNzc06dOsW1a9eYNGkS06ZN48GDB/Tr1w8/Pz+WL1/O1KlT2bNnD9euXcPa2pojR45w48YNBgwYgIeHB+Hh4VK8kJAQrl27xqhRoygtLWX37t0EBwdTXFxMTEwMbm5u6Ovrc+PGjUfOVfXm3sfHh08//VS63c7OTnpTXj1pU71i5EU1Jv47GRoacuLECdq2bUtFRQU6OjqYm5sTGBhIRkYGvXv3xsfHB1tb2xpTuaonKjQ0NGqMhq9++7OqVHrc9+iP4qjW2NnZSZO0LC0tsbKy4sCBA1y5coWVK1fSsGFDBgwYwM6dO2nWrBm6urqkpqaiqanJli1baNWqFcOGDeP777/nzp071K1bl9u3b5Obm4uLiwuNGzfmp59+IikpiTt37lBZWcmHH374xMkcQRAEQRAEQRCEJyGSOcJfVlhYyJkzZ1i2bJlUyVJZWYmmpibjxo3D2dmZhQsXkp+fT3R0NOnp6bRq1YqUlBQmTpwIwGeffcbGjRsJDQ1l0aJFvP766wwfPpxGjRpha2tLbm4uu3btkmI2atSIdevWoaOjQ9++ffn0009p3rw5SqWS5cuXA9CtWzeKi6uy+H+16uPh8dJPsvbfol27dlKlk45O1W9VXV1dpcSXUqnE399fur9Coah1AtfzSHxVT+DU9j2Kj49HLpdTWlrKihUruH37NgsWLKBJkyY11js5OREXF8eFCxfYs2cPrVq1kqaUmZmZAdCjRw9u3LiBjo4OMpmMgoICbty4QWxsLKtXryYpKYmLFy8SEBBAly5dePDgAVlZWbi4uDBkyBD8/f354YcfqF+/PqGhoXh6ql+ZIQiCIAiCIAiC8FeIZI7wl8nlcuzs7Pjll19IS0vDysqKgIAAAFq2bMnx48cBcHNzQ1dXl+TkZHx9fWs0JW7SpAkrVqxg4MCBuLu71xjl/ODBA0JCQrh+/bp0m5+fH3K5HKhq2vv5559TWFiIj48PenpVZcCP65XzR/4LlTd/ZsWKFUDtW8pqu+1ZJ7uUSmWtSTWo+f25d+8eCoUCT09PvvzyS06fPk1qaqpUYdWjRw+cnZ3ZsGEDTk5OODk5Sc+5oKAgfvjhB44ePUpoaCgTJkygvLycM2fOkJ6ejpeXF7a2tpw+fZq5c+diaGjIvXv3ePPNN/nxxx+liWWNGzcmKysLJycnhg8fjpubm/SYNGrUiEaNGj3Tx0YQBEEQBEEQ/hVegm1WvOj4z4lI5gh/mampKb169WLy5MlcuHABfX19ysvL2bx5M02bNuXrr78GqnrU6OrqEh8fT4sWLYiNjeXu3bv4+PiQkJCAu7s73t7eBAcHM3z4cAoLC4mOjmbs2LGMHDmSIUOGUFxcLE1OUm2hUiqVj616qC35IPy52kZ/w7NJdhUUFKClpYWBgQFyuRwNDQ0pIfRwEqeyspLs7GxsbGxIS0tjx44d1KlTh1deeYU1a9aQmprKTz/9JFXQXLhwgXXr1rF06VK++eYbvL29WblyJZGRkTg5OUnHtbW1xdfXl7lz5+Ls7AxU9btxd3fnyy+/xNTUlKNHj9KuXTu0tLQwNzcnLy8PCwsLFi5cyJkzZ2jUqBHe3t7SMXv06PHUj40gCIIgCIIgCMLTEMkc4Ym0bduWsLAwYmNjiYiIYOvWrSxZsoSPP/6YzMyqJmk2NjZcuXIFZ2dnLC0t0dPTY9WqVSiVSs6ePcumTZsAWL16NZs2bcLIyAg/Pz8pUbNs2bJaY6veTNeWuBGJHPU8i7425eXl3Lhxg+vXr5OZmUn//v2xsbHhvffeo127dvTv379GnKKiIgwNDUlMTOTw4cOEhYVx8OBBvLy8mDFjBkFBQTx48EBa065dOz7//HOgqjrr9u3bQFU/JVUDazMzM3R1daXnoCpp5OjoiEKhIDw8HEfHquayBgYGjB8/nuzsbCZNmoSnpyfz5s0DYNSoUWhrV70surm5SRU4giAIgiAIgiA8OYVSiYbyxVbGKF5w/OdFJHMEtaje6N64cYP09HS0tbVp2LAhH3zwAUZGRsjlclJSUoCqcdfu7u74+voyfPhwvL29peP079//kWM/rjeLikjcvFw+++wz5s6dy8yZM4mKiuKTTz5h8uTJ1KtXT3oO7Nixg6VLl1JUVESrVq2YNWsWurq6HDhwAAMDA6Kioti7dy/Tp0/n9OnT2NnZkZWVBUBwcLDUxNjd3Z1Lly4B4O/vT35+PmVlZVhaWmJkZER6errUJFmpVCKTyTAyMqK8vBz4Pcmjo6PDJ5988si1qBI5giAIgiAIgiAIL7P/VsdX4amlpqZy8uRJtmzZwmeffcaBAwfo1asXACtXrkRXVxcTExNWrlzJ+++/D4CFhQWlpaV06tSJoKCaY1pV07Cqq23MtPDyCg4OpkOHDsyZM4clS5agqanJ5cuXcXZ2JjY2FgBPT082b97MhQsX8PHx4eOPP8bGxgYvLy+pmXbHjh2l+1tbW5Ofn49CocDe3p6srCzS09NxcXGhvLycjIwMdHR0KC4u5tatWwAYGRmhUCikZtiq59CKFSvo1q3bS9HguqysjPz8/BofgiAIgiAIgiAIT0r8Glp4IiYmJhw6dIjIyEj8/f2ZNWsWjRs3BqomIc2dO/eRNT179pSmJtU2Wlokbv7ZQkJCiIqKAsDBwYEHDx7Qo0cPZDIZ2dnZANSrV4+PP/6Yw4cPU1lZibGxMZWVlVhZWaGtrU1JSQn6+vro6ekRFxdH/fr12bJlCzExMSgUCrKzs7l16xZ+fn5UVFQQFxeHtbU177//PsbGxgC88847L31lzfz585kzZ86LPg1BEARBEARB+FsolS++AbJSbLMShKp+I/Pnz3/s11WVNtWra958803p6y9DdYTwbLm4uFBcXMzGjRuJiopCX1+fVq1aERsbS0VFBdnZ2Zw5c4aSkhJ27tyJoaEhffv2JSkpCVdXV8LDw8nOzsbR0RELCwtOnDjB0KFDCQ0NpVu3brRr146JEydibW2NnZ0d3333HaampigUCmnkPbyYLVKq/k2VlZXI5XJkMtkf3n/69OlMnjxZ+jw/P19qzCwIgiAIgiAIgvBXiWSOoBbVuPDqE4pUnz+LprrCP4uDgwNr1qzhtddeY86cORgbG2NiYoKBgQH5+flcu3YNMzMznJyc2Lp1Kw8ePCAyMhJbW1uOHj1KRkYGjo6ODB06FHNzcwDef/99Zs6c+UgC0NTUFHhxicHIyEju37+Pp6cndevWlSZtWVlZMWzYsEeqz6qTyWR/mvARBEEQBEEQBEH4MyKZI6hFJGyE6nx8fHj11VcZOHCgdJuRkRFGRkZcunSJkSNHMnPmTNzc3OjcuTNvvvkmmpqaNGzYEFdXV5ycnAAYO3YsUFXxoqen90KupbrKykrOnz9PZWUlTZs2ZcKECVy7dg1nZ2fs7OwYNmwYjRs3pnHjxixfvpyBAweio6Pzok9bEARBEARBEF4KSsVLsM3qBcd/XsSeF0EQnlpwcDDbt28HoLS0FKjakhcSEgKAk5MTn332GadPn+abb75h3rx5dOjQAX19fVxcXB6pZHlRfZTu3r3L9OnTKSkpAaCkpIRz586xf/9+9PT0GDRoEFevXmXXrl34+fmxefNmAOrXr4+fnx8bNmx4IectCIIgCIIgCMJ/i0jmCILw1Fq2bImtrS2AVFGjr6/P8OHD6du3LwD29vYvTX+YtLQ05s+fz/3794Hfm6IZGhpy8uRJcnJyADA2NqZJkyZSA+9WrVpJ9y0tLcXOzg6FQoGxsTFNmzbl4sWLFBYWvoArEgRBEARBEAThv0QkcwRBeGrNmjXjm2++edGnUYNSqUQul9favd7W1pazZ8+SlpYG/F4J5OTkhJGREUVFReTn53P58mX27NlDdna2lNBROXDgAC1atJCqijw8PCgvLycuLu45X5kgCIIgCIIg/DMoFKBQKF/wx4t+FJ4P0TNHEIR/NKVSiVKprHWr1sO9nYqLizl27BhJSUno6emRmZkpNSxW/eni4kL37t0xMDDAwcEBIyMj5HI5sbGxBAQEoKGhwcqVK/H09KR+/frSsXV0dLC0tCQzM/OJr+HaqlMYaD55HyqXFk5PvAZAW09XrXUASrl6/xvqGKrfA6kkI1etdTIbG7VjKory1VqnaWmvdsxKLfX7LWkGtVdvYex19WMamqi3Tkf9Hz28B7+m1jpFccGf3+kxQld+ovZauaWLWusURrZqx/RrekG9haZ2asesjFQvZnHjN//8To9hXJCo3sKKErVjalmq/xhpGpmptc6t01O8AzFX7/WopFL9mFpxEWqtu7/1iNoxndsGqb3Wtm0LtdYVRqh3nQDGDsZqrbMK9FQ7pmtHC7XWaTxFj8zi1Cy11nUwNlA75gejNqq9dkgbV7XWBY7uoHbMghj1XsfMg/zUjlms5i8d7Xv0eOI1ivRMWPmLWvGEv0ZU5giC8I/28EQ1qEraXL9+naVLl7Jp0yapqubbb7/lq6++orS0lMjISK5evSqtUfx/yt7R0ZG+ffty9epV9u7dy4YNG/D29ubevXsAJCYmcunSJd577z0MDQ2l9SUlJWhpaWHzFAkEQRAEQRAEQfg3Uf3i9UV//BuJZI4gCC+d4uJiVq9eTadOndi5c+djX4ArKyu5ceMGa9askRIzCQkJjBo1ig8++IC8vDy+/fZbfvml6rcCFy9eZNKkSUyaNIk333yTzMxMKdGj2mrl4eFBZmYmFRUVAOTm5mJqakp8fDwA69evJywsjPDwcMaPH8/69eul9REREdStW/df+x+GIAiCIAiCIAgvB5HMEQThhSgtLSU///etLPfu3WP06NHcv3+f8vJyMjIyyM7O5v79+xQVFdV6jGXLljFt2jTu3bvH1q1b2blzJ87OzhQWFhISEsLcuXPp168f165dIzIyEi8vLwwMqsp3W7ZsSXFxsdSwWJXMCQgIIDk5WZrKpRqxfu/ePSorKzl16hT29vacPHmS4OBgWrduDYCJiQl2dnY1jiUIgiAIgiAIgvA8iJ45giD8rZRKJRoaGrz77rvUqVOH9957Dy0tLanHTVxcHF5eXsyYMYM6depw8+ZNiouLMTIyeuRYEydOZOTIkURHRzNr1iySk5Pp2bMnzZs3lypuAgICOHXqFNra2ujq6nLt2jXatGmDtbU1R44c4cMPPwSo0cg4Pj6enJwcjI2NkclkvPrqq7Rr1w5tbW2OHj1a63UVFxcza9as5/SoCYIgCIIgCMI/j1JR9fGiz+HfSCRzBEF4Lh7XmFihUKClpSVVwKiaFNepUwcnJyfu379P+/ZVzVydnJw4duwY+fn5tfaiSU1NZfTo0djZ2eHr68u+ffsAcHV1lZIu9erVIzs7G5lMRseOHZkyZQoymYzY2FjMzc1JTEzE29tbOqa5uTl79+7FwcFBus3d3b1GXLlcDlRV4Kg+fHx8nvYhEwRBEARBEARB+EtEMkcQhCcml8tJSUnB1NQUY2NjaRJU9a+rqm2gKulibm6OTCaTbvPz8+PgwYN8//33REVFERYWRlxcHAMHDpSO4+rqSmlpKTk5OY+cg0Kh4NChQ/j5+fH555+Tn58vjUd3cnIiMzOT0tJSLCwsyMrKIj4+nubNm/P+++9z9OhRWrZsyZgxYx5J1AA1Ejkqqooi4JEpWYIgCIIgCIIgCH8nkcwRBOEvq6ysRFtbm6tXr7JmzRqGDh1K8+bNpUROVlYWxcXFODs7k5SUxLhx47h37x4+Pj4sWbIELy8vKSHi7+9PSkoKBw8epEmTJkyZMoWEhATOnj0rxbOxsUFDQ4OMjIxHzkVTUxNtbW1KS0vZvn07UVFRlJWVERUVhbOzM+7u7mRnZ+Pg4MBPP/2Ep2fVSM/u3bvTvXv3J772Z9EHp6ysjLKyMunz6j2DBEEQBEEQBOHfRqFQoqF4scNBFC84/vMikjmC8B+nqjjJzc3FzMxMGtH98PYoAG3tqpcMa2trTE1Npb40V69eZcyYMejq6uLn58eUKVOIi4vDwsKCiIiIGsdQJUWsra0xMzNj2bJlUiXMpUuXOH78uHQuOjo6eHh4kJ+fT0ZGBqampujq6krnPGLECO7evcv69esZPHgwBw4cwNHREQMDA5YtWwZUVfDUq1evxjnI5fIaW6T+LvPnz2fOnDl/WzxBEARBEARBEP6dxDQrQfiPUigUVFZWoqGhwaVLl2jWrBlQlcSpnsjJysoiNzcXgIMHDxIUFMSIESMIDw8nOzsbgFWrVrFv3z7Onj2Lubk5ixYtQk9Pj7NnzzJ16lR27dpFYmJijdhQVXlz4cIFqQeNkZEROjo6PHjwQDru4sWLGTNmDI0bN+bSpUtAzSqZRYsWsW/fPvr27UunTp2kaVVArT17oGqblKamptqJnOqjx59kDPn06dPJy8uTPhISEtSKLwiCIAiCIAj/BEqF8qX4+DcSyRxB+JdTKpXI5fJHkg6qbUoAdevWpaKiAoC8vDw+/vhj6X7vvPMOhw8fRqFQsHjxYr788kuOHz9OZmYmcXFxFBQUcPbsWdq1a0doaChXr14lJCSEJk2asGXLFlq3bs23337LRx99RHR0NPB7A2EnJyfu3Lkj9aAxMjLC1NSUzMxMAJydndm0aRN3794lJiaGFi1a1Jo8kcvlKBSKR772tFU3quOpkk+1HVf199jYWNLT0//weDKZDBMTkxofgiAIgiAIgiAIT0okcwThXyA/P5+SkhJKSkp45513anxNNfK7egKiuLiYDRs28O677zJ//nyMjY3R1dXl/v376OnpsWPHDu7duwdUNSEuLCyUtk3Z2toCMGTIEJRKJQkJCTRt2pQZM2Zw6dIljh49yjvvvENFRQUhISF069aNTz/9FGtra4qKiqRzAggNDcXU1FRKmjg7O7Ns2TI6dOiAUqnktddeo1u3blLM6k2Iq3vaShuVxyVtHq7uiY6O5tq1awB89NFHeHh4MHjwYE6fPv1U8QVBEARBEARB+OfIyclh0KBBmJqaYmpqyqBBg6RdDX8kIiKC7t27SwNlmjRpQnx8/BPFFj1zBOFfYNy4cbz//vsEBAQwYsQI6fasrCxu377NoUOH8PLy4s0338TQ0JCffvqJkydP0qJFC/z8/ICqKpmbN2/i5eVF3bp1iYiIwNvbGzs7O3JycoiLi6NevXokJibi6+uLubk5ly9fxsrKCmdnZ44dO0bv3r0JDw/n7t27+Pj4cPLkSb799lv09PQYOHAggYGBwO+9d954440a16FKnlRP2lSflKVOsqb6sRISErh16xbl5eW0bNkSS0vLGvernrSprKwkISGBmzdvolAoSEpK4tVXX8Xd3Z2dO3dy69YtPvvsM65evUpUVJRUXfS4hJMgCIIgCIIg/Ne8DNucnmf8/v37k5iYyMGDBwEYPXo0gwYNYu/evY9dEx0dTYsWLRgxYgRz5szB1NSUiIgI9PT0nii2SOYIwktOtX2otsoTVeKguLgYIyMjAI4ePQqAu7s7Q4cORUtLi3bt2rF+/Xp0dXUZOHAg+/fvZ8yYMXTp0kU6lp+fH9euXaNXr164u7tz69YtevTogZOTEwcPHqR3795oa2uzbds2XnnlFTIyMrh69SpJSUm89957rF69mkaNGmFkZESrVq1o27Ytffr0oX///lJlzeOu7+HKl+rXWVvPmyehoaFBQkICEydOJCYmBi8vLxwcHCgtLaVfv37SY6ihoUFkZCSbN29m/PjxjBkzBgMDA+rVq4ePjw9nz56lWbNmuLu707BhQ86ePYu1tTWFhYW88cYbdO7cGV9fX1q1avVU5ysIgiAIgiAIwssvIiKCgwcPcuHCBRo3bgzAmjVraNq0qfTL7drMmDGDrl27smjRIuk2Dw+PJ44vtlkJwktC1UfmYZqamtI2qcrKSmkrkCoJce7cOQICAqisrATg7NmzHDx4EHNzcyorKwkNDWXixIn06tWLW7ducfv2bQICAjA3NwegpKQEgIYNG3Lr1i0AqaoGqpItv/32GxUVFQwdOpTS0lJ8fHw4f/4848ePRyaTYWZmxpQpU7h58ybnzp1jwYIF2Nra4uzsLCVyHt7CVP36noWoqCiWL1/+SHlieXk5P/74I05OTty4cYPt27ezcOFCmjRpQmxsLB06dCA1NRWA9PR0Ll68iKWlJRoaGtja2jJ9+nR69eqFvr6+1PDZy8uL1NRUtLS02LFjBxMnTqS4uJguXbpIfYEEQRAEQRAEQXh55Ofn1/goKyt7quOdP38eU1NTKZED0KRJE0xNTTl37lytaxQKBb/++ive3t506tQJGxsbGjduzK5du544vqjMEYS/mSoJ83BFysPbdHJycjAxMSE2NpZPPvmE8+fP07ZtW2bMmIGzs7N0v8zMTAoKCqTkTMeOHaUXj5YtW0pJosDAQK5evYq+vj4ymYxjx47RpEkT9PX1AWjQoAEzZ84E4NVXX+XQoUP4+/tTt25d+vXrB1T1tPnqq6/Q0dGpMTWq+vmrKolUn6s8q6SN6jF6eFuUKrHVqlUrXFxcpMcnPz+fbdu2ceTIEek2AwMD3NzcUCgUdO/encWLF7N06VIuXbpE37590dTUxMrKisaNG1NWVoZMJsPY2Jj09HQUCgXa2tro6OgQHR2Nt7c3rVq1ok2bNhw6dIikpCQ8PT2f6HpMnU0w1H7yl2NtPd0nXgOgpeY6gJjDUWqtc36lodox5eUVaq3T1DdUO6a6lDoGf36nx9CoKFE/sIZ6/740Le3VD6n7ZKXAKjaN89WOqWVuo9Y6TVPLP7/TY1QkqZ+g1TYwVWud+v9C1Vdp7qT2Wq26TdVap6+t/pZUpcxI7bXqkmelqr1W08xarXU6Ng5qx1TER6i1rtzYXe2YWoFt1FrnPbT2X/j8FTnXbqi9tiTjqlrrlI/5BdxfUZan3ptHRXml2jFLMnLVWqepo/5bxYL4NLXWGdip/3o9pI2r2mt/OBmnXkyOqB3TLsRZrXUVRdfVjmnb9VW116pLoVSi8QTTX5/XOUDVe5nqZs+eXWPwy5NKTU3FxubRn01sbGykXxY/LD09ncLCQhYsWMCnn37KwoULOXjwIL169eLEiRO0bt36L8cXyRxBeAaq90mRy+VER0ejr69fI+mi8nBT3ZycHHJzc0lKSiImJobBgwdz5swZNm7cyPDhw7l//z46OjpERkZSUVGBjo5OjePY2dkRHx8vHa9hw4asWbMGABcXF86ePQtAvXr1yMjIwNDQkG7dujFp0iTKysqIjo4mODiYadOm4e7uTnl5OTY2NqxYsQK5XP7IC5Spqal0zdW3KKk8y6RNbVuwVNeuipmamoqdnR0uLi4YGRmRk5NT4/GxsrIiPj4eAwMDNDQ0SEtLY+/evVy8eJEFCxYwceJEGjRoQEJCAqdPn2bSpEkAWFhYkJGRQUVFBTKZDF9fX65du0bz5s0JCwsjJSWF2NhYIiMj+eijjygvL6dHjx4EBAQ8s+sXBEEQBEEQBOHZSEhIqDFNViaT1Xq/jz/+mDlz5vzhsS5fvgzU3tPzj3poqnYr9OjRg/feew+A4OBgzp07xzfffPNEyRyxzUoQnpLqH+vRo0dp0qQJQUFBjBo1ip9++onY2Nga/5AVCgVhYWFcunSJCxcuEBISwnvvvceuXbuIjo5m+fLlQFWCRjWiW19fnwMHDrBp0ybCw8MpLy8Hfn/hqFOnDpWVlSQmJgIQEBAgJTQcHR1JSUlBoVBgb29PZmYmSUlJBAcHs3z5cmQyGT179mTQoEFAVb8dXd2q3wlbWlpKiZzHjf1+FhOkVI9hbdvMHm5IHB4eDlS9eHbq1Ing4GCGDRvGlStX0NXVxdjYmNTUVGnLmeqc7ezsuHGj6jd39+7dIycnh127dnHixAkA+vbty08//UROTo5UUeTq6kpiYqI0gWvgwIEYGxvTpk0bzp49y5gxY7Czs6Nt27acOHGCyMhIFi5cKFVICYIgCIIgCILw8jAxManx8bhkzvjx44mIiPjDD39/f+zs7EhLe7QKLSMj47E9Q62srNDW1qZevXo1bq9bt66YZiUIz8vjKlE0NDSIiopi7dq1TJ8+nR49egBVDbEUCgVHjhzh8OHDLF68mOzsbH766SdatWqFp6cnN27cYMeOHbi5uREbG8u8efOAquSDtrY2mZmZvPXWWxQXF5OamsratWsJCAjgyy+/lOKbm5sTFBTE2bNnqVOnDgYGBmRmZhIXF4ebmxv+/v7k5ORgaWnJ9u3bcXFxAaoywMHBwY9co+qaqnvaahtVhY1cLkdTU7PWLVKqJEpFRQWZmZnY29uzatUqQkNDadCgAREREUydOpW1a9fi5OTE2rVrcXZ2Zt26dXzzzTcsW7YMNzc3kpOTKS0txcjICLlcjra2Nr6+vhw/fpzmzZvTsmVLWrZsSX5+PqdPn6ZPnz6MHTuWadOmUVRUJE338vDwqPGCamxszAcffMDs2bP/8Doffn4IgiAIgiAIwn/VP3GalZWVFVZWVn96v6ZNm5KXl8elS5cIDQ0F4OLFi+Tl5dGsWbNa1+jq6tKoUSPu3r1b4/Z79+7h6vpkWwVFZY4gPCQtLY2ioiLu3LnDypUrgd/fpD9ciaJKfkRGRpKSkkKPHj2k2+rWrYuHhwdOTk6cOHGC3Nxc9PT0OH/+PK+++ip16tTB0NBQ6t3i5uZGcXFxjclUWVlZlJWV0b9/fyZPnswXX3xBZmYm6enpNeIPGDCAK1euSA2Mf/vtNxwcHHB3d+fTTz/F0tJSilE9iaJQKGo0Jn7aRER+/qO9MMaOHUtUVFWfFVUj54eTQ4WFhbz99ts0aNCAQYMGMWXKFCoqKrh48SIXLlwAqrY9ubu7Ex0djb29Pb/++isNGjRg+fLlxMTESB3j09LSKCwsrHH8SZMmcePGDebPn09kZCQ7duwgLi5O2hJlYmLCm2++iUwmk8aVd+jQgXnz5tXIqquy96rE3sNNnZ9VpZIgCIIgCIIgCC+3unXr0rlzZ0aNGsWFCxe4cOECo0aN4rXXXqsxycrX15edO3dKn0+bNo2tW7eyZs0a7t+/z9dff83evXsZN27cE8UXyRzhPys3N1faQqPalhMfH8+sWbM4c+YM2tra7NmzB6h68379+nXWrl3LnDlzalSwKBQK0tLSpIoOVV+Ww4cPc+jQIerWrctbb73F0qVLKSkpQU9Pj8LCQvT09LC2tiYqKkpKbhgbG0vbgcLDw7l37x4JCQnMmTOHVq1a0a9fP1599VVp+5Mqvre3N76+vty5cweFQkGDBg2k3jq1NQtW0dTUfKY9bvz8/KSEkirRsWrVKurUqQPA7t27Wbx4MW+88QYBAQEcPnwYgB9//BGlUsnFixcJDAwkMzOTrKwsmjVrJlXHGBkZYWFhQUJCAvfv3+fMmTPs3r2ba9euERAQQFRUFHXq1CE/P5+CggLg96bMrVu3ZsGCBcTGxjJgwAAOHDhA+/bt6du3L1D1/b937x7t2rX7S9epSno9y8dOEARBEARBEP5tlEqlVJ3zwj6eYwPmjRs3EhAQQMeOHenYsSOBgYH89NNPNe5z9+5d8vLypM979uzJN998w6JFiwgICGDt2rVs376dFi1aPFFssc1K+M9QVaFoa2uTnJzMxIkT+eCDD2jYsCHa/z9JyMbGBhsbG7KysmjXrp3Un+bWrVtMmDCBhg0b4uzsTElJiTTNSVNTE4VCgZ6eHtnZ2VhYWLBw4UIuX76MiYkJ9erVY8qUKbz22mvMmDGDnj17Si8oderU4cqVK1KyY/r06Xz88cfk5OTg7e1NUFAQBgYGdOzYka5du+Lv7y9Nn1JRJRRGjx5Nbm5ujcoeqL0p1/MSGBjIzZs3CQgIkLZWLViwgJycHBYuXMju3bu5dOkSR48e5cCBA2zbto2QkBDpcdPW1qZ79+7k5eURERGBn58fJ06coKKiAj09PXR0dMjKyqKkpITIyEicnJwICwvj7Nmz6Ovr0717d1JTU6UR4tWv3cvLi2+//bbW8962bRsbNmzgxx9/fK6PT1lZWY0RiLVVMgmCIAiCIAiC8M9gYWHBhg0b/vA+tSWThg8fzvDhw58qtkjmCP86qu0vD1dOVK9Csbe3x9TUlOjoaM6fP09YWBj/+9//8PX1lZroamtrS71pduzYQbt27Rg2bBhubm41YmloaODt7c3x48eJj4/HwsKCZcuWoVQqmTBhArdu3cLZ2Zl+/foxZcoUXF1dsbCwAMDT05Nr167x1ltvAVVNdps2bYqZmRnW1r+PMVX1ufkjpqam0qSpFyUoKIiLFy8yYMAAqV+Nm5sbkZGRALRo0YKIiAjs7Oxo0qQJd+/e5eLFi3h7e0vbqaytrSkoKCApKYnOnTtTVFTE7du38fT05Pbt2xgaGjJp0iRee+01PDw8qFOnDiNGjMDExAQjIyNWrlyJo6PjY89R1cxZVV2joaFB//796d+//3N/fObPn/+nnfEFQRAEQRAEQRD+jNgjIPyjKRQK5HJ5jWynqpnuw1tgtm/fzsSJE+nduzdlZWXY29uzZ88eMjIysLGxYcGCBaSmpuLq6kp+fj6pqan4+/sD8MYbb3Dv3j1mzpzJ8OHD2bRpkxQLoE2bNlhZWbFo0SKysrKoqKhgx44daGpqYm9vD0DXrl0ZOHCgNC0KYPHixSxevFg6f01NTerUqSMlcqpf1/MsD3xWQkNDuXnzJvB7xZC/v780YSo0NFSqmrGzs0NTU5OCggL8/PzYu3cvULXV7Nq1ayQkJGBlZcXo0aMZNGgQXbt2lZohy+Vypk+fzpUrVzh06BBjx45lwIABADg5Of1hNZKmpqb0/HhWVUuq5+GfmT59Onl5edJHQkLCM4kvCIIgCIIgCC8jpUKJ4gV/vOgGzM+LqMwRXmr5+fmYmJhIn69cuRKZTMaQIUPQ1tautWfJvXv32LRpE+fPn6dDhw6MHz+esLAwduzYQbNmzejSpQt6eno4OTlx+/Zt3nvvPczNzRkyZAiXL1/G09OTK1eukJubi729PQqFgoCAADZv3gzAvHnz2Lt3L02aNMHDwwO5XI6WlhbTp09n69atdOzYkdLSUvz8/Hj99delJrsaGhqUlpbSqVMn6VxVW7Uel1R4eGrWyy4kJIS4uDjg9+STp6cnZWVlJCYmUq9ePUpLS1EoFJibm6Onp0diYiL9+vWjX79+NGzYEF1dXfz9/dHW1qakpITXXnuNkJAQHBwcasTS0tJ6pCHx8+5ho+oD9HCcvxpXJpM9dgSiIAiCIAiCIAjCXyUqc4SXmp+fn9QQGKqmHmVkZEgNbvft28fAgQN55ZVX2L9/PwCbNm0iKyuLTz75hB49eqCnp8e6deuoV68e77zzDl26dAGq+uN4eXlRUlICgLe3N9evX8fFxQW5XE5mZiZQ9Ua9uLiYK1eucPz4ccrKyrC0tMTDwwOlUik12XV0dOS9997j2LFj3Llzh23bttG/f3+0tbUpLy+nX79+JCYmEhgY+Lc9fn83FxcXqZm0qgJJX18fPT09qdFzfn6+9D11dHTEysqKkpISPvnkE/bt28e5c+ek5tCq/kCqRE5tE6SA59KMOCIigs2bN1NRUSHd9nDDaFXz6927dzNlyhSp+bMgCIIgCIIgCMLzJCpzhJdaYGAg0dHRBAUFAdCgQQNOnjxJQUEB5eXlUmNiDQ0Ndu7cSXp6OlpaWiQkJGBhYYGTkxNQNTZO1cy4qKgIQ0NDPDw8OHDgAHl5eTg4OFC3bl1++eUXrK2tKSsre2QLzL59+7h27RohISGMGDECeLRaRkNDAzMzM6BmFYeuri47duzA0NDwuT1WLwtjY2M++ugjdHV12b9/PxMnTsTGxkbq4P79999LyRnV4whVTaa//vprTp06ha+vL5MmTXrk2E87Ov1hERERuLu7o6enJ1VYqRgYGNCkSROpOXZOTg7nzp0jOjqazp074+3tzYwZM7hx4wb+/v5kZ2ezZs0ahg0bRv369Z/ZOQqCIAiCIAjCP5Wqgv5Fn8O/kUjmCC+14OBgNm/ejK6uLmfPnuXw4cOYmJgwbtw4zp07x4YNG6ioqODChQvExMQwbdo0+vXrR2ZmJsuXLyc2NpY33niD+vXrM2/ePKZPny4lVNzc3MjLyyM9PZ26devi5uZGVFQUGhoa1K9fv0ajYwMDAz7++OMnOveHK0X+C4kcqOoNdOzYMdq2bcv48ePp2LGj1FxYqVTSo0ePGvdXJVGcnJyYOHEiixYtkho5qxoVP0uqYyqVSnbt2sVbb72Fm5ublMjJyckBqnr6HDhwgMLCQgICAli8eDFhYWE4ODgQERHBpEmTaNGiBRcvXmTatGlYW1sze/ZsTp8+LZI5giAIgiAIgiA8VyKZI7zUWrZsyfz583FxccHT05P333+f48ePc+/ePdzd3UlJSSEwMJD27dsTEhIibcv54osvUCqV/Pzzz2zfvp1NmzaxfPly3n33XdLT0ykuLmb37t3Uq1dPSrIEBQVx7NgxAEaOHFnr+VSfhPS8+7P8Uy1ZsqTW26snZqr/XZVEMTc3x9zcvMaaJ03kyOVy7t27h5OTExcvXiQ1NZWePXtK3+PqcTU0NJg0aZK0ne7LL79k1apVKJVKZs6cSceOHTl8+DBdunSRqsAOHDgAwNKlS1mxYgWTJ0/GwMAAExMTSktLcXd35/r16090zoIgCIIgCIIgCE9KJHOEl1q9evXw9PRk6dKl0m3Xrl0jJSWF+vXrY2lpSffu3aXESlhYGJaWlmzbto2YmBju3LnDBx98gJaWFlu2bOHHH3+kbdu2UuVE9WobLS2tGs2Wa6sKEQmcv6ayslLaEqV6zJ5nM2dVdU9GRgZLly6lU6dOvPHGG+Tn52NoaEheXh4lJSXY2dmRnp7ODz/8gK+vL0lJSfz22298++23XLlyhZ07d+Lr6wtAdnY2bm5uZGZmUq9ePWJiYqRY3bt3Z/jw4Tg5OVFUVERmZiaOjo44Ojpy/PjxJz5/S18bjHR1nnidmdfjR7A/L5Z1MtVap23vpnZM+8Dmaq3T0Nb98zs9hrK0SK11chM7tWMWa+mrvVZfU73y4XIDS7Vj6ppkqbVOZqJ+TKWOgVrrFHrGasfUTFC/F5aGolKtdUod9Z8L1NJX7C/RVP9HQrmZeq9Fuqnh6sc0VS+m3NxZ7Zja/i3VXqtRUazWOnlWqvoxvULUWncxqUDtmK9Zq/dzkoaeev+2ASqKS9Rem3whRq11diEuaseUmao3CCE/NkX9mGZGaq3T1FX/dUFDzZ+ZK4rU/34Gju6g9tohHFFr3Q8n49SOuXRMZ7XW5UY+UDumhoufWuvkJrZPvEaRlARUTbN60dOkXnT850W8MxVeai4uLpSUlEj9VgCMjIxIS0vDxMSEkSNHMnjwYDp37oyvry+HDx+WRk43bNiQ5cuX07lz1QulgYEBY8aM4fXXX8fV1VU63uP2UP4Tpke9rLS1tWsdD/80FApFrc2P4ffqHrlcjru7O2lpaRQVFbFy5UquXLnC999/z/vvvw/83vumZcuW1KlTh7KyMgwMDCguLmbSpEmsX7+ey5cvY2pqiqmpKXFxcbi7u1NQUEBxcTFaWlrExsbi4OCAtrY2Ghoa0gQvU1NTMjMzycjIeGbXLQiCIAiCIAiC8DBRmSO89IyNjblx4watWrUCqt4wFxQUkJWVxfvvv8+ZM2dQKpX4+vpibW0NwJQpU2o9Vm0jrEXS5uVQWVmJtrb2Y7eyPTxFqvrn586dY/Dgwbi5uWFpaSlV11y+fJn27dszaNAgVq9eTX5+Pra2tty9exczMzM8PDxITk5GU1OTFStWcP36dcLDw+nQoQMnT57E1taWe/fuoampSffu3Zk9ezaenp7s3r2bCRMmAODj40NpaSkA/v7+fPfdd9LzUBAEQRAEQRD+yxQKJbzgyhjFv7QyRyRzhJdeu3btyM3NlT4fNWoUenp6QFVypkWLFo+sUSVtHp5+9KynIQnqUyVkkpKS2LZtG82aNaNx48a1VvMUFxezdu1arKys+PHHH1myZAn+/v5AVRJo4cKFrF+/npYtWzJixAji4uIwNDTEysqK5ORkGjVqRM+ePVm7di2hoaG0bt1ammJmYGBAdHQ0Xl5edOrUiU6dOnHp0iUyMzMxNjYmMzOTu3fv8vXXX7Ns2TLCwsLo378/rVu3BmDVqlXSeRoYGGBgoH6puCAIgiAIgiAIwl8hkjnCS2/FihXA7z1sVIkcoNaGuqrbRdLm5aBUKlEoFI+ttHF0dKwxhryoqIgPPviA8PBwvLy8WLx4MSYmJsyYMYP33nuPlStX4uHhId1fW1ubqKgo3N3dARg9ejRff/01BQUF2Nvbk5ycjEKhYOzYsUyfPp2jR48yYMAADA0N0dbWRl9fn4iICDIyMnj//fdJT08nODgYf39/DA0NcXZ2liabTZ48udZrfLhSSBAEQRAEQRAE4XkSyRzhH0HV4PZxROLm5VBQUEBkZCSNGjWSbtPQ0Hjke5eRkUFiYiL79u1DU1MTmUyGpqYm7733Ht9//z16enqsWLGC7777jtmzZ/P5558TGhqKr69vjUSOiqenJ3fu3MHJyYnKykqKiorIyMjA09OTmJgYsrKycHR0JCAggPfff5/27dujrV318vf6669jYWGBv78/33//Pe7u7jWeT8bGNRunyuXyP9wCJgiCIAiCIAhCFaVCjlIhf+Hn8G8k3oEI/wh/lMgRXpyHGxLr6uqybNmyGrdFRkby2Wef0aNHD/bu3QvATz/9xLRp09DU1GTQoEHIZDIKCgrQ0NBg586dNG/eHF9fX959911pm5OXlxcFBQU14qr+9PT0ZN++fQDcuXOHBw8ecOfOHVxdXYmPj6e4uGqKyFtvvcUvv/xCnz59pPMbOXIkzZs3x9jYGA8PDzQ0NKRterV51o2dBUEQBEEQBEEQnpSozBEE4S/5o1HtWVlZ6OjocPbsWU6cOEH9+vVp2bIlc+bM4dChQxgaGvLZZ58xe/Zs9PX1ady4MQcPHuT111/HxcUFFxcXkpKSSEtLo379+sTHxwNgYmKCtbU1SUlJNGjQgLCwsBrxVeczZcoUVq9ejYuLCx07dmTy5MnY2dkRHBxMUFAQpqamADg5OeHk5PTItT28Tep5VXqVlZVRVlYmfZ6fn/9c4giCIAiCIAiC8O8mfr0sCIJELpf/4aj2srIy0tLSpIqYRYsWUb9+fRo1asTp06fR0tKibt26vPHGG3z55Zdcv36dq1evkpuby65duzh8+DBXr14FoH79+lLFjL29PRUVFWRlZREQEMChQ4cAyM7OJjU1FU9PT1xdXTl58uQj5wTg7OzMzJkziYuLY+3atQwaNIhGjRqho6MjJXJUVNOyqvu7Km3mz58vjTw3NTXF2dn5b4krCIIgCIIgCC+CapvVi/74NxKVOYIgSKpvZ0tJScHCwgKZTEZmZiYffvghhw8fJiAggLfffpv69euTlpbGokWL6NChg7Tuxo0bUpKmoqKC+/fv4+joSN26dTl79iwBAQHExMSgVCrJysoCwMHBAYD4+Hi6d+/O1atXad++Pfn5+XTs2BFXV1fMzMyYM2cOUHvyRVdXF0BK1Dw8gl7lWSZuVLFqa/Bcm+nTp9doopyfny8SOoIgCIIgCIIgPDGRzBGEf7EnnbK0a9cufvnlF9LS0sjKymL48OGMHz+ePXv2UFBQQGxsLDt27GDr1q3IZDJ0dHR4//33SUpKok6dOjRv3hxnZ2e2b98OgKurK56envTu3ZuGDRsCEB0djaOjI2VlZSQkJABgZWWFgYEBRUVFmJmZsWDBAi5fvoy3tzd2dnYAmJqa0rdv3z+9BlW1zrPeKqWq6KmetFHF+Ks9nWQyGTKZ7JmelyAIgiAIgiC8rJQKxQuvjFE+1Ofz30IkcwThX0K19am2KUtyedULaEpKSq09Y1Tu3LnDb7/9Rnx8PFFRUcybN49ffvkFbW1tXFxcAGjWrBkxMTHEx8fz0Ucf0alTJ86fP8+yZcuYN28ewcHBLF26FKja/tSrVy/mzJmDra0t0dHRmJqasmvXLpo2bYqLiwtKpRI9PT0++eQT6Tz09fVp1apVrdf4vLdEqWIcOXKE+Ph4evfujZmZWa1xo6OjuXfvHrdv32bHjh28++679OvX77menyAIgiAIgiAIguiZIwj/IKqEzYMHDzh16pTUTFeVgFAlHIqKigA4cOAAq1evRktLi2+//ZZJkyYBPLYvTsOGDbG2tgaqtj5169aNU6dOoaOjg46ODgB2dnZERUVhZWWFtrY2bdu25cMPP6Rbt24UFBTg6+uLtbU1DRs2ZMGCBfTs2ZNp06bRokULFi5cyObNmwHo168fzZo1e2wFTW3n+CwTOaWlpezfv5/o6Oga8VQxGjduzJAhQzAzMwPg1q1bTJgwgcGDB7Nnzx6gqpLp7bffxtXVlTFjxnD06FFOnDjxzM5REARBEARBEAShNqIyRxBeQqotPZqamjWSHapEQ3FxMdu3b0cmk2FiYkK9evW4fPkykyZNoqysjDZt2vDhhx+iq6vLzp07kclkHDlyhMWLFwNV24Nqq3Lx9vaW4hkaGpKdnY21tTX169fn008/ZdiwYZiZmREeHs60adM4f/48n3zyCZmZmTg7OzNu3DgAVq9eja6uLjY2NgC0atWq1kqb2iZkqTyLbVKVlZVoa2s/No6xsTEmJiZSvAcPHhAREYGtrS0eHh4sXLiQNm3a0LhxY9auXYuNjQ0hISFs3rwZQ0NDOnXqxPr16+nbty8VFRWkpaVx48YN2rZt+9TnLgiCIAiCIAj/dEq5HKX8BW+zesHxnxeRzBGEF6SsrIxTp05x7tw5UlJS6NixI7179wZqr0BJTEwkKSmJY8eOoaury/r16zl48CDNmjVj5cqVbN68mZ9//hkrKyvmzJnDggULWLRoEVZWVgwfPhw3Nze8vLyk49UWw97enri4OH755Rf69OnDkSNH6N+/P76+vnzwwQeMHTuW2NhYxo8fj6enJ9bW1qxfvx5XV1fpGAqF4rHjvzU0NGokVZ51X5ucnBypyfLdu3e5fv06//vf/6Q4qqROaWkpJSUlODs7c/36dTp06MDcuXPZvn07vr6+9O3bF3d3d9LS0igsLCQhIYEDBw5w7949oGpk+o8//sjq1aspKSmRrsXa2pr79+8/02sSBEEQBEEQBEF4mEjmCMIL8vPPP/PTTz/RoEEDGjVqREJCgpRsOHXqFMePH6eiooJZs2ahqanJO++8g76+Ph06dKBt27aEhYUxfPhw2rdvT2lpKVu2bOHWrVsUFhZSWVlJ7969KSgoICgoCKiaMhUREUHdunUBWLBgAV27diUwMFCq0tHT06N9+/asXbuWb7/9Fnt7e5o0aQLAgAEDePPNN6WpUYA0Yhv+fKLT3zH+W6lUcvz4cXJychg0aBCvvPIKFRUV3Lp1Cy0tLYKCgkhNTWXWrFn07t2btLQ0Dh8+TIsWLdi5cyfHjh3DysoKqJrEZW5uTmJiIqGhoRgYGABV1T7+/v5s2LABmUyGgYEBcXFxuLq6Ym5uTlFREVlZWVhaWv7l83bs3AYTQ/0nvl5NI7MnXvO03PV0//xOtdBx8vrzOz1G+f2baq3TdvRUOyZmtmot06goUTukwdP8G6lQr7GfblmB2iE1S9VbK095oHZMLUt7tdY9TeJYWVKk9lq5q6Na67TzktWOqTS1UWudZkme2jGpLFVrWb51XbVDGlSo9/zTLMpSO2b03Blqr/V6/3211ul6+KkdU6Fmw8/Gjsbqx9RU7/8ILXP1nrcA1o1D1F5r1SBA7bXqkpmp90sfE3f1Xv8ANE3++s8k1SnL1fu3DaCsLFd7rboKYhLVXmsXot500aVjOqsdc0q/b9VaN7aPr9oxzS/+qtY6LdMnfw5pZGSrFUv460QyRxCeMVVCRi6XP7JNSiUnJ4cZM2Zw9uxZqYqlsLAQDQ0NEhISWLx4MaGhoVRUVDBq1CjWrVuHv78/aWlpjBgxAqjqafPgwQOKioooKCigfv36vPXWW/Tv379G4mTLli306tULDQ0NlixZwhtvvEHnzp0JDw/H2tqawMDAGufm7+9PRUWFNAZcdU2ampro6uqiVCprHfv9vJM1crn8D6dGJSQkcPPmTczMzMjPz6e4uJhXX32VtWvXcunSJQ4ePMiuXbuwsrLizJkzrFq1ivPnz6NUKtHX16dx48a8+eabhIaGYmNjw4QJE7C0tCQzMxNjY2O0tLS4ePEijRs35uTJk3h6ViUK9PT0uHTpEq6urpiYmKCrq0tubu4TJXMEQRAEQRAE4d9IqZS/+GlWSrHNShCEh6iqUeDRkdh/lHg4ffo07dq1k6pAKisrMTIyAmDlypW0adOGqVOnAtCkSRNu3LiBk5MTFhYW5OTkYG5ujoODA2lpachkMgwNDTE3Nyc5ORlNTU2ysrK4du0aderU4fjx4/j7+zNx4kS++uorrl27RnBwMF5eXvj6VmX2qydirK2tOXz4MFBVnaKtrf3I1qhnvT0qNTUVAwMDTExMpEbED2+NUj2eOTk5GBoa1qgQ2rdvHx988AFBQUGkpKTQrFkzDAwM0NHRIScnhzFjxrB69Wpu376Nvb09Xl5eZGdnY2dnh1wuJy4ujm+++Ybk5GQePHhAnz598PHxwd3dnfPnzwMwdOhQVq1axeeff05CQoKU7Bo1ahQODg4AtG7dmnbt2j3Tx0YQBEEQBEEQBOFhYpqVIPwJpVKJQqGQxntXp6q8USUeVL1VCgoKmDt3Lp6ennz11VfSdCnVMZKSkrC1tSUnJwcAbW1tKioqAMjOzsbY+PcS56CgIC5fvkzdunVJTU2VerSoEhI7duwgNjaWDz/8kOTkZIKCgmjRogUHDx6krKyM4cOH079/fwAmTJjAhx9+iJGREW+++SaNGzd+5Jr69evHqlWrANDR0XnmiRuoSoKpyr+Lior46aefyMqqKn1XPZ7l5eVkZGRI8fv06cOMGTPo1KkTcXFxNY43c+ZMNm7cyMaNGwkJCSErKwulUomjo6PU56Znz54cOXKEjRs30qJFC2QyGcbGxlhYWEgTrYqKiqhTpw5t27ZFW1sbMzMzioqKuHfvHhMmTGDEiBF069aNn376iVdeeQWFQsHo0aNp3rw58McJPEEQBEEQBEEQhGdFVOYIAlUJm6KiIgwNDYmNjWXKlClUVFSwefNmjIyMHkloFBcXk5GRwfHjx1EoFISFhaFUKsnOziYyMpKAgADatm3LoUOH+PDDDzE3N2fgwIHSViE7Oztu375Neno69vb2lJaWoqenB0CDBg24cOECI0eOREtLC1NTUyoqKrCzsyMpKYnc3FwcHBxo164d6enpzJ07l379+vHRRx/xySefUFpaKo0Xr41cLsfIyAgfH59av67qgfOsqJI21at/qv/d0NCQCRMmSGPWs7KyGDp0KFFRUfj4+DBz5kwaNmzI+fPn8fb25tKlSzWOX1ZWRt26dcnNzQXgtddeY8+ePaSnp+Pr6ys1JB41ahTr16/n66+/ZsqUKZiYmFBeXo6WlhbR0dFYWloyfPhw9PX16dixI02aNJG2X6mqgFq2bFkjtuo6/mwLmCAIgiAIgiD8FykVL8E2qxcc/3kRyRzhP0lVbaNUKtHW1uaLL77Ax8eHLl26cODAAZo2bcqYMWMwMjIiPT2dgwcPcvPmTV5//XVatGjB+vXr2b9/Py4uLkyaNIn4+HjOnTvHtm3bKCkpYcSIEejp6eHl5UVAQAC//fYbAwcOlOLXr1+fs2fPsnXrVoKCgtDT06OsrIzffvuNrl27cv/+fUaPHo2GhgY5OTnMmTOH/Px86tevL43SNjQ0ZMSIEVIPHagata2q6qlt9Dg8n+oRVazMzEyuXLlCp06dpARY9XNQ3e/MmTOkpKSwfft26tWrR3R0NP7+/kybNo0FCxbQtGlT9u7dy7Jly1i7di2BgYG0bNkSMzMzAMrLy6UES0VFBS4uLty6dYvWrVujVCq5ffs22dnZ+Pn5sXXrVsrLy7GzsyMwMJDMzEyKi4ulx2vYsGGYm5vj5ubG1atX//K1VicSOYIgCIIgCIIg/J1EMkf4z1D1XgFq9GABmDRpEqWlpRQVFXHo0CEiIiIIDw9nypQpHDt2jJMnTxIcHMx3331HdnY2bdq0YefOnbzxxhv4+PjQsGFDoqKiMDc3p6SkhJYtW0oJg0aNGrF//37g9zf9bm5uDBkyhJEjRzJv3jxycnK4c+cOgYGBdOjQgVmzZrFq1SosLCxo3rw5+vr66OvrM23atFqvS6FQPJJQeB4NiR/uZ/NwLKVSyc6dO3FycsLOzg4rKyuOHDnCqlWriIiIYOTIkUyaNIkbN26wceNG3n77bYYMGcLatWuJi4ujuLiY8vJyqTqoV69erFu3jvPnz9OmTRvOnTsH1EyeGBkZ4efnx3fffUerVq04c+YMpaWlhIWFERoailwul5I/r7zyCvfu3ZNGqctkMkJCak7BUCX5Hte8+mke17KyMqkCCSA/P1/tYwmCIAiCIAjCy05U5jw/Ipkj/Cvk5uZy/PhxLl26RFhYGM2bN2fSpElSFQvUTEDcuHGDPXv2kJ2dzeDBg8nLy2Pr1q0MHDiQunXrkpOTw8KFC0lKSuLMmTN888032NrasmHDBtasWcOmTZuwt7eXtjOp+tfk5eVhYWEhVfRAVRVOTEwMUDMJERAQwN69e/n888+xtrZm6tSphIaGAlUJisclbh6+locTU8/C45I2tSU3Hjx4wOXLl2nYsCFnzpxh27Zt7Nu3j2HDhvHWW28RExPDlClTaN68OePGjWP+/Pn06tWLEydOSIkUFxcXbt68SXx8PL6+viQnV43lNTQ0pKCgAIVCQf369Vm/fn2t59u3b180NDQYN24cHTp04PPPP8fJyQlbW1s2bdok3U8mk0mJnIevt7ZKomdt/vz5NaaECYIgCIIgCIIgqEMkc4R/lKKiIlJTU3F0dERPT0/qVXLkyBHmz59Px44dmTp1KsHBwRgbG5OYmIiTkxPl5eVs3LiR0tJSBg4cyEcffUTjxo1p0KABDg4O0jYnNzc3Jk6cyJ07d7CxsSE3N5eEhARsbW0B6NKlCx9//DHGxsbSFiioSuZUVFSQlpaGt7c3BgYGhIeHU15ejq2tLU5OTuTn59dILgHY2Ngwf/78Wq9VNQK8eoPl59GMuDbV46jOIT8/n4sXL6Kjo0OTJk3Q09Njzpw57Nq1S5q01axZMwYPHoynpycTJ07k9OnT/PDDD9jb2/Pxxx9z9+5dxo8fj56eHqamplLixNPTk8LCQuRyOYGBgXzxxRd88sknJCYmcvfuXYKDg6msrOT27dvAo9uaZDIZAwcOrLGVTd3rfRKqqqjazqk206dPZ/LkydLn+fn5ODs7qxVbEARBEARBEIT/LpHMEV5qqi0vUPVm+ejRo+zcuZPZs2fj7u4u3c/JyYm2bduyYMEC6bZLly4xbdo09u/fj0wmo7y8nAcPHpCXl8eFCxf48ssvsba2xsjICH19fSoqKoiLi6N+/frk5+cTExNDnTp1UCgU3Lx5U+q34uDggFKpRCaTER8fT0VFhTT1KSkpCW9vb5o2bUpAQICUJPijXiyqhMDD23qe9Qjw6tUnf6SyspKIiAji4+MJCQnB3t6emJgY/ve//5GTk4OVlRWnT59m6NChJCcn8/nnn9OmTRugqhFw/fr1uXnzJgDm5ubk5uaycOFCnJ2dcXNzAyAvLw+lUiklw5ydnSkqKiIhIYHOnTszceJEQkJC0NDQ4O2338bc3BxASuY8zp9tkVKXKrGmVCprJG2etCpKJpMhk8me2XkJgiAIgiAIwstMbLN6fkQyR3hp/NnUIwBvb290dHSkUd+qr7u7u5OUlMSIESPIzc2lsrKSdevWoaOjQ3Z2Ns7Oznh4eHDmzBmcnJwYOnQoc+fORUNDAx0dHb799ltMTU1JSkqiWbNmmJubExcXh4eHB4MHD+bzzz/H2dmZ8+fPM2HCBDQ0NAgMDKwxNWr37t0YGhoC4Ofn98j1PS6Z8ndtk1L9/XHnUVpayrZt21i9ejU2NjbSBK1vvvmGCxcuoFQqOXbsGA8ePOCdd96hXbt21KlTh0mTJtGtWzdMTEwYM2YMVlZWZGRkAODv74+rqyvZ2dm0bNkShULBr7/+Srdu3SguLiYuLo6mTZuiq6tLw4YNsbCwQKlUMm7cOIYNG4a+vn6Na6qewKvN026RUj02ycnJrF+/ntGjR2NtbV1rYq2goIDExETOnTvHjh07GDBgAG+++aZohiwIgiAIgiAIwnMnkjnCCyGXy9HQ0Hhs4qa8vJy8vDx27tzJnTt3sLCwYPbs2bi4uFBWVkZWVhbwe4LCzs4OQ0NDysrKGDx4MP7+/lhZWaGlpUVycjLOzs7Y2dlRXl5OamoqixcvBiA7O5uAgADCw8NxcXEhOjoaAAMDA27dukXbtm0ZP348P//8MxEREYwfP54OHToAMGHChBrXpErkqDycNHkeW6Rq24pVW6yMjAwiIiJQKpW0bt261olMquql2NhYzpw5A8CgQYPYsmUL2dnZtG3bFqiqggoJCSElJYXJkyczcuRIbty4wfjx43F1dcXHx4f8/HyuX7+OtbU1M2fOZPXq1SxYsICcnByaN29Op06dePfdd3F2dpaSHw/3CNLX15eu71lX2gAcOnSIevXq4ezsLG3XU8UwNzdn7NixWFhYAJCamsquXbsICwvjtddeo1u3buzevZvvvvuORo0a0bNnT06dOkV5eTlDhw59pucpCIIgCIIgCILwMJHMEZ4bVaUNPFox8XD1gkKhYMeOHRQUFLB161Y6d+6Mt7c3iYmJtG/fnps3b7JixQreeecdTExMSEtLk96Aq5IZZmZmNG3alB49ekjHdXFxITw8nMaNG5Oamkpubi6pqank5eVx6NAhiouLad68OQ4ODjg7O5OdnQ3AzJkzpYlKAG+88cZjr/Fx1SDPK3lT/diP24qVnJzM3r17efvtt1m3bh3Lli2jTp06tGrVitatW9d6zhoaGvj4+BAcHCxtHevYsSNJSUloa2tTWFgoTYW6dOkSLVq0IC8vj9LSUpycnKQ+RUFBQbi7uzNkyBCGDRvGpEmTcHV1paysDA8PDyle06ZNa72+Z7nVrLYqJNXzJjk5Wdr2paWlRUVFBeHh4WhqahIQEMDmzZvR09Ojf//+bNq0iQsXLtC8eXP27NlDWloanTp1YtOmTXTp0oU2bdqgpaXFyZMnRTJHEARBEARBEP6fUqF44duclNXel/6biGSO8NRUb5jlcnmNCoo/2vKyePFi9u3bR2VlJfPnz6dVq1YcPHiQ+Ph4li5dSkBAAOXl5bi6unLy5El+/fVXLCwsGDJkCM7OziQnJ1NWVoaBgYE0ltvFxYWoqCiys7OlioquXbuyf/9+bty4QWVlJUqlkrS0NDQ1Nblw4QKBgYHMmDEDMzMz3nrrLen86tat+8g5/1k10dMqLS3lypUr3Llzh9TUVF577TUaNGhQ4z7VExOZmZlkZGTw66+/Ymdnx/Xr13n11Vdp27Yt+fn5fP7557z99tt8++237Nq1izp16vzpOVhaWqKpqcmDBw/w9vYmMjISW1tbunXrxtixY1m/fj12dnbo6+tTt25dbt68yaeffkpZWRmtW7eWplMtXbq0RsLO0dFR+nv1BMuzrF5SKpX89ttvWFlZoa2tzf79++nduzcuLi41YmlpaVFUVETPnj25evUqPj4+/PDDD8ybNw9LS0v69u2Lj48PGRkZlJWVkZmZyalTp/jqq69wcXHh+PHjzJgxg2HDhmFhYSEl/fz8/Pjxxx/VPn9BEARBEARBEIS/SiRzhL+s+hvv6hUpqtserrY5f/48KSkpbN26lbCwMGbOnEnfvn25d+8et2/fZtGiRUDVhJ8VK1bQtGlT9PT0pDffCQkJLF++HHt7eyZOnMjhw4eJjIzEx8eHy5cvU1xcjIGBgRTPycmJAwcOUFBQICVzevbsiYGBASdPnqRr167Uq1cPS0tLAGm71OOu8eFEw/PshVJeXs7kyZO5efMmISEhuLq6sn//fho0aEBubi6mpqbSuXTs2JFdu3bx7rvvIpfLCQ4OpmnTppw4cYKMjAzkcjnOzs7Y2tqSm5tLx44dGTlyJA0bNsTd3Z2ePXtKyRXV91F1rXZ2diQmJvLdd9/Rr18/rl+/zqhRo3B3d+fjjz9m/fr1JCcnM3bsWFxdXXFycuLIkSOPPIaqiinVFqnqnvXWs+rbzA4dOkRlZSWLFi3Cw8MDHR0dUlNTiYmJoVmzZhQXF7N69Wo0NDQIDQ1l+PDhxMXFSQ2xO3fuLD0uXl5eHD9+HENDQx48eICLiwuVlZW0a9eOxMREtLS0kMlkpKWlAUhbAIuKih7ZcvdndDwD0DF+sjUA8pS4J14DoGForNY6AF1jgz+/Uy3K799UO6a65Dnpaq/VLC1Sa52WVaXaMRUPktReqywrVWudprGZ2jHlWalqrVMU5asdsyIuUq11Oq6+asdM2r5L7bW2zWLVWlean6d2TD2fILXWVaYdVTumtq16U/n0iwvUjlmp5vNP00D917+YozFqr7X026bWOpmZkdox1WXVdYTaa7WyE9RaV3LrvNoxK4rUe/0DyIlU7/9RhVz93/Kr+z0tTMpQO6ahXL2qCA0dXbVjomYlRl60+v8Xmgc92rPyr6oouq7WutzIB2rHHNtHvf+bVv2i3v+FAMv6d1JvoTq/wH6Gv/QWaieSOUINubm5REREEBYWxq1bt0hJSWHz5s3o6+vXSHKo3qDHxMSQlpaGi4sLX375Jbt27WLRokX06NGDQ4cOcfDgQSZNmsSqVavo27cvNjY23L17F1dXVxo3bgxUNS8+efIkPj4+3Lt3j6KiIkxNTdmzZw/l5eXMnTuXhIQEVqxYIW2N2bp1K9nZ2VhZWUnnFRwcTElJCWZmZjWuqVOnTnTq9OgLl/z//2OrXk30PHrcqJINZWVlzJgxg27dutG6desa99m2bRspKSlSrxqoSmYB9OjRg6lTp9KlSxcKCwsBqKioIDAwkLCwMCZPnoyuri4uLi6kpqZSUlKCkZERNjY2nD9/nk8//ZTk5GTi4+MZM2YMOTk5zJw5kzlz5uDr68ubb74pVTdpaWlJFStffvkl7du3l3rlNGnShCZNmtQ4b1WCq7YpUs9yGpdCoXjs8TQ0NKioqCA2NhYnJyfCwsIA+PTTT/H398fCwoL33nuPmzdvUl5ezq1bt5g8eTIODg5oa1e9BHp6ejJ16lTOnz+Ps7Mzb7zxBvb29mRmZqKvr4+5uTnHjx+nXbt2JCQk4OnpSVlZGUZGRsTExFBeXo6VlRW6urrExMQQEBDwTK5bEARBEARBEP7JFAq52sm9Z3oO/0IimSNIxo0bx/nz58nLy8PExIRRo0bxzjvvoK+vT0pKCrGxsdStWxczMzMmTJhAXFwcenp6JCYm4uPjQ+/evWnWrBn79+/HxcWFFi1acOfOHUJCQrCwsKBNmzbcuHEDS0tL7t69K8UNDAzk9u3bvPrqq2zZsoWCgqrf1DVq1IhTp07x/vvvk5WVhb29PeHh4bRt25YWLVpISRtVYsnT0xNPT89ar622LVLPo9KmtqSD6u8ymYycnBzS09OlihjVn6tWrWLWrFk1juXsXPWbznnz5vHDDz/g6elJfHw8TZo0wdTUFBMTE/z8/MjLy8Pa2hoXFxfu379PRUWFFC8qKoouXbpQWlqKn58fHTp0wMjICKVSiVwulx5r1Tnq6elhY2ODj48PCxcufOT6VGPUn+V2s4qKCvLz87G0tHxkopkqEVb9+A9Xvty9e5eePXvi4uKCtbW11PeosrKS/Px83njjDRwcHKRkzNmzZ1myZAnm5uZSQ+ypU6fSu3dv7t+/z4QJE1AqlTRu3BhdXV1SU1N59913+eGHH9i9ezfXr19nxIgRyGQyGjRoIE270tbW5tChQ2L0uCAIgiAIgiAIz51I5giSxYsXY2hoyNGjRwkLC2PQoEGYmJgwffp0Tp48iZ2dHW3atOHdd99FJpORnZ3NmTNn2L9/P4sWLcLPzw83NzeuX79OWFgYTZs2rfEGPTg4mO+//55Fixbx888/c+PGDYKCgsjKysLPzw8DAwOSk5OlSVXNmjXjf//7H7t376Zv376EhoZKCZx33nmn1mt4XEPiZ524UVWiPHzch2Onp6fz4MED6tati4mJCc7OzqSkpFBaWir1+9HU1ERfX1+qxElLS+Pnn39m06ZNvPPOOwwYMIDt27dz/PjxGgkYR0dHqZLJ2tqawMBArl69yu7du3FwcCAtLY2bN2+SlZVFv3790NDQoFGjRvTv35/09HRKSkp47bXXapy3rq4u1tbW3Lp1C6hKiKiqV+DZjVFXNSEuKipi165dGBsb071791qTNqptUyYmJvz8889MmjSJnj17SvdbsmQJc+fOpU+fPqxfv561a9dSXFyMg4ODtO3svffeY+PGjRgZGdGiRQtSU1MxNzfHzc2NmzdvYmdnh42NDa6urnTr1g1dXV1pTPq1a9fo1asXxsbG3Lp1i1dffZWWLVsCMHjw4BrXJRI5giAIgiAIgvA7pUL+EjRAFpU5wr+cqtpBJpORnJxMYmIiKSkplJWVcf78eQ4ePMiSJUtwdXWlXbt2nDt3DgAbGxt8fX2lihAnJyeioqLo168fqamp7Nixgw8//JDKykp0dHTw8PBg9OjRTJo0iby8PJycnPj555+RyWRMnz6dwMBAoCrB0KxZM5o1a/bIudY2pUi15llSVaL8WdJGLpeTkZHBpUuXSE5Oxs/Pj59++omrV69iZ2dH9+7dGT16NN7e3ty+fZuioiIMDAykawgKCuLixYuMHDmS0tJSPD098fX15ZdffmHAgAH069ePX375hZs3b9KlSxcAPDw82Lx5M9nZ2bi5udGgQQPKysp49913adSoEZMmTcLCwgJLS0suXbr0yLXNnDkTExOTGrdpaGjw+uuv06tXL4AaiZynefweVxVlaGjIgAEDKCqq6k+iUCh45513uHTpEmZmZnz22Wc0btyYo0eP4uDgwI4dO6SeR6pE2PXr1xk+fDgAvXv3Zs+ePURHR+Pq6ir1berUqRO//PILs2bNolOnTlJPJUdHR06fPk1QUBBDhw4lISGB4OBghg8fjpOTE1988QWWlpYolUo6dOhQa5+lP5poJgiCIAiCIAiC8DyIZI7wCCcnJzQ1NUlJSaGkpIQvv/ySCxcuoK+vT+PGjQkKCpKmQgF4eXlRWlpKRkYG3t7eUlNcAwMDzMzMiIyMpFOnTiQkJLBr1y4AevXqha+vL7a2ttKbc6VSSfPmzR85n9q2SD2Psd+qapHqaqtEKSgo4MSJE1y7do1WrVrRrl07tm3bxsaNG7G1taVPnz44OTmxYMECLCws2LdvH+vWrcPLy4u6dety8uRJCgoKsLa2lo7Zpk0b5syZQ25uLq6urri6ulK/fn3p8WjYsCH5+fmsWrWKL774AqjqNeTr64ux8e/NHJs1a8bly5drvb6H+9o8nMhRUTcxUVFRwb59+2pUzdT2+KWkpHDjxg0OHz5MRkYGbdu25eLFiyxYsIDjx48jk8k4dOgQly5d4rPPPmPlypU0adIEIyMj6bkCv49p9/T05MqVKzRt2pTi4mLKy8uJi4vD1dWV48ePk5ycjJOTE71796Zv377Y2dnx3nvvAVVbCysqKrC1tWXnzp3o6enVOFdVvOqNvx9+jEQiRxAEQRAEQRCEv5tI5giPsLGxQU9Pj6SkJLy8vHjllVc4ePCg9PXqDX1LS0sxMzOjtLSUBw8e0Lx5c2xtbTEzM0Mul2NnZ4ebmxudOnXC3d29xjHq1atXI66GhkatFTfPeouUasqSKubD07hU51BUVER0dDR79uzB09OTvn37oqWlxaZNm9i+fTv169dn48aNpKWl0aJFC9atW8err74qVc4cPHiQDz/8EBMTE0xMTLh8+TJjx46lpKSE3Nxc4PdEQPv27bl06RJDhw5l8ODBREZGcvfuXQYNGiSdW4cOHbCxsZEmURkaGjJ79uxar1E1Jr56s+pnmXR4OPGlVCrR0dFh/vz5Uj8jHR0doqOj+eqrrzh9+jTdunVj6tSp3L17l1mzZtGtWzc+/fRTrl69yvXr11EqlRw/fhwvLy+srKzo2rUru3fv5syZM/j4+BAZWXvn/s6dO3Po0CGaN29OVFQUmZmZnD17liZNmqBQKKSKsdatW3P27FkcHBykta1atZL+rqen99hKIhWRuBEEQRAEQRCEv05ss3p+xDsT4RGGhoaYmJiQn59PSEgI8fHx7Nu3j+vXr7NixQo2b94MVL35vXPnDgADBgygYcOGQFVvnG+++QYtLS10dXVJSUnBzs4OoEYSpTbPquImMTGRX3/9ldu3bwNIb+hVMTQ1NaUKFVWV0cqVK9m+fTsaGhpcunSJfv36sWDBArKzszl58iQzZ86kqKiIw4cP8+WXX7Jw4UL69u3L119/jYODA7a2ttJY9dzcXL766is2bdrEyZMnadu2LUlJSZiamqKtrU1GRkaN6zUwMOCTTz6hR48ebNiwgdLSUnr16sWUKVMAKC4uZt26dXTp0qVGQqF6Yqo6LS2txyYknoRCoZCqUR4+PlSNVI+NjUWhUBAeHk5iYiINGjSgX79+xMbGcu7cOQICArh69SrZ2dmsXLkSFxcXnJ2dpT5JFhYW6OjokJiYSJ06dWo0x3Z1dSU+Ph4/Pz/i4+MpLy9/5Bz69+9P3759GTp0KKdPn2bOnDn07NkTKysrli9fLlU36evrExAQUKO6B36faga/VxI9r6RNWVkZ+fn5NT4EQRAEQRAEQRCelKjMEWpQVaUYGhoSGxtLZWUlu3fvZv78+URHR+Pk5MTo0aMBuH79OkZGRigUCrp161bjOKrKjb59+0q9cuD5bI8CuHr1KsuXLyclJYW7d+9iampKnTp1pGSIKj5AamoqmzZtoqSkhL1799KhQwecnJw4deoUcrkcPT09WrVqhVKppG7dusycOZOYmBj69OnDlClTiI6OxtfXl8rKSjp16sTw4cPR0tJCT0+PzMxMAMzMzIiNjSUnJ4d79+5x/PhxioqKqKysxMjIiOzs7Fq3dQ0bNoxhw4Y9cn3379/n9OnTDBs2rMYkp+f1eKpUT2rk5+dLW7PWrFnD8ePHSU9PJz09ndmzZ9OtWzfatm2mlyYhAAEAAElEQVSLpaUlX375JfHx8Rw8eJCCggLOnTvHwYMHefPNNyksLCQoKIiSkhIAzM3NMTEx4f79+7Rq1YpffvmFjIwMtLS0ePDgAYMHD8bCwoLIyEjy8/OxsrKqcY66urr07NmzxvauJ/GsKr8e18epuvnz5zNnzpxnEk8QBEEQBEEQhP8ukcwRahUaGoqvry8AderU4bvvvnvkPkZGRsCjY6Th9zfI/v7+z/zcqvctqT4NqnXr1lhbW3Ps2DH69OlDq1atyMvLY8CAAaSkpBAcHMyyZcsoLCxk6tSp7Nq1i9dee43+/fszaNAgtm7dys6dO9m5cyevvvoq1tbWhP4fe2cd1sXWvf0bUGlRQEClROkQQVDAbuzAQkBsUREDPSp2t8fA9tgd2J0YiIoIEgLS3Z3fWO8fvDMPX0pFPed5zm8+13WuIzB71t579uyZfc9aa1tbo7y8HDo6Omz4jZycHPz8/GBjY4Ps7GxoamqipKSEFXBKS0shLS2NnTt3YtGiRQCAqVOnQkVFBUKhENu2bauRm6V6+6pvyW1mZoYTJ078kr77Ea+TR48eYePGjUhJSYGdnR0mT56MLl264OPHj4iPj8ebN29w8+ZNHD9+HA4ODhg1ahQOHz4MoFL84fF46NixI/r27ctuB15SUgJ5eXk251KzZs3QtGlTBAcHY+TIkZg5cyaGDBmCsrIy2NnZsTtHHTlyhE1cXBe1hZf9Tqr25/cIa0uXLsWCBQvYnwsKCtgt6Dk4ODg4ODg4ODj+dQgEIPF/OMxJ8O8Ms+LEHA4RmAWptbV1jb/VJjLUVrYh1ObVUD1hL0NtyWeNjIzYHDzv379HfHw8hEIhvL29MXnyZBgbG+PkyZNYtWoV1qxZAzk5OdjZ2UFJSQm2trbQ19eHQCCAjo4OCgoKUFZWBjU1Nbx9+xb9+/dn65OTk4OZM2fiyJEjePHiBfz8/ODs7AwZGRno6upCUVGRrVP//v3Zsj/CrxIh6kvWy4QWpaamQl1dvUZZ5noYGBhg7969MDExwYkTJ7BixQo8e/YMtra2iI2NBQDo6+tDUVERERERMDU1RXR0NIDKxMT6+vqQkJCAjY0NgEoPKkNDQ0hKSiIsLAxAZYiZpqYmcnJyIBQK4eTkhB49eqB169bsdSciWFhYfLPNjIj4KzyWMjMzUVRUBE1NTUhISNQYo1WFnIKCAnz58gVt2rQRSWxdHUlJSW77cg4ODg4ODg4ODg6On4YTczjqpPri9Xd4OjA5X8TFxREdHQ0vLy9cuHChTnsZGRl48uQJPn78iMjISNy4cYP9GxO2JCsri+zsbPB4PJw4cQKxsbEoKChAUFAQ6+Whra2N2NhYKCkpQUVFBcnJyRAKhVBSUoKMjAwSExNhamqKvXv3sjtydevWDaqqqnBycoK8vDxevXqF4cOHY9iwYQCAmTNn1trGqjlnfnUfMoJCbGwsEhIS0LlzZ0hKStbwwCkuLoasrCzu3buHxMRETJ8+Hfv378fTp09x5cqVGtea+beGhgauXbsGV1dXlJWVgcfjoaioCKampigpKQFQuauWUChESkoKevbsiYKCApSWliI3Nxeurq5YsWIF7O3tkZ6eDikpKdy+fRtdu3aFhYUFe81GjRol0i5GYGLqVVdy7F/Zh4zARURo1KgRXr16BVlZWairq7M5iHg8HpKSkqCoqAgFBQWcOXMGx44dg46ODvz8/DB06FCsW7dOJKyPg4ODg4ODg4ODg4PjV8OJORx18qsWzswivDbPnqq7SbVt25ZNrgwAYWFh2LFjB8LDwzFt2jQ4OzsjPj4eixYtwurVq+Hp6SlihzmnsrIy0tPTERMTAyMjIygrK8PDwwOamppszhdDQ0O8e/cOHTt2hLq6OhISElBcXAx5eXmIiYkhJCQEGhoaMDExAY/HQ5s2bTBs2DB2G/Bhw4axIk5Vagtj+hUCzre8lEpKSnD16lVISkqiadOmMDIywvv37zFv3jyUl5ejR48eWLZsGZo0aQIfHx9ISkri0aNH2LZtGwCw16d6XaOiovDw4UPcvn0bampqMDQ0RHx8PJvoOSsrC8rKyhATE0NkZCR69uyJmTNnws7ODmZmZjh06BB27dqFr1+/om3btmwi7NrCpWoTa2oTmH4Wxg6zU1mvXr3Qvn37GrlzRowYgaSkJFRUVKBx48bw9vbGtm3boKWlBTs7O2zcuBHS0tL4+PEjnj17hszMTCxYsACvXr1Cz549f0ldOTg4ODg4ODg4OP6XIRIA//RuVvTvDLPidrPi+C3w+XycOnUK1tbW2LVrF4BK4aH6TkHh4eEIDAzEkiVL8Pr1a9ja2uLTp08AgN27d6Ndu3Y4d+4cjhw5gmvXrkFTUxPa2trQ19eHqqpqrTs5qampobS0FGJiYtDR0YGysjJMTEzYvCxApZjDbLeupaUFMTEx8Pl8NG3aFEuXLsXQoUMhJyeHiooKODg4YPHixdDX1xexIxAIauz09DPCTXl5OR4+fIjVq1djxowZuHr1qsh5Ge8QhqSkJPj7+2Pjxo24d+8ejh8/DhcXF2zduhUlJSU4f/48Ll++jDdv3kBSUhKbN29G7969sXnzZuzZswfi4uJo165dvXVPSkpCkyZNICsri8TERMTExCAkJASKiorg8/nsbmZ9+vSBoaEhAMDLywsfP37EiRMnICkpCVVVVdjZ2bFCDkP1a/ervW5CQkJw7949ADV3rAIqxcN58+ahffv2AIDnz5/DwcEBgwcPxsWLFxEXF4cZM2YgISEBMTExOHnyJOLi4nDnzh0kJCTgzJkz6Nq1Kxs2JSUlhbZt2yI+Pv6XtoODg4ODg4ODg4ODg6M6nGcOR4OourORQCAQ8bZhwlQOHjyIQ4cOoUOHDgCAV69e4d69e0hISMDChQthbm6OadOmoUWLFujRowfs7OygoKCA8PBw6OrqIjc3F1OnToW2tjYmT56MyMhItG3bFt26dUNycjJrq7oIoK6ujuLiYvB4PLi4uGD37t3o06cP0tPT2WTOEyZMgKWlJQBg4MCBGDhwIFteT08PQKXIo6ysjNLS0lq3VP9VuyAxXL58GadPn4alpSWsrKyQmJjItu/Fixd4+vQpeDweVq5cCXFxccyePRvS0tLo27cvevbsicDAQEyePBm9e/dGWVkZLly4gM+fP6OoqAh8Ph+jRo1CYWEhK14EBQUhPDycFWE2b96MgQMHwszMjA1/6ty5M65fv46OHTuiY8eOmDBhAlq3bg0AuHjxIlq1agUigqOjI9uOJk2a1Lg23/K6+VmY+n7+/BlHjx7F1KlTISkpiUaNKqe4qteqsLAQd+/ehaGhIfz8/FBQUAAPDw9s3rwZ7u7uUFdXh5aWFho1agQVFRXk5OSgefPm7C5i0tLSmDRpEq5cuQInJyc0adIEhYWFkJeXh4yMDAoKClBeXs7lxuHg4ODg4ODg4Pg/DwmF/7xnTrUP8P8WODGHo0EYGxvj7t27MDU1rbFQlpeXx6dPnxAREYGxY8di5syZGDx4MJ4/fw5jY2NYWFjgzJkzkJaWxpAhQxAYGAgPDw8AgKWlJcLCwmBra4t27dqxHhVt27ZFcHAwFBQUoKKigri4uBp1YsQBFRUVSEpKIiMjA71798bWrVsRHh7OhlwBlTso6erq1ttGRUVF7Nix46f7ihEymJ2WahMxcnNz4eXlhdevX7P5YoqKiiAmJobExERs27YN1tbW4PF4mDZtGo4dOwYTExOkp6djypQpAIBWrVohNjYWxcXFKCwsRIcOHTB+/Hg4OjqKeN1cuHABI0eOhJiYGLZv347Ro0djwIABCAsLQ4sWLWBmZsbmqJGWlsbKlSvh5eUFFRUVkTpX34WpepjWrw6RYvIrVQ3NY2DGYNu2bSEmJoakpCTY29sjODiYFcCsrKwwcuRIAMDKlSvh7++Pt2/foqCgAE2aNMHbt28xbtw4aGhooFmzZgAqExanpaWhWbNmaNGiBVJTU9GyZUskJyez4k7r1q3x6dMndO3aFbKysoiNjUV2djZatWr13W3jt2gL/v8XR38EYSuzHy4DAOJlBQ0qBwBSLbQbVlBQ0WCbyEtvWLlGDc9dJC4p3aByFdHBDbYpYWjT4LIU8a5B5Sq+Nry+Fbm5DSpXEJfaYJskaNjLmExadoNtqvWya3BZieZ1J0Svv1xJg20WfvRvUDnJZnINtply/WaDyrUeP77BNnnJcQ0q10THuME2209u+D3KL2vYHMhLzmqwTcVZqxtUTrwwo8E2hXJKDSpX9BPtlGut3OCyKpb63z6oFhq3atNgm3kfAxpUrjyvsME25Vo3bC4SlpU12KZEs/p3IK2LZoZtG2yz5Ce8o1UHDmpQOTHNhs8pzf3vNKjcTscf32CFYcHI3Q2zec3jh8sI8vIaZIvj++HCrDgahJmZGT5//gwAuHLlCmbNmgVLS0sMHjwYb9++hZKSEqysrNC5c2csWLAAd+7cwdu3byEuLo7bt2/Dx8cH4eHhaNeuHXg8Hnvejh07IigoCJqammjUqBGuXbsGoDIEKCgoCO3atYOsrCyCgoIA1C4StG7dGlu2bEHv3r0BAC1atEC3bt1YIYdB8Bu2qGNy21QNIaq6XXtdosbLly/Rq1cvto58Pp/d+n3//v3o0aMHVq5ciY0bNyIqKgpBQUFQV1eHoaEhcv//gqpVq1ZIT0+HpKQk1NTU0Lx5c6SkpEBcXBzZ2dl49OgR4uLi8PTpU8jLy2PZsmUwNzfHx48fkZaWhnbt2rHb0VcVnZgk0Uz7qoeWMfzK5M612WG8v2rrw4iICEycOBEuLi7IzMxEdnblws3JyQnl5eXo3bs3jh8/jqKiIkhISEBNTQ1SUlJQV1dHfn4+ysvLcfz4ccTGxmL37t3o0qULkpOT0a5dO6SkpMDQ0BDZ2dm4efMmBAIBHj9+zPaVoqIiPnz4AADo3LkzBg8eDAUFhV/WFxwcHBwcHBwcHBwcHNXhxByOBmFmZsYuYK9fv47o6GgEBARg/PjxWL16NTQ0NDBjxgxkZmYCqAx9evnyJVJTU9G7d288ePAAw4cPh46ODhISEtjzdujQAZGRkRATE8PYsWMRHh6O/v37w9PTE0uXLgUA9OjRA25ubgC+3+Ojttw6DQ2TIiIIhcJaxSBGbGDqlZiYiHv37qGwsBBr165F27ZtsXfvXhQXFwP4j6CUnJwMVVVVVphp1KgRK3Ll5OSwiZcBoH379nj//j0MDQ2RlpaG0tJSAEC7du2Qk5ODa9euIS4uDsuWLUNKSgrat2+PLl264P79+ygvL8fkyZPZsCh3d3csW7YMcnJyGDt2LDp16lRv28XFxX/5jlyFhYXYuHEj2/a67MTGxuLZs2eYN28e+Hy+yN+2bdsGfX19rFu3DiEhIfj69SsAwMLCAp8/f0afPn2Qm5sLf39/PHv2DD179oRAIGC3ko+IiMCIESOwZs0aHDt2DM2aNYOvry90dHQQHh6O8vJy7Nu3D58+fYK+vj4UFBTYbefPnTuH+fPng4hgaWmJHj16sF47HBwcHBwcHBwcHP+XIaHgv+K/fyNcmBVHg+jUqRP27NkDADA3N0dISAgAwM7ODrdu3UJ5eTn09fURFRUFADAxMYGWlhbmz5/PniM6OhomJiaIjo5GRUUFmjRpAm1tbQiFQhQUFMDY2Bi7du1CamoqDA0NWa8VXV3db4ZIVedHw3yIiN3OOy4uDgsXLgSPx8P58+chJydX43wlJSXIzMzE06dPIRQKERgYCCJCTk4Ovnz5AlNTU/Ts2RMPHjzAsmXL0Lx5czg5ObG5XtTU1BASEoKMjAy0bNkSZWVlkJKSAlAZevb27VtMnToVEhISUFBQAI/Hg5qaGpKTk5GXl4dWrVqhV69eyMjIwNq1azFu3DgsX74c69atQ1lZGVq0qNu9ViAQQE5OrkaC519J1S3oqyMvL49hw4ax3ix8Ph9PnjzB69ev0b59ewwfPhxlZWUYNGgQbG1tYWRkhPLycjYfTmlpKeLj4+Hh4QFDQ0NMnDgRWVmV7trt2rVDQEAAbGxsMHnyZAQFBcHPzw+dO3eGrKws5OTk0KRJE2RkZCAiIgJbtmxBSUkJJCQk0KNHD2RkZKC0tBR8Ph+GhobYt2+fiAgoFArRvHlzAKg3PxAHBwcHBwcHBwcHB8evhPPM4WgQHTp0YPPW6OnpsYtXPT09lJaWIjk5GUZGRqioqGAXwtbW1nBzc8OkSZPQuXNn3LhxA40bN8b48eORVyWmMjIyEk2bNgURoV27dujatWuNEKnaPG1+BiKCQCBgPT52796Nly9fQkxMDPfu3YONjQ3OnTsHOTk5ZGRk4NSpU/D09MSrV68AAMePH8esWbPw7t07dOnSBUpKSoiMjMT+/ftx584dZGZmQkpKCu3atYOpqSl8fX1r9Ke0tDQuXrwIoHJnpPLycjx69AgDBw6EsrIypk+fjqlTpyI6OhrTp09H8+bN0aFDBzYRtaysLKZMmYKQkBAsX74cQKVQwgg5dYVH/cpEzjweDzk5OTW8lqomyGYoKyvDu3fv4O/vj1evXuHNmzcAgNu3b2P//v2QkpLC0aNHceLECcjKyqJp06YwNzfHggULICsry46BuLg4WFtbs15gbdu2RWZmJoqKimBpackKjcOHD4eMjAyuX7/OekY1bdoUMjIyqKiogLS0NHR1deHq6oqjR4+iZcuWaN++PSZMmMB6RklISLBjpS5xihNyODg4ODg4ODg4ODh+N5xnDkeD0NLSQkVFBUpKSqCpqYny8nLk5eWhWbNmEBcXR3h4OHR0dFBaWorg4GBYWFjg6NGjOHPmDIRCIebMmcPuquTt7V2rjd+9E1LV84qJiYmIGvPmzUNZWRmKi4vx4MEDhIeHIywsDAsXLsSTJ0/w/PlzmJub46+//kJOTg569OgBHx8fjB49Gvr6+ujYsSOioqLQvHlzlJaWomvXrigpqUxoaWVlhbt37wL4j5Cira2NiRMnYurUqdiwYQNyc3MRGhoKMzMz9O3bFytXrsSBAwegqKgIOzs7SEtLQ1paGosWLaq1XUKhsIZI86vDo4D/5AhibH39+hUfPnyAs7OzSF1CQ0MRGBiIzp07Q19fH8uWLUNCQgL4fD7c3Nzw6tUrZGdno0uXLrh06RIGDhyIGTNm4Nq1a3j16hVCQkJgb2/Pin48Hg+NG1cmt23VqhWaNGmCe/fuoVevXhAKhfD19UVqaipMTExw4MABAJW5bbp37w57e3v069cPAKCpqYnVq1ez7WFC+aq3sXpi51+9kxkHBwcHBwcHBwfHv5HK3az+2d2kuN2sODiqIScnh6CgILRt2xZ5eXmIjIyEtbU1unbtym7L/OLFC7Rr144t4+TkVOM8tW37XZWGCDd5eXl4+vQp3r17h8DAQNjZ2WHevHmsF0v18wYFBeHmzZvIycmBi4sL8vPzcfHiRTg5ObFJhrds2YLk5GS8evUKBw8ehKqqKs6cOYMjR47g3LlzaNmyJesFw+Svyc/Ph6KiIuvRA1R64cTExAAQ9YoxNTXFrVu3sGvXLrRo0QKenp6wtrZm+7ou4aZ6W36H2FBdtGGoLhDFxMTg5MmTePbsGezs7DBx4kR4e3vj6dOn0NbWRlRUFBwcHGBhYYGXL1/iyJEjMDAwQHx8PJuI2dDQkPWEYRJtp6WlwdjYGLdu3QIg2m8KCgoYPnw4li5dikGDBkFCQgL9+vVDRkYGbGxssGbNGvZYQ0ND3LxZ964rQqGwxm5Zv1IEKy8vR3l5OftzQUHDd5Xi4ODg4ODg4ODg4Pi/CyfmcDSYXr16IScnBzY2NtiyZQvatq3cSnDVqlUAKoUGIyMjkTK1bS/9M142xcXFSEtLQ+vWrSElJcXmoHn06BE2bdqEfv36wdPTE+bm5pCXl0dSUhLU1dVRUVGBs2fPoqysDE5OTli+fDk6deoES0tLtGrVig1z0tbWxty5cxEaGgoVFRXk5eUhMTERqqqqAAB7e3usXr0a8vLyEBMTY5P4Mrt0paenQ09PDzIyMggLC0NFRQVUVVWhrq6OgoICEXEJqNxWfdOmTbW29Vf33Y9QXdDg8XhITk7Gx48fcenSJRgYGGD16tVITU1FWFgYlJSU0KNHDzx+/Bjx8fHYu3cvEhMTsXTpUpSVlcHV1RXKysrsNuy6urq4efMmiAgtWrTA69ev4ejoiBYtWuDx48eYMmUKEhISEBYWVmu727dvj927dyM2NhYWFhYiYXljx44VOVYgENQa9lVbO381mzZtEhGXODg4ODg4ODg4OP7NkFAA/MMJiLkEyBwc1di/fz/7b1NTU5G/VQ9NYaju9fCjMB4iQKV3xuPHj+Hj44NVq1ahTZs27HHq6uro2bMnNm/ezP7u3bt3WLRoEe7evQtJSUlUVFQgNjYW+fn5ePv2Lfbs2YMWLVpATk4O0tLS4PF4iI+PR4cOHVBQUICYmBjo6upCKBQiODgYZmZmyMrKQqtWrUBEkJSUREJCAhsCJCYmhuTkZOjp6cHGxgampqZs2wMCAupsIxOaVH0b7p/tu9ps1CVqVCUpKQn3799HWFgYLCws4OTkhNDQUGzYsAESEhIYMmQI3r9/D09PT2zfvh2FhYVQU1ND27ZtkZubiwMHDiA8PBxycnKwt7fHmDFjICUlhaKiIhQXF0NOTg4GBgYoKCiAUCiEvb09jh07hp07dyIsLAzt27dH69at0bhxY9jY2IDP57PJj6tSPTE2I3xVH4v/ZIjU0qVLsWDBAvbngoICaGho/GP14eDg4ODg4ODg4OD434QTczh+CsYTpjq/wsOBSdhb9VzVz6unp4fGjRuzCW2Zv7dp0wbJycmYMmUK8vLywOfzcezYMTRu3Bg5OTnQ0NCAjo4OXr16BXV1dbi6umLt2rUQExND48aNcejQISgoKCA5ORm2trZo3rw54uPjoaOjAxcXF+zatQsaGhrw8/ODu7s7xMTEYGZmJrJr1I0bN9gtqo2NjWu0r65dj35XTpb6cgTVRUVFBZ49e4aIiAi0b98eSUlJOH78OJydnaGgoABNTU1MmDAB7du3x/jx47F9+3YAQEREBABAR0cHSkpKuHfvHntORuwSCARIS0uDqqoqmjdvjpycHMTFxcHOzg7Hjh3D+fPn0aFDB4waNQpiYmJQVVVld1D73jYCv8/bpmpC6e+1ISkpyYYgcnBwcHBwcHBwcHBwNBROzOH4KX6V6FBb6EvVf1dUVCA/Px8+Pj4IDQ2FoqIiVq1axSZfzs7OBvCfBbyamhpkZWVRXl4OFxcXmJiYQFlZGRISEkhJSYGGhgbU1NRQUVGBtLQ0bNu2DQCQk5MDU1NThIWFQVNTE9HR0QAAGRkZfP78GT179sScOXNw+fJlhIeHY86cOejbty8AwN3dXaRNjJDDUF28+R0hUrX1Y/XQLAAIDw/H1atXkZOTg759+8Le3r5WcalJkyYYM2YMzM3N8ejRI9y9exctW7bEpEmT0LJlS2hqagKo3Ho+OzsbAoEALVu2RFpaGoDKpMO9evXC0qVL0bFjR4SEhKC8vBwbN26Empoau4U4AJw6dYoN1TMzM4OZmVmN9tXl8cXwq/uUscd4hFX1lqpej7o8hjg4ODg4ODg4ODj+r8KFWf0+uJUHx99GfZ4M1UUhoVCIa9euobCwEBcvXsSAAQOgp6eHpKQk9O7dG8HBwfD29sbs2bPRtGlTpKens15CjCjRrFkz2NjYYNiwYex5NTU1ERYWhk6dOiEtLQ15eXlIS0tDfn4+Hjx4gJKSEtjZ2aFVq1bQ0NBATk4OAGDFihVQUFBgzzN69Og621iX2PArhYa67FTtRz6fj/j4eLRt2xbl5eXw8fFBVlYWZsyYAU9PT3Tq1AlWVlasgFJX/aKiorBq1SqYmJhg1qxZOHDgAEpKSlgxprCwEPLy8mjWrBnCw8NhZ2eHS5cuYdiwYXB0dIS3tzcOHz6My5cvQ0NDA0OGDAEAnDt3jrVRW36l7xFQfiXMluONGjVCSEgIHjx4gOHDh6Nt27a12o2IiICfnx9iY2Nx6tQpjB07Fl5eXmzyZg4ODg4ODg4ODg4Ojt8FJ+Zw/HIYMUUgEHz3Qnzbtm24ffs2+Hw+Nm3ahG7duuH+/ftISEjAjh07YGpqioqKCmhpaeH58+e4c+cOFBUVMXHiRGhoaCAlJQXl5eWQkZFht+XW1NREVFQUcnJyoKioCAAYOHAg7t69i6CgIPD5fBAR0tPTIS4ujrdv38LMzAxeXl5o1qwZxo8fz9bP0NCwRp2/5U30swgEAly7dg13795FWloaFBUVsWjRIpibm7PeIoy99PR0qKioYNeuXVBTU8OpU6ewbNkyDB06FLm5uZCUlERRURHi4+NRWlqKDx8+YNWqVTAyMoKcnFyt9pnruH//fvTt2xdubm7w9/dHcXExUlJS0LJlS7x69QoZGRmQl5dHq1at8P79e0yaNAmTJ09GUlISrK2tIS8vj4ULF9ZrozYh6XcnIz5z5gxUVFTYbcrFxMRYzxoDAwOYmJhAIKhU8UNDQ7F+/XokJSVhwIAB8PLyQlJSEjZu3IiFCxfi4cOHOHr0KA4dOgRPT8/fWm8ODg4ODg4ODg4ODg5OzOFoMFXDcqoKC8zvqnvb+Pn5ITU1FRcvXkRgYCBWrFiBMWPGIDIyEiEhIdi6dSuAyiSx3t7esLGxgZSUFBvKk5iYiD///BMtW7bE3Llz8fDhQ3z58gX6+vp4//49SkpKICMjw9pTV1fHvXv3UFhYyIo5I0aMgIyMDJ4/f46BAwfCyMgISkpKAMCGS9XVxuphSL8qxCw+Ph5aWlo1fv/69WucOXMGAwcOhIWFBYBKbxBTU1OcOnUKkyZNYn83ffp0vHjxAps2bcKkSZOwd+9e6OrqQkNDA5GRkdDX14eqqiqCg4MhKSmJGTNm4NChQ6ioqICioiLmzZuHNm3aID4+HkpKSpCTk2O9VIyMjBAUFITly5ejsLAQYmJiCAsLg5GREYqKilgx6ObNm5CRkYFAIMDgwYNrtIfxtKkqgP3O3biysrIgLy8PSUnJWkPIOnfuzO56VVFRgTdv3uDTp09o3rw5Jk6ciA0bNkBeXh5z587FxYsXYWZmhiVLluD06dPw8vLC0qVLoaamhi5dukBXVxe2trb1bnvOwcHBwcHBwcHB8X8NoVAAMS7M6rfAiTkc9ZKXl4fw8HAEBgbi8+fPSE1Nxfnz5yEtLS0icjCL85iYGKSnp0NTUxN79uzB9evXsXXrVgwbNgwPHjzA/fv3MW/ePBw4cABjxoyBiooKIiIioKWlhU6dOgGoTF78/Plz6OvrIzIyEsXFxVBQUMDNmzdRUVGBtWvXIjExEd7e3khJSYG2tjYuXryInJwcKCsrs/UyNzdHaWkpmjVrJtKm/v37o3///jXaynhhVPUm+tU5bqrvIlVcXIz27dsjJyenhifKsmXL4OnpieHDh7O/s7KyAlDpyaStrY2ePXvi/v37bNiXhYUF9PT02F2dWrdujeDgYOjr60NJSQni4uIICwvD2rVrAVQKZHPnzsXTp0/RvXt37N69G87OzrC2tmbr4+bmhvPnz+PDhw8YM2YMli9fziZ6NjAwYOvGCGmMyPUjnlm/gpKSEty6dQuSkpLo0KEDrl27BldXV0hKSopcu+zsbGRkZEBOTg579+7FihUr8Ndff+HixYuwsrKCiooKBAIB5OXlUVpairKyMly+fBlBQUFo0qQJlJWVMWjQIGzYsAGNGzdm26WmpoaSkhIUFxfXyJf0LRplx6FRRe0eUvUhJuD9cBkAIF5Fg8oBgCA/u0HlxH5C/OSlxDaonERzlQbbFDaRalC5RqqaDbb5M/HkYlIy3z6oFpoYWDbYpqR4w66pdLuEBtvM+/C+QeUUrGwabLM4NLDBZeVNuzSsYH5Gg2027dSsYQU1TRpsU7Nzw+rLV2jVYJuSWh0aVrA0r8E2m7dv+NhtYtypQeWEuQ0fC2KFDbwuStoNtkliDXvWtxjj2mCbQsmGhzeLlxc2zKZM8wbbbFpc0KByjTX1GmwTzVs2qBj/i3+DTYrLNG1QudQ7dxtss2WV1Ap/F4Kmqg0uK6Gg1LCCP/FOvfOaR4PKLRi5+4fLFIHfIFsc3w8n5nDUyaxZs+Dn54f8/Hw0bdoU06ZNw+zZsyEtLY3U1FTExcXB0NAQzZo1g7u7O+Lj4yElJYWkpCTo6+tj1KhRsLW1xd27d6GpqYkuXbogNDQUFhYWUFRURI8ePRAUFAQlJSV29yOgMvltSEgIBg0ahAsXLqCwsPJBa2VlhRcvXuCPP/5AdnY2WrZsibCwMPTs2RNdunRhRRtmcd22bVs2H0x1aguR+tU7SNW2G1fVXaSICLKystDQ0EBMTAzatWvHHldUVISysrIaSYALCgrQtGlTrF+/Hrdv30aHDh0QGRnJhoG1bNkS+fn57PEdOnRAQEAARo8eDaFQiMjISGRkZCAlJQVXr15Fbm4uZGRk0Lt3b+Tm5qKsrIytB1NvCQkJODk5wcnJqUYb69qRiyn3dyIjI4OsrCzExMRg+PDhmDlzJgQCAQICAhAeHg4nJyeUlpZix44d7Hi8cuUKVqxYgVu3bsHDwwP9+vVjRakWLVrgw4cPkJKSYkWdJk2aQE1NDTIyMigoKIC6ujqioqJgaGgIJSUlCAQCfP36Fe3bt/9b287BwcHBwcHBwcHB8X+L3/upnON/mm3btiEwMBCHDx/GhAkT4OzsDBMTEyxduhQjR47E1q1bcfLkSQCVWy7n5OTg0qVLWL58OWJjY2FsbIyhQ4eiVatWCAwMROvWraGkpMSKHObm5nj37h169uyJ6OhoBAUFAaj0nDA2NoaMjAxSUlLYnapsbW2xePFiAMCYMWNw5MgRLFmyBPLy8pg9ezZUVGp+ha+adLkqEhISv8xTRCgU1mpHXFxcxEZpaSlevXqFjRs3Yv/+/Wy7WrZsiU+fPonUNy0tDWZmZoiMjAQAPH78GD179oS1tTUuXbqEkSNHonHjxti0aRMMDAwgLS0NoFLwCg4OZm3a29sjMTERCxYswOnTpyErK4u0tDSkp6fjzZs3kJKSwpw5c6CtrQ0lJSUoKyuzIWnVEQgENdr5O8OkqkJE9f7t1atXOHjwIMrKytht6p2dnfHkyRNISEhg3bp1KCsrg7S0NF6+fIn+/ftDW1sb8vLyyMvLg6urKw4ePAhPT09MnjwZ0dHRaNWqFcrKysDn82Fubo6zZ88CAF68eAFjY2PIyclBTk4OgYGVX+2bNm0KExMTVFQ03OuFg4ODg4ODg4OD498ECYQggeAf/q/2NeH/OpxnDkedMKEikpKSSElJQVJSElJTU1FeXg4/Pz/cv38f27dvh5aWFnr16oU3b94AAFRUVGBgYAAerzIEhPFeGDduHNLS0nDt2jUsW7YMfD4fjRs3ho6ODqZPn4558+YhPz8f6urquHz5MiQlJbF06VLWO0VcXBy2trawtbWtUde6PER+dWhPbTtyVd8GnM/nIykpCe/fv8fnz58xYcIEGBgY4NmzZ7h16xYMDQ0RGxuL06dPY/78+az3jIODA5t7qGnTplBQUMCnT58wYMAAGBsb48KFC/Dx8cGTJ08wZswYjBo1CgsWLECjRo1w+vRpAED79u3ZbdYBoFu3bpCSksLVq1fh4OAAS0tLVqw5f/68SNs0NTWxadOmOtv+OzxtiAhRUVEQCoUwMDCocR2rJkgWCoUIDw+HgoIC1NXV2WP8/PywbNkyWFlZISkpCeXl5RAIBGjbti1ycnIwbNgwmJub4/Lly3B2doacnBxyc3PRpk0bNG/eHB8/fsTo0aPh4OCAoqIijBkzBpcvX0afPn3QqFEjNiztwIEDsLOzQ3FxMZYsWQJxcXG4uLigSZMmACrH/cqVK395H3FwcHBwcHBwcHBwcFSHE3M4vom6ujrExcWRmpqK0tJS7NmzB2/fvoW0tDQ6deqE9u3bs7tCAUC7du1QVlaGzMxM6OnpQV1dHY8ePYKMjAyaNWuGL1++oH///khMTMT169cBACNHjoSBgQFUVVXZhMREBDs7uxr1qS1E6ld7iFTPbcNQXRwqKSnBkydPEBcXh/79+0NPTw9Lly6Fj48PnJ2dkZ6eDm9vb0ybNg0DBw5Ehw4dEB4ejqdPn+L9+/eYOHEiOnXqhGPHjom0Q0VFBZ07d8bOnTsxdepUtGxZGeusrKzM5vZp37493N3dsXjxYlbcsLa2FhFzmN9ZW1vXaGNtW3/XFzb1q2C8bBiR5suXL9DR0WF/BwBxcXHIzs6GpWVlPg97e3uYmZkhNDQUnp6eaN26NXv86tWr4eHhgVGjRuH69es4e/YskpOToa2tjeTkZBAR3NzccO/ePezYsQPdu3dnQ6l0dXURHh6OXr164fnz5wAq+75ly5bQ1NSEgoIC0tPT0bdvXyxbtgxpaWkwMjKCrKwshEIhm+epKvVtT8/BwcHBwcHBwcHxfwkiwU/lBfxldfgXwok5HN9ERUUFUlJSSE5ORrt27dCnTx/cv3+f/TsjAJSXl6OsrAzNmjVDWVkZYmNjYWdnB1VVVTRr1gwCgQBqamrQ1tZG//790aZNG5FzGBkZidgVExOrVVz41R4ijHBTPfFxdTvFxcUICgrCq1ev4OPjA1NTU1haWrKJoYOCgnD06FEYGxvj2rVrWL16NYDKcDVmN6S1a9eCz+fD2toa4eHhCAkJgYWFBXtsVRFg+PDh+PTpE2bPno3y8nIUFBSgSZMm2Lx5MwCgSZMmaN26NQYOHIiKigo0adIETZo0YZMhV+V7t1H/HaJY9fNW/Xd+fj5sbW2Rl5eH0tJSNG7cGBMmTMDXr1+hoKAAZ2dnTJo0CfLy8khKSsLt27fZsozYpqmpyYasdejQAb6+vvj69Sv09PRw584dpKeno0ePHggPD8fy5csxc+ZMNnGzmpoagoKCUFBQgIMHD0IgEKBbt26wt7eHiooKmyiaiKChoQENDQ3WPtN/1cUbTsjh4ODg4ODg4ODg4PjdcGIOxzeRlZVF06ZNUVBQAAsLCyQkJOD27dtQV1fH69ev0bx5czg6OkJKSgqhoaGwtLTEhAkT2B2VzM3NcfDgQQCVAkRqairU1NQAiIbR1MavFBfq8rapKtzweDw0btwYQUFBOHjwICIjI1mxpaysDH/99RcSExNx+fJlnD9/HqtXr0ZqaioyMjIwbdo0JCUloVOnTuDzK7O3l5SUwMbGBgcPHkRubi4uXbokIjwkJyejW7duSE1NFdnmG6gMb9u0aRPu3LmDkpISWFhYiCR0fvz4MRYuXIjNmzezoT5A7Z4hvysZcVWxpqKiAufOncOYMWMgIyMjIsSVl5ezO4u9f/8e79+/x+PHj6GiogJlZWUUFxdjxYoVOHToEFq1aoWLFy/iw4cP2Lt3L0xNTdGpUyfExcUBACtcMW00NjaGn58fpk+fDgkJCQQHB8PS0hI2NjbstVFTU0Pv3r2xf/9+JCUlsfWfNGkSeDwemjZtiosXL9bZxvo8lzjxhoODg4ODg4ODg4Pj74YTczjqhVm8ysrKIi4uDnw+Hzdu3MCmTZsQHR0NdXV1TJ8+HQDw6dMnyMnJQSgUYsiQISLnEQgEkJCQwJgxY9hcOcDvSaBLROx/VUWM2rxtACAlJQUrVqzAhw8fYG5ujqNHj6K8vBxdu3bFwoUL8fHjR8yePRsnTpyArq4uJCQkoK6ujgkTJuDPP/8EULmTkpKSEqKiotCjRw9kZ2cjKysLysrKCAsLg5aWFqSlpaGtrY1du3YhPz8fjRo1QkJC5TangwYNQk5OjoiYw7Rl0KBBIr9j+rJ58+bYtGkTevToIfL33yEu1BV+VfV3TZo0wZ07dyAQCGBpaQl9fX2EhoZi1apV+Pr1K3r37o158+ZBTEwMZ86cgYODAxYsWAB/f39cunQJRUVFEBcXR1lZGYBKkcbKygovX76EpaUlHj58CABo1KiRSJ169uyJO3fuYP/+/UhNTYW8vDw+fvwIBwcH6Orqsn2qp6eHgIAAEeGL2WKd4XdvT19eXo7y8nL254KChm1PysHBwcHBwcHBwfG/AAkFgNg/HGb1D4d5/S44MYfju7C2tmZDU3R1dfHXX3/VOIZZNDNiQlUBgBFRTExMflmdmGTEtYk2tS26CwsLsXbtWvj5+aFNmzbYsGEDNDU1cenSJaiqquLevXtQVlaGmJgYrK2tkZqailWrViEiIoLdIal169YoKChARUUFWrVqBQkJCWRmZqJFixaQk5NDSkoKxMTEoKSkhDVr1kBPTw/nz5/Hzp07ISUlhfXr1+PmzZswNjbGyZMn2VCzEydO1NpGph1VvW2YtjL5ZP4O6urPwMBAZGZmYuDAgazHzatXr+Dq6oqxY8fi8+fPcHd3x4ABA+Dl5YUlS5Zg//79MDY2ZtvObCkfGxsLMzMzNpRKWloaBQUFkJGRgZ6eHutRU11kMTc3x549e7BlyxZYWVlh8uTJUFJSgqSkJBsmxdCkSZN/dDv1TZs2Yc2aNb/VBgcHBwcHBwcHBwfHvx9OzOGoF2bRW18C3ephS9XL/iyMkJGRkYGLFy/C0tIStra2tdrk8/l48+YN0tPTcfjwYVRUVGDr1q3o1KkTnjx5gqysLBw6dAgfP36Eq6srnj59iuPHj+PmzZto1aoVe57w8HBcuXIFQ4cORf/+/WFjY4P4+HhoamoiICAA6enp0NDQgJKSEt6/f4+BAwdCUlKS3Uq8e/fuKC0thZycHJYuXQoLCwsAlYl87e3ta9Sb8SSqy6vm7/S2qU55eTnCwsJQUVGBTp06oaioCMeOHcPly5fRpk0bZGRk4O3bt9i2bRsWLVqE4OBgbNq0CcnJybh06RLS09OxcuVKCAQCODg4QCAQQElJiQ1Fa9WqFaSkpJCRkYG+ffsiPj4e/v7+4PP58Pf3x5YtW9CqVSvk5eWhuLiY3WWtKkZGRjh58mStbQR+rXdNVQQCgYgXz7dYunQpFixYwP5cUFAgkoeHg4ODg4ODg4ODg4Pje+DEHI7vpvri/3flCsnKysLu3bsxatQomJubs3ZatGiB6dOnQ1JSEgDg6+uL0tJSHD58GEVFRdi7dy/09PSwe/duFBUVYeXKlZCRkYGTkxPev3+PCxcuwMXFBcbGxjA2Nsa6deuQlZWFJk2asJ43fD4fjRo1wu3bt6GhoYGxY8ciOjoaxcXFCA8Ph46ODnJychATEwMNDQ106tSJ3cVrxowZbAiPuro6cnNzMWnSpBrtq20XqfryBv0K6hM16hN1nj17hnnz5kFdXR3t2rXDp0+fMGPGDJSUlKC8vBynT59GQkICRowYAT6fD3Nzc1y7dg1ApReMUCjEli1b0KdPHxEbzPbgACAvLw8xMTFERUVh9OjROHv2LFasWIGysjKMHDkSenp6AIDo6GhISUnV2ca6+rWhlJeXg8/ns+LRt3IRZWZmolmzZmwIYW1ISkqy45eDg4ODg4ODg4Pj3w4XZvX74DJ3cnw3vzoZcW3/BgAFBQVERUUhOzsbmZmZ8PX1RWFhIcTExHD27Fns2bMHAODl5YVDhw5h0qRJmD59OubMmYOsrCxYW1tDR0cHnTp1gqWlJdTV1REZGQmhUMiGZgGAjo4OwsPD0bdvX5w+fRpAZT6WoqIi2NraIjc3F927d8e+ffugr6+PxMREaGtrY+rUqTA2NgYAHDx4EJMmTYJAIEC7du2gqakJAOjRowe7qGfysDCIi4tDQkLit+ULYkSNqlQXi5h+ffHiBcTExET6pSrW1tbw8/PD2bNnYWxsjK1btwIATE1N0a5dOwCVO0IpKioiOjoampqarDDWokULWFtb4/bt2ygrK0N6ejr27NkDHo8HKSkpJCUlIS8vD0Blf/Xs2RM8Hg8dO3bEvXv38OzZM7i7u0NcXBxEVK+QA/x8vwqFQggEAtZjaMuWLfjw4YPI+QGgtLSU7d+LFy9iypQp6NOnD/r06YMLFy40yDYHBwcHBwcHBwcHB8ePwIk5HL8VRlyoTnUPkZKSEkREREAoFKJx48Zo2bIl7ty5AxcXF8yePRvbt29HRUUFiAhZWVkAgM6dO0NDQwODBw/GqFGjIC4ujvfv37NbSOfk5AAA61EyYMAA3Lp1C8XFxeDxeGjZsiUAYNasWWjSpAlsbW3Rtm1bbNq0CXZ2dnBzc4O7uzsWL16MR48eYdq0aWjSpAm6du0KZWVltv5CoZD10GAW+f3798fevXsB/N48LEx4VtW+rC3sJyUlBYcOHQIAHDt2DD169MDOnTsREBAAoG4vK1lZWSxZsgT9+vVDQEAAUlNTUVBQAE1NTQgEAtazSU5ODvHx8dDQ0EDjxo1x/Phx+Pr6Yvr06VBVVUX37t0xYMAAvH//Hvn5+XB2dsa8efPYfDl9+vSBjY2NiFcLI64w7fqVfQYAfn5+OHr0KNLS0tg+kJCQYBMsr1y5Eh07dgRQuYPW5s2b0aZNGzg4OODKlSsAgICAAHZnrk2bNuHq1avsuOPg4ODg4ODg4ODg+HeTm5sLZ2dnKCgoQEFBAc7OzuwH67ooKirCnDlzoK6uDmlpaRgaGuLAgQM/bJsLs+L4afLz8xEaGoqAgADIy8vD1dWV/Vtt4UN5eXnw9/dHfn4+NDU1sWvXLnz58gUqKipwc3NjQ2uuXLmC48ePQ1NTE+PHj4evry8MDQ0RFhaG/Px8tG7dGnl5eSgrK4OUlBTMzc0REBCAoUOH4vTp07C0tISamhrk5eWRm5uLOXPmIDMzEwMGDEB+fj4GDBiArl27AgA8PT0xZswY6OjoQFpaGgBgZmYGMzMztt5MmE194Wa/UnQoKytDQEAAQkJCkJaWhkGDBrHiQm32srKykJmZibt370JVVRVBQUGwt7dHr169UFBQgF27dmHGjBk4dOgQfHx82PCl+nj9+jVyc3Px7NkzyMrK4v79+wgKCoKpqSmaNGmCqKgoKCsrQ1ZWFgEBAejXrx9mzJiBS5cuwdbWFtbW1vD09MT8+fPZfq2Lnw3jq17+69evqKiogJGRERs+V7XPjI2NYW5uDmlpaQiFQvj7+8PHxwfl5eWYPn06UlNTsWPHDty7dw9v377F06dPERsbC19fX6xduxampqbo1q0b3r59C6Ayb4+SkhKio6OhqKj4Q3Xn4ODg4ODg4ODg+Dfybw+zcnR0RFJSEu7fvw8AmD59OpydnXHr1q06y8yfPx/Pnj3DmTNnoK2tjYcPH2LWrFlo1aoVhg0b9t22OTGH46cxMjJCy5Yt0a9fP1y+fBk8Hg+urq4oLi7G27dvER8fD3t7e2hqamLnzp149+4dpKSkMHz4cCgpKWHfvn1o0aIFrl69iosXL8LAwABt2rSBvr4+69Wip6eHjx8/YsKECaioqEBqairat2+P9evXY+jQobCwsICUlBQUFBSgqqoKMTExXLlyBatWrULz5s2xYsUKSEpKwsPDA7169UKbNm1EvGvk5eXZ0KmqokDVPCnM/39nbhuGiooKLFiwAMHBwbCwsICWlhbu3buHjh07Ii8vDwoKCmw9+vXrh+vXr8PDwwMCgQDm5uawsbHBs2fPkJWVBYFAAA0NDaiqqiIvLw/9+vXDtGnT0LFjR7Rp0wYjRoxA69atRdrL/D8vLw/y8vJ48+YNeDweMjIy4O/vj65du0JRUZH1klqwYAG7m5mTkxOcnJxqtInx0qorYfDP9Ctz3sePH+PFixdYt24dwsPDwePxYGRkxAo5QKWY+O7dO5iZmeHSpUvo0KED2rVrh+XLl2P48OHQ0NBAy5YtISkpCTExMeTm5iI7OxuqqqoAKncRGzx4MB4+fAh7e3vW80xLSwtExOYC+h4YL6GCouIGtVtMwG9QOeJXNKgcAAiKSxpUTky84R5qvJKyBpWTaNKwugKAGK/20MNvIU4/4YknUdTgosIGXhdxifrDF+ujodeUX1zaYJuFZeUNKifRwP4BgOLShtkEACps4DVt4JwAAFTWwLYWFjbYpkRhw+rLF2+4TYg3aVAxsbKG32f8koaP3SYNHAvCop+Yx6QbZpPfuKDBNkmsYU7/De0fABBWNPz9Qby8gddF0PAlVEPHUeOfmBfQqIFj4Sfma3FqWB8Vljf8HUX2J+b6hiIsaPj9ItbQ/v2JvKWCBr5TVeDH34t4TBkBD1T/ob8fAQ9A5eYjVfnZfJbh4eG4f/8+3r59i06dOgEAjhw5AhsbG0REREBfX7/Wcn5+fpg4cSJ69OgBoFIAOnToED58+MCJORx/L+bm5pg2bRqGDx+OU6dOISAgAA8ePMDz58+RmpqKFi1aIC8vD5MnT4alpSVu3bqFtWvXsl4xV65cwfr16yEpKYmmTZvi48eP6NSpE8rLy9n8KwYGBnj8+DFUVVXRqFEjxMfHw9zcHHl5eTh9+jQWLlyIxo0b486dOygtLYWqqirs7e2xfPlyaGlpsXWVkpKClZVVve353UmeGbGovLwcXl5eGDJkCLp37y5yzKVLl5CamopXr16xv0tMTAQADBs2DJ6enrC3t0dRUeXDmcfjwczMDIGBgViwYAGaNGkCTU1NpKWlsbtqqaiowM/PD+vXr0dKSgoSEhIwc+ZM5ObmYsWKFVizZg0MDAwwduxYVhwZOHAg4uPj4eHhgREjRmDPnj3szmZM7iKhUMju1sXA5O2pvmX8z4ac1ZWsmblOrVu3RkxMDOLi4jB48GB8+vQJxcXFWLNmDWbNmgVtbW0kJydj/vz5ePfuHaKjo6Gqqgp1dXUEBwdj//79aNmyJZo2bQoFBQWUlpYiIyMDPB4P6urqqKiogKysLHJycqCuro7mzZujcePGSE5ORuvWrSEpKYmYmBhUVFSwybDro/D/L5607Qb9VL9wcHB8i0P/kN1d/5BdDg4Ojv+D7Dr/T9eAoxb4YZf+6SoAqNyApfousqtWrcLq1asbfE4/Pz8oKCiwQg5QmQpEQUEBb968qVPM6dKlC27evInJkyejVatWeP78OSIjI7F79+4fss+JORw/Tfv27fH8+XMMHz4cysrKSEpKgo6ODvr164e8vDycP38e165dg66uLtq3bw8tLS3WKyYmJgbnzp3D9evXoa2tjdWrVyMmJgYjR44Ej8djvRx0dHTw7t07NGrUCI0aNUJ2djZatGiB5s2bY8CAAZg8eTL09PTQuHFjNG7cGKWlpeDxeCJCDsP3bsn9KxAKhTVCzZh/S0pKIjc3FxkZGTU8Yg4cOICVK1eKnIuZfDZs2ICTJ0+ibdu2SEhIYCeMpk2bwtjYGPn5+WjRogU0NTXx9etX8Hg81l5UVBTs7e1RVlYGY2Nj9O3bF3JyciAiCAQCVlxgRBcxMTG4ublh1qxZtbav6nbqVfu1ISJY1fJ1bdVe1w5cYWFhuHLlCrKzs8Hn81FUVITs7Gx07NgRAoEAjRs3xrFjx7Bu3ToIhUIYGRlBVlYWampqyMjIQJs2beDo6Ijdu3cjNzcXampq2LVrFzuebW1tsWPHDjg4OMDS0hL+/v6wtbWFsrIy+Hw+goOD0bp1a9jY2KBFixbfPb5atWqFxMREdkevqjDblicmJqJp06bf3Y8NLfdPleVs/rts/q/Vl7P531mWs/nvsvm/Vl/O5n9nWc7m/55NIkJmZiaUlZV/2y7IP0Jta8Cf3WU2LS0NKioqNX6voqLC5uWsjT179mDatGlQV1dHo0aNIC4ujqNHj6JLly4/ZJ8Tczh+Gmtra6xatQrPnz/HhQsXYGBgACMjI1y6dAne3t4wMDCAiYkJ3r9/j0GDBkEgELAijaKiIkJDQ1mhwdfXF82bN4eMjAx4PB4bxmNkZAQvLy8QEevFA4AVKkxNTQH8J9xm0qRJ0NHRqXU76d8h5NTmiQLUFDUyMjIQGxsLQ0NDNG3aFBoaGkhNTUVZWRlkZGTY+kpLS7OeOOnp6bh8+TLOnTuH2bNnY8KECbh69SqePn0qIsC0bt0akZGRKC4uRosWLWBmZoaAgADcuHEDrVq1Qnp6OoKDg5GdnY1x48ZBTEwMVlZWcHR0REZGBkpLSzF48OAafSQmJlYj0XJtIWcN7desrCxcvHgRs2fPZifZ2nItFRcXIzIyEsHBwZg4cSL7ez6fj3Xr1kFbWxu2trZwc3ODk5MTTExMoK2tjYyMDKxbtw7t27fHrFmz8OLFC/Tq1QtA5fjLzMxEVlYWq4THxcXB0dERnz59gq6uLj58+IDevXvD3d0dq1evRlBQEEaNGoXOnTsDAI4ePcoKbS4uLj/UdnFxcairq9d7TNOmTX/4wfoz5f6pspzNf5fNnynL2fx32fyZspzNf5fNnynL2fx32fyZspzN/y2bCgoKDTrfP83q1auxZs2aeo95//49gNrXQN9yHtizZw/evn2LmzdvQktLC76+vpg1axZatmyJPn36fHc9OTGH46exsrLC58+fcfHiRVhaWmL8+PGoqKjAzp07ce3aNbRq1Qrr1q1DXFwcJCUl0aRJE6SmpkIoFKJZs2bw8vJC3759oaioiIkTJ6Jp06YQCoU4cOAAu9uRvLw8xo0bB6BSQRUIBJCQkMCMGTPYfC/Af0SG/v37/5a2MnlfviXaCAQCZGZm4t27d0hJSYGxsTFOnz6NgIAAqKmpYejQoZg+fTr09PQQEhKC4uJiyMjIsDd9+/bt4e/vj6lTp6KsrAxt27aFgYEBrly5ggkTJmDcuHG4cuUKgoODYW9vD6DSe+n8+fPIycmBtrY2LC0tUV5eDg8PD1hZWWHevHlQVFSEkpIS3r17V6NtK1asqHMCr01caUjf1ZaLSEFBgb2GjHAUEhKCoKAgWFtbQ09PDx8+fMDixYuhpaWF1q1bi4Qxff36Fbm5uTh27BhkZGTg4+ODpKQkAJXbpjMioq2tLXx9ffH06VOMHDkSQKVqnpSUhIyMDKSkpODhw4dITU2Fvr4+TExMEBwczIayTZgwAf3794eSkpLI9a7uPlmbgMjBwcHBwcHBwcHB8b/BnDlz2LVnXWhrayM4OBjp6ek1/paZmcnm26xOaWkpli1bBh8fHwwaVJlqwczMDJ8+fcL27ds5MYfj76V169ZQV1evsZ2alJQU7ty5AwUFBQQFBSE7OxvFxcVo164dJCQk2EWvk5MTxo8fL7ItNQBWyGGoukhmxBRHR8ff1i5GMKpKbXlfCgsL8ezZM3z8+BHdunVDr169cOnSJZw9exaqqqpwcHCAuro6Nm/eDEVFRdy+fRvHjh1Du3btYGhoiOfPn6OwsBAtWrRgz9mjRw+sWbMGeXl50NLSgpaWFjp06AA7OzsAQMeOHVFQUIADBw6wHiVt2rSBgYEB5OXl2fPY2tqyqnF1GG8iJiFxQ5X4qhARK7RUF39qy0WUmJgICQkJlJaWIisrC8rKyjh69CjOnj0LDQ0NnDlzBps3b2Zz4axatYrNL8SIQ1FRUbCzs0NycjJ0dXVhYWGB+Ph4AJWi2MePHzFo0CBMmTIFt2/fxocPH1gxR1FREbm5uSgvL0d6ejrCw8NhYWGB6dOno1GjRiKeNmJiYuw1qk9t54QcDg4ODg4ODg4Ojv9dlJWVRTbLqQsbGxvk5+fj3bt3bF5RZtdmW1vbWsvweDzweLwaawZmffwjcGIOxy9BVlYWz549Q8+ePdnF/IEDB7Bx40YAwKxZs6Curg5paWksXbpUpKy4uDi75TcTylPbgvh3LZKr2q3qgcKINszCvbi4GNHR0bh58ybatm2LMWPGQEJCAufOncPVq1fRoUMHnD17Funp6ejSpQuOHTuGQYMGsZ4z9+/fx7Jly1g3xPfv38PNzQ2lpaXIy8sTaWPv3r3x7t07uLq6wsXFBV++fEFERAScnZ3ZuvXt2xcqKiqsV4usrCxWrVpVaxsFAgHbx9V35/oZGEFITEwM4uLi8PX1BRGxmdkZcnJyEBkZCRMTE8jJycHV1RVKSkr4/PkzNm7ciLVr16Jx48ZwcHDAtWvXsHbtWnTr1g2LFi3CnTt34ODggMGDB7P9xLQHqMwl9PTpU3z+/Bm6urrg8Xh49uwZAMDExAQXL17EihUrYG1tjaioKDRr1ozd4r1z586wtLRkd+IaMGBArW38O0L1qiMpKYlVq1b9cCxvQ8v9U2U5m/8umz9TlrP577L5M2U5m/8umz9TlrP577L5M2U5m/8um/8WDA0NMWDAAEybNg2HDlVutjB9+nQMHjxYxHvfwMAAmzZtwogRI9C0aVN0794dixYtgrS0NLS0tPDixQucOnUKO3fu/CH7YlQ1EQYHRwOZPXs2+vfvj6FDh37X8X9nEmIASEpKQlBQELS0tGBiYgIej1fDE6hq3TIyMnD16lWoqqpi1KhRePfuHdatWwd5eXmoqamhuLgYSkpK8PLygouLCzZs2AADAwM8ePAAa9euha+vL1xcXDB//nx2O/EJEyZgx44dMDAwwK5duxATE4O9e/di0qRJGDduXK2hYcePH8etW7dgYmICS0tL9OrVC/Ly8igpKcH58+fx8eNHbN26FbKysmzdgd8jNggEAgCod0eqAwcOIDAwEAYGBrCxsYGNjQ2WLFmC58+fo0WLFujTpw/c3d0xb948REZG4sKFC2jWrBnmzZuHVq1awcnJCTt37sTo0aPRqVMnPHv2DM+ePcPQoUPx9OlTNGrUCAsWLKghsJw5cwYnT56Eubk5oqKi0LhxY+zduxclJSXw8fHBwoULv7uNdeXs4eDg4ODg4ODg4ODgqEpOTg7mzp2LmzdvAgCGDh2Kffv2iUSZiImJ4fjx43B1dQVQmTh56dKlePjwIXJycqClpYXp06dj/vz5P7QG4TxzOH4J3t7eAGqKNEyOmeoL5N+9UA4ICMCff/6J1NRUREREQEFBAbq6uuyivqqQk5aWhnPnzqG0tBS3bt1C3759oa6ujhcvXkAgEEBKSgrdunUDEcHQ0BArVqxATEwMHBwcsHDhQkRHR8PAwAB8Ph/9+/fH5MmTISEhASkpKTaBc7NmzRAXF4fc3FxERkbi6dOnKC4uBp/Ph5ycHHJycmoN65o0aRImTZpUo31fv37Fy5cvMWnSJFbIAX5Nv1YPv2KoXjciwps3b3Dr1i2kpKTA3d0dsbGxuHbtGqytrdGvXz9cunQJCgoKePv2Ld68eYPly5ejVatWsLGxQVpaGjvJtW/fHo8fP8bMmTPRqFEjREZGolOnTpCXl4evry+WLVuGT58+ITAwsNY6Ozo6QlZWFhkZGZg8eTLatm3L5tSpLuTUtsNYXW3k4ODg4ODg4ODg4OCoC0VFRZw5c6beY6r7z6ipqeH48eM/bZsTczh+Gd+bY+ZXw8QWVt3aW1paGt27d0eLFi3w5MkTODg4oFu3bsjPz8eECROQmpoKc3Nz7Ny5E0VFRfD09MT169cxePBgODo6wtnZGRcvXoSPjw+bnKpFixawtrZGeXk5u1OWmJgY5OTk4OfnBxsbG2RnZ0NTUxMlJSWsgFNaWgppaWns3LkTixYtAgBMnToVKioqEAqF2LZtG6SkpOptX9VQJqAySdaJEyd+S3/WFn6Vm5uLa9eusaF0U6ZMwdevX+Ht7Q1LS0tYWVlBV1cXjo6OkJaWxtixY2FkZIRPnz7By8sLd+7cQaNGjdC+fXtYWVkhOTmZTVIMVOYAOnjwIJo2bYqOHTtiz549UFdXx507d2BnZwcpKSmoq6sjIiKi1jqKi4tjxIgRtban+rjkctpwcHBwcHBwcHBwcPyvw4k5HL+MXyna1BaGVZfHSNXFOfNvIyMjGBkZAajcNi4+Ph5CoRDe3t6YPHkyjI2NcfLkSaxatQpr1qyBnJwc7OzsoKSkBFtbW+jr60MgEEBHRwcFBQUoKyuDmpoa3r59y4ZDCYVC5OTkYObMmThy5AhevHgBPz8/ODs7Q0ZGBrq6ulBUVBTZYashu2z9rPhQ1TvqW+dKT09HSEgILl++DDU1Nbi5uUFVVRV3797FzZs34eDggPfv32PJkiUYP348vn79ijlz5sDY2BgKCgpQVVVFUVERQkNDYWRkBF1dXZiZmeHVq1cidpo3b856LQGV8aafP39GWVkZHBwcUFhYCG9vb+jq6sLDwwNAZT6b2nLaVG1n1a3NGThvGw4ODg4ODg4ODg6OfxucmMPxXwWzIBcXF0d0dDS8vLxw4cIFALWLGhkZGXjy5Ak+fvyIyMhI3Lhxg/0b45EhKyuL7Oxs8Hg8nDhxArGxsSgoKEBQUBC6du0KoHJrudjYWCgpKUFFRQXJyckQCoVQUlKCjIwMEhMTYWpqir1796JZs2b48uULunXrBlVVVTg5OUFeXh6vXr3C8OHDMWzYMADAzJkza21j1SzlvzOpc9WQtu8RNKKjo7Fq1SpkZ2fDwcEBiYmJmDZtGq5evYrnz59j2rRpGDx4MCwsLDBlyhSsXLkSI0aMwJEjR9CoUSPk5eXh8uXLkJaWRllZGQCgU6dOEAgEuHXrFrS1tREQEAAxMTFMnDgRJSUlSExMhIaGBho1aoTTp0+zLoh1hZfVl2uJy3PDwcHBwcHBwcHBwfF/BU7M4fjbYRbktYUPVV2Qt23bFufPn2fLhYWFYceOHQgPD8e0adPg7OyM+Ph4LFq0CKtXr4anp6eIHeacysrKSE9PR0xMDIyMjKCsrAwPDw9oamqy23EbGhri3bt36NixI9TV1ZGQkIDi4mLIy8tDTEwMISEh0NDQYJMnt2nTBsOGDWO3AR82bBgr4lSltp2QfpWAwyTrrXq+2jxTwsPDcfXqVeTk5KBv376wt7evVRRp2bIllJSUIC0tjSlTpqCkpAQjR45EaGgoUlNTYWJigoqKChgbG6OoqAjl5eXszmTFxcXQ0dFBXFwcTExM8OjRI4SGhsLFxQVXrlzB5s2bERMTA1VVVUybNg0AEBISwubMISKMGjWqRt9V98TixJp/jtrGMgfHj/J3J7/n4ODg4ODg+Hm45/d/J9ybOcffAp/Px6lTp2BtbY1du3YBqBQ1JCQkRBaI4eHhCAwMxJIlS/D69WvY2tri06dPAIDdu3ejXbt2OHfuHI4cOYJr165BU1MT2tra0NfXh6qqao3kUkBlgqnS0lKIiYlBR0cHysrKMDExQdOmTREcHAygUsy5f/8+AEBLSwtiYmLg8/lo2rQpli5diqFDh0JOTg4VFRVwcHDA4sWLRbabAyrFlapeN0wbf5bq52So2nd8Ph/R0dEQExNDeXk5Lly4gH379oHH48HT0xNCoRBWVlZo27YtgNpFERkZGaioqMDCwgIlJSWQkZFB06ZNIRAI0LJlS9y9e5dNKsx44rx58wY7d+7EunXr0LVrVzRp0gTjxo2Dvr4+KioqICEhAX19fRw/fhwvXrzApUuX0LdvXwCokeG9+rVjxse/8cFR1zX93WWZPv7RTQwrKirYsVZQUPDd5Zgd0P5OfqZ/qvJ3bfTI1JfxZvs7+Jm2MfX90X7+GZsNHUfl5eUoKipqUNlfdf3/7g1DExMTf+j4f+K6/Irxx+fzf6gcU9dfNT/8r9CQvs7MzGxw2R+l+vX4EZsNrd/PtOvvvp+r9s+PPHt/NT/S7l9xj/1oPzPHp6am/rTtH7X5o/wT7yi/asz/G9/H/w1wYg7HL6HqQ6a6qEFEaNSoEQ4ePIhDhw5hwYIFAIBXr17By8sLzs7OrGAzbdo0rF27Fi1btoSdnR0UFBQQHh6O4uJi5Obmok+fPtDW1sbkyZMRGRmJpKQkdOvWDcnJyayt6qirq6O4uBg8Hg8uLi4ICQlBnz59YGpqitWrV7PbhjMeIwMHDsTGjRuhrKwMMTEx6OnpQUJCAlpaWlBWVkZpaSkbDlaV6sLUjyAQCHD58mVMmjQJ9vb2mDBhAtsnTGJnhvT0dBARdu7ciXPnzmHAgAF48+YNLC0tQUSQlJREUVER4uPjUVpaig8fPmDAgAEYMmQI9PT06q2HiooK/Pz8UFJSAqByS/fi4mLMmzcP/v7+mDp1Knr16oXx48ejTZs2iIuLQ3x8PNTV1bF582a0atUKALB48WLs3LlTRPASCoW1Cl4M/1ceEgKBAOLi4khLS4O3tzdOnDjBXutvwXgqAYCvry97nb7HJgAUFhay5/le8vPzsWfPHsTGxmLBggU4dOjQd5eVkJAAn8/HlStXvrtM1fpmZmYiLS3tu19iiQjPnz9HUVERzpw5w84130P1cfkj45EpGx8fj8+fP393OWYs5OTkYN26dYiLi/thmzExMezi63uo+mXN398f+fn5P1zfwsJCrF27FllZWd89lhibkydPZoXz70VCQgIlJSXYtGnTd5fJycnB1q1b4eHhgZMnT4LH4/3QSzRT37Vr1/5QfZn+CA4ORllZ2XePo+rCSEMWTxcvXsTWrVuRk5Pz3WWZ+j1//vy7yzAw4bsXL1787jKMR2liYiJCQkLq3KGwrrLi4uJITEyEm5sbcnJyvvuaSkhIoKKiAtu2bfuhcVD13k5MTPyhBXVDF23MWCgvL29QeQC4c+cO/Pz8fvi5GhISggkTJqC4uLhBz+TXr18jOjr6u49nnmfMpgo/cr+IiYkhJSUFYWFh+PLly3eVY/IHAkBpaekPCySMzffv3wP4/vu0+lj4XjGS6Z+1a9fi3LlzPyT6M+MoIyMDxcXF3z2eqr4vZGZmoqSkpNYPbrVR1YP3w4cPiI6O/u756O3bt1i/fj1yc3N/SIRnxoKfnx8mTpwoImh/6x5k/l5YWIiKiooftpmRkYHY2Fh2DfItqvZPWFgYQkNDv9vmz7yjMMdev34d9+7dw9OnT7/bppiYGPz9/bFp0yYEBgZ+93snx98HF2bF8UswNjbG3bt3YWpqKpKfpbCwEPLy8vj06RMiIiIwduxYzJw5E4MHD8bz589hbGwMCwsLnDlzBtLS0hgyZAgCAwPZpLeWlpYICwuDra0t2rVrxz5k2rZti+DgYCgoKEBFRaXWRRAzeamoqEBSUhIZGRno3bs3tm7divDwcDbkCqj0EtHV1a23jYqKitixY8dP9VN8fDy0tLRq/P7169c4c+YMBg4cCAsLCwBAREQETE1NcerUKTZ/TEREBKZPn44XL15g06ZNmDRpEvbu3QtdXV1oaGggMjKS9VIKDg6GpKQkZsyYgUOHDqGiogKKioqYN28e2rRpg/j4eCgpKUFOTo7NL9SmTRucOXMG69evR1paGnR1dWFgYAAVFRUsWLAA/v7+cHBwYHMNOTo6wtHRsda2Mi/ezHXgQnQqkZCQABHB2dkZffv2RWBgIO7cuYNz586hcePG9ZZl+nLjxo14+PAh7t69+017QqEQEhISKCwsZHdlGzx4MOzs7Gp4l9WGgoIC1NXVYWhoCH19fQQFBQGofBlt1Kj2RwgjGBARPn78iA0bNqBz585o3br1N19AmPpmZWWhW7du6Ny5MzIzM7Fq1SpYWVnVW1ZMTAzx8fHw9PREYWEhm2/rW1QVyZYtW4aEhAQMGjQIHTt2/Oa8wJR99+4d3N3d0bZtW6Snp2Pv3r1sEva6YOZKe3t7jB07Ftra2uw56+sn5n719/fHkiVL4O3tjRYtWnxXW5nzbtq0CZ8+ffphcQ4AhgwZgn79+rHzJ8P3uGBraWl9t0dH1RffwsJC+Pr6Yu7cuZCVlf1m2J+ioiLGjRuH0tJSLF68GOHh4bC1tUWPHj3Y8NrvsS0vL4+QkBAMGDAAFRUVrHdifWWeP3+ODRs2YO/evTAwMGD/Xlf/EBHbt1OnTkWzZs1gaGiIAQMGoHXr1t+sq7i4OD59+oSlS5fi7t27UFRURGpqKmRkZKCgoFBvWR6PBz6fjwULFuDYsWPo0KHDd4dUCoVCpKWl4dChQxg9ejTExcXrHQPMvZ2bm4sJEybAzs4OoaGhcHBwgIuLyzftSUhIQCAQYNSoUXB1dYWioiL4fH69dWXaQkQoLCzE7du30bt3b3Ts2JFdqNRXX3Fxcbx+/Rpz587FkCFDcO3aNdy/f5/9cFEfTL22bdsGaWlpaGlpoU+fPpCWlq6zDDMWiouLMWzYMFhYWEBBQQFz585lw7rrK8vMR+Hh4eDxeLCxsal3rgZEd3w0MTGBnp4evn79ivbt27Pn/Z6FY0VFBS5duoTx48ezXsD11ZUJtxcXF0ejRo2QnZ2Ndu3agcfj1fssrPpM69WrFzp16oSUlBSMGTOG/ShXF8w1cXNzQ1JSErS1tdG7d28MHz78m/Vl+vbcuXN4+fIlbty4wdblW1S1KxQKoaysDEdHRxgbG3+z7IULF3D37l08fvwYUlJSyMrKgpSUFOTk5Oqtr4SEBKKiojBkyBD06NEDkpKScHd3R7t27eosx7SntLQU/fr1Q8+ePXHmzBk8fvz4mx8Dq7Zz0aJFiIuLg5qaGogIW7duhYyMTJ11ZcZoSUkJZs+eDVNTUxgYGNS5S2lVJCQkkJGRARcXF+zbtw8aGhpIS0uDiopKvXMScz2fPXuGxYsXo1u3bmjVqhUWLlxYrz2mj8rLy9GvXz+oqqrCxMQEHTt2xPjx47+rf9zd3fH+/XtoaWlBRUUFe/furbfcz7yjMPfY06dP4e7ujrFjxyIrKwsfPnzA4sWL6yzHzAtJSUlwc3ODpaUlFi5cCEdHR/Tr1w+ampr12uX4++BWVxy/BDMzM/aL9JUrVzBr1ixYWlpi8ODBePv2LZSUlGBlZYXOnTtjwYIFuHPnDt6+fQtxcXHcvn0bPj4+CA8PZx/kDB07dkRQUBA0NTXRqFEjXLt2DUDlhBgUFIR27dpBVlaWXWDWNmG3bt0aW7ZsQe/evQEALVq0QLdu3WosRH51SAgRiXiiFBcXo3379rV+KVi2bBkmTZqEGTNmwMrKClZWVhg7diwkJCSwbds2PHv2DABw//59jB49GgBgYWEBPT09diJv3bo1GzampKQEcXFxhIWFYe3atTh27Bg2btyIhIQEPH36FF+/fsX27dsRFhYmUg8FBQV07twZWlpaGDt2LDZs2AAVFRUAQPv27TF9+nQMGDAAsrKyIv3G5Lepyr81RKqhVP0qdurUKfTq1QuzZs1CQEAA3N3d0bhxY8TGxn7zPK9evcKFCxdw7949yMjI4MaNG3jy5AnS09NrPZ55Adi/fz+GDx+O6dOnIzIyElevXmW/LtYFM1aNjIwwY8YMFBUVYc+ePQBQ7+KAue5EBFNTUwwbNgxFRUXfNR6Y+u7btw9Tp07FsWPHMGLECMydOxdXr16tsxxz/06aNAm2traQlJREbm7ud33JZOp1//59hISEoG/fvvDz88OVK1fg7+9fb1kiQllZGTZs2IDjx4/D1dUVWVlZ0NHRqbNMYmIicnNzAQA3b96ElpYWFixYgKdPn2LOnDkYMmRIne7izEt6YWEh5s6di9WrV8PIyAgJCQnsPPEt/Pz8cPXqVVy4cAHNmjXD69evcevWre8q6+PjAx0dHSxbtgwfPnyAh4cH5syZA6D+L4XPnj3Dx48f0aRJE1y/fh0ZGRnftMWMhZiYGEhLS4PP57NzXH0LeOard+vWrWFmZgYfHx9oaWnB19cXDx48QEVFxTe/Mn/69AnJyckoLy9HREQE+Hx+vUIOU6fs7GzMmDEDGzduhIGBAaKiotjd/OpL3g4AZ8+eRXZ2NkxMTBAXF4d9+/ax7a2Nqm149+4dBg4cCDU1NWzduhUuLi7o0aMHYmJi6i0rFAohLS0NKysrdg75XuG9qKgIrVq1QnFxMVvPqvd+dZjzLliwAG5ubnBwcEB0dDS6dOkCoVCI0tLSb7bz5s2b6Ny5M2bNmoVHjx5h+PDhmDJlSp11ZGzGxsZCIBCgd+/e7NirvjNmbWVzc3OxePFiHDlyBLq6uuyujd/6is/U+ebNmzh//jzS09Px4sUL7Nq1CykpKXWWYeqzefNmmJqaol+/figsLMSCBQvqvJYMYmJi7HzXunVrxMTEQCAQ1DtXA2DFo/Xr18Pb2xuJiYmsN2V2dna970ZVwy6bNGkCbW1tEU/MukJ7mXa+evUKeXl5KC8vZz3gvvVRg7mmx44dg4uLC06ePIk1a9bg0qVLWLFiRb1lAeDFixfIyMjAli1bYGdnhytXrmDfvn31lqman9DBwQGmpqYAfmy3zFu3biEuLg5jx45F8+bNsX79ejx+/LjeMkKhEA8fPoSTkxPS09Oxdu1aODk5YeXKlXV6VTLjiM/n49ixY1i4cCHmz58PDQ0NrFy5ssbuotXbCQCzZ8+Gs7Mz5s+fj4qKih8Ka7x37x5CQ0Nx+fJlBAUFQU9PDzIyMsjLy6vTZuPGjdGxY0ds3LgRnp6e0NDQwL1797B9+/Z6+4YhMjIS9vb26NChA/bu3YuRI0dCX18f8fHxtd7jjJBbUFCAI0eOwMPDA/b29khISMC8efPq9SZixsHFixfh6uqKa9euoUOHDggICIC3t/c3vYr8/f2RmZmJFy9e4M8//0R5eTlGjRpV7zPxZ95RGG/Gp0+f4tSpU9i+fTtmzpyJ2NhYLF68uM7rIiEhAR6PhwULFmDevHk4cuQIVq5cCT8/P1y8eBEhISH12uX4++DEHI5fgpmZGT58+ACg0o0vOjoaAQEBGD9+PFavXg0NDQ3MmDGDDQdQV1fHy5cvkZqait69e+PBgwcYPnw4dHR0kJCQwJ63Q4cOiIyMhJiYGMaOHYvw8HD0798fnp6ebPLdHj16wM3NDcD3ux3W9qL5M1tYC4XCWl0gmdArIoKsrCw0NDRqvJAVFRWhrKwMZmZmIr9n3H/Xr1+P27dvIy8vD5GRkezfW7ZsKfIwZx4mTH0iIyORkZGBlJQU7N27F8ePH4eMjAx69+6NwsJClJWVsV9omIeTmpoaiouLoaurixEjRkBdXb1GO+sKL+OEm7pJTk7GoUOHWFdwPT09ZGVlYdSoUZg/fz66deuG2NhYHDp0qNYHa9Wxpaqqih49esDLywsLFy7Ehg0bcP78eYSHh9dpf+PGjdixYwfGjRuHAQMGYMyYMeDz+bh27RoePHhQaxnGsyohIQHu7u7YsmUL3r59i9OnT2PGjBkAgIULF+L27du1lr9//z4sLS3h7OyMc+fOYeTIkbh06RJ27tyJ58+f1+vyffjwYfj6+kJRURHi4uKYMmUKVq9ejc2bN2PLli219g/j8TRmzBi4ublh37592LhxI/bv3w+gUmS+efNmnTb9/Pwwe/ZseHp6YuLEiXB1dUVFRQXu3r2Lmzdv1hj3TLvFxcVRUlICU1NTvHnzBl5eXjh79iykpKTw119/ISIiQqRcQUEBrly5gkaNGqG0tBTW1tb4/PkzOnTogBs3bsDc3BwWFhZ48+ZNjTq+ePGCnQMyMjLQtGlTZGVlYdu2bZgyZQp27NjB5iSrTvW4d2VlZRw8eBCenp5YsWIF/vrrrzqvJUNpaSn09fVx7949ODg44NChQ9DR0UF4eHi9fVtQUIC7d+9i0aJFiI+Px7Fjx+Ds7IyFCxdi8ODBInN+dd68eYNhw4Zhy5YtiI+Px+zZs7Fv3z4cPXq0zvCnRo0aobi4GK6ursjIyIC0tDTc3NzQsWNH3L17F1FRUXWGDRARhEIhDh06BE9PT4SGhuLkyZPo168f1q5dC1dXV0RFRYmUqXp/FhYWQl1dHdLS0li+fDkWLlyIgQMH4tixY/X27blz53Du3DnWxtChQ6GoqIgTJ07g3r17tZZh5txPnz5h5MiRePPmDbp06QJZWVkcPnwYQ4cOrVM4EBMTQ0lJCUaNGoXNmzcjPj4eO3bswJ07dxAeHl5D6K9OeHg4xo0bhx07dkBcXBx79uzBrVu3EBkZiZCQEJHnQXR0NAIDA1lRwMTEBM2bN8cff/yBNWvWQEdHB2/evIGvr2+t14Q5V2FhIczMzPD06VP0798ft2/fxsSJE5GSklKn0EtECAgIwNChQ7Fo0SJcv34dDg4O2L59O9zc3HDixAk2/JTh9evX7HNaWloaY8aMQVFREXbu3IkjR45AQkIC58+frzdEQkxMDC9fvsTt27dx6tQprFu3DoMGDUJFRQW8vb3ZZ3Vt7WQ2enBzc0OfPn0wc+ZM6OnpYfHixfD19a3vsmDdunXo1asX3r17h+vXr2Py5Mnw8fHB3r17kZ2dLXJs1XGbnZ2NnJwcdt7fsGED5s2bh8GDB2P58uV1ztdVw4AcHByQnZ2NJ0+e4NGjR3j37h0+ffpUp2dEbm4udu7cCXd3d+Tl5WHTpk2YMGECduzYAQ8PjzrFPaByPr969SqKi4tRVlYGW1tbHD58GMHBwZgwYUKdYu2nT5+watUqWFpawsjICIMHD8bUqVMRFBQEDw+PeoWrtWvXYsiQIZgxYwaOHz+OyZMn48aNG7hy5co3F7YvX75k571evXph4sSJGDRoEI4dO4YDBw7UWqa0tBRFRUUYO3Ys7ty5g3HjxqFly5bw8PAAj8er85owfb106VK8f/8elpaW0NfXZ72Bt2zZUiP0OSoqChEREWxZfX19WFlZwcHBAVu3boWRkRHu3buH169f12qTGUtpaWlo2rQpRowYgU2bNqFNmzaYO3cugEphs3pYW05ODubMmYPt27fD29sbQOWHyhEjRsDFxQWpqak4f/58rakNmLHn7+8Pa2tr+Pn5Yfjw4SgqKoKPjw9Gjx5dp/cy817u4eEBCQkJjBo1Cj179sTMmTOhoKCA6dOn15jnq3Lu3Dm4ublBSkoKsrKyGDx4MLp3746YmBhs27atzmuTlJSETZs2obS0FFlZWWjZsiX27NkDExMT9OrVC4mJiXWO3R99RwH+89y/dOkSLl68yH50t7Kywpw5c1BaWlrnOwNQOS8kJiZiz549KCsrQ48ePbBkyRKEh4fj0qVLPxSaxvEbIQ6OX4CPjw/17NmTiIi2bdtGEydOJCKi4OBgGjhwIJWVlVFoaCi1bduWiIjCwsLI1NRU5Bxfv36liooKat68OZWXl7O/19XVpfz8fCIiioqKIl9fX8rMzPwbWlUTgUBAAoHgm8eVlJTQy5cvacOGDeTt7c3Wt2/fvnT58mX2XESVbZo0aRLdu3ePiIgePXpEPXr0IH19fbp48SIREf3xxx+0ePFi2rNnDx09epSIiPbt20cuLi6szRcvXpCjoyPNnz+fpk+fTg4ODnTixAn6+PEjjRs3jrZs2UJv3rwhIqL4+HhasmRJjXqXlZXRkSNH6O3btyQUChvaTRzVeP36Nbm7u9PmzZspICCAysvLqX///uz9UFJSQj169KDNmzfXeY7CwkK6cOECJSQk0L59+8jV1ZXevn1LRESenp60cuXKOsuWl5dTt27dqGPHjuy4i4uLozVr1tCHDx/qLJednU3Dhw+n7du3s7+rqKigIUOG0JAhQ2jQoEEix1e/N9LT0ykpKYk2bNhALVq0IG9vb3J1daUDBw7UaZOIKCEhgZYsWULTpk1j+4uI6OPHj/TixYs6yx05coTc3d3Zn8PDw2ngwIE0e/ZsatOmDb1//17k+KpjnMfjkY2NDRkZGRGPx2PrsXLlSjpx4kQNWyNHjiQTExNKSUkhIqK9e/eSnp4ee2xkZCQZGBhQYGBgjbLFxcWUkJBAq1evpsjISEpNTaVLly6xfx80aBCdPHlSpIxAIKDjx49TRUUFhYeHU15eHh07dox0dXVp3759FBUVRXfv3q31vmYoKyujy5cv09evX8nb25tsbW3pyZMnVFRUROvXr6cjR47UWTYsLIwcHBwoLS2NXr16RYcPH6aioiIiIhozZgz5+PiIHM/n84mIKD8/n/h8PpWWlrJ/c3Nzo8uXL9PTp0/ZOa56W6ueJyMjgzIzM+nAgQNkampKnp6e5OXlRevXr6+zXEVFBQ0YMIByc3NFjvH29qbOnTtTXFxcrfVl/l9YWMiec9KkSeTq6kpPnz6lVatWUUVFRa19dOrUKeLxeOTp6UkdOnSgw4cPU1lZGT148IDWrVtXY06t+vPbt29JX1+fpk6dyv7uy5cvtG3bNvaZURuPHj0iZ2dnunXrFvH5fEpPTyciosDAQNLT06PQ0NA6+4iI6PHjx+Tj40Pbtm2jRo0aUa9evWjy5MlkZWVFJSUldZZNS0uj169f0+3bt2nJkiWkrKxMQ4YMoQkTJpCjo6NImSVLltDMmTPp1atXJBQK6dq1ayQvL0+zZs0iosoxYmpqSteuXauzne/fv6f27dtTbGwshYSE0P3799n69O/fn27dulVrXav//9q1a9S2bVs6dOgQbd++nQ4fPixSLisri5YuXUoLFy5k54sRI0ZQ06ZN6cuXL2zfmpubU2xsbK11Za7rhQsXqHnz5rRixQqRdixfvryG3arlfHx8qGvXrrR27Vp2PKalpdG+ffvoyZMntZapWv+YmBhKSEigfv36Uf/+/WnVqlU0fPhwCg4OrrXc58+fKSIigv05ISGBBg8eTL6+vhQVFSXyt9rKCwQCevToEd25c4euX79OKioqNHfuXLKzs6MJEybQ169f2WOZ9jBjq7S0lIRCIeXm5tKAAQNo7dq1dO3aNVq1alVtXSti88SJEzRu3Di6f/8+e5/n5uayz8Wqx1a1v2jRIurVqxd9/vyZiCrnfn9/f/bdqi7y8vIoMTGR/P39acSIEdS2bVvat28f9enThx4/flxvH0VERNCQIUNo3LhxlJOTQ0SVc8y1a9do7969tdpbuXIlrV27lj58+EDJycmUkZFBREQ3b96kjh07UkFBQZ32iIiCgoJo5MiR5OHhwR6bl5dHV69epZCQEJH+2bt3Lw0ZMoSePXtGRETr168nfX198vb2Zo+ztbWtMc8z5YmIYmJiyMnJifz8/MjIyIh0dHTYY9zd3WncuHE1yvbo0YM8PT3p+PHjNHv2bLp9+zb7t/Lycrp06RItWbJEZE1QlYiICNLX16fTp0+TUCiktLQ0Iqp8d7GwsKBHjx7V20fHjh0jW1tbkWd8XFwc/fnnn5SUlFSrTYa9e/dSu3bt6NWrV0RUObYePHhQ4z2DGfMMz549o7Fjx9LBgwcpPj6e/f2dO3dq2GjoO0pt65Tr169T9+7dRa5hfHy8yDiqaq+4uJiIKseMh4cHDRgwgL2Xc3JyRO5rjn8WTszh+CXExcVRmzZtiIjoxo0b5OrqSkSVi4eePXtSdHQ0ERFpaGiwk9CUKVNo5syZ5OrqSp06daIdO3YQEdGsWbPYF9Kq1Ccu/A7hgRFu6hJvhEIhVVRUUExMDF28eJGWL19O4eHhRFQ5Kc+cOZN2795Nnp6etHPnTiIiWrx4MbvYYvohPT2d5s2bR5s2bSIiopSUFEpLS6MDBw7Q9OnTiYjo3bt31KVLF+rRowclJiYSEdHLly9JS0tLpE7+/v60ePFievjwIWVnZ//aDuH4KYKCgmjlypX0xx9/kL+/PxUVFdG0adPI2tqaHBwcaO7cueyxzHiuOq4/ffpEHTp0oL1797Ivg0SVL/7m5uasqED0nwd5aGgovXr1in0JXLhwIRkaGlJkZCQRVd6f1alqs7y8nPr06UMWFhaUlZUlctyXL1/YBTqfz2dfWCIiImjx4sW0ePFikZeTuXPn1npfV63v8+fP6datW3T9+nUiqhSGp0+fTo8fP67x4lq9fFpaGnXt2pW6d+9OoaGhIovyFy9esItaxhbz9/LycoqKimLbvXDhQtLT02MXboxgURvr1q0jTU1N9npOnTqVFi1aRFOnTiUrKyv2BYs5N3PPBwcH08qVK2nx4sW0YsUKEfF0xIgRNGXKFBE7Va/Js2fPyMHBgS5cuECFhYXsNUhLSyM7Ozs6e/ZsnfV98uQJTZs2jfbt2ycyXq5du0YWFhaUkJBQZ9nk5GTavn07jRs3jp4/f87+fvTo0SKLd6L/9HFBQQENGTKE5s6dS/PmzSN/f38iIlq6dCn98ccfImWqiynBwcE0ffp02r17Nyv4lJaW0uTJk0XGf/X+IaoUtlNTU8nV1ZUuXLhQY5zv27dPpA1Vy48dO5ZWrFhBo0aNYsVvHx+fesVSIqLU1FSaOnUqubu7sx8fiCrvQQsLC7px40at7c3NzaXU1FTi8/lUUFBAvXv3Fln0fOvDRVJSEp07d47mzp1L3t7elJeXRxkZGWRkZMQKhMz1qNrOY8eO0ePHj9mFCBGRl5cX+wxjxKzq9S0pKaHdu3fTvXv32GPLysrI1dW1zgUXj8ejLVu20JQpU+j27dtUWFhIZ86coZ49e5KHhwf16dOHVq9eXW87iYgOHDhAdnZ27PzAjC9GFKpe1+DgYBozZgzNmTOH1qxZI9LOqsJGdT5+/Eg7d+4kDw8P+vDhAxUWFpKNjQ25uLjQ9u3bqWPHjqzAVrVPq45hps/Dw8PJyMiIli9fzh4XHR0t8l5R9cNOQkICZWRkUEpKCg0aNIiWLVtGeXl5RFT7fM2wZ88e2rJlC23fvp3CwsKIqHLcMu9VdbFp0yYaMmQITZ8+nXr16sXOs3PnzqWHDx/WW5aI6NatW3T58mWKiopi+8PNzY1OnTpFAoGAnZ+EQqHIvDB8+HBat24deXp6su+H8+bNq3P+Yso+fPiQDhw4QFu3bqXS0lK6f/8+TZgwgU6dOlXr4rvquPX19aWAgAASCAT0119/Ue/evWttY3UB8MGDB7R3715asWIF+xwMCwtjPxzU9v7J2C0qKqKYmBj2Hnd3dydHR0d2IVxVGK7+rhkUFERubm7k5eVFgYGBVFJSQm/fviU9PT36+PFjrWWIKp8RL168oPfv31N5eTlNnTqVJk+ezAoHtZVJTU2lkydP0pgxY+jmzZtUWlpKI0eOpBkzZtCff/5JgwYNonnz5tUox1BRUUEbN26k3bt3E1HlB6zRo0fT6NGjadmyZWRnZ1djfjh27BhNmjSJiCrniA0bNtToU4FAQNOnT6f58+fXsMm0IygoiOzt7cnDw4OI/vNxbOvWrSLHV71Ofn5+FBYWRllZWfT582fq2bMn7dq1ix2vzHWpWg+iStH9wIEDdOXKFcrLy6OHDx+Sjo4O/fXXX7X2CzMOSktLydvbm/bv30+fP3+mxMREmjRpEm3cuJEVFau3q6HvKFXbuWrVKlq4cCHNnTuXvn79SgEBAdS7d2/auXNnnfM1EdHRo0fJxcWFpk+fTj4+PpSQkEB79+4lGxsbun//fp3lOP4ZODGH45fRunVrKi4upsDAQBo/fjz7paR3796s2q6srEwBAQFsmdOnT9PJkyfpw4cP7ELnW/xq4UYoFIq8fNVFcXEx3bx5k/bs2cN+qVq4cCHp6OjQqlWraNq0aTRnzhwKCgoiokpR5smTJzRs2DDq3r07ZWdn09WrV2ngwIFEJKrWX7hwgaytrUVe3C9fvswu6srLy+nixYsi4g3z1eJ7EAgExOfzRfqO87z5/VT/IlNSUkI7duygBQsWsPdEZGQk+zWJqPYXLeZhHRsbSyNGjKA5c+ZQamoqxcTEkLu7O71+/Zq1V/Wlw8rKigYNGkSTJk1iv3Tu27ePJCQkKDAwsMYYqGq76licN28edejQ4ZtfaIuLi6lbt2508eJFmjt3LnXt2pX9Auvg4MAuLKp/KWXqa2hoSGvXrqVu3brRqFGjiIjo7NmzNHToUHr37l2dtpnzFRYW0owZM2jSpEkUHR1d5xivvnjv27cvTZgwgTZs2EA8Ho8OHz5MsrKytb60MGUZsfTixYvUsmVLunr1KvF4PPL19aUTJ07U+FLLlMvLy6MBAwbQly9fKCMjgzZt2kRLliwhHx8fysjIEFnMVF+EX716lXbs2EHnz5+niRMn0r59+yg6OppycnJo3rx5Ih4AdfHgwQNavHgxbdy4kf3iO378eHr69CkR/ed6MDbLysrY8ZeTk0MXLlygsWPH0unTp4nP59O6devYc1cf74MHD6aTJ0/S+fPnycjIiBWLgoODaf78+SLeOlXJycmhDh060Pnz58nFxYWcnJzY50NVz67a7pXXr1+To6Mjde3alWxsbEhWVpbGjh1LXl5eNHHiROLz+fTu3Tvy9fWtUXb27Nm0cOFC+vjxIxkaGrJCR0xMDPXs2ZMSExPrnUOjo6Np/fr15OjoyN6TQ4cOFfFsq1rvkpISGjhwIA0bNoycnJzYhdCUKVPI1NS0XkH+7t277OKsoKCA7ty5Q25ubrRp0yaKiYkR+fJeHS8vLxoxYgRt2LCBunbtygqdixcvJnd3d/aZWBt9+/alpUuX0ujRo8nZ2ZkVrsaNG0enT58W6Zfq1+fy5cvk6OhIZ86coaSkJIqOjqaTJ0/W+Hpe9Rz5+fkUGhrKnuvRo0fUpUsX2rdvHxGRiIdLVXuFhYVkZ2dHd+/epe3bt5OVlRX7pXnhwoXk5uZWw2bV8ikpKbR//36aPXs2Ow/s27ePTp06xYpJdZWdMWMGjRs3jtzc3Oju3buUn59PvXv3ppEjR9ZoY1XhydLSkiZNmkQ9e/akAwcOUFlZGU2aNIlGjx5dQ0yvCiNM3Lx5k71viIgSExOpZ8+e9OXLlzrvlW7dulFpaSm5ubmJeDUeOHCgxritzoEDB6h79+7k5eVF6urqrMDg5+dX78K/T58+dPjwYfL29qaOHTtSamoqERHdvn2bZsyYUUO0YuoeGBhIxsbGtHv3bpo2bRrp6elRTEwMBQYG0uDBg+nu3bsi5aren8OGDaORI0eSi4sL9ezZk5KTk+nx48dkYWFB586dq7OuISEhZG5uTs+ePaOOHTvSwoULWQ+QDh06UGBgYI2+rfrz4MGDadSoUTRs2DCaPXs2ERFt3bqVunXrVqdX7LFjx1ixh/EUGz9+PD179owCAgLYe7u25+itW7fI3Nyc5s+fT/369WMFjuXLl1O3bt1qCF7V75nr16/TmDFjWHHi8OHDtH//ftq/f3+tZRhOnz5Ntra2NGfOHFZsLygooO3bt9OdO3coOTlZ5Pjy8nJKTU1lBXOiynl26NCh7M/Mxx8ej0eXLl0SeV7ExMTQgwcPWPExIyODHB0daeLEiVRUVESfPn1ij63+cezgwYNkbW1NM2fOJBsbG7p+/TplZGTQ0KFDadasWTXGH1MuODiY7duFCxfSwIEDKSgoiEJCQkhRUZGd/6qWYWDG3qZNm0hdXZ1Onz5NxcXFNG3aNFq+fHkNYeVn3lEYtm7dSv369aP79++Tt7c3GRsb08uXL+nr169ka2vL3q/VefbsGbVt25Y+fvxImzZtonXr1tHhw4dJIBDQoUOH2OcUx38PnJjD8cvQ19enN2/eUHp6Otnb27NfYVevXs2+rIWGhtarBhNVTmK/S2hgXp6+df6ioiJ6/fo1bdmyhTp37kzTpk2jgwcP0uzZs2nkyJGsyPLXX3+xHklElZPnsmXLiIho5syZNHXqVNqwYQM5OTnRixcvKDY2lg0vq1qHsrIyWrJkCY0ZM4aGDRtGPXv2pP79+4uEaLx69Yrc3Ny+2X/fI0xx/H6Ya1BRUUEzZsygKVOm0IYNG6ioqIhOnDhBHh4edOjQIRHRpLZx6e/vT8OHD2e/tpaXl9OoUaPIwsKCPn/+zC74qt43fD6fhg8fTjdv3iQiooCAAFq9ejXrRs4s3Oti/fr15OLiQosWLWJfOPft20eampo1whmqcuPGDdq+fTslJSVRx44d2bIREREUGBgo4g1SFR6PR+PHjxcJ85k4cSKNGTOGiKjWxR7z8urn50dubm508OBBVkhlwgqqeh3Uxrp162jChAlEVNknW7ZsoS1bthBR5VdtZg6rTmpqKk2cOJGuXLlCRJX926ZNG5Gv/wzVr+muXbvI3t6e/TknJ4f2799Pbm5udPXq1RrtY0hKSiJnZ2fWq8rPz48mT55Mmzdvpg8fPoj0bXWbR44cYdtJVBnqMXnyZJo6dSrdvXtXZAwRib6se3h40LRp01jBsaCggDZv3kxWVlZ07NgxkfpW91L4448/KDMzk/r168cuMN+9e0cfP35kFyu1jfmHDx/SoUOHqKCggExNTVmx4dOnT+Tj4yPi+VL1HExIF2M/JSWFhg0bRn5+fnT9+nX2fiCiWkOl1q1bR+Xl5eTo6Mh6igQFBdGbN29Y74HqBAQE0OHDh9nzpaen044dO2j48OF0//59EQ+X6m11cXGhJUuWUH5+PgUGBtLMmTNpz549RFTpvVTVBZ/oP9clPT2d3N3dSUtLS0SU2rx5M/Xp04cdl9VtCoVCiomJocGDBxMRkZOTEy1evJiIKhdDDx48qPf+fvjwIS1cuJCIiCwtLdmwqJSUFNq9ezfrqUP0n/GbnZ1NR48epUOHDlFycjIFBweTk5MT/fnnn+wivjpMO8vKymjp0qU0d+5cevfuHbvIOnbsGGlqaoqEp1S/Xz5+/Ei7du2imJgYsrCwYJ+lL1++pJiYmBreXUz50NBQevDgAT1//pwVV+fOnUt//fUXKwbV1rcMc+fOJScnJ/r06RPduXOHxowZw3qWDRo0qNYFVEVFBfXs2ZNdDMbHx7OCBxHRxo0ba7XFzPkLFy6kvLw82rdvH40YMYKIKsdIYGCgyJivikAgoLi4ODp79myNOWnXrl01whCrtzkzM5NGjhxJ5eXldPDgQVZ8LywspM+fP5OXl1eNMkKhkPLz89l3JEb4J6oU8319fWvYrRrqt3jxYlq7di378+HDh8na2prKyspExh7TPob9+/fT8OHD2TocO3aM+vTpQyUlJfTixYsanhFV8fLyort379KLFy/I1taWcnNzqaKiglJTU+nGjRt1ip5MWSYUPi8vj9zc3Ngwyj179ojUmemjjIwM2rVrF9na2oo8v4YNG0b29vZ1zkNEle+tPXr0EBHmnZ2d2XDUqvMC83eiyo8w0dHRrKfHq1evaOLEibR+/foaY742Lz+Gq1ev0rhx4+jy5cusN3BtfPr0iVxcXETawufzKTs7m8zNzamoqIiePXtGrq6ulJ+fTwKBgBISEljbmZmZtHjxYnJ0dKSrV6+y71DPnj0jc3NzkVDj6u/C0dHRZGZmxoZIfv78mezs7OjJkyeUm5tLx48fFzm+qkewl5cXOz8XFBSQj48Pez0zMjJqCGMMT58+pd69e7M/x8TEkLGxMT1+/Jjy8/PrDVf6kXcUHo/Heu4TEc2ZM0fkXe/27dvk7Oxco35EJBKOfObMGRFP1Nu3b1OPHj1qPI+4D8L/PXBiDscvw83NjfU2CA4O/q4XH8b19p/wtmFevj99+kQzZ86kXr16kaenJxUVFVFWVhZNmTKF+vXrR4mJibR161ZSU1MjosqXpKFDh1JiYiKFhoaShoYGEVU+EF++fEkTJkygnJwcUlRUZG2Zm5uzX3+UlZVrTKQMt2/fpkuXLtWY3B89ekRmZmY1vjxxos1/P46OjuTh4UGBgYHUt29fmjJlCvF4PLp58yYtXry4Rk4Pov/cKzdu3KCrV6/Stm3byNHRkRU1SktLydDQUCTHxPPnz0U8Z5ycnERCAS5fvkwODg4iYmBtL6Jnzpyh7t27U0ZGBmlqarIhPUx9qua7KSoqYj0m4uLi6P379+zXLibEKjQ0lJydndmXO6Ztd+7cEcmXsn37dhExp6ysjCZPnizylaz6eE9ISCBDQ0Py8fGhPn360NChQ9kF0d69e2t8Hc7IyBD5Yrdz5042JwCPx6Pnz5/TwIEDRcLBqgpkVTl48CBNnDiRFciysrKoXbt2NXLWVJ3bCgoKaOfOndS3b1/av38/a0cgENCZM2dqFbuYcE53d3eysbGhCxcusHNXXFwcubi4iHw1rf4V8v379xQdHU12dnY0aNAgth3+/v7UpUuXOj2IiIh27NhBjx49ounTp5OjoyP7su/r60seHh4iL+OlpaWsKOTj40MVFRW0ePFiatasGSuM5Ofnk5mZWQ2RraSkhB1HqampFBISQp06dSIDAwNWrHj79i1NnjyZvV+qC09M+NnUqVPp4MGDlJ6eTqWlpWxeoNrayLzQh4aGUnJyMs2ZM4datWpFCxYsYI8dPHhwDQ9IxmZaWhrt37+fbGxsaM2aNazIFBkZScOGDRPJ+yEUCik2NlYkn8KyZcvYvigtLaUnT56wYQcM1cPPMjMzqVevXsTj8ej8+fPUpk0b9iv6tm3bahUUq4YOMN4e7u7u5OTkxB6zevXqOt39mbKxsbE0atQo6tOnD23bto2IKq/XsmXL2AVV9Y8xffv2pRkzZtCSJUtIXV2dnj59SmlpaTRu3Djavn17jfuqatmlS5fS9evXac2aNeTm5sZex2fPntGqVatEvvbn5+ez4+/Dhw8UFBREI0aMIFNTU9ZLKjw8nAYNGlTDO6HqeGjTpg0tW7aMDA0NaevWrRQVFUUPHz6kqVOninx5Z8jLyxNZlC9ZsoQVjkpLS+nevXtsuHRVe76+viJjwcPDQyS/0YsXL1ivCgbmejDjjLmuq1atom7duoksGL28vOjUqVMi5b9+/UrBwcFUUFBA+/bto4CAALKyshLx+N2+fTsr9tUFs8DduHEjOTs7U/fu3dm/zZ49W2SOLSsrY8eGv78/lZeXk729PamqqrJzb35+PnXp0qVG6NvLly9ZDyyiSg9mRghixs20adNE5iGBQECZmZl0+PBh9piHDx/S0qVLiahyHAuFQpo1a5bIx7KqgjBDXl4enT9/npYsWUKdO3dmj79w4QKtWLGihiCcmpoq8kw+cuQI+3zg8XiUlZVFrq6uIkJi1fCz169fU4cOHaiwsJCOHz9OdnZ2bO60xYsXs+H6Vbl+/Tr5+fmxP7u7u4t4u7x9+5b1CKraR1Xvs169etHKlSupTZs27DM4KiqKpk+fTnPnzq33XfrMmTP0119/0bVr14jP59PTp0/J2dmZvL296xSeIiIiaMOGDTR58uQaHpLz58+nGzduUKdOndg8kkydiSqv+9ixYykgIIB8fHzI2dmZjhw5QsnJyXT+/Hlat25dDc+as2fPsiIHM/9V9fI5evRojXBEoVBIr1+/FhFDd+/eLZLTLCMjg0aMGMF+aGPqWVhYSH/88Qd7n2RlZZGLiwtlZWWx/X7kyJFac9T9zDvKpUuX6PXr1+w7HjNvMuTn59PQoUMpISFB5D3h8uXLIvmi/P39qUOHDiIhiI6Ojlx41X8xnJjD8bfwu0QH5kFY39eRqiQnJ9PkyZPJzMyMXFxcqKKigvz9/ens2bMUFRVFFy9eZJM3b968mX0JS05OplatWhFRpaI9adIkevr0KQmFQpKRkWFfVg4dOkTLli2j0tJSsrCwoJ07d9KqVauoY8eObHLbiRMn1lC4mbZUh2nXhw8f6M6dOzUSUnL895GRkUH5+fmUmppKPB6PBgwYIHK9HRwc2BwPVRdADMy/mYVHWFgY5ebm0okTJ2jkyJH0559/0ty5c0UWbUKhkP766y82Oa5AIKA7d+5Qv3792K9xX79+pd69e9f5xUwoFFJBQQHrEbB9+3YaPXo0/fXXX2RgYECbN28WCYXk8/nk6+tLR48epcWLF5Onpyfx+XyaOHEiaWtrU0VFBYWGhpKNjY2I2MDYioiIID6fz4oYvr6+ZGlpSU+fPqWysjJ69+4dmZiY1HDPrsqmTZvo6tWr9PXrVzIxMaF9+/aRvb09bdmyhSoqKmp8RTxx4gSFhoZSXl4elZaW0ps3b8jS0lIkwWyfPn1EXo6rU9Ub5f79++Ts7ExeXl5sKFJdnhiMuEBUmcBy/vz5dPDgwRrCbV0hKomJifTHH3/QvHnz6P379+y5iouLa4QrMWUTExOpa9eu7DibNGkSmZmZUUREBM2fP59d4NTGs2fPaPz48ezPq1atoiFDhtDmzZtJT0+P9eBg6vvx40eaP38+rV27lgwMDCg/P5+SkpJozpw5NGPGDLpx4wbZ29uLfLEnqlxc3bp1ix4+fEju7u7sl8M1a9ZQx44d6ePHj5SYmEidO3eu8dWUgckRExkZSePHj6dRo0axfbBx40Y6c+ZMjTIxMTF0/PhxWrNmDWloaFBmZibx+XwaOnQoDR06lD59+kRTpkyh0aNH19q3PB6PhgwZQqGhoZSTk0OjR48mNzc3CgkJof3799P06dPZ+4V5Th0/fpzS0tIoKSmJ9WgwMjJiRZTCwkLq2rUrK5pVh8/n0/Lly0UWHm/fvqWOHTuSs7MzmZiYsAuIqnmzAgIC6OPHjzR06FASCAS0cuVKUlFRYb/qrlmzhrp161bD3sOHDykmJoYuX75MY8eOJaLKxaKtrS0bMjd8+HCRfBZVF7j37t1jw4qJiN68eUP6+voUHBxMycnJIl+Rq3Pz5k2RBP979+6lKVOm0OzZs0lbW5sVwZjnv5+fH23fvp1cXV3ZZ/iff/5JzZs3p7dv39LTp0/JxsaGDh06VMMW01fz58+njRs3ElHl/crkGiGq9CirzZvr6NGjFBERwfb72rVrycbGhv25qKiIevXqRV++fGHvldLSUrp+/TqVl5ezgs6aNWuoc+fO7ELM39+funbtKrIAJKr00Lt06RK9evWKLC0t2Zxoffr0oWnTphER0cmTJ6lDhw4iYXrl5eX07t07WrhwIenq6rJCY3BwMGlra5OHhwfNmzePrK2tWbGr6hz05csXVliZOHEivX37lk6fPk02NjbsXHDhwgWysrIS8WZ48+YNHTp0iNavX0+6urpEVOkNYW9vT0uWLKGYmBgaOHBgrYnbU1JSiM/n0/9j7z0DqkqyduGyu6d7OkxPT/d0jtrmHBEBFQkCipKD5KBkJIPkpIKiKJJURMWcRRHMICIoBkSSBBVBsuScznm+H9xds/cJ2P3ee7/7zjs8f8Rzzt4Vdu2qVaue9aykpCTcunULDQ0NkJKSwvbt21FXV4eHDx9i6tSpQu9Lfn4+Xrx4gerqauTl5aG2thbTpk3jhI2tWLFCyEnb09ODlJQUXLx4EdbW1jh9+jSKioowc+ZMOhfm5uZiypQpIsM009PT8fLlS1RXV6O5uRnp6en4/fffOSHC0tLSIq9taGiAtrY2PbDh8/nIyMjAhAkTqJA1AzZzjUkIkJycjJ6eHhw4cAATJkygjrErV65g2bJlYjXnGJ03Pp+P6dOn46uvvqLM86amJpE6akz5Z86cwZIlS3DgwAEsW7YMjo6OqKurQ2lpKdTV1YWc6GwMDAxgy5YtWLNmDec5eHh4YNy4cWKTJBw6dIjjUMnMzISdnR0sLCzw+++/07HAZvEwBxZMfYyNjbFmzRp6jx07dsDY2FjIEf3o0SP09/cjPT0deXl56OrqgrKyMtavXw8+n4/Xr19jwYIFQuOvs7MTtbW1VEgZGHFy6unpobq6Gp2dnVi7dq3IhBf/OzZKXV0deDwegoKCcPXqVaodpKWlhZKSEmzevJkzjgQREBBAD+QPHz4MFxcX+Pv74+LFi5gwYYJYJuUY/t9jzJkzhv+j+KNOlT8LRoj4j96/s7MT7u7ukJaWhpGREd1M79q1C97e3qitrcXAwAA1tpOTk2FgYIAFCxZg6tSpAEZigH18fKhx9fPPP9ONsKOjI90g/Pzzz3BwcMCePXuwZMkSOsmmpaXBxsYG0dHRKC4u/sOOmDG2zb8vamtrISkpiXXr1kFdXR03btxAcHAwTp8+TTfclZWVIvUagH9tjAcGBrBhwwaOxkJrayvu3bsHIyMjjuAn+514+fIlVFRUcPz4cdTX1+Pq1atYvnw5tLW1MWfOHLoZFiXayaC/v58KVDJQVlYWOrni8Xh49eoVtLS08MMPP3CyUNja2kJFRQXr1q0TYgqwy+7q6oKzszNMTU1RV1eHzMxMLF26FJaWlli4cCHNuiDOwVFbW4vOzk7o6upSo1ZDQwN2dnZihWP7+/thZGSEgwcPoqOjA9euXYO6ujqMjIxgampKwxREobq6GkuWLIGNjQ397NGjR/jxxx8REBBA5wpBdkxCQgJWrVoFFxcXbNmyBcPDw3jw4AFcXFwQFBQk5GBjtzM+Ph7Xr1/H06dPMTg4iC1btsDOzg7Xr1+nwqiiyuzt7cWcOXOEnCehoaHQ0tLiiOwKOr0qKiowc+ZMWFpacjYBly9fxpkzZ0Q6R4CRMNO//OUv2LJlC4CRccxsAl1dXTkny+w2shkCjIOho6MDR44cwdSpU2FmZiaUuYo9jp49e4bAwECUlpZCQkICr169AjDiBH/y5IkQS5TBvn378PXXX8Pc3JzTTldXVzg7O9NNjigEBgbCzs6OPnMmS469vT0kJCRoOJwgu6W1tRU2NjY4fPgweDwejh8/jsmTJ2PLli1QVlaGu7u7yPKAkQ3f999/z9GVYPqqsrKS6qqw3+n8/HwYGxtj8uTJNESqt7cXMTExmDJlCiwsLLB48WKhsCNgxJkza9Ys/Pjjj5SuX1hYiB07dmDy5MnQ1dXlOLuKioqgo6MDT09PJCQk4OnTp9i4cSP6+vroWhsWFiZSc4aN58+fQ15eHurq6hxH+P3795GVlUVPjNnPpq2tDcbGxvjhhx84p8xJSUlQV1eHs7OzkAbM2bNn4e3tDTs7O9TU1ODSpUuwsrLiOEFWrlzJ2cQIjof29nb09vbCy8uLOjVCQ0Mxf/58XLx4EVZWVpwQRwZDQ0OUWcc4mIKCgjB58mSEhIRgzpw5IplAwMjm88cff+TM0c+fP4eZmRmWL18OVVVVkayT4eFhKCoqYs6cOYiKiqLzTmdnJ6Kjo3HlyhXKDhJlaxkYGOCvf/0rnf/evn0LHx8f2NraQk5ODtLS0tSJwL7eysoKf/vb3yjDgM/no6KiAgYGBrC3t6dsG1F9zOPxsGfPHujo6OD27dtobW2Fvr4+TE1NsWzZMsoaFfWehoWFwcrKCiUlJWhsbMTixYuhra0NNTU1kc+kr68Pd+/ehaSkJCZNmkTHwZs3b7BkyRKsW7cOCgoKYp/L8PAwBgcH4eHhAS8vL3R3dyMtLQ2//PILPDw8sGbNGo64PbvOhYWF+PLLL4VYXD09PZTRxPQH+19gxKZgwrgHBwdx9uxZTJw4EXZ2dpgxYwZdGwX7qLOzE7du3UJ3dzd0dXWRlJQEPp+Pzz77DCtXrhTZRmbNaW5uxtq1a1FXV4e9e/dixYoVCA4OhqGhIfLz80Wyzx8/fkzb0d/fjwULFsDJyQnW1tZ0bUhLSxNiNDJoaGiAqqoq5OTk8ODBAzrGmpqa0NLSQpmWokLBMjIyYGhoSEOZra2tsWDBAri5uWH69OkcAW82+vv74eTkBB8fHzx8+BAdHR2wsLCAlJQUVqxYQd9dUTZKeno6dHR0qEMnICCAajcxhxai8GdtFPa7NjQ0RA/8GFaRq6srbGxsoKurS+cyUXITiYmJkJeXx7lz51BVVYWsrCwYGxvDw8ODshvH9if/PTHmzBnDfyuwNQH27NlDJxBRGBoaQmZmJs6cOQMFBQUsW7aMpqS8ePEizMzMUFRUhCNHjtC06bNnzxaKyS4pKYGRkRFOnTqFtrY2TJ06Fa9fv0ZmZiacnZ3pycTcuXNp6Ag7FbSRkREsLS1x8OBBXL58+Q9pAo1NiP8zIScnh+joaFRUVCA6OhpmZmbYu3cvVq9ejcOHD+P69evQ09PjZK4ShUePHuHEiROYNGmSUEYGQHTWFEaI8fLly7RcJu3krVu3RKbIZlOXo6KikJycTE+vlJSUYG9vj6NHj0JRUZFuiNminYyQnr29PXx9fTkZe0pKSkRm6mAMiPT0dHR0dODNmzeIjo6Gjo4OHj9+jN7eXjQ0NAhpILCRmZmJgoIC+htjY2PEx8ejt7cXK1asoCLrgiFSPT09GBwcxJUrV2Bubo64uDiUl5ejsbERUVFRHE0BQaOZnTXKwcEBGhoa1GDV0NDgUNvZuHv3LubMmYOqqioYGxtDQkICurq6aGlpQWlpqch0zEy93d3doa2tjZCQECgqKlJn3P79+6GjoyNWg4hpc2hoKP76178iKyuL8113d7dQ+A6DwsJCtLa24uLFi1i+fDkuXLggdk5jZ/vr6OhAQkICDh8+DGVlZURERNA+EwxrESy7sbERrq6u0NLSQkREBEckX1SmDraj7vLly+ju7oaWlha+++476nS4du0a5s2bR8OyRBn4Pj4+cHR0RHBwMLZt20YdSWxHvzi4u7tj0aJFuHPnDqcPe3t76bgQbCfjbDlx4gTc3d0RExODlpYWPH36FLGxsRwnmeAaERUVhZSUFLx9+xZLliyhjBFxYLfT398fs2bNwu7du1FaWkrDEBj2wmjOxK1bt2L27NlISEjgOLwaGho4orxtbW1YsmQJtm3bhsjISGzYsAFRUVFQU1ODg4MDGhsb0dnZieXLl3PYbYLIyspCbW0tsrKyoK+vj0OHDolksjJtZM9FSkpKCAgIgI+PD+Li4mg7RDGdsrOzMWfOHMTHx2PTpk2YM2cODhw4gI0bN+LatWuorKxEV1cXZsyYQTd6bDDjgwnb2bVrF9zd3XHs2DH09PTg5MmTcHJygr+/P2cuYf5mQlBSU1OpIPng4CCys7Nx9epVkWmKGaSlpUFPTw8WFhY4e/Ys5/3q7+8Xm/XqwIEDsLe3x61btxAcHAwfHx9q37C1NcQ5MJnN3u+//85ZT16+fIm6ujoOo4etGRcZGQkXFxc4ODjg1KlTdNyIqydT/uXLl/H8+XO0tbXh8uXL0NPToxkCh4eHhZgCzFhgMrq9efMGe/fuhZ2dHV3XsrOzOawGwXn+ypUrmDNnDpycnBAWFkZ12IARJ7coUXJ2ucAIi2vLli1wdXVFdXU1qqurcfbsWQ4Dhf2O7du3D2VlZcjLy8OyZcvE2gfiMlcx7QoKCoKHhwcaGhpQV1eH8vJy6pwTdPYnJydDS0sLfX19aGpqgpaWFg3TdnFxodowbKSmpmLjxo30fSouLkZZWRkWLlyI9vZ2PH78GJKSkvDw8BC6Nj09HTNnzqTrnYaGBhXPT09Px8aNG+Hi4iIyyxswwhQ5c+YMWltb4eDggICAADx58kTs2sQew0x2y3PnzsHZ2Zkyhe/du4ecnBwhQWnm31u3buH58+eora3F9u3b4e7uTqUO6uvrheZNZhx0dnYiJSUFg4ODePz4Mezs7ODu7o7e3l4q4yBom/xXbRR2Hzk6OqK4uBgtLS04ffo0HBwckJCQQO0wcWv+3r17qVPq1q1bkJOTQ2RkpNB1Yxo5/30x5swZw/9TvH37Fn5+fkIbTT6fz1noMzMzce3aNWhqamLlypV00WH+f/fuXTx+/BhTp05FV1cX9PT0OMbQpEmT8PbtWyxcuJAubowxtn37dhpu8OLFC/z888+4evUqysrKYGJiQlPYWltbU22CiooKamBu2rQJ1tbWItsnKovUGP5nYseOHVTcGhjRM9HU1ERvby/NIGRnZ8fRcRE1Lk6ePElPkDMzM2m2A1HMLmYMZ2VlYenSpTRc48mTJ7C0tERgYKCQU0TUCZKpqSnWrFkDHx8f6OnpITo6Gs3NzTAyMoKWlha9LzvWvrOzEzo6OsjMzERLSwvi4uLg5OSECxcuCGW/YK5h6puRkYHffvuNxpp3dHTg1KlTMDAwoEakoPHJYO/evZgyZQpcXFwgJSWFkydP4sWLF5g2bRrk5eWFqMtsw0VHR4dqVz18+BCWlpYIDg4W2qwNDw9z2ATHjh2jJ1RXr15FTU0NNm/ejF9//RVSUlIICwvjXH/ixAmqvXDu3Dk8efIEKSkpWLZsGZqamrBmzRosXLiQMkiYdrKdX0xsPABoaWnBwsICpqamiIiIwNDQED2FFIUzZ85QRs6BAwfw7bffUu2FdyEyMpIKT6empkJWVhaxsbFidb4YbNu2jToei4uLsXr1avj5+SEqKgrTp08Xup7tBFJUVMSrV6/Q2dkJFxcXODs7Iy8vTySbgs/n48iRI7C0tIS7uzsNqTl16hSsrKywbds2XLt2DTNnzhQr/gqMvK/MvP/o0SP4+PggNDQUO3fuhISEhNgQoEuXLkFbWxvAiEaNiooK0tPTxbJGmTHU0dGBFStW0FPymzdvwtXVFeHh4UJZ4kTd68qVKzRbGY/Hg7q6OuTl5UfNcgSApguuqqqCk5MT3NzcUFRUhLKyMuzatUvo/WLPC/r6+sjOzkZVVRXWrl0LZ2dnDAwM4OzZs5RlwWDlypU0zKe/vx/BwcGUoWVkZAQ9PT2sXr1aKI24qPquWrUKw8PDyMzMhKmpKSIjI0Vm52LPRRoaGjSc5fTp03B3d0dkZCR8fHyE0sq3tbVhwYIFnExYzs7OuHnzJk6fPg0nJyesWrUKsrKyInVK2M9n3bp1yM7OBo/Hoyni4+LihLTQhoeH6XUPHz7ElClT6Pt///59+Pn5cfR2BNvI/HvlyhUa8nb16lUYGRkhPj4ez549w9q1azn6HWw8fPiQE2KRlZWFLVu2wN7eHlOmTBG5eWeXe+nSJSgoKAAAjhw5gh9++IFuLDdt2sRxcrDHlKOjI2WynDlzBsbGxjh8+DBCQ0MhJycntBln3pecnBz8/vvvHAfrvXv3YG9vD1tbW/T19XH6hv1MZGVl6Zzc2NiIY8eOwdnZGdHR0ZyQVEEHb0lJCbS0tFBcXIzCwkIEBwfD09MTz549w86dO6njhA12uVJSUrStz58/x86dO+Hk5CSkdci+pqWlBba2tnR+rqurg7m5OdTU1MRms2OuP3v2LKZNm0ad+qWlpdi+fTucnJyo/SvKxnj9+jXU1NSobTA4OIigoCC4urpCSUmJ40xizwf37t3Dli1b4O7uTg9O37x5AzMzMwAjYUzr168XG9J1+/ZtyMvLQ1ZWFgYGBvTzvr4+3L9/HxEREWLn0ezsbKioqKC+vh7Nzc3w8PCAs7Mzbty4ITL8kWl3ZGQkZGRkwOPxaMiUl5cXAgICRDpp2Zpyc+fOpfN1b28vDh8+DGdnZ8THx3NYsYJOFSUlJerQ4vP5ePHiBTZv3gwtLS2Oc1CUHt+fsVGYsoERjSxVVVW6bxoaGsKtW7coS6yrq0ukM/DUqVOYNWsWJ5zu7du30NXVhZmZmVhW6xj+e2HMmTOG/+sQpQfCYHBwEHp6erh16xaampqQmZlJF4LExESaAk9GRgYaGhpISUnBuXPnoKioiLdv3yI8PBw2NjbUIFBQUMCTJ0+go6PDycqhpKSEu3fvwtvbmxOb3dXVhXv37sHGxgbLli2Ds7MzzSIxMDCAu3fvCoVrCC42165dg4ODg8jvxvCfg5aWFhgaGmLDhg3o6upCWloapKSk6HhmFllxgroM7t+/j8mTJ1NjLD8/n4YiiUrl3NHRgZkzZ1Lj6vnz58jOzsbg4CA2bNjAyfgiCtu2baMOpoGBAVRUVMDExITej3FKCBoC0dHRkJOTo/+vra3F8ePHYWtri2nTpgmxMRi0tbVh1qxZ1DDOyMjA+fPn8ezZM1y5ckXIMcJGQUEBPDw8qCOjoKAAS5YsQWZmJvr6+jgGieBcY2RkRLU9+Hw+Xr58icHBQaoVIcgA2bVrFywtLXHr1i0sXrwYt27dQmBgIIKCgiizIDc3l/YTc9/GxkbY2tpiw4YNlAU4MDAABwcH6lwICAiAr6+v0PPctWsXoqOjMTw8jIaGBrx69QpHjhyh8f0+Pj6QlJSkmaEE28k8o/T0dOjr69PNwIMHD/Dzzz+LTBcsOA6bmppgY2NDHQzPnj2DtLS0yPh+BowDhHF2AyPP2dfXF+7u7vQkXNTGYvPmzdDX16fOyoGBAYSGhsLFxQUyMjJiNZ5UVFTw0Ucf0U3+27dvkZaWBm9vb3h4eIgNhQBGHGVr167lpHIvLy9HfHw8bG1t6ek/G0zdBwcHYW9vT7WODh48CDk5OZq6VRyWL19ORYMHBgbQ2NiIqqoqGnonLh0ug9evX0NGRgZ79+6ln1lYWFCHiSjcv38f5ubmNOSro6MDfn5+2LhxI+bOncsJZxBEfHw87O3t6dra1dUFU1NTmJmZYcaMGUIZ8WJjYzFp0iQaQhUTE8MJZXn16pVIzQXB8cfj8eDh4UHfq6KiIo6TVxTi4uI4GjE9PT24fv06Nm/ejKVLlwqV++bNGxgYGCA8PJyGBWlqalLnTk1NDaqqqkSGKrGhr68vFPL6+PFjODg4YOvWrUJzCjDC3pg2bRoVd62urkZtbS2ePXuGoKAgoXBWNkpLS2FjY0N1fYCROcjW1haGhobUsSmIrq4uhIaGYvz48RzHQmlpKW7fvv3OVMNZWVlQVVXlaL9kZmbip59+olopohAXF4fVq1fTcFnmOl9fXxgaGorNNtjX1wcZGRnK4khLS8PWrVuRk5ODR48ejToWrKysqOBvd3c3rl27hoaGBly4cAEuLi5i2Yx9fX1wcXHhODLy8/Oxe/duqKqqQlJSUmyZwMgm3MvLC8DIHFFaWkqZQRs3bhQZxsggOzsbixYtogKzXV1dcHR0FMnaZPD69Wv8/vvv9HAyIyMDDx48QGlpKXbu3MmZi9lgBG+//vprDuv30aNHOH/+vMgQJ/bYLy0txa5du7Bx40YkJyeDz+djzZo1WLt2LSZMmEAPP9lgz4uvXr2Cvr4+3NzchBwMjCNPXFKUgIAAyk7l8Xjw9/enIUyikJmZiWnTplGx4JycHDQ0NCAnJwceHh5Czn5mDRocHISCggKuX78OYIRdGxgYiK6uLpw5c0boHWU7JLdt20adrbW1tdiyZQsyMjJQVFSEyMjIURnHf8ZG6enpoQ6lhoYGrFixArW1tSgtLYWfnx90dXVRWFiI7OxsoWfy9OlTemBuaGiIO3fuoLOzE7t27YKcnBy2bt2K/v5+sbpFY/jvhzFnzhj+j+GPhg/19PSgtLSU/tbZ2RkuLi5QVlbGzJkzqfbEgQMHqLHt7u7OWWSVlJSQlpaG48ePY8uWLdRYs7GxQWJiIhITE2FlZYXu7m4MDg7CzMwMd+/exZs3bxAQEIAlS5ZgwoQJNFb72bNnOHv27KhhCwB3URpj24yBAXtD4urqCkVFRUydOpWm5maHQ4kbN69fv6aLdUpKCoKDgzEwMIDh4WGUlJRwwnhu3rxJaeP19fVYtmwZ7t69C09PT6irq+PLL7/Evn37MDAwINIBxIaSkhI+//xzjtBwcHAwdQKJMuja29uxb98+LFq0CGFhYdQIYtgszAac6Zfdu3dzHBCOjo4ICwuDmZkZ1NXVsXTpUrqREsUc4vP5GBoawtKlSzFp0iSOQXTixAmhUDQ+n8/JLNLT0wNNTU2UlZXhxIkTWL9+Pb7++mv4+PhgcHBQ6NSfz+ejsLAQISEhUFJSovPE0NAQkpOToaKiIsTcYD/fFy9eICwsjJ7aAyOMA3d3dxw6dAgLFiyg/c2mVyclJcHDwwORkZHUUDt27BjdvISEhIxqvLLr5O/vD3V1dbrBra+vFwpvYT/TGzdu0LGyf/9+LF26lBrBLS0tIoUwGbS0tGDjxo3Q1tZGVVUV577idIQYJlJwcDDk5OQohZ59T8YRKkjzvn//PgIDA+Hv74+pU6dy9JoEn4uo8fvq1Sua8jU1NZXWcWhoSOz7yW7H1q1bqcEOjDj0/fz8OL/Pz8+n2i6MzkdjYyNiY2Ohp6eHjz/+GCkpKWhoaBCqM9PutrY2qKmp4cGDB2htbcXLly9haWlJnTPiwDBCfX19sXjxYkRFRXH6Ni8vj7MxZ2N4eBj9/f1Yt24dFixYgLt373Lmt7y8PLHlX79+HRMmTICZmRkWL178zvWUfaKenJyMkpIS8Hg8nD17FkuWLKFjt7W1lZNliP2MBgcHqaaEs7Oz0Am2uJPlxsZGuLu7w8PDAzY2NpxMUIJjgPl/bW0tdfA0NjZCU1MTQ0NDuHr1KqytrfHrr78iLy8PhYWFHEfQsWPHaOhgdXU1NmzYgKysLAQHB0NGRgZTp07FvXv30NraKjRfs+vy+PFj6OnpQVdXFwUFBXTOYcKK2BDlpN2yZQucnJw44bCjXcMgKysL7733npCeS0tLC2ejKGj/ZWVlwcjICO7u7hz2WV9fn1A7T58+zdFX8/X1haenJ1atWgVbW1uoqqpynK9MedXV1Zx3LyAgAKdPn4a3tzdsbGzw3XffwcXFhaa+BkTPCeXl5fDw8MDcuXM5mk7t7e14+/atELOwtLSUOn35fD5sbW2pCLepqSm+/PJL7N27F319fZz3gOnjly9fwt7eno7XS5cuceZnUbZ0ZGQkFU9++/Yt1q9fj4MHD8LW1haKioqYMmUK0tLSOM9RkLXEgBE1F+c8FHVNX18fenp6MDAwgIMHD1ImLjDCVhecF3p7ezl9zbSpu7ubCpWLCoFkM5I8PDxw6dIllJaWoqKiAlOmTOE4AQXf1cDAQDQ0NAAYcdozWd28vLwwZcoULF++nKMvxkAwc5qBgQG2bNlCHbaLFy+mzlK2sH1LSwtUVFToeE5JSYG3tzc0NDTg5OQEeXl5mJubcw63mDr/79goSUlJuHLlCp1D161bB11dXaxduxZRUVGws7MTGe52+/ZtXL58mT6PgwcP4osvvoCKigqCg4Nx7949GBoachxUY7IQ//0x5swZw59Ce3s7srOzsWfPHrGZRdhoa2vDtWvXcPr0ady/fx+6urqYPXs2FBQUqBBZXFwc5OTkaNiSvr4+bt68iezsbLi6uqK9vR27du1CYGAgnTC9vLwQGhqKZ8+eQVlZmZ5oeHh4YMeOHejv70d4eDhkZGQwa9YszqTW2dmJoqKiUQWJ37XxHsMYBME2fpKSkiAjI4P79++LpAAzyMnJQVtbG968eUPDhq5evYrz589DV1dXSOsEGNlUMjodN27cQH9/PyIiIrBw4UIcOHAA/f39ePToEVxdXUUaraLGtJWVFX777TeaWUVHR4emkxZEU1MTNUxSUlLg4+ODsLCwUTduXV1dGB4epobj+fPn4ezsTFOTp6amQlVV9Z0i4V1dXVBXV8eaNWvohjciIgJqampCBkd6ejrVBOnq6kJMTAy+++472NnZ4e7du+jo6MC6devEZoICRhwDISEh+P777zkbIH19fU7suiAYJ9zevXuho6OD1NRUtLe3w8fHB/b29tT5IBh+NjAwgKysLKrJVVlZifz8fPz2228wMzPD5MmTqcOPqWdZWRnq6urQ3d0NWVlZODk5IScnB8XFxYiKihJpLPP5fJSWluLIkSN48OABmpqaMGvWLLi7u8PMzAzPnj2Do6Oj0MmloKMtKysLKSkpdP7dunUr1q5di0ePHr1z7nzx4gXq6+vB5/ORkpJCdcvEjSPmfs3NzXB2dqYG/dmzZzF+/HgcOnQIHh4eIsXF2boq2dnZuHXrFvh8PmJjY+Hm5oaTJ0+KDFeqrKykG4ulS5di165dOHfuHHg8HqytrXHgwAGRG38+n487d+6grq6OnpxbWVlh0aJFcHV1RXl5OW7fvg1LS0shbZ7w8HD4+fnRDaWvry/c3Nygo6MDc3NzrFmzhiPwyy6faSd7zjl//jyMjY1x4cIFsSwnQDjtNTCi07N69Wrcv39f6P1ijwWmzUwfr1ixgiPSLGozkJOTg4iICGRnZ6Ourg4qKipwc3ODvLw88vPzsWrVKiEbQ7Cvi4uL8eDBAwwNDeHhw4fYunUrvLy8OGy50do6NDSEHTt2YPny5RxnszikpKSgoKCAsnXV1NSwZMkSGBkZITU1Ffv37xdyeAAjJ/vMvA2MjAUlJSVERkair68P8fHxcHZ2FmofO5SiqakJTU1NGBgYgLu7O9zc3JCbmyvSWc/u74iICDg5OSE9PR3FxcU4cOAAzaQnDuxyGcZYXV0dZsyYwckwJlgmU+6TJ0/w5MkTFBQUoLu7G46Ojti0adOoGifAyPPw9fXF8+fPUVJSgsjISPoePHv2DDIyMkLvaVdXF8rKypCfn4+XL18iMzMTOjo6VO+Qx+NBQUFBKJSR3UddXV3o6urC4OAg9u7dCzc3N7Ei7wxevHiBkpISusnes2cPlJWVYWNjQ7VqVFVVOfXdtGkToqOjkZeXhydPnsDHxwdycnLw8/ODsrIy5syZM2oGKMbxwzy7LVu2wMTEhNrSCQkJcHR0FHvoyAjjHj58GPn5+TQTlIuLi9i1l7nXkSNHoK6ujunTpyMmJgaFhYU4d+4cHB0dsXnzZqFx2NLSgk2bNnHEmwGuneTj44Nly5Zx0mwfOXIEtra2lFnp5+eH3bt3Y+bMmUhMTISGhgbHqSf4zmRlZYHP5+P69evo6+uDoaEhNDU16ZprZ2fHCa9kO1aGhoaQlJSE7OxsFBUVwc7OjuocvX37FqtWreLMjwxqamrw5MkTxMfHY3BwENHR0QgLC6MOwJUrV4oM+f2v2ijsuq9evRo3btxAQ0MDLl68SA9d9u7dS8Pf2GDWhr179yI6Ohq9vb3Izc2lTNPbt29j7ty57wyrHsN/L4w5c8bwp/DDDz9gwYIF8Pb2pqfpg4ODaGtrw9WrV6noKjBCvdfT04OpqSkuXryI8vJyakyeO3cOurq6KC4uxtWrV2Fra0s3iAEBAdi2bRtNa/v8+XOkp6dDTk6Onm4FBgZiz549aGhogIqKCtavX4/FixdDWVmZbvL6+vrw8OFDsVltANEhCmMYwx9BU1OT0KaBbahcuHABy5YtQ1RUlMixZWtrC319feqQaW9vR3JyMhwcHODv749PP/0Uy5YtExnXDYwYk/b29ggODuYYGEVFRVi0aJFQ2lUAVMdB0IkAjBj948aNg6qqKod2zz5RO3z4MGRlZTFnzhw4OjoiPz8fGRkZVEhW1GaR3XY1NTUsXbqUwxIoKSnBzJkzhXQFBI1Ldl0tLCwwefJkODg40DmC3S4GPT09VIuip6eHc+Ln7OwstDFh17WxsREdHR0YGBjAyZMnoa+vD39/fzx48ACzZs0S+1wyMjIwfvx46kQ5d+4c9PT0hDRrRDk7mDCc8vJyBAQEwM3NDXV1dWhoaMCDBw+E2DxOTk6wsrLC5cuXMTg4iDdv3iA0NBTBwcGYM2cOfvrpJ6xcuVIohOft27eQkJBAdHQ0DXfr6+tDQ0MD9u3bh1WrVmHevHmYOHGiUKgI00cPHjzA7Nmz4ebmBn19faxZswa9vb04cuQI5syZI1Jwm2lzYmIiJCQkYGBggCVLlqC2thaPHj2CoaEhduzYIdJgZsahnJwcVqxYwWEK5eXlwcTEBHZ2dkLjhqkvk77c09MT06dPp4KUycnJsLCw4ISCACPGrr6+PmVFZWRk4NChQ7C0tISSkhKMjY2hrKwsVA4bnZ2dMDMzQ3BwMPh8Pt3Y8fl86OrqCmV6S0hIwLJly1BWVia0aW1ra4Ofnx8MDQ3x22+/CVHn2YKzmpqasLW1hba2NlpbW3H37l2YmJggOjpaZKgTc+3jx4+xcuVKWFlZwdLSEh0dHTh37hzk5eVx4sQJThvZTje2kDow4pRctWoVFBQUROpnlJeXY/bs2Th69ChlGjAbvsTERLi6ukJKSoqTap0BM4YOHDiAhQsXQllZGSoqKsjMzERhYSG2b98Oc3NzujlhUF9fzxnLgs73DRs2ICEhgbOxFIWBgQEYGxtj//794PP5ePz4MX2/Nm3aJFa8trW1FYsWLaLhisx8xmj5CYbUsOcHHR0d6OrqYsmSJXQju3PnTpiamiI9PV2s43TdunVYv3494uLisHLlSiQkJKCtrQ0nT56Eq6vrO+drRujdw8MD165dA5/Ph7a2NhYuXCjWCX7//n1MmzYNbm5umDZtGs1CFxoaCiMjI5FhJmyR+ejoaPz8888cp0ZhYSFmzZpFHeiChxQDAwOIi4vD/PnzOZokwMg6Ky78DBhxlmpra2PChAlISkpCQUEBTpw4AQcHB+zYsUMkQ4W9flpZWVFtPPYaZWVlRcPvAcDT0xNaWlrIz8/nODfq6upQVFQEb29vyMjIYMOGDWhqahL7TFtbW6Gqqgpra2vOM2BSpjMaQ4IIDg6GvLw8zp49CyMjI4SFheH58+coLCyEra0tPcgRhdLSUsyZMwcVFRUoLCyEmZkZFfa+evWqSEdof38/vL294eDggPT0dE7fsP9mi1HfunUL8+bNQ15entD7W1lZiT179sDe3h7//Oc/KeuRAbu/nj9/jilTpgituTdu3Bg1BLy6uhr79u2DtrY2DbECRsKSFi9eLORcZsZGV1cXKioq8M0333BCIPv7+2Fra8thcQriz9oobBQXF+PSpUscZjMwEvI6b948uoYIrk319fX0QG3Xrl00bP3u3buYMGECfSZje6J/H4w5c8bwp7Bq1Spq9CYlJWHjxo1ISUmBm5sbDAwM4OTkhPDwcDQ1NeHOnTuQlZWlxhowcoo6Z84cSEhI0BSP5eXlsLCwoCcnJ06cgIWFBYaGhuDs7ExjnufPnw9nZ2fIyspCUVERg4OD6OjogJmZGc6fPy+UpWoMY/i/iVOnTmHevHm4ePEix+BjL4APHjzgnKIzCAgIoOK2TBhATU0NTW06ODiIpKQkWFpaijzRuX//Pu7du4fnz58jMDAQbm5uNJzHxMSEY1AwuHHjBr766iuO8SQYGnnz5k38/vvv2LZtm9D1VVVVkJCQQGVlJXg8Hry9vWFmZoa2tjbk5+ePmm74zp07lOnj5eWF8ePHU0dYSEgIEhISOL9/8eIFtLW1qZ4FA7YRGBUVhZ9//pk6rQSN7o6ODmRmZuLx48cIDAyEq6sr7aNt27ZBVlaW/lbQaHFycoKGhgamT5+OxMRE5OTk4OrVq5gwYQKkpaXpnCaOwRceHo4pU6ZQXYw7d+5ATU2No+PFBnO9nJwcpKSk0NraitbWVkRERMDa2preh/3b4OBgelLInLZ1d3dzxDxjY2NhYmJCjVrmO2lpaSF6PTsTX1NTE1pbW2Fvb4+QkBCh+g4NDWHdunUc4zYwMJCm3R3tdLm8vBxz586lm7rY2FiMHz8eZWVlyM3NFTKYBZ/NkydPICEhIaT/w7w7zN+C8PDwoILHw8PD0NHRoSler127xgnHuXLlChYuXIjnz5+LDNO5dOkSDh48iClTpsDV1VVkO+vq6nD58mU8ffoUTk5OsLGxoYK3dnZ2nNS0TFjf5MmTOSFXTU1NMDMz47DCBgcHceTIEbGaGEZGRnB1daUhxUzfMmKa4rQ72tvbMW/ePBw/fhzPnz9HeHg4lixZgoaGBly+fJmmo2bqq6ysTIWyAWGHDgAYGhoKaRcNDAxg7ty5Qs9537599B5dXV3g8/lwdHQUyVhhQkuZNf/QoUNQUVFBbm4uGhsbhYRq37x5A1NTU5w/f57TfnZdU1JSsG7dOrEbPWBkrk5PT8etW7dgbm6OwMBAOj68vLygqKjI6SMGubm5uHz5Ml6/fg0dHR0YGxtTx5KhoeGoOmE7d+6k47SlpQWysrI0k9nOnTs5c2RPTw9tU0VFBRUsBkY25JKSktizZw8GBwdpKIo4p4GLiwv09fWRl5eHI0eOcFIdm5ubi8ze19fXBxUVFZouvLu7G4sXL6YOqNHYLs+ePaPvREpKCn744QcqPn38+HGxGdC6u7uxZcsWtLa24tixY1i8eDF9N06ePClyjDK4ffs2JCQkAIysqcbGxvRZXLhwAbdu3RJb39bWVuzbt48yUOTk5JCXlwdgJKmGlpYW/e2pU6cwd+5cofYGBQVxnN6FhYWwtLQUyyy7du0ajh49is7OTmzcuBErV66khwbm5uaU6SrYzs7OThgZGVGWYENDA2xsbCiLkS3my4CxMVpaWlBVVYWVK1fS+bWrqwtSUlJinwnzu8rKSsjJyWH8+PE4duwY590TZCQ2Nzdj9uzZQk7qdevWCX2WmpqK9evXi5znjx07hocPH+LZs2dYuXIlda7W1tZCWVmZChoL9lFBQQHN4JScnIx169ZR8f2DBw+KzCrKtNXKygplZWVoaWnBwoULoampCWDkHWSvD4Jl/u/YKGxB/IcPH2LlypU0AuHixYt0fRXso1u3bkFCQgIdHR3Iy8uDp6cnwsPDkZOTg9evX9O+HnPk/HthzJkzhj8Fb29vODk5ARiZUDU1NVFcXEwFHXfv3o1ly5bh/PnzePHiBUxNTWl2hZcvX0JDQ4N6gQMDAxEcHIyenh4YGxvTBezBgweYOXMmgBGtnOPHj4PH40FeXh7Xrl1DQUEB56RZT0+PGg+CGAuTGsP/TaSlpWHFihXYs2cPhxEgSj+KGYvV1dVCwq5Pnz7FkiVLsH37duTn59PPMzIyoKKiIrQB27p1K6SkpNDX14fXr19j165dcHFxwbVr1zjvhuD4P3jwICZOnIjjx4/Tz5gwCXbK3C+//BLx8fFIS0tDaWkpent78fr1a6xcuZKm1AVAT+hEtZP99/3792FjY0NPEg8ePIgff/xRaKPHvpbJziDoGBBkP33xxRc4cuQIBHHy5ElISkqiq6sLNTU12LVrF9zc3HDlyhWaIlTwfsCI7seSJUsAjBg+vr6+1KjLysriOMPYePv2Lc1CAfxrQ8I4TUZzNrNP47y8vDBhwgQUFBRgeHgYu3fvFjJmS0tLsXDhQg7Lory8HAoKCnB3d6cOAR6Ph5SUFA5b4NGjRxxGCTASIvDVV19h7ty5nLAsRqNjeHgYx48fx44dO+hY3Lp1K92QDw8Po6amBqamphznBzOmzp8/Tx0ZTU1NlPXBGPQRERFCQt3s0B1gZL25c+cOysvL0dPTAyUlJaxbt07sHJ+RkYGYmBja70lJSfDx8eHUT1dXl25qGbS3t0NGRoYa/QwUFRWxfv16od9u3LhRZBrzffv20U13Q0MDtmzZAmNjYzx58oRTJjP+njx5AnNzcwD/YqloaWnB0NAQ8vLyHLZcdHQ0li9fjqGhIdTW1tK5pL+/H8bGxhx9hZiYGHpfQep8QUEBR1NJkJYfGBhIU9aKEirW1taGvLw8vYcoh44gnj59ClVVVaFy3n//fcycOZOTpa2srAxr167FwMAAEhMTce/ePbx9+xY9PT1QV1fnnM7HxsbSbFqicPDgQZibm+PQoUMcfTB2Xd+VGezQoUM0gUJxcTFcXFxgZ2eH+vp65OXl0X5g33NoaAh79+6lui69vb1wdnbGqlWr8Pr1a847zGhwXLlyhY6po0ePcjaSfD4fenp6QuGILS0t0NXVxenTp+n4srCwwPHjxynTLTc3F56eniLb1tHRwQlF8vLyos6J9vZ2HDlyRGh8MGK6Z86coW329/fnOJ8rKyvFPhf2O15eXg5ra2ta5vPnzzFjxgw6dtnXsFFUVARDQ0M65u/cuQNFRUW6LjHrIVO/rKwsOj9eunQJOjo69F719fWYOXPmqGwnBpmZmbCwsKD3j4mJwdKlS5GSkoK+vj76Dg8PD+PYsWNUj2VoaAgtLS345ZdfYGJiAldXV46YuJ6enpDWCaN7s3//fg7bJzIyEtLS0jQBwGj95OfnB3t7ezpuenp6oKWlJZIFGRkZiblz58LY2BgLFy7E7du34eXlhcuXL9O5Zu/evSIzvTFob2/H/PnzcfHiRUREREBdXR2xsbFincmVlZVQUVFBb28vnUe8vLwwd+5cfP/995zsmE+fPsXcuXOFWHudnZ3w8fGhc1Z9fT3Mzc2ho6ODrq4uyroT9Wzv3buHuXPnUkcwkxjFyclJyKYRDNELCwvjZPfT1dXFjBkz0NnZOeqc+F+1UYCRMNXly5dTRvObN2+gq6sLPT09keH1bHh7e1Ox7vz8fAQGBsLZ2ZlGVYzh3w/vkTGM4U9AQkKCZGRkkDt37pBTp06RqVOnkunTp5Pk5GSio6NDSkpKyMyZM8mjR4/ITz/9RHg8HmlrayOEEPLll1+S4uJi8tFHH5GKigpy9+5d8uzZM/LJJ5+QoaEh0tzcTAghZPr06cTX15cAIJs3byYGBgbkvffeI0NDQ4QQQmbNmkU++ugjwufzCSGEmJubk/nz59P/szFu3Lj/n3pmDP8pYI8zFRUVEhsbS27cuEGCgoJIS0sLIWRk3L33Hnd6ZcbiRx99RPr7+0l/fz+9X2RkJFmwYAHp7e0laWlp9DtCCGlubiafffYZp2xvb28iJSVFoqOjya+//krU1dXJ+PHjSVlZGfnoo4+EygRACBl5Vw4ePEhCQkJIUFAQIYSQ9957jwAg7733HuHxeGTChAmkoaGB9PT0kO3bt5M3b94QHo9HfvrpJ7Jw4UJy9+5dUlVVRQghZOXKlaSvr09kOwkh9J1dvHgxee+994impiYZGBgg5ubm5NixY+TmzZtC1/J4PEIIIZs3byZaWlokNDSUHDt2jN7r/fffp/2goaFBbt26RebOnSv0/uvr6xNZWVni7+9Pvv76a6KlpUUmTZpErl+/ToaGhsinn35KAJD333+fc11PTw/58ccfCSGEyMvLExMTE5KYmEiysrKIjIwMkZSUpH3K1JUQQnJyckhGRgaJjY0l3d3dRFVVlRw6dIi4u7uTuLg48uuvv3KeBYOKigqyZ88ecu/ePUIIIeHh4cTZ2ZmoqKiQ5ORk4uTkRJYvX8655ssvvyQTJkwg33zzDSGEkMHBQeLm5kYkJCTIt99+SyIiIkhvby957733SG9vL3n48CGt6w8//EA+/PBDMjw8TAghpKmpidTV1ZGqqipiZ2dHfH19SW9vLyGEkLy8PDJhwgRy4cIFEhYWRiZOnEg6OjoIIYTMnTuX+Pv7kzNnzpD333+fNDQ0kMLCQtLa2krr+d5775GAgAASHx9P7ty5Q/r6+sj7779P2traSFJSEvnggw/ob4uLizn9M27cOPr3zp07SXh4ODl69CgJCAggMTEx5Nq1a+TDDz8kc+bMERqDT58+JQ4ODpz7//rrr+TFixfk6dOn5O3bt6Snp4eUlJSQxsZGzrWffPIJ+fnnn8m3335Lx1RISAiZPHky6evrI8uWLSODg4OEEEKqqqpISkoKaWpqEnqulpaWpL6+nvj4+JBvv/2WWFpakoULF5LY2Fjy5Zdf0rYy44/P55OnT5+S5uZm8uGHH5Lu7m6iqalJjh07RrZt20bq6upoO//xj3+QXbt2kcbGRmJoaEj27NlDGhoayIcffkj++c9/khs3btB6qKqqks7OTtLb20s+/fRT+vn58+eJo6Mj2b9/P+nq6iLvv/8+efnyJUlISKC/+eWXX0heXh7h8/l0PsPIISB57733yNmzZ8ncuXPJ8uXLSX5+Pv0NM6eIwvfff08A0HHU1NREvvrqKzI8PEysrKyIk5MT6enpIYQQ8uTJE7JixQqyY8cOcvToUTI8PEw++ugj8sknn9AyCwsLCSGEfPfdd6S7u1toHmDGvbm5OVm3bh3JyMggJ0+eJC9evCCEcOeTr776SmSdGSgoKJBbt26R3bt3k+nTpxNHR0fy9ddfE3d3dzJjxgzy5ZdfEj6fz5lTPvjgA7Jq1SqSkZFBQkNDyccff0x27txJJCQkyPbt28l3331H+5UQQjQ1NcmVK1dIbm4urdPNmzfpnDtu3DjS3NxMSkpKOHXT0NAgU6ZMIbKysuTbb78lhBAiIyNDnj59Sq5evUrKy8tJbGwsZ21hMDw8TNTV1cmZM2foPPTZZ58RJycnUllZSf7+978TQ0NDUltbS8rKyuh1J0+eJFu3biWdnZ2kqamJEDIyN+3evZs0NDQQQghpbGwkT58+pWsjG+PGjaNjetKkSWTBggXExMSEFBcXk6lTp5LHjx+Tv//970LXsDFjxgwiISFBjI2NSUVFBVm+fDmJjo4mRUVFpK6ujq6H77//PrGzsyOxsbGkurqaEELIvHnzyD/+8Q9y584d0tbWRr777juiqKhIWlpa3mk7Llu2jBBCiJ6eHhkeHib29vbExcWF7NixgwwODpIPP/yQvt+9vb3k6NGjpKOjg3zwwQfkww8/JNu3bydJSUnkm2++IW/evKHPf8aMGcTd3Z1T1tDQEHn//feJiYkJefPmDbG3tycAiIuLC7GysiJ37twhf/3rX+nveTweGTduHOns7CQPHjwgLS0tRFlZmfz000/k5MmTJCsri8TExJCuri7y+eefc8pKS0sjBw4cIKmpqeTIkSNkzZo15OzZs2Tq1Knk6tWrJCIigoSFhZGdO3cSaWlpsf1TUFBAvvnmG6Kurk7c3d2Jp6cniYqKIps2bSIvX74U+v0//vEP8vHHH5Ompiby3nvvkc7OTiItLU2ePn1KsrOzSWpqKh1jHR0dZNu2beRvf/sb5x5/+9vfiIaGBomOjibHjh0j3333HYmOjib//Oc/yblz5+h6yV5bGLtCWlqarlWvXr0iixcvJpaWluT333/njAVB2+6zzz4jq1atIjExMSQxMZEQQsjp06eJiooKqayspL9lzzMM/qiNwi6voqKCEELIkiVLiKenJ4mJiSHFxcXkp59+Ivv27SPW1ta0vux6t7a2kvr6ekIIIS4uLqSjo4O8fv2azJkzhxgbGxMFBQXyyy+/iH2eY/hvjv9/fUdj+HdHTU0Nxo0bBxsbG+zevRuNjY0YGBjA4sWL6WlXSEgIPZG0sLCggpHAyOnojBkzsHTpUhw4cABnzpwBj8ejWh6iwHiljx8/jsLCwv+7DRzDGEYB+0Tm4MGDyMrKQktLC7q6umBpaQlLS0uxWips2NjY4NChQ5TNw4z/wsJCaGpqUqr/4OAgvR+Px8ORI0coq+bZs2dwcnKip8ktLS1CWX/YKC0tpady9fX1kJGREaklMDw8jCtXrmDq1KlCelPp6elUC8De3h4zZswQYqo8evQInZ2dGB4ehpmZGWJiYjA8PAw+n4/Nmzfj2LFjQvUTPL1izwcPHz6EvLw8wsPDhZgFzHVsNlJOTg4V5G1paYG7uztlmzQ2NnJO5UXd6+3btzAzM8PZs2cp/dza2looAwx7LCQnJ6OhoQGXLl2Cp6cnTUtcXFwMBwcHsZmvhoaG0NjYCC8vL/j5+eHatWv0u3Xr1kFfX19kXbu6urBo0SJO9g2GAVlUVAQLCwt6AlpdXc05xe/s7ISkpCRlWAKgp625ubkwNDSk47KzsxOvXr3C5MmTRVL/7927h5kzZ8LMzAzz5s3D2bNnAfxr/J06dQpz5swROlksLy+HpKQk1q9fD3d3d8yZM0coWweD2tpaLFq0CK2trTR7zfr162lYn2DoWk9PDxYtWiSSrXn8+HEqJCwjIyMUjsjj8dDT0wM1NTV6uguAI0RuZGRE2T7l5eV49OgR51T82rVr9KS9qqoKvr6+lM329u3bUVMUOzs7Q11dXagvXF1dRWqxSEtLIzo6mjMWCwsLMX/+fGzatAnJycnQ1tbmPGtg5DR22rRpQrpGT58+xW+//QZHR0dcvHgR8+fPp+KqwL/ez+HhYeTn59P/JyYmYvz48aOmUmbQ1dUFOTk5TtgWww64desWDAwMKKuhr68PqampmDZtmhDz4MWLF3B2doaNjQ00NDQwf/58oQxdTP0aGxtppr2qqirY2NjA19cXz549E8mqArjv99OnT+kzLCoqgqurKx0DVVVVHH0PNutq165dtI8rKyvh5uZGny2ToY8NfX19mlabDUbgPjg4GPr6+tDW1uZ8v23bNk44ERsJCQnw9vbG2rVraRgkUz6DtWvXCoUtMuWuWrUKR44cgYODA4fFUlJSgsmTJ4u0yQIDA7Fs2TI4ODhg3rx5nDEEjMwbzJy4ceNGmJqaorq6GoODgzh27Biio6OF+obJRsWsd5cvX0ZAQAD9ft++fZzQPSbUh2nn1q1bsWLFCs59h4eHERMTA0dHRzg6OsLLywvTp0/nMCWBkfHJzIkXL16k8xwwwnhhrw0MW4Tdv/39/XBwcEBsbKzQWqCjo8OZaxgwmaG6urqoSDswMr6Cg4OFQpCZMtnjdvny5Vi5ciU0NTURGRmJyMhI7NmzByoqKjA1NRXSVOnv74elpSWsrKzo2p+VlUXZURkZGUhKSkJQUJAQY1ZwTe/u7oa6ujqSkpLour1//36aQlsUHBwcOJo2zLPav38/Z+wxYH5XW1sLb29vqqOWk5ODgIAAysQRXH+ePHlCP4uKisL69etRWVmJzs5OhIWFUb0cdop0Ho+HhoYGau9cvXoVy5Yto/fKz8+Hr6+vEAP3/4SNcvr0aXR3d6OpqQn29vaQkpJCdnY2SkpKsGfPHiG9QWDkeXh4eOD58+cYHByEkZERtds6OjqwadMmrFq1SijEbiya4d8T4wAxxydjGIMY/PLLL/Rkg4GsrCwxNDQkf//738mZM2dIS0sLuXLlCtmzZw+ZNm0aUVVVJR988AHh8/mEx+ORv/zlL6OWwT4JHMMY/rvB2NiYsht4PB6xsLAgcnJyxNvbmxQUFJAzZ85wTsEZACDjxo0jhw8fJtevXycGBgZEUlKSfP3114QQQiwsLMhPP/1EQkJCCCGElJWVkdDQUHLkyBHS2NhIDhw4QIqLi0lnZydxc3MjISEh5JtvviGHDx8WWR7zHl24cIHs3buXfP7552TGjBlk/fr15OeffyYGBgaksLCQ5Obmkk8++YRe5+3tTX788Ufi4OBATxkZPHnyhDQ3N5Oamhoybdo0IiUlRcupq6sjly5dIra2tuTly5ekpqaGbNu2jUycOJH09PSQL774gvT395PY2Fixde3s7CRmZmZk/Pjx5McffyRGRkaEz+cTJycn8umnn5KIiAjOCXp/fz/R19cniYmJ5IMPPqAMqdbWVrJlyxayc+dO0traSo4fPy50ynvq1CnywQcfEG1tbULIv07xT5w4QUpLS0lJSQmZNGkSSU1NJU+ePOGcfjKwt7cn9fX15MKFC4TH45GsrCySnp5OsrKySF1dHUlMTCQyMjK0fTwej7z//vtkaGiImJqaEhsbG7J48WISFxdH6uvryYQJE0hXVxd5+/YtCQsLoyd6zHzI/J2amkouXLhAZGRkiLm5Oa2PlZUV+eqrr0hYWBgdb4Ljr7a2llhbW5NvvvmGHDx4kBAycoK+Zs0aEhoaSpSUlGg55eXlZOvWreTw4cP0HoT869Svv7+fNDY2koGBATJ58mRO3wQGBpJZs2YRbW1t0t/fT/7617+S4eFh8sEHH5Curi6SmppK/vKXv5CffvqJLF68mJYZGxtLvv76a3qdnp4eiYqKIhMmTCA8Ho8kJCSQqqoqEhYWJjR+mpqaiIeHB0lKSiJ8Pp+2mem/J0+ekM8//5y0tLRQlpUgMjMzyYYNG4iTkxOxt7enn0dGRpKMjAySkpJCP2tsbCTbtm0j4eHhpLq6mhw/fpxcuXKFKCgoEFlZWXLw4EEyffp0EhgYKLIsdt1ramrIgQMHyOPHj4mJiQmZN28eOX/+PElLSyMZGRnk/fffp+Pn9OnTJCUlhRw7dozeZ2hoiPzlL38hzc3NZOfOneSTTz4hPT09JDw8nFNeQEAA+frrr4mjoyO9hnnP29vbydatW8mXX35JvvzyS2JlZcUZO4QQoq2tTT799FPS1dVF9PT0iJ6eHsnOziZaWlrEw8ODuLm5iW0rIYS0tbURJSUl8uWXX5KUlBQyMDBAKisriYmJCdm3bx+RkJCgfRIXF0eam5tJQEAA6evrIx9//DH9rrq6mtTX15Pe3l7yz3/+k8yaNUuoT9va2oiWlhaRkJAgXV1dxNLSkkyfPp1s3bqVVFdXEycnJzJv3jxO/Xp7e0lUVBRxd3cnNTU1JDY2lmRmZhIrKysye/ZscvDgQSIhIUEsLS051xUWFpLbt28TZ2dnUlhYSFJSUsjhw4eJubk5+fzzz0lpaSmZPXs22bBhg1CfNDc3ExsbG3LixAny4YcfkqGhIfLee+9Rls+9e/dITU0N6e7uJqamphwbKjExkbS2thIPDw+hPqqqqiJ/+ctfyBdffEE+/PBD8sEHH9AxRAghubm5JDg4mKSlpdF+I2SEXdXd3U3u3r1LLl68SH7++Wfi4+ND7bgHDx6QixcvkoiICDqGmHebkBF2HMNKYb9nPT095OTJk8Tc3JyUlZWRTz/9lOzevZsMDg6S1tZWMm7cONLV1UXi4uLIzz//TK/j8XgkODiY2NjYkI8++ojk5uaSxMREMjw8TFasWEHKy8vJ0NAQCQgI4FwHgHR3dxMTExPi6+tLFi5cSJkrzJxw5coV0tPTQ16/fk00NTXJpEmT6PV9fX0kPDycuLi4kP7+fpKWlkaioqLIsmXLyPz580lpaSn55JNPRn2/CRlhMaWnp5PffvuNLFq0iEhLSxMXFxfS09NDjh8/zhmzT58+JTk5OcTe3p48e/aMlJaWkh07dpDly5eTTz75hJSUlJCpU6eSzZs3iy3Pz8+Proe3bt0ixcXF5K9//SuxtrYmAwMDhM/nk48//pgzFggh5NWrV2T37t3ks88+I8bGxiQgIIBMmzaN2iTvwsOHD0lvby+RlZUl586dI0VFRYQQQhQVFUlwcDBxdXUlysrKnPmEvb55eHiQ48ePk4MHD5IvvviCVFdXky1btpC0tDTy448/0vqeP3+evP/++0RNTY1kZ2eTq1evktTUVGJkZER6enpIdXU1Wb16NdHU1OTUr7u7m4SGhpLQ0FDS3t5OioqKSHZ2Nrl+/TrR1dUlKSkppLa2lhw7dozMnz+fc+3p06cpm6urq4ukpaWR7Oxs8o9//IO0t7eT999/nygqKhITExPOdf87NkpXVxfJzs4msrKypKCggEyZMoWcOnWK5Ofnkw8++ICkpaURHo9HUlJSOPMfISPsqNmzZ5Pbt28TOTk5UllZSSIjI8mbN2+InJwcCQoKIvHx8URfX/8PPdsx/DfG/ysv0hj+fTF16lR68sicoJWUlMDIyAhGRka4ffs2ysrKRhXQYk4QxkS2xvDvhrNnz8LAwADASLpiMzMzyuQAIJSFQRz27NkDTU1NeHh40KxEjCgyAI6mTnx8PIeFsWvXLuzcuRNaWlr429/+RvVIROHFixdYuHAhWlpa4OLigunTp8PZ2Zme7Anq1gBAWFgY59QT+Ffq2fv374tkFzx//pwyaq5duwYPDw+aGra0tBSJiYmYM2cOPvroI5qVThQUFRWRmJiIuLg4TJw4EY6Ojnj27BlNyStK16K1tRWVlZUcQcbg4GCaTWPcuHFITU3lXDMwMICkpCTo6uoKCTAPDg7i5cuXOHPmDPbt20dPUwVP+LKzs6m+Dhtv375FQUEBPcUTFcO+efNmKCkpQVJSkgp2Jicnw9vbG3JycpQJwL6Gfarc2tqK+Ph4bNiwAQYGBjQjD1uEVdQcy/y/tLQU+vr6mDp1KgwMDCAlJUW1gdiorq7G9OnTqTAj0z/AyCk1oxMkqo0ODg5CehnDw8Po6urC5cuXhTJlASMslLVr1yIjI4Pq2wQFBWHRokU040pUVBSMjY1FMrxqa2sxZcoUjs7Q0NAQFRkeTaib3T/Xr1/H0qVLsW7dOpw/fx7bt2/H1KlTKfNieHiYPo/29nbk5+fTE11GFHX79u2YN28e3n//fZpKnQH7BJf9jKqqqnD8+HEsWrQIxsbG0NXVpVoG7PHHsG5EgdEVEodNmzZxtDeAkefW39/PSVggCoGBgfTa77//Hjo6OoiMjASPx0NVVdU704IzfTYwMAAtLS0sXrwYSkpKWL58ORXqZvfH/v37sW7dOk49mRPzrKysdzIhFRQUcPjwYZw/fx6TJ0+Gnp4eZYrs379fLCu4oKAADQ0NVKPv0aNHMDY2RkhICGbMmIGPP/6Y80zZbI7r169TYfaXL18iISEBfn5++Pzzz/HJJ5+gvLxcaOw2NzdjypQpHBYY096ioqJR+3X//v2QkJDgsFGYvxMTEznPVJTmjISEBBobG4XmN1FZhZjfZGRk4Pfff+eMY6bMc+fOiRRILikpoe24f/8+rK2tqTbV27dv8eDBA6ipqeHHH3/EzZs3OdcyLIympiYEBwdTJsPNmzdx4sQJyMvLY9y4cTR7liBMTEyo3cpmWwwMDAj1ORuDg4Po7e1FdXU1EhIS0N7ejqGhIRw8eBC7du3CxIkTMW7cOE7mJHF27dWrVxESEoLZs2dDT08PWlpanLoAI/MyO7MboxXT3d2N1NRUxMbG4qeffsI333wjxPJh8OzZM8yYMQNWVlb0s5ycHEhKSlLGjygwdens7ISvry+UlJSwYsUKzvei2sZcd/r0acyaNQvTp0+Ho6MjXrx4gbS0NAQGBnIEhYERgXg2Y5S9th06dAjy8vLQ1dWFoaEhfc+YscfW1YqNjaXMlPz8fBw9ehQODg54//33MXv2bPT19dH61dbWUk3CmzdvQl9fn7J5njx5gitXrsDFxQVffPGF0HzNMED5fD6cnJxo9qjW1laUl5fD0dER48eP5wjbs/FfsVHOnz9P7cr9+/fDyMiIrsMtLS2ora2Fm5sb1NTUOPN9bm4uzp49i46ODjQ2NuLTTz+Fi4sL/f7evXu4du0a5OXlRTK8xvDvhzFnzhj+NOzs7IRCDkbDGG1vDP/O4PP5lDrd2tqK3Nxc1NXVYfPmzbC2tgYAaGpqYuXKlZwNrziwjZZ79+4hNTUVXl5eOHHiBA0l6O7uhpeXF3bt2kVTl86aNYsTatHR0YG2tjYhAwAAJ/VpVlYW0tLSkJOTgwULFuD58+dQU1PDsmXLOBtetiGfnp6OiRMnisy+ZGBgIFQmj8dDaGgopKWlUVxcjKqqKvj7+8Pb2xt37tyhc0BdXR3dfAkascCIEbJz504MDQ1hyZIliI+Ph4uLCxQVFTlZvdip0rdv345Xr17h1atX+PXXX+Ho6Eh/V1NTg5qaGqEU0Ay6urpoZprg4GBOH5SWlnLSfTJlMv+WlZWhoqICdnZ2QvcVDF8RnAOdnJygra2NV69eIS0tDWpqaggNDeXUCwAnjIXZdDIha8BIGMqTJ08QFhYGOzs77NixQ0g00c3NTWy6WmDkWT9+/JgKj7Lry/zr5+eHzZs3c4xoYCQrm7u7u9h7l5WVwdjYGKmpqUIbRTU1NY5QKjCSyXDRokV0U8hGYmIifvnlF1hbW2PatGl0EylqfYmOjoahoaHQBjghIQG6urqc+5eUlAiJIDNobm6GtbU1nJ2dsWnTJvpcmbbExsYiNDQUTU1NSElJwaJFizghE4ODg3j48CFHKJT/v1KU//DDD5zNjWBYycDAAIaHh4UEXNl1U1ZW5qzFzG+3bt2KqKgosWvv06dPYWlpicLCQqH30NramkPbZ4vU9vb2Ij4+Hp2dnTAwMMCWLVtw584d/PDDD/Dw8BAKgxQHdv8XFhbi9evXQmOLQV1dHRYsWEBTerOhra0tlH6Y3eYnT57g6NGjGBwchKSkJE6dOkVTWLOzubHnoOPHj2Pv3r3o6+tDYmIiJCQk6Djt7+9HU1MTTp06xQkTGxwchLu7Ozw9PdHX14djx45BX18fhw4d4oi03rp1i5PyWBDbtm2Dp6enkAPl4cOH0NLSEgp7ZcPS0hIWFhaca9va2jB//vxRnRWtra3Q09Oj7wojtguMpCreunUrZz1hw93dHeHh4ULCqS4uLggMDBT6/ZkzZ7BgwQKcPn0ag4ODiIuLg5OTE06ePEkPCBgxdaYuwMjhwOrVq5Gamoru7m7Y2dlh48aNyM3Npb9hwoPFwd/fH1JSUnTzzrSpsbERurq6Ip2Cx44dw7p161BWVoaioiJoa2tjy5Yt9B7AyBzHDu9ij6Vt27ahq6tLpHh4X1+fUPa9np4eeHh4YP369aivr8fdu3dhYmKC7du3c7KslZWV0cxUojIqDg8P48KFC5CVleW8N9LS0mIF/EXVnxENv3btmpDgtiBevHgBVVVVeghlZWXFSYDCHkNMWPqOHTs4B1Hssjs7O8Hn82l4G9O++vp6rFu3jmbc3LlzJ0xMTHDu3DlOKGZaWhrH1uDxeEhISICNjQ21JTw9PaGmpobHjx9z2sL0LYNXr15h+fLldK1LSUmBs7Mzdu/ezXnf2H8z9f2v2ih9fX04ffo0TE1N6WHPvn37YGJiguTkZI4TmukjZhydOHECa9asoQd1PT09kJeXx8qVK0WuCaMJ1o/h3wNjzpwx/JchOCkwRgA7znQMY/h3x9OnT5Gamorjx49jzZo16O3tpfov586dAzAS9793716ha8UtkqI2qwwYg+bOnTtwc3NDWFgYOjs70dPTAxUVFZrdRRDMO1dTU4OioiJ0dXXBxcUFbW1tGBwc5LB7jh49ChMTE5EpSRkcOnQI+vr6nCwSW7Zs4bCHBOscERGBZcuW4cGDB+jv70dkZCTc3d1x7tw5kbHZ/f39VEMiNTUVL1++REdHB65cuUINp9u3b0NDQ0NIDwMYOV1zdXVFREQE2tvb0dvbi9WrV2PVqlWcGHUGbM0PBgMDA3j48CE2btwIe3t72rdTpkzBli1bRLazvLwccnJyyMrKwpIlS+Dr60t/Y2tryzkRFYXNmzfTDWJvby+uX7+OefPmwc7OTmR2EWtra4wfPx7Pnj2jfTeaAcb+Ljg4GMrKykhLS+PMy+JOj0XN3Xl5edDU1ISnpycuXLiA169fY9++fZg/fz6tr6j1oL29HSEhIdi4cSOOHTtGN6Oenp4ix9G+ffuo40OU/lNdXR3KysroZkpcH1RUVCAgIAC2trbUEXb16lVMnDiR9iFzb0tLS+jo6Aht5sStYczng4ODuHr1Kvz9/REcHIze3l4UFRVBSUkJgYGBQplWBOtbXFyMBQsWcAx75nv2sxFVDx6Ph+HhYURERMDJyQmXL1+mc8rr168xbdq0UR3LDQ0NsLCwgIeHBx49ekTflePHj2POnDkcpwyTpenChQtISEjA0NAQmpubORota9eupWmRRbW3rKwMBQUFHOfxaONP0MGUnp4OMzMzbNy4ER0dHejp6YG/v7/IMcQgPj4eBw4cQGdnJ+7du0f7+dmzZzAzMxO5qe3t7cWxY8fg6elJs6ulpaVh+fLltO3sejJt7OvrQ15eHjw8PODh4YHe3l48fvwYRkZG2Llzp0hHAbuNzN85OTmwtrbG1q1bKTOgo6MDixcvFqmrwr5PYWEhfHx8IC0tjb179+LcuXOQkJAQm1KZjcjISHz77bcc5+rQ0BAkJCREZgpkcOXKFaxfvx4hISG4ceMGeDwe9u7dKzSGmHYCI6wdSUlJyoa8cOECZTqI66e2tjYcP34c69ato/NYZGQkLCwscOPGDSEnF/s9YzsiPT09YWZmxllLTE1NhVhqzD1evXqFiIgImJqa4uXLl2hqaoKDgwM8PDyQl5cnpOPELjc0NJRmPhPVD6IwPDyMyspKBAYGwsLCAm/evEFNTQ2sra3h5+eHp0+filz7mXs+efIEe/fupVneHjx4AH19fcyaNQvW1tYiM5mJWhPY7Th9+jTU1dWpZo8o8Hg8JCYm4quvvqI2ETCy9khISIhcux89egRra2uq/8N2Sglmj2Kjp6cH9+7dg62tLcLDw8Hj8XD9+nUYGBjgwIEDQpo17Ot7e3sRExODDRs2UIbmvn37IC8vj7S0NCG7jM1EqqyshJqaGuzt7dHT04PCwkLqzBTFpmPwX7FR2NfHxsZCWVkZu3fvpg5LExMTJCQkjJp9aufOnZCRkaH1BYD169dj5syZozK5x/DviTFnzhj+Sxjz5I7hPwE9PT148+YNbG1t8c0333DYE+fOncPHH38MfX19SEhI0M9Fbb48PT3h4+MDf39/kQ4FNpgNQ21tLVavXo2JEydi/fr1VGjSzs4Ov/32m0g2AY/Hw4sXL+Do6AgZGRmsXr2afnflyhV89tln2LZtG2bMmEHZGuKMy8bGRpw9exZLly7F0qVLYWxsDElJSc4JKvv6goICbNiwAatWreKEDh05cgTm5uac9KsMampqEBcXBwsLC4wfP54aN9euXcP48eNRUFCAtWvXYs+ePULtZGBra4tFixZx0tM6OjpiypQpnDTqwMizYYxh9j2YULCgoCCsX79eiAXFBiNmGRERAWAkPEBSUhJqamowMzODoqKi0GmpYB8nJCRAQkKCsmiGhobg6uoKc3NzTtp4NuLj4/H9998LCdKKCm8SLPPUqVOQlZVFQkKCSANyNDD3ffPmDXx9fWFubg4JCQloaWnRMSnKCcGgra0NO3bsgJ2dHSZNmgQLCwvIyMgInSYCIyGMqqqqHEcI87xiYmKEGE+jgTkxX7lyJVasWIE1a9aIZZT6+vpizZo1Qg4QUafegnW2s7ODtLQ0HBwcUF5ejpaWFhpyzE47zYC9Qeju7oaysjJWr15N++PPhB43NTUhKCgI1tbWWLNmDcLDw7FgwQJOmlx2/dn3rqurw4YNG7BhwwYoKSnB29sbkydPpmEIwEjfHzx4ELq6upg4cSJlPvD5fKxevRqysrKwsrISKdTNDm1YsGABduzYAUlJSU5YpzhHlWBde3t7kZ2dDXNzc8ycOROGhoZYuXKlSIcZMBI6pK6uTu/x6NEjzJs3D2lpaZCTk8Pu3bvFlgsAPj4+WLlyJUJCQtDW1obCwkKoqKjAz8+POqXZzhxgJJzK3t4eixcvpkL41dXVsLW1hbOzs8i5iAF7PN29exceHh7Q1NSEtLQ0VFVVR2W/se/T0NCAM2fOQE1NDf7+/ti1a5fI34n67OjRo/jpp5/g7OwMExMTKCgoiE1jzr4uPT0dgYGBkJaWhrKyMlasWEHZGIK/f/78OXR1dWFmZgYZGRk4OTlheHgY2dnZsLCwEBJKZpfj5uYGDQ0NLFu2DFFRUQBGHA1aWlo4ffq02PWUfY+ioiJERERg0qRJWLduHbS1taGsrCx0DXss+Pn5QUlJCWvWrMGNGzcwODiIkJAQmJmZiWU83b9/H0uXLuU4ON91wMnUPzMzE8bGxliyZAl0dHSQkZGB3t5e+Pr6wsTERGxYYW1tLX755Rf4+/vju+++o8yVqqoqrF+/Hjo6OnQTL2q+FnRksB2XmZmZHGaQ4LXACJNk165d0NDQ4LzjJ06c4LBI2M/pzZs3cHNzg7OzM3Jyct65NjFlnj17Fubm5liwYAGcnJzQ1NSEgoICmJqaIiAgQCgUm7mutrYWK1euhKKiIpSVlREVFYWhoSFcu3YNM2fOFMlyZuDg4AA7OzssXboUqqqqePHiBerr6+Hp6Qk/Pz+xzkvgz9kobERGRmLNmjWwsbGBkZERnJyc0N7ejkePHkFNTU3sepieng4ZGRlER0dDQkICbm5ulPno6+tL05KP4X8Oxpw5YxjDGMYgAvfu3aNMlgsXLkBRURFhYWG4evUqPZHLy8vD1atXKTtBlEGZkZGB+fPn4+bNm3TTJUgjFwSTIe7ChQsoKiqCj48PnJyc6GnyoUOHhE7o3r59iwMHDgAYCUn5/vvvERERgZqaGlrfq1evwsPDAxcvXqTlj7ZRBUaMutTUVJSWlnL0Qtjo7+/HwoULceTIETQ3NyM7OxurVq2ioQyC8ecAqNbKkSNH8Je//AUbN27kULlDQkKgra3NcaoI1tXV1RXGxsa4d+8e7Ozs4O7uTg3s7du3Uz0GBgcOHMC6detotghBDYDq6mr4+/tDQ0ODfibINMzLy4OBgQEWL17MCU1KS0ujLAZ2HzH3LykpQXx8PKV4h4eH4/fff8ehQ4egqakJLy8vHDx4EH5+fkJ9xeDmzZv46aefOIwhUdl4RDkEnj17BiUlJQQFBYllZI3GAmF/z7C92GWxy2RO+NmfdXV14eHDh3j9+jUnZIyNly9fQk1NjRNSx2Dt2rUinTFMnU6ePCk2/r++vp46S9jtYiMhIQErVqzAuXPn/vBhhbq6Otzc3HD69Gn4+fnBxcUFjx8/Bo/Hg5ubm9ApMTu70vPnz+nnjo6OWLBgwaj6L4In6GyG0JMnT3D48GHs379faENSXV0NOzs7+m6xWV1DQ0PIzc3FqVOnkJKSwnHksO+vqKgISUlJZGdn0wwxwMhmIyAgYFSmoY6ODpKTk3Hv3j3Mnz8ftbW1GBwcFHlNTk4OZsyYQU+cRbF8i4qK0N7eLpLBBoyEn+nr60NOTo7DwkpISICbmxuHRSdqvG/cuBHr1q1DcHAwbG1t4eXlhaqqKjQ1NWHt2rUix9jg4CBmzZqF/fv349KlS9i1axcMDQ3x5MkTdHV1ISIiQqi93t7eHB0L9vfNzc3o7OzE9evXxWrWjMaye9f/2WD0pICR0NILFy7g8OHDnHEk6n1g35NZixoaGsQ62Hg8HlRVVakj7dWrV7CxsYGFhQVaWlrw+vVrse+dr68vVFVVUV9fj3PnzsHV1RWBgYHo7+9HRkYG5zkDI5pybCaTqGx6Z86cwf3794XYNWxYW1vDwMAAWVlZiIuLg5mZGV23YmNjhZxWDJ48eQJnZ2esXbuWc4jxLkdtS0sLJkyYQNt08uRJGBgY0PlQ0NnFbtfLly+pE7eyshILFy6koYCNjY3YuXMnlJSURM4x3t7eUFBQQFRUFNUlE7w/G4IHBUlJSXScJicnw8jISEi7iL2OdHR04OXLl2hubgaPx8OOHTuwfv16XL9+fVS2MDDCQPvhhx+Ql5eH5ORkypx69eoVamtrhcIuGfD5fGhqatLQ6eTkZHh4eCA0NBQdHR0oLy8XOxYOHz4MSUlJACPMx71790JOTg65ubno6ekZdd7+szYKAybrH8NCLS4uhouLCywtLVFeXi62n4aHh7Fx40bKfGttbYWVlRUkJSVHDbccw783xpw5YxjDGMYgAo2NjRgaGkJiYiKuXr2KoaEh7N69G66urrhy5QquX7+OsLAwsUwPYOQkMjU1lYrYDQ8PIyQkBMuXL+eEHIgqW1lZmcaft7a2wsjICAsXLuSk/2UbW/n5+TQE5fbt23j16hWcnZ3h5eVFGRSXL18WWU9gxAAUdBC96zSXjY0bN1KDrq+vDwcOHMDEiRM5p8pslgfTjsrKSmRlZWHr1q0ICAigxm9dXR1n4yhoWPb19cHCwoIan62trXB1dcXcuXM5oQHs+paUlGDz5s0wNjbmxMmz780+YROkPDc3N2NoaAjl5eXYvHkzPD09RT5HwVP77u5uzJ8/H+bm5ti4cSOsrKzQ1taG27dvIywsjKbI1tbWpmFGbMbT2bNn6cahuroac+fOhYWFhVC5gu0NCgqCm5sb4uPj0dDQgNbWVhgbG8Pc3Jyj+yB47d27d5GVlcVxOIhL4SyIkJAQzib1XeFKgjh8+DBmz56N+Ph4utmysrLiiOAK3iMvLw8qKipi08IKbqKY59Lc3Izk5GQqppqZmYkVK1YgJiZmVAFhYIS1p6+vT/vlxYsXcHBwgLy8PBW/FVWHpqYmyMrKwsjICObm5tTRGR0djc8//1xk+A87XImdCvqPsHhevHgBLy8vmJmZcZw1fyTUk0FdXR3S0tJgaGhIHckPHjzgjA9x992zZw9u3boFGRkZqsVz9epVJCcnixwDfn5+mDFjBmeTM5roKiA8N+Tm5sLIyAg7duzgCL4KpqUWRHd3NzQ0NGgb8vPzYW9vDz09vVE3Qu3t7VQUH/iXA01aWpozX7PbUVJSAm1tbaxfv57W613vGHN9X18fwsPDKUNF8Dfi3i2mzQMDAxgaGqJjnAmPF1cmc78HDx7gypUrQmLJf5RNFhISQh0T/f39uH37NubOnQt1dXXadlF1j4yMpGsoI56+YMECGBoaihRRz8zMxO+//87RIRnt/uLg4uJCmRRv375FfHw8JCQkEBQUxPkd0xdNTU1obW1FR0cH+vr6sGfPHjg6OnJCj0ZDZ2cnZ55raGiAk5MTFixYQJmugPAzVlNTw9q1azFp0iSaXIDH40FeXp6yc2tra4XSiQMjekwaGhpIT0+Hp6cnAgICcO3atT803/v5+UFHRwfh4eH4+uuvabrtrKwsrFu3TiiklYGKigocHBxgbm5OnS9MOBdz0CQORUVFnDDm58+fY82aNZCVleUkVhDFVLWysuLYBklJSZgxYwa8vb2FDifYuHfvHjw8POj3DQ0NUFdXx+TJk8U69ID/mo3CYGhoCOrq6pzfnTlzBrKyspR1Je7ahIQEaGtrc9bDWbNmwcfHZyzpzP9QjDlzxjCGMYxBDBiRRl1dXWqQJSUlwd3dHZMnTxaZCYotkDtlyhQsWbJEKIQjOjqaGgfi4OPjAxsbG7rRfPbsGdTU1EaNdx4aGsL27dthZWWF/Px89PT0wM/PD05OTlBUVISqqqrI62JjY7F06VLMmTMHmZmZf8rgZX7r7u4OKSkperr15MkT+Pj4iMyewVxz5MgRqKiooKKiAi0tLQgNDYWPjw+sra1F6i4IYseOHVBTU6ObSh6PB1lZWSEGB7s9tbW1iImJga6uLud372JjBAcHw8TEBIqKirh06RKePn1KjXVReiFs7Nq1i7JpqqqqsHPnTnriy9Q7Li6OGvJMfUtKSjBp0iRs27YNP/74I3bv3k2ZFZKSkqPSpcPDw6nI8OTJk2FlZYWcnBzw+XxYW1sLZYthcPv2bfzjH/+Am5sbli9fzmnbu/ooJycHsrKy79S0YSAujCkjIwMGBgZUW0BLS0tsHbq7u2FkZMQJ9XlXJkXmX1lZWWzcuBHq6uoICAhAfX09KisrsXz5cupgGw16enowMjKim+LCwkKoq6uP6qjV0NDAmTNnkJOTg6+++gqWlpZ0brl165aQ/gdT39bWVsyfP18o89ofQU1NDfbs2QNdXV2OuPG7DHtHR0c4OTlh69atlN5vZGQEb29vfPHFF0Lt7OnpQW5uLtrb27F7927k5+cjKioK77//Pt0A19fXY+rUqULjj/1cjx49ivHjxwttYEWB/XlMTAz27t2LnJwctLa2wsbGBoGBgXj8+PEfYlsNDQ1BWVkZbm5u9LM7d+5AUVFx1A15f38/li5dCnt7e/rZ5cuX4ejoSJ0BotDS0gJra2uoqqrSd0YUW5L5nIGmpiZsbGywYsUKmJqavjOjF8Dtp1WrViEwMBCSkpJ0fREsQ/CzS5cuYf78+XBxccHvv//OYXD8URw9ehS//fYbza718uVLuLi4vLP+J0+exO+//87JymVhYSGSqccOqZGUlISRkZHQd38UXl5eWLp0KWVBMM5wUQcqDQ0NWLBgAUJCQiAjI0NZm0ePHoWpqSnnmtGgqakJNTU1GnJ06dIleHt7ixVpZ8KYS0tLsWXLFhgZGXG0jwTFfIF/9cPLly+RmJhIw/GqqqqwY8cOeHl54fDhw6OyljIyMiAtLY3h4WHY2tpCU1MTn3/+OWXjsrO7scFoLJWWluL333+HoaEhZVndvXtXrBA6g7q6OkyZMgVhYWH0M+ZA5F0O+Js3b0JeXp6yqzo6OsSKX7NRWVmJmTNnIiQkhH7m7u4ukkEqiD9qo4hCRkYG5s2bR59PUlIS3NzcxM5lzOdv3ryBv78/YmNjkZ2dTdclcdnPxvDvjzFnzhjGMIYxsMAYry0tLejo6ACPx8O1a9dgZmZGT0IHBwdHTUHe09ODHTt2ICUlBW/fvkVoaCh8fX1x9epVkSJ7bDDfv3r1Ctu2bYOGhgYiIiKwePFiHDt2TKgsUVlu4uPjsXHjRqpxkZOTw6Fos8OLWltboaqqiubmZhw5cgQKCgpISkoa9eReHNzc3DB16lSEh4dj8uTJlKEgTjuGOe3U09PD7du3MTg4iMuXLyM4OJiKJorShGHq1tbWhu3bt8PGxgZHjhyBt7c31q9fzylDMByBufbEiRPQ09P7Q5vjW7duYenSpQCAmTNnUkOyuroaMTExYmPt+fyRtMKzZ8+GtrY21Rt6+/YtEhMToaWlhaamJgwPDwulIh8cHISamhpu3LiB4uJiTJgwAaqqqrCzsxPSLRJs6+vXr+Hm5oa+vj74+PhAX18fO3bswMqVK0UKWbJP7K9fv07ZUTdu3MDSpUupPpA48Pl8DA0N4dy5c1ixYgUsLS1F6sWIqiswogf09u1bzolzb28vhoaG0NbWRk+JRYWYtLe3IykpCVOnThWboUgUNm3ahC1btqC3txe//vor7Ozs4OjoiLKyMnR3d49q+DLlt7e3w8vLC1paWsjNzYWxsTECBbL4sE+46+rqsG/fPrS3t2PBggVITU3Frl27MH78eMTFxQkxutjQ1dWlDqZXr14hKiqKbvBEtVVUBp2jR49CV1eXM+bFOW6Tk5MhLy+PK1euICgoCIaGhigrK8Pbt2+Rnp4uMoV5TU0N4uPjsXr1akyePJnWa//+/Zg8eTI2bdoEGRkZThYvdv2bmpooO/DJkyeYPn06fHx83llXADAzM4OOjg527dqF3377jQqGuri4wNnZWSSDQxTevHmDDRs2YOPGjejp6UFoaCiHaSYO7e3t0NbWxqpVq5CVlYXFixcLOXlFzWEAqANAVDpvweva29s5Y8zT0xPq6up/KJMiMJJlKCAgAK9evcJvv/0mUpxWEB0dHdDS0kJDQwOSk5MhKysL4I+x9QTZnhcuXMCECRPg5OSEadOmCc2/4t7bM2fOYObMmQgNDcX69euhp6dHvxMlkstAX18fy5YtoyzXPyP8DoyEIC1cuBBpaWnYsGEDJ3sh+5rly5fj+PHjyMnJwfjx4/Hbb79Rp8HNmzeFxt9oY9nZ2RmzZ89GXFwcJkyYIJRSnUF6ejpWrVpF7ZKWlhYcOXIEurq6VMBbkMXDtP/169eYOHEidHV18fnnn1P9lZ6eHuzevVtkQgc2+vv7UV1djVOnTlEh8r1792LcuHFC4WAMent7kZSUhKGhIaiqqiIqKgr37t3D7NmzYWJiQp1H4nTgGLx48QIKCgrQ09PDsWPHMGXKFOqQedfzTUtLg4KCArS0tLBgwQIh/SzmesGxXV9fj0WLFkFbWxu6urpYuXKl0DX/VRuFXWemD5jPCgsLsWDBAujo6GD69OlC2UBF3QMYcQTt2LEDK1asgKysLLUFx5g5/zMx5swZwxjGMIb/BWahy8jIgJycHObPn49du3bhzp07yM7Ohq2tLdavX88xFkU5Kjw9PfGPf/yDGjW1tbXYvXs37O3txYo83rt3T2ihrampwY0bNxAUFCQyFlywTAsLC5w7dw6lpaU4evQonJycEBMTwxEWZFPqq6qqcOHCBRgaGtLvMzIysHLlSvj6+grpjLDrm56eTk/m2RvH1NRUpKSkjEqXvnjxIqKjo/HkyROUlpbi4sWLMDQ05JzEs9vH/Nvb2yu0Sa2oqMCFCxegr68PJycn2lbBvgwNDcXGjRshKytLT01v3rwJQ0NDsQwXpq1MuuLY2FioqakBGGGE3L9//w9taKqqqqChoQEPDw/KvOjs7KTaPYLlASNj5u7du2hqasKiRYtQW1uL2tpafPHFFwgMDBQKG2D+LSsrw+nTp/Hy5UuUl5dTQ7u5uRnLli2jukqCZfb29kJTUxNKSkpwd3enDqPCwkLIyMgIhRYAXCcQg/z8fGzatAm+vr4iw3AEER4eztExEewHQbCfa3NzM9WCyczMhIWFBfz8/ESO24GBAXrfpqYmmuZ49erV2L9/P6qrqzFjxgyYmprSjZ/gu93c3Cx078bGRmzbto0KVLLb0NPTQ7NFbd68Gbm5uRgcHEReXh6MjY0BjGyUV65cydFfEtUHfn5+iI2NhYmJCWxsbDBz5kyxoXbMc+nv70dYWBgCAwNpyMPVq1dhZmYGb29vsf2clZXFYSPW19dj37590NXVfScL7ebNm/jmm29gY2OD3Nxc2l+PHj1CcnIyMjIyOG1k6vr8+XOoq6vDzMwM+/btQ3d3N1pbWyEvLw8lJaVRy8zLy8OyZcvo/9va2jBv3jyaAltUKAR708buBz6fj7KyMqxfvx4rV66EiooK3YizN8YlJSXUYSk4DwcGBopMpc4gIiIC7u7usLCwoNo/R44cwaJFi4TmQDbCw8MhJyeHr776iuO43L17NxYsWPBOVgMw4jhqbm6Gqqoqvcf9+/c5ISqCGBoaQkhICNzc3LBo0SIqMBsSEsJ5ngyYPrp58yZOnTollOW0srISOTk5Qlpq7LkoKytL6NkUFBTA398fUVFRQvM88296ejpNG82EmQQGBmLmzJnvdJZ1dXWhrKxMSEvtwIEDsLe3h5ubG/08MzOTstyam5tx8OBBdHd3Y8GCBcjPz8fFixfx2WefcZImiHrfrl+/Ttm27DKPHDmCpKQkIQYHe/2rra2Fh4cHDA0NkZeXBx6Ph/7+fly4cEEka5h9DwsLC+rY37NnDyZMmMBhn/0RdiMwEh7FMNJiY2M545KN+/fvUy2suro6mJmZ0e+MjY1x69YtseVlZmYKCY/39fXB3d0dkZGR9DkIroW3b98WmXihu7sb58+f5zik2Yy4wcFB7Nmzh67V7D6/fPky7ty5IyRY/1+1Udh96e3tjevXr4vsg5qaGpH1AUYycjFrD/u5DQ8Po7u7m6MROIb/mRhz5oxhDGMYA/610DU3N0NBQQE5OTl4/vw5AgICEBQUhObmZhQXF4s8sRLUKcnKykJQUBCmTZtGjeTe3l7s37+fEybFdqosXLjwD2XrYQwAdpn29vYwNzfHpUuXsHr1akRGRqK1tRVXrlyBq6srR1iYbbBIS0vDwsICixYtgrq6OjUWysvLYWNjI8TOYVPYlZSUOOyFd4VBMP+ePHkSs2bNgpeXF9auXYvo6GiUlJTg1q1bUFNTEwrdYLdTV1dXrLHI3hgKGjsnT57EsmXLMDg4CAkJCXz66afUqfHw4UMhurRgW8rKyqCmpoZ58+bRzZevry/Wrl0rtr0pKSlwc3PD4cOHUV1djd7eXlhbW8PY2JgT2iAKgYGBlJHw6tUryMvLo6urC93d3VBXVxcSYWXK7O/vh7GxMU1N+/LlS8ydOxelpaVISEjgOO0EDbvw8HB4eHhg9+7d2LhxIw4ePEiNwMbGRurgYMD0cXt7O1avXk0FXfl8PiorK7F582Zs2LBh1E3ihQsXoK2tTU+w3wV2nW1sbGBra4vZs2dTXYGSkhLY2trC3Nyc48Dk8XjIzs5GTk4Odu7cia1bt1JDl72p0NLSEjL+2ULWSkpKYo1tUXosDCtPVVUVU6dOpe9XfX09fvrpJzg6OkJeXl6IqcJGdHQ07ty5g+LiYtja2mLHjh3UMSUnJzcqQ1BTUxPbtm1DUFAQ/va3v9F+zs3NhaOjIyekS1DkW15eHqamplTQtr29HceOHeNkSBJsL4OXL19i3759cHV1pRvErKwsTnmCp9FLlixBZmYm/P39MWHCBPj6+tL5xcvLa1SnaVdXF0xMTDgaEefPnxfLKGOXraenJ5ZZ197eTh2Vw8PDnJAaKSkpjvNE3EZJcC45deoUpKWl0d7ejn/+859Yvnw5fUdSU1ORmJjI+T1z3/z8fKxduxavXr3C9evXoaioyGEtsbWURF3PgAmTYuturFy5UuxGnmEKHDt2DHPmzMGpU6cAANnZ2Zg5c6bYVNBNTU3Q19cXcqSJWicEN7WbNm0Smuf/CPusvLwckydPRnp6OmbPng1NTU2kpKQAGGH/sd91Ufc1MzMb1QnCLvfs2bOYM2cOxzmenp5O59jnz5/D1dWV6siIKrOiogJycnLvFP0F/sV+BEbWhOTkZMp8DQsLg42NDW7duoXe3l4h56RgOx8/foy5c+dydJ6uX7+Ob7755p0sTEE8efIEtra20NbWxqxZs+h8wX42/f39CA0NhZaWFtUEW7JkCYKDg6GhocFJDS/okMnMzISioqJQX4gD811DQwPMzc2FBIZFXSs4tnbt2iXEsBxNBPz/hI2SkZHBOQwYrVw28vPzoaGhQR2s7LaMOW/+czDmzBnDGMbwH4+ysjL6944dOzBr1izKTGhuboaamhongxAg2rjMzMyEiYkJ/f++ffswceLEUTer/f39WLVqFby9vQEIi+6KApsdcP36dY5YMuNoYQx9NstAMLTF1taW3s/HxwcKCgpCtHvBdnZ1dUFfXx/W1tZCFPp3obq6GioqKlSINS8vDxs2bKDGj+DGgI3w8HBO3/5Ro4XH42Hr1q0oLCxETEwMTExMkJubi7/85S9CukWCJ7IpKSlITk5GbW0tAgMD4enpibCwMERERGDmzJlUoFmw/NzcXEyfPh3JyclYvHgxDA0NqVHv7u7O2UgJIi4uDkZGRhwD39/fHzIyMpzNg6g2Ozo6Qltbm6NTxIToycvLc7IEseHr6wslJSVqEJ47dw4eHh7Yvn07R3NBVJlKSkqIi4vDtWvX8NVXX2Hp0qVobGxEa2sr4uLiOGlpBXH37l0YGBjAzs5OpLaSOERFRVFH2tKlS/Hpp5/SzC11dXVCY3h4eBg3b97E6tWr8euvv3LYBAYGBpg+fTpUVVXFMl2AkfSyjIH/Z6jqz549w5QpU2BoaIjS0lI6r9TW1iIoKIhj+Ivq3yNHjuCf//wnFYAFRuakNWvW0DlDFI4ePQozMzMMDg5CTk4OISEh+OKLLygLiq2HwWwYent7UVdXh7a2NvT19cHc3Bzr16+nThVRqYOZawcHB+Hp6Yl9+/bRsZ6UlAQXFxfo6elh2rRpnDJLS0upc+fatWuIj49HXV0d5syZgzNnzkBdXR2rVq0aVRC6vb2dzm+BgYFYvXo1Kioq0NnZCWNj43fqku3atUtk9rjR5pPe3l6Ym5tTBxzbyfSuTWZvby91cMTExGDdunUICwvjsDhFob29HTY2NlBRUaE6YhUVFdDR0cHatWs5DBZRITUlJSW4f/8+SktL0dPTAwUFBRgaGuL27dvQ19fnzKvs60NCQmBlZUXnHF9fX9jZ2UFZWRmLFy8W69gcGBiAlpYW1NXVUVlZ+ac2lb6+vjA2NqYZH9/1rrGdFZs2bUJqaioKCgowb948bN26FdLS0oiLi3tnucz8/mfCi+/fvw95eXn6TjU2NsLQ0BAJCQlYvHgxR7xWELW1tZCRkaEhu+8q9+jRo2hoaEBPTw/mz5+PpKQk/Pjjj3T8xsXFQV1dXaTziA2GAfjo0SOYmJjA1dWVzvulpaVC71t5eTknEYEoFBYW4uHDh9S5yc5cxW5vQkICdHV1cffuXdTV1XHE/wHh9+fhw4dQV1enbEB2H4kbU8waLiMjw2Hr/VEB/7i4OKxYsYKylv7M2P2v2CjDw8Oor6/Ht99+C2VlZbHMYlEYGhpCVFQU/v73v3O00MacOP95GHPmjGEMY/iPRl1dHRwcHDghVmvXroWTkxN18ly7dg22trajpup88+YN5s2bBxUVFbx69Yr+Nj09HZ9//rlQeAH7bz8/P/ztb3/jnBCLW8wHBwfh6+uLxsZG8Pl8xMfHQ0ZGBv7+/pRJUVNTA3Nzc7HGxIkTJ+Dg4ABZWVkO1Xj37t2YO3cuGhsbxWa9AkZCliQlJcUa82xs27aNGnmnTp3C7NmzYWNjQ0PVKioqsHLlSs6mX5QxEhYWhg8++ICz6RHXR4IpiXt6etDS0gIVFRV6gm1tbQ0VFRXOdexy9fX1oa2tDSkpKfj7++PUqVM4efIktmzZgq1bt1JhU+Y5M46owcFBuLi4ICcnB1lZWZg3bx6ioqKwatUqoVN3BuxwpTNnzmDcuHGcE9/Ozk48fPhQiEHQ2dlJDe3i4mIcPnwYy5Yt44QhACMMEVEnpkybGecTe/Obnp4OBwcHofCfoqIieu9Hjx4hICAAAwMDkJCQwJ07d2Bvb49JkyZxrhPUgqmqqkJFRQUqKirQ09MDR0dHeHl5IS8vT+Smhs/nc8JP9u3bh+rqagQEBMDV1RVDQ0P48ssvhU5w2WXz+XyYmZlhzZo1SExM5GR2OnnypNisQ8zfa9asweeffy7WIcYG28EBjGxkYmNjYWFhQTdbKSkpHIed4ClvR0cHdZY+fvwYEyZMoJnhxNnVsAABAABJREFUzp49C2dnZ7HlM/fr7e1FSEgIPfmOjIzEuHHjROrdACOp1rW1tTmOosDAQCgqKo4q5AuMCDv7+voiMjISM2fOpKmJi4uLcebMGaoJxePx0N3djcDAQPT29tJxyePxcODAAeroPH/+PFRVVYUE39maH3PnzoWWlhZWrlyJxsZGREREYPXq1dDT0+OIZgvOJ8PDw+jv78esWbPw22+/0eckbn5nX9/R0QFJSUksWrSIOlb+zFhgHGYKCgp0gykrKwtLS0uR1zNjIDU1FYaGhoiLi6PzKSMaPxprpbGxERMmTICBgQGMjIyoRo2/vz+CgoI4ziwej0fvdfDgQcjKyuL69euYOHEiAgMD6Tp37969dzJurly5ghUrVmD37t1/yOnP9HFiYiJ++eUXmtWP/Z0gGKcjMDLOmpqa0NPTA11dXcpeXLVqFezs7MSmTGf6ydLSEj///DNlcozmLABAHZEvX76Erq4uzMzMMDw8jCtXrmDnzp3w9/cXulawj0xNTTFt2jQ6xsWVeeDAASxcuBA9PT0ICQnBrl27qO4W23F969YtIQYlu521tbX48ssvaegXk+nO1NSUMx8yyM7OxkcffYTNmzdzDrwE+0LcZ3w+H3FxcXSea29vx9mzZ7F69WohBpQoPbTy8nLMnDkTa9asoZ/9ESF0YMRp9f3339MDK+CPOXRevHgBAwMDGBsbi+1LcfgzNorg56WlpZCUlOToc4majwQ/6+npQWRkJDQ1NTkO/zGHzn8Wxpw5YxjDGP7jMTQ0hAsXLmDDhg0ARhbWwMBAqKioYNu2bZCVlRWpASO4sBYXF2PNmjUICQlBW1sbh3LOgL2IV1VVUSMzOTkZ0tLS7xTk7e7uxuvXr/H27Vsa8nX9+nW4uLggNDQUt2/fhqOjI9XkEERSUhKsrKxQVFSEwMBABAcH4+bNm7RegroL7Po+fPgQL168QF9fH65du4bly5fj1KlToxpJjHHMhE/dvHkTDg4OCA0NRU1NDW7dugUJCQkhLRKm3K6uLtrP58+fh5SUFOLj4+nvRBktR48exfTp0yElJYXDhw/Tz/39/bF582bs2bMHBgYGnI0kG+fOnaPaOMAIi8nCwkLohJIpOzs7m8O+qq2tRWtrKxQVFWl/Ll++HF5eXkLtzM7Oxv379/Hw4UNIS0sDGInL/+c//4nt27cLtY2pL4/HQ2ZmJvbv3w8TExOagvb+/ftQUFBAWFgYZYGIQ0lJCUJDQ9HU1ISGhgZISkrC3Nycfs8Oz2Pa6+bmhmXLltF2dXd3IzExkZ5I3rx5EyoqKpz03Oy+qqurw9y5c2FtbY1Zs2ZRxhuTMl5UqGFDQwO+/vpr+n4CI8LdOjo69CR506ZNHMMd+Nf7OTQ0hP7+fnR1daGyshLu7u4ICQlBcXExzp49KzLDE1NftpMxJCQEP/74o1jtDfZ1fD4fmpqa8Pf3p+/0qVOnYGJiAjs7O/zwww80ZE8QfX19CAkJweHDh2lWmKamJkyfPh3a2toir2Hq/fz5c9y5c4cyG44dOwYXFxeaFpdt8LOxadMmGBsbY2hoCA0NDTAyMsLGjRsBAFu2bBHSP2LPacnJyVQYVkpKCtHR0VBXV4etra2Qw6q5uZk6hvLy8mBjY4O8vDzw+XykpKTgm2++wY0bNyArKyt2DAGAnZ0dYmNjAYw8lyVLlqC8vBxdXV1ob2+nDkdRKbTZ85Wenh51YAv+XrBMdpsdHR2xZMmSUfUo2POKhoYGHjx4QMswNTXFtm3bcOLECRgZGYkdC4GBgdDQ0MDAwAAeP34MV1dXRERECIUvinNE7dmzh/ZTTk4ONmzYgODgYKFMgew+KS0thbKyMnU8dnR0QE5ODjo6OiIzHLHbfuXKFdy9excVFRWoqanBqlWrEBQUJHYuYvqourqa/qakpATTpk0TqdPFLvPs2bNITEyEjo4OzQTY398PLS0tOq/JycmJdFQw5bJD/5KSkvD777+Pym7h8/no7+/H2rVrsWXLFvT396OtrQ329vbQ0tKizl4G7DBNBgUFBfS9jomJweTJk4X0gxjcuXMHX3zxBT2gSElJQXx8PKSkpGhChFu3bsHHx0dkWcyzYZ5vVVUVJCUlqfOwvb0dvr6+Qpp8w8PD8PDwgLW1NTw8PODj44MnT54IrfWjvS/d3d1QUVGBjY0NZff19fXBxMSEiv+L6ytG3H1wcBBaWlpQVVUVEgcWVeadO3eQm5uLrq4u9Pb2YsWKFVBXVxfZt+x7FRUV4f79+3QucnV1xbp160Q6sQSv/bM2CvPbzs5ObN26FQcOHMC9e/cwMDAAVVVV6OjoiDzUYLc7JiYG7u7uSE9PR0FBAS5fvgwTE5M/HSY3hv8ZGHPmjGEMY/iPBbPItre3o6qqCoaGhjA2NkZ3dzeam5vh7e0NDQ0NkWExzGLb2tqKwMBA7N69G1evXkVPTw+MjIzg4OCAqqoqkbR3YGTzqqqqCmlpaezYsQO5ubl4/PgxVqxYAVdXV5H1ZW8079+/Dz09PWzevBnDw8N48OABTE1NIScnJ/Z0p7y8HMrKynQz9erVK2zfvh2bNm3C0aNHOSeoggZIUFAQli5dCktLS8jIyODp06coKCjAsmXLEB4ePqpRV1FRgalTp9LQhAcPHsDExARTp06Furo61f0QjCd/9uwZjIyMoKysjLi4ODx8+BB5eXlQVlbmxNmLgoqKCj777DPqTBoeHsbVq1exdetWyMnJUSeAYDsbGhrg5OSE3377jZMhZsOGDTRriOA1ra2tGB4exvXr15GUlITu7m7w+XwoKyvj7t27qK6uhoKCAmXvCPaNjIwMvv32W44BWFFRQbNgiUNDQwN0dHTwxRdfcCj9VVVV0NTU5GieMGDrU2RlZcHFxQVBQUEoKyvD8PAwdHR0MGfOHLFpXgcGBhAREQFpaWnatzk5ObC2tkZ2djbU1dVHFb82NDSk1Pr29nZISkrC09MTwIjTTLBctkNm1apVkJWVpRv1zZs3w8XFBQ4ODtDW1hbLRFNVVYWBgQF0dHRQUlKC5uZmBAYGwsbGBt9//71YlsHNmzehpaUFY2Nj7Nq1C11dXbh06RJ+/PHHP6SdZWpqiosXL8LR0REuLi7o6elBWVkZrly5IjTm2XXv7+/H/v374erqigMHDtCT+5iYGCxbtkxo48+U++zZM8yfPx/29vaQlpbGzZs3kZOTA2dnZygoKHA0nth1bWhowIkTJ+jmkMfjob6+HqampiKzQA0MDMDe3p6Gl/T396OlpQVbt26l4W5btmyBpKQk1SxhcObMGaxduxYXL16k2dYcHBwoW4jZnI+WGj4yMhKysrIcrav4+Hioq6uLDcVg+rmiogKOjo7w9vam43Tbtm2YOHEisrKyxJa5Z88eKCkpwdzcHH5+fhgcHMTu3bsxadIksUwnBmZmZlQPY3BwEC0tLUhJSYGHhwfmz5/PSfMtOLe0t7fDyckJq1evRm1tLc1U5+fnJ5JtUlRURB09TOYoxikyNDSEoqIiODk5wdLSEv39/XTcBQYGUifl48ePoaenB3V1dQ7DTl1dnZO2XbDOTFiTq6srJCUlsW/fPvT29mLdunUwNjYW+24z64iOjg6MjIxw+fJltLW1Yfny5SI34q2trXj9+jXq6uogJSWF7777Do8fP6bfl5aWYvHixZCSkqKOLFHlPn78GEpKSjAxMYG9vT0qKyuRlZWFSZMmCTnSBR0IhYWFUFNTg5ubG83E5+/vD01NzVFDpV1cXCAvLw9DQ0OYmpqivr4eaWlp+O6774TErysrKzFnzhwoKytDQ0MD5eXleP78OebOnUudp/39/ZCQkMChQ4dElgeMOKxCQkI4DlkVFRUsXLgQzc3NYg9jampqMDg4iNbWVnh5ecHR0RHp6elif89u8+XLl5GZmQk+nw8PDw9oa2vj0aNHKCsrg6amJrVBRIUHWlhYYPXq1TAxMaHzgLu7O6ZOnSrE1GNfu3XrVsjKymLVqlWwtramfWJkZIQJEyYI6Qkx46CsrAzz5s2DlZUV1qxZA3Nzc/D5fERGRmLx4sUi07v/n7BRFBQUYG1tjcDAQBgYGNC26unpQUlJSSyrZ8OGDdDV1cW2bdtgbGyMPXv2oKqqCrdv34axsbHIPhrD/2yMOXPGMIYx/EeCvWHz8PBAS0sLOjs74e7uDiUlJbx48QI8Hg8JCQmwtbVFUlKS0CkXACgqKsLBwQHx8fFYvnw5pVdbWlrCyspK5InpgwcPMHPmTAwPD+P27duIjY1FcHAw+vv7UVZWJjJ9NHthT0hIwJs3b/D06VO4uLjA3t6eZvbx8fFBSEgIsrKyhMJFzp07BykpKZiZmdE4+c7OTuzcuVMoyxEb9+/fx5w5c9DR0YGhoSFcvXoVixcvRnl5OYqLi0fNcJOeno76+no8f/4campq9LS/rq4OwcHB8PT05BjiDHp7ezFr1iycP38eycnJ2LlzJwICAtDQ0ICKigq4ubmNSiXOzMxEVlYWfv75Z44zLicnR2gDLfiM6uvrERAQAHd3dyQnJwMY2ZCJY8oAIxunTZs2wc3NDYcOHUJ/fz/Onj2L33//HVJSUvTkU5Qg5b59+7Bo0SJs2rQJtbW11FkxODgIExMTzumxYH0ZsW1/f38Ok6OyslLsM2Wzg4qLi7F582Z4eHjQTeDOnTuFDEnm/4zD7+TJk1iyZAmSkpLA4/Hg5+cHa2trGBkZca4TPGGMjIykIqrACNuBrTMg2DcMGIaMg4MDpk6disrKStTX12Pv3r0wNzcXq7d05MgRGBkZoampCfv378eSJUtoeGBdXR3V6hEs882bN/j1119x48YNnDx5Ert376Yb8szMTJiamoosDxhJ0WtoaEgdNuXl5dRgZzOPRG1kHj16hHv37tG5wd3dHf7+/tizZw9UVFQo40YQw8PDMDY2xqNHj3D//n3MnDmTbp5fv36N169fi5yLLly4gHXr1iEhIQFTp06lqW8BQFpaWiQLaXBwEFlZWdi4cSOcnZ3pmEtKSqIOW0tLS5FOvcHBQZw4cQI6OjpUdHffvn0wMTHBpUuXMDQ0JDRmBN/zrKwsmJiYwN3dnW5QGxoaoKioOGoK8p6eHkybNg27du3Cli1b4OfnR7XFmPlb1Jxy+/ZtTJs2Dc+fP8e9e/ewefNmymzYu3evWA0sPp+P6upqrFy5Eo8ePUJ6ejr09PRgaGhIGYPi9EgKCgoom4HH42Hnzp1YtmwZnj59ira2Nk4oKYOBgQEcOnQIHR0dlDl3+vRpyMrK0nkMGHHis58zux4Mw6Ourg6bN2+Gq6srbt++LbZ9DCoqKjB//nw6Furr66GgoIDLly+Dx+MJOfUYMM6IM2fOoKamBtnZ2dDV1cXNmzfB5/OxceNGoWdy4sQJFBQUYHBwELdv34aHhwfc3d1x8+ZNTkpowWyBbHR2dmLGjBk4d+4ccnNzceTIEaxduxbV1dXIz8/npD5nIy4ujrI1Ojs7YWpqCiUlJSpqL45hBYxkcZSUlMTw8DAqKiqQlJQEAwMDDA4O4u7duxwmGo/Hg5GREXXwb9u2DTIyMigoKEBBQQGkpKRgamoKeXn5d+o+5eXlwcPDA5s2beIcUDDhd4KIjY3lHCww99u+fTssLS1x7949WFlZISQkRGSZFy5cwJo1a6CgoEDngPj4eBgaGkJaWnpUzbjQ0FBoaGigpaUFjx49gru7OwICAgCMOMgFBY0ZVFdXY+HCheDxeOjs7EROTg4cHByobcFmXwrWWU9Pj5PK3cHBgTpiTp48KVbP6M/aKGyW4oMHD6CpqQlgZE588+YNzMzMkJubCwAchhe7/NraWqxZs4bO5UVFRdDU1OSkpx/Dfx7GnDljGMMY/mPx5s0bTJs2jZMWk8fjISYmBpMmTUJBQQGamppw6NAhusimpKQgIiICPB4Pjx8/5sRzDwwMQENDAzdv3gQAjjHJ3sTdvXuXc+JYXl4OaWlpIYND1MZCV1cXVlZW9PsXL15g69at0NLSQklJCSorK+Hp6YlDhw6JjEPPzs6Gj48PAgMDOZlwBDeWhw8fpsZHdXU1J8QFGDG6BJ1OgvWNiYmBjIwMpVM3NTVhw4YN0NTURGNjI6qqqrB9+3Z4enqip6eHY8C8fv2awyR49eoVtLS0hBgRgtmyzp49C19fX0RERKCyshIVFRWYOHEibGxsoKqqKmSkMn305s0bBAcHw9TUFA8ePMDTp08RGxuL6dOnY82aNSIzoTBISUmBkZERent7cf78ebi6uiIqKgq9vb3o6uoaNQX527dvaXiBs7MzdHV1UVNTg5ycHI6xLOiAam5uxtWrV6lxe/HiRTg5OSExMRGWlpacdN88Hg9lZWXUSeTj44NJkybR51tTUwMLCwusWLECV65cESqTQU9PD4yNjWnIXGZmJpYvX449e/YI9cnw8DB6e3tx8eJF1NbWYu/evUhOTsbevXuhpKREx0RDQwPmz58/6mniyZMnYWFhQTewUVFR+O2330ZNZwuMbMLXrFnDERm+du0apKWlRYZwvHz5kjqriouLOYLI5eXlHCFrBqLYQEePHsXixYs5m5ba2lqEh4cLZU5jw9vbm4YFyMjIoKKiAi9evEBcXBzWrVsnNkQKGNkUBwUFYdu2bVi0aBF1zJ08eVIoQxejD1RdXY21a9fSjeiePXvw888/Izg4GOrq6iIFodmO7MrKSmzatAmmpqYoLS1FSUkJ5OXloa2tDQUFBU6/sEMSdHV1oaamBgUFBZpZLCUlBatXrxbpAGL69c6dO3j8+DFqamrQ0tICe3t7mJmZwdXVFbq6uiLTgb99+5aO4/z8fPoe8/l8FBUVwdTUlG5wmfeDz+cjJyeHtvXOnTv0fRoYGEBNTQ1MTU3FZmoTnAdDQ0MhJSUFY2NjnDlzBgkJCVT/iB36FRcXh6qqKhoqtH37dnqowOPxYG5ujl9++UUo5E0Qz58/h7OzM2XrpaenQ05OTkhLS7CudXV1sLCwgJaWFhoaGtDe3o7o6GhYWlpyNKUYHDhwANXV1bT+xsbGnLDEpKQkKvDLLu/JkydUQwkYcZQzTpC+vj4kJCRwMnUB3Lmovb0dfX19cHNzowcJsbGxMDMzw5UrV7B27VqR7/ezZ8/oZre1tZXjRO7u7kZAQIDQ+sIut7u7G+7u7jA0NOSERUlJSUFRUVFI7H14eBipqal0TsnKyqJaV3w+H01NTTAzMxMZYjU8PCwkRnzs2DEsXrwY165dQ19fH168eMGxKwTXQmDE4cTj8dDU1IRt27bB1dUVycnJyM7OhqOjIw1nYtDX14ezZ8/CysoKYWFhQmvA9evXMX36dEyfPl2k4zQjIwOTJk3C9evX4evrCw8PD8TFxVEBcMEMep2dnRwHU0xMDA1Z7uvrQ35+PgwNDTlOMrbTiFk7W1paIC0tTdfa/v5+eHl50XHAPkS5f/8+R39u8+bN1LE8PDyMV69ewcLCgtN2tt4bgz9jozQ3NyM2Npayg6qqqjB//nzOIYSPjw92797NKY/P50NHRwf19fX0d/r6+ggPD6ehko8ePYKlpeUfFnkew/88jDlzxjCGMfzH4vTp0/SEndlw8Pl89PT04Pbt2zRGm1kkW1tbsXjxYtTU1KC0tBS5ublYvXo1x0DZuXMnXZAZA+Lhw4eIiYmhZfT29kJdXR1RUVH09NzV1fWdejm3bt2CvLy80OeVlZXYs2cPdTi1tbVxFnZTU1Po6elBX18fhYWFuHPnDkJDQ+Hg4MCh+LPvl5GRgaGhIWRlZWFwcBCysrJwdHSkv9m4cSM2bdoktq6vX7+GtLS0UFaS7u5ueHh40BP86upq1NXVoa6uDra2thgaGqKblzVr1iAoKIgaLWfPnoWbm5tYo+XevXuYN28e0tLSsGzZMmrI9fb2wtfXV2RaZWDkOUlJSSEiIgI7duzA2rVrcfz4cfT39+Po0aNwd3dHTEyMyGvfvHkDGxsbzr1v3rwJLy8veHl50c0OUw4bQUFBWLBgAZydnekmdvv27dDU1ISkpKSQ44ltpEtJSUFHRwfa2tq03+7fv4/w8HCoqalRI53P56O9vR0yMjLYvHkz7Ts3NzdMnDiRbgZyc3OhoaExqmYSMJIdS1FRkToWysrKICcnx9mkMOjq6sLly5cxe/ZsTJgwgX7u6+sLaWlpeHp6QlJS8p1x/p2dnfD394eVlRV1lKampuLjjz9GQUGBkOgmg+rqarr5evz4Md1U5eXlCRnchYWF1OnT2dmJ5uZmTJkyhZ7YAiOhKKGhoRznBLuPGK2knp4eVFRUQEFBAVu2/H/svXdcFUn2PlxO3tnZ2ckzO9GcFRMgEgwEUUQkK0hOkrOSkwoKImJCTBjAiGIgmVEESQKiKFFMIDnncJ/3Dz5de/sGRmfc337fnfv8A1xud1VXV1ef89Q5z9lMn3FhqWvAcInf+fPn013YPXv2YMqUKQI1hHivkzH8k5OTMWXKFKpD9Pz5c0yZMoXlLK5bt44S0Ixz6OLiQs+RmZmJw4cPj1iiuaenB+vXr6dzKywsDLq6uiguLkZfXx9ev34ttATv6tWr4evri4GBAdy8eRNubm7w8PBAe3s7CgsLhVY/S09Px9dffw0bGxvo6ekhKSkJ/f392Lp1K5YtW8a6n8zYlJeXIzQ0FIODg+jr68Pz58/xyy+/sKJUvL29KeHA9DUjIwPnz58Hh8NBXV0dysrK8Ouvv7J0sYyNjWmbgu5FcXEx9u7di+TkZFy5coUVCWNvb08jFBk8ePAALi4u8Pb2RnV1NaqqqmBjYwNfX186BzZt2sTSAOMGMwczMjKwfv16mqa3a9cudHZ2ory8HPPnzxdIygDD67mrqysGBwexceNGGgXEiI/zkq0NDQ3IzMwEh8OhhIqDgwMWLFhAHe/AwEA+Ery1tRX79u1DX18fjXCxsLCAgoICJQfS0tKgoqKCtrY21thyr/vNzc04dOgQHB0daQTihQsX4OPjAwMDA751q6amBrt378bg4CBevXqFwcFBSElJsVKSjxw5AlNTU/T39wssHc28l/bu3Qs9PT163evWrWNFGzLIzMxEWloaenp6UFpairq6OkybNo2KgwPDKTX79+8XeE8YcI/B7du3IS8vz/fuFRTNaGpqCg0NDSxcuBDFxcUYHBzE0aNHsXLlSsycORO3uIoycKOzsxNPnjzBqlWr4Ofnx9K2KSwsxEcffUQJYN5xOnbsGF1/urq6cOrUKUhKSiI4OJhGmnFf05kzZ1BYWIjW1la0tbXh8uXLGDNmDCvlccmSJXwROQ0NDXT8GZI/MDAQurq6rAhTbpsFGJ5Dt27dQldXF9LS0lBXV4fExET89ttvNF2SiTLjnvMcDudP2SgNDQ14/vw5qqur6doaHh6OefPmUbJd0GYTMGxjNDY2Upvpzp078PT0xO7du/H8+XM4OzuPWIlRhP99iMgcEUQQ4S8DXoOnuLgYhoaGePXqFX353rp1C0eOHBEoltnY2Ijly5fD1NSURta4urpiypQpuH//PlpaWqCsrMzK0+fWuXFxcYGnpyc6Oztx8+ZNeHl5QV5eHps2bcKYMWMEVk/gNuSeP38OU1NTdHR00H719/fj9u3brMoq3A6Rh4cH1q5di66uLri7u8PU1BTFxcV49eoVtm7dytoh5R2rpKQkmJqaIj09HX19fVi2bBkUFRVhb2+PuXPnssKGece3qakJWlpaePz4MWsM8/LyhDq1jK6Nl5cXenp6kJubC19fX+jr6+Py5cuYNm0a4uLiWMdw60bs2rUL2dnZuHPnDqSkpNDf34++vj4WocLbT2DYUeSubJWTk4MpU6bg3Llz6OrqwoULF2BpaUmNR4a86+7uxpEjR2BiYoJVq1ZRMg0YJkcEpTkx9/Phw4cwMTHBw4cPERsbC1dXV+zcuZOmOPDquHAjNjaWkifNzc2ws7ODuro6vU6GtOA2tMvLy6Gjo4N169bRFLt9+/bhu+++Q0REBGbNmkXD/AVFhKWkpNDfmUo1wcHB4HA4aGhoEJrm9OjRI0ycOBHLly9nEQR37tzBnTt3WJEuvO3evn2blZ6xe/duqKmp0ZQ13pBy5nqrq6uRlZVFSYzt27fD3Nwc169fF6o3AwzPi0uXLtGoqpycHJiZmcHExAS3b9/GuHHj+HbRmeOrqqogJSVFUx9OnjyJtrY2rF69GsbGxiOWaAeGI5TWrFmDkpIS+rxs376dVdVHEI4ePQp7e3skJydT3RpbW1uoqqpiwYIFiI6Opt/dvHkzdHR06N+nT5/GqVOnYG9vj+3bt48omM17b5YsWQJFRUW6ZsXExGDZsmUsp1bQPPLy8qJkSnd3N+Lj4zF79mwYGhryRY0w97O3txeXLl2iTk9iYiLWrFlDry06OhqmpqY4d+4cn0Bva2sr8vLyKBGTlJQEPT09bNmyBc3NzZg3b57QsuAnTpygZFxOTg4kJCRgb2+Pffv2Yfr06UJTpF6+fIlx48bBy8sL6urq8PHxwYULF9DW1obQ0FAsXrxY4HEFBQXYtGkTHB0dUVhYiI6ODpq+uHz5ctZxgpz31tZWaGpq0op9ycnJcHNzw9atW/H8+XOh6+6RI0doygcA6vSLi4sLJCm4205NTcW6deuoPklAQABmzJiBdevWYfbs2XSMeOdCfn4+XFxcqPh+YGAgpk6dir1792LGjBl8ZCJ3m9nZ2bh79y4GBgZw8eJFrF+/HmFhYXT+jhShkJeXB09PT1RUVKCpqQmamppQUVFBSkoKTZnhHgdg2E747bff8Ouvv9LIjPPnz0NcXBzz58+Hra0tPYb3Ont7e7Fr1y54e3vjxYsXVBRaWVkZrq6ukJSUfKMy1NwoKSmBoaHhiGvK+fPnsXLlSnR3d2Pfvn348ccfWSQmL2n/6tUrtLa20r4kJCRg0qRJcHV1hYWFBdWNKS0tpZE0g4ODfGTOtWvXMHbsWBq9CQDm5uawsbHhEzRn0NHRgeDgYEq2JSUlYfr06fD19YWVlRWfbhJ3m5GRkTAwMMCtW7fw8uVLHDp0COPHj4elpSUmTJhA34m896W4uBi+vr7w9vZGR0cHbty4gXHjxsHa2hpz5swRSrD9ERuFmY+VlZUICAiAnZ0djh49ira2NiQkJGD8+PFYu3YtX4oyc50dHR24du0afv31Vzg6OoLD4SA1NRWurq5QUlJikZeiKlZ/TYjIHBFEEOEvAe6XnLOzM06fPo3Xr1/D3Nwc/v7+SEpKQnp6OsaOHUt3/7nB7CImJCTg888/ZzlFO3bsgLS0NAwMDGgKFG+bUVFRiI+Ph6amJlxdXfHs2TO8fv0aMTExOHz4sMCdLub3O3fu0JDilStXYtOmTejq6gKHw4GOjg4VkGX6OWfOHEru8IbIb926leaW81Y04R2jffv24ejRo7C1taWRGKmpqbh16xY1Bnl34AcGBpCRkYH29nY4Ozvj8OHDlHA5evQoVq9ezWdsM4ZIeno6YmJisGLFCri4uODZs2d48uQJtm3bBjc3Nz5y5OLFiywy4OTJkxAXF8esWbMoYREdHQ13d/cRDWbG6U5NTaW7wydOnKDpQ/39/cjKyqLh0nv37sXhw4ehoaGBgoIClJSUwMfHB4GBgayUFkGaKMCw4fzbb79RQqajowNXrlyBl5cXHB0dWU4i77EFBQVYsmQJNDQ0KIEyODiITZs2QUxMDPX19QJTf3p6ejA4OAhHR0dKsgHDu+ChoaF81Uy4UVVVBW1tbWrAAsNO0T//+U+4u7vzlR7mTQlrbm5GXl4eLCwsqKZUSkoKq9y1oBSBs2fPQkxMjI+QmDBhgtAUq66uLkhKSsLS0hKLFi2CpqYmOBwOTp06hVWrVlG9HG4wbSYmJsLf3x9GRkYIDw/Hw4cP8ezZM1hbW8PPz48SArz3lcPhQEFBAbt370Z3dzcePnwIGRkZHD9+nIb7CyMq+vr60NzcjIGBAdjY2GDv3r20ipiXlxcrcoAB0+61a9cwb9487Nq1CzNnzkR0dDSeP3+OZ8+eISkpiRV1V19fj1GjRtHxP3DgALS0tNDW1oaUlBR4e3vD09OTz8njBXdq5vr16zF16lTazsWLF0ckIYHhlJ8JEybQdL7u7m6YmpryRSAx96S3txcmJiaUPOzu7sbg4CAyMzOhq6tLoyCjoqJY2l3MGnP//n24urpizZo1iImJQVlZGXJycmg5cH9/f75xBYadxODgYKxfvx6bN2+mkRXOzs7Yvn07vWZBqaz79++n562trcWRI0dgaWmJ1tZWZGZmCiVV6urq0NfXh8jISNjY2NC5+vDhQ6SkpNA1Tdhatm3bNkhKSrJS1XJycuDk5ITw8HCh69H+/fvx3nvvsZ4zYJj44l1zuY91dXVFREQEJY1CQkIwMDCA0tJSlJWV0UgM3vUgKSkJvr6+iIiIgIuLC+Li4tDf348LFy4gJiaGprwwKCsro++wtWvXQk1NDWJiYnBxcUFhYSEyMzPh6uqK9evX81UL5G4/OTkZ/v7+8PPzg5eXF27fvo2+vj74+fkhNDSUT4AYGE6dkZKSQnx8PExNTfHVV1/Rtaejo4OVIiTIofb09MS+ffsQEBAAb29v3Lt3D0NDQ4iJicHly5dZVdTexhEXJJzO4MmTJ9DT06PvF2B4k+q3336j6wlvZKGhoSFMTEzQ19eHR48eYd68ecjIyEBrayvCw8NhYGAwYhr4xYsX8ezZMzBVxnR0dBAZGYmrV69SUtnAwICug0z7XV1dNGrW1dUV27dvR3V1NcrKyrBp0yZER0ezKtNxt+nv74+zZ89i586dVKOrvb0d5eXlyMnJYb0fufubmpoKIyMj3Lp1C5s2bYKTkxOePn2KhoYG5Ofn06pz3Mf8URuFOa6lpQWamprIysrCxYsX4eLigh07dqCjowOdnZ0sEnpwcJB1fwwMDOicW758OVatWkVtt+bmZoGV+0T4a0FE5oggggh/KURHR0NOTo4a1Mzup6OjI1avXk3D2LmNhhs3biA6OhoDAwPIy8vDjRs3sHz5cixfvpy+SGtqalhOLffL+OrVq1RQcXBwEObm5jAyMmI5s7xtMqiqqsKMGTPorlZ9fT2tzqOurs4n1Lhx40asW7cOOTk5uHHjBo4cOQJ3d3eWk6apqTniLvyxY8do2G5HRwfi4+Ph4uKCbdu28eW880JVVZXqQeTl5UFNTQ02NjYwMjLC7NmzUVRUxDqWO0VFXl6eGuOWlpZYu3Yt3REUVBWsrKwMg4ODuHbtGt2NtrKywtKlS9HU1IS0tDTMnDmTVZGFFxwOB/39/di+fTu8vb1x7NgxPHr0CAsWLMDevXv5vt/f34+0tDT89NNPkJSUpJ+XlZVhy5YtcHV1RUJCAjgcjsD0CwYxMTEYO3Ysi2hLS0sT6FDwjvOTJ0+wdu1a7N69mxVZxTufGDDRO4yGRnh4OBQVFfm0VAB+UuXBgweoqqpCbm4uXF1dYWtrS1O4jI2N+frLHNff3w9zc3OoqKhgy5YtSE9Pp6KUCxYsgKSkJJ/jxYxRa2sr1YvIzMyEgoICNmzYAGCYsOMtQc7rPDGVXoDhXWFlZWVwOBycP3+eT0yaOTY/P5+mMFZWVsLKygq+vr4CyQneNKvm5mb4+vpSQhYYJi14U2l4x3ZoaIhW0Nu0aROuXLkCXV1dmJmZQVtbGzIyMkJ331+/fg15eXmqwVNcXAwVFRV4eHgIjRgpLi7G9OnToaysDAkJCZoCOTAwgDt37sDLy4s+R4KQm5sLExMT1g5/eHg43n//fYHRLcx1njhxAtbW1lizZg2uX7+OtLQ0TJkyBfb29liwYAGLUOFFUFAQJVTWrl1LI1yA4RLWgq6VabeqqgoKCgro6OhAeno6jIyMEBERwUpB5D0GGJ5jJiYmAIbTSnx9feHr68sn1M6t5RMQEEBJ69OnT0NcXJyllaWkpMRyEnnPc/nyZbz//vs09eXYsWOws7PDvn37WESgoPQ+BgUFBVQMmDstpbKykhXFxk0EMNdw4cIFLFiwYERxWm6cP3+eVWnv1q1b8Pf3h5ubm8D1lmnn5cuXWLp0KX3/HDt2DC4uLoiKimLpgjD9Gxoawr59+2Bra4stW7ZAXV2d/t/Pzw8aGhro7OxEYWGhwPWPO+VOQUEBPT09aG1tpc735cuXRxTcjoiIYGnrxMfHY9SoUUK127ixb98+Kpr+4sULbNmyBRs2bMDly5dZzjvvsffv30dra+uIYt7CrhMYHuMtW7ZAR0cH58+fp/OyqqpKYDUy4N8V6rS0tDB79mxWdcRXr15hz549tNodb3suLi6YMWMGVq5cicjISNy9exdZWVlQVlaGsbExioqKcP78eVb0F4MNGzbQFOZbt25hw4YN2LRpE18FKd735507d6CtrU3/jouLg7GxMaKiovh0gLjx+vVrrFy5kupOPXz4EJGRkXBwcOBbw96FjcIgMjKS9d66fv06PD094eXlhcLCQr42Gfj7+1NNQQa2traYPHmy0Pe9CH89iMgcEUQQ4S+DwcFBWFhY0F1hxilgdnG5DSxBRIW9vT3dCQaGo17mz59Po3YEHZuVlQVxcXG4ubmxIlICAgIgKSkpND2FgaurK81B5+4fs/vJm1Lz4MEDrFmzBqNHj8bNmzfR3NyMdevWYePGjQgPD4e1tTVLtI8XT58+hYGBAaSkpKjB3dvbiytXrsDBwYG1E8mLffv2sQShgWGS68aNG0hNTaWOIq+h09HRAV1dXVhZWbGMlk2bNkFcXBw5OTlC27x69Sq0tLTg4uKC7OxsVFZWIjQ0FGJiYli9ejUlSwRFfnDfp76+PkRFRcHFxQXq6uq0ggbv94Bhx0BPTw8ODg5wd3enTsjLly+xefNmllPP22ZUVBTOnTuHqqoqZGVlYdy4caxUGkEOPzDsMJqZmUFdXR1XrlxBZWUlLCwsEBgYiPv37/PpxnC32dLSghMnTsDV1RWRkZEYGhrCuXPnMGPGDFb6FO/1pqenY/z48SgvL8fAwADKysqwceNGzJ49G8rKyizShPee6unp0QpZLi4uCAwMRGVlJbq7u3HhwgU67wXtZsvKyrJKU1dVVWH58uVYsGABZs6cyXL6uI8rLi5GUlISnxCuqakpjXYR1Nfq6mpYWVmxouoaGxtpiqKg0rQM/Pz84OfnR8t/M3jw4AHk5OT4IqV4+7V9+3bcuXMHX3zxBVpaWtDT04Ps7Gzcvn2bLz2Q26EpKyuDqqoqpKSkqB5LR0cH1NXV+cRjudHV1QUFBQWIiYnx/U9Qmie3cHF/fz+ioqLg4ODAIvFUVVX5hG4Z5OfnQ1xcHCUlJdDW1qYaZdXV1Th16hQuXrwotK+BgYGYMWMG7cPx48dhZGSEqKgo1v0UtCPd1dUFf39/VnngR48ewcbGBnZ2dnxrNoOioiLo6+uztDaqqqqwZcsWWFtb84kPDw0NoaamBsuXL4eTkxMdw4CAAPj7+yMnJweDg4MQExMbkVQGwFf2PjExEZaWlkIJRQbJycnIzc3F06dP0dLSgs2bN8PT0xMXLlwQGhFWW1sLd3d3mJubU+K0qKgIampqMDAwGLGfdXV1cHJywvjx41kivffv34e/v7/AyFZg+D3i5+cHKSkpVjWu5ORkWFlZjajTFBUVhfXr10NCQoJuCADDhDI38SAInZ2d8PT0xNKlS+l4dHV14eDBgzAzM2OJvvOu9UxE4atXr+ixjo6O+Pnnn1lrFC8yMzOxatUqGBgYULKotbUVu3fvhrW1tdD05jNnzmDMmDFQU1PD7t27WQ67sMgd5p52dnaiqqqKrq0xMTFwcnLC0aNH+dYSQccDwyLokpKSKCgoYK1bvFG83P1liPaMjAz4+/tj06ZNrH5nZWVh3rx5LM0cYDjKWVFRkVZiAobJFW9vb2zYsEFoZabnz59jxYoVWLJkCYsIuXXrFtTU1AQKSgOg+k+TJ0+m+jPAMNG2d+/eEatV/hkb5dGjRzA0NMSCBQtY6Wf379+Hn58fay1jwIy9hYUFfv75Zz7NoODgYIFi8SL8NSEic0QQQYT/adTW1qK5uZnuyPv6+vKV1Ny8ebPACiHcxkxnZycKCgqgoqICT09Patj5+/tj0qRJrF00Xudt586dkJWVpSWHGXCL/AlDeHg4dZSY8967d4+168vhcHDu3Dk8fvwYXV1dWLFiBeTl5XHixAk0Nzfj1atXOHLkCDw9PfmqHHH/ZEiA9PR0WFlZwd/fn5ZuBjBixSFg2PlgiCfG+Ovr66PpAdzgHaOQkBDMnz8fV65cYY3RqVOnhEYnnDlzBo6OjmhpaUFQUBBsbGxw9epVAMPGOq+Tx/z94sULVgQCd1+YKkzC+slgYGAAlZWV8PDwgJmZGR48eABvb2+WcckLIyMj2NrawsvLCwsWLAAw7JRPmTIFVlZWQo+rqanB/PnzUVRUBCsrK0hLSwMYnttWVlYsY5gXjKPPEHKenp7YuHEjOjs7kZ+fLzRCq6urC4sWLeIrKdzX14f09HSW4zU0NMQiWOrr66GhoUGjwdra2mBmZsYn0ihobNevX0+/V1NTg4MHD1KHMTs7W2i54cOHD2PVqlW4evUq5s+fT8Use3p6MHv2bL4S27yRNZ6enli2bBlu3rxJ5y6Hw0FMTAxfxR9GG+n27dssrSUjIyPMnDkTO3bsgLi4uFDRbEZnyMXFBSUlJVi1ahV14IuKikYsbwyAkn+tra0IDAyEvr4+ay0R5nhxw9DQEGJiYqzqLLzgfl7GjRtHnd74+Hg4ODjAzs4OpqamLPKIw+GwdsaPHTuGxMREJCcnQ1pamj6XwipBcYMRHuZOab1+/TpNb+QF9316+vQp9PX1oaSkhHv37lHSu66ujhVFA7DnQnV1NTZv3gwtLS1cuHCBrgXNzc18JEVnZyfCw8NRVlaG/v5+2NjYYPXq1SgpKUF+fj4iIyMxefJkrFy5kq6LvCgoKEB8fDxtp6SkBOPHj6fpcIIcPW7s2rULixYtwrZt27B48WKkpKSAw+EgKioKFhYWQkkrRUVFnDhxAm5ubvjyyy+p+H51dTUcHR1Z4wP8ey4wxERVVRUCAgLg6urKSnnkjYoQpE9mamqKTZs2sdZKQVpqzLFPnjyBs7MzLl26BCsrK4SHh9P5bmxszHLMBbXb29uLw4cPQ01NDVFRUaw1JCkpiW6ScM+fyspK+u5bt24dPD09kZ6ejuzsbKxZswaXLl2iUTcMuI/v6upCbGwsDA0NERsby9IO4iajALY2yvr16/HkyRNkZWXBx8cHGzdu5KtqJew6lZWV4e7uDg0NDSqke+XKFVhYWODAgQMjpuFw/+/IkSNYvHgx4uLi+FJoORwOcnNzaUSruLg4fv31V9qPR48eYdOmTbC2tqYk5L179/g2OIDh59vb2xvm5uZUOwkYXm+EjREDRjdo27ZtrHPzvh94519raysOHToEGxsbHD58mJUKzDsP3oWN0tbWRlNpfXx8EBQUhBs3btD/M889b5tVVVX0f8ePH8e4ceOobSOCCLwQkTkiiCDC/yzc3NygqqqKRYsWYenSpTh06BCampowefJkeHp64vnz5wgPD8fcuXNHFE0MCgqixnhdXR3Wrl0LY2NjutPEbUAwxm51dTX27t2L3bt3o7m5GfHx8Vi8eDHi4+P5dktHEq8rLy+HmJgYdeCqqqowceJE1g4PU32Lw+Hg4sWLKC0tRV5eHpycnLBlyxYWCcO0xat18/TpU/j5+SEoKAgPHjzArVu3sHHjRmzYsIHVlqB+MygqKsKECRNY31+xYgWfU8u7q3zr1i00NzcjKSkJixcvxpkzZ4SOEYPS0lI4ODiwdqeY8rTcOj28bfb29mL+/PmsCCthfRNk1PH2o6qqCtu3b8ecOXNYkSq8uHHjBk3dWLJkCXWeuru70dvbK3Q3ERhOgWCqlUlISND7yVRy4ja4uft/584dfPrppzQthsPhICEhAZKSknBycqLHCYsGsre3p04zcz94Sc/BwUG0trbiH//4B02vA4b1XtavX093iZlSwL+XOnDs2DEaEWNtbQ1ZWVk4ODjwERx9fX30mSgqKoKMjAzVczl9+jQkJCRgY2ODhQsX8kWqcN/DtLQ0alwzDnBSUhJflApzjJSUFI38CQkJwYQJE1jEVmxsLE6fPo2TJ0/Sz4TtqEdERGDy5Mms1AdxcXGhgrwcDgcDAwOYO3cuVq5cic7OTvT19WHfvn1YuXIlq803QXBwMD7++OMRiZGWlhasX78e6urqGDt2LE3Defz4MbZs2QJ7e3uWFktoaCiUlJToGpCWlgZlZWWIi4vTMT1x4gSMjIz4nnEGhYWFyM3NxbNnzzAwMIClS5dCUVGRrq286Tjc/QWG1zImEsHf3x/Ozs64e/cuH8k1NDRE17+GhgZcvHgRSUlJ6O7uxp49e+Du7o7Y2Fg+goJpq7KyEq6urvD29qYpVJs3b8aKFSsoedjQ0MDXX25HcPfu3XBwcEBcXBxtJyEhAR9//LHAyjbcuH//PubOnYuenh5YW1tDXV0d8vLyVLdDGLHMpDa1tbXRtXDs2LGwtrZGb28v33zldrLXrVsHCwsLXLp0CXl5edizZw9cXFyoALKgcQKGydbdu3fj8ePHuH//Pry8vLBp0yaaVsZ7DLemiqGhIU0JzczMhJeXF+Tk5KCrq8tKteHtLzBM1ly4cAE9PT24ePEirUzIG23H3dfQ0FCIi4tDVlaWkmrBwcGwtLSErKwsLl26REX2GQKAuaf5+fmIiIigAtsnT56Eq6sroqKiBBIaTF/r6+sRGRkJZWVlSiIVFRVh48aNcHR0HJHQAYZTfry8vPDs2TNMnz4dy5Ytg729PXp7e5GXl8dH2goi0rk/u337NiQkJPg2Cu7evYsTJ06wnt1ly5ZBUlKSbgy8evWKlYrJe35mMyA5ORkNDQ0IDQ2Fh4cH4uPjBRLZ3NFk1tbWsLKyQkJCAo2o9Pf3R1ZWFsuG401zDggIgJOTE3bv3o2ioiKcPn0a7u7uCAkJERgB9GdsFObY6Oho6OjoYN68eTh06BDKy8uxZcsWeHh44OTJkxgYGBCYmpWTkwNxcXH4+/tDSUkJAwMDOH/+PCZMmPDGaZAi/LUgInNEEEGE/0ns378f8+bNQ09PD4qLi6nOSUBAAHp6eqCjowNra2uoqalRQ0fQzlVMTAwkJCSoI8C8+IOCgiArK4va2lqBxu/ixYsRFRUFHR0dqKioABjeVZ4zZ47QEuTMeQ4dOoS1a9fC3NwcMTExqKmpgaKiIlatWgU5OTlWuWRuR+rRo0cwNTXFjh076HV7eXnB09OThukKciz7+/sxe/ZsXLhwAYsWLYKWlhY936ZNm7Bx40Y+448Zq/Lycvj7+8PLywt5eXm4f/8+xowZAwcHB+jq6rJ21Xnh5+cHTU1NeHt7Y8qUKQCG06bk5OQQHBws8H4w/di/fz9kZWXh4uLC2r2OjY3lC3/nvmZTU1Na1rWmpgZ79+6lTqYgA1dYNA/vOHI7fILIuZcvX8Ld3R1GRkas6Cju1Aze4xlUVFTAwsICs2fPpkZ9WloalJSUhEbWMGKVV69exYQJE2jZ7e7ubqxevZrPgefuq7GxMSIjI2Fvb89KN8vPz4esrCxfpNXz588hKSmJTz/9FMbGxujt7cXTp0/h4eEBT09PHD16FDo6OgLJLuZa6+rq0NnZiWfPniEsLAweHh5oa2vDwMAAFi1axEcoamtr07So27dvQ1ZWFurq6pQsqqysRE5ODosk4x1XAwMDODo6Ql5eHmpqagCGn3cdHR0cPXqUT0tj9erVtNw9MLyDvW/fPjg4OAhNEeElyCoqKnDz5k309vaivLwcmpqa2LNnD+Li4rB69Wo+PSBucM9zKysrzJkzh0ZexMXFjUgICkNiYuKIBJuWlhZNo3j8+DEkJSVZ1XuYMWKek+DgYPzyyy+wsbGh6S/r16/HuHHj8PTpU5w8eRLTp09nVX4DQImooqIiiIuLIzAwEIsWLaIRVtbW1vj6669RU1MjVMgXGCYR16xZAxkZGdjb22NgYAAhISFU64c30oAB47j+61//opGXJ06cgKWlJY4ePSqUkKuurkZYWBicnZ1pFFtcXBwUFBQEVrPjrrgWFRWFvr4+HDt2DG5ublTv4+DBgwKP5T4eGF5Tnjx5gqSkJMjIyAAYTvv47bffWGlwvFFowHDE2saNG+nzvX//fvz0009CNZM4HA5kZWWRmJgIR0dHiIuL04i8AwcOwN/fX+jYent7Y/Xq1QgJCcE///lPNDQ0oKysjDrYI0Uf7d69G/Pnz2e98549ewYfHx/4+vqOOHcdHBxgZGQELS0tSEhI0CqSLi4uCAgIEBhNUVxcjOXLl6OxsRGdnZ1YtGgRtLW16Ri2traisrISY8eO5XveGhsbMW3aNFy7dg1jxoyhkTvXrl2DpaUlXzoY95xatWoV3N3doaioiEWLFtH79PLlS0RFRfFFLdXU1LDSSU+dOoXBwUGoq6tj586dqKqqwsyZM6GsrMynTcbd7uXLl1mbUdw6ShUVFUJ1WUxNTeHu7k7/dnV1xeTJk/mea9419+HDhxg3bhzOnTuHUaNG4cyZM+jo6MCBAwdgamoqUMeNwfLlyxEbG4tt27bhhx9+ADA85o6OjvD09BS6IRcaGgotLS1kZ2fj448/Rk5ODgYGBpCSkgJ7e3tWyh8v/oiNAgyn2UpJSYHD4UBPTw/6+voAhqP5IiIiqJg+L9rb2yEuLo6srCzs3r0bCxcupKTRo0ePoKenJ7SvIvx1ISJzRBBBhP8pMLvXjNgm8G+Ho66uDtLS0lRMeGBggO6sCdJS4XA4sLOzw+HDh1FWVgYvLy9ISkpSIT/usNeUlBQahn/o0CFs3LgRjY2NkJSUpI5oX18fqqqqRkxtuHXrFmbOnIlr167h5s2bUFZWpuRDYWEhK9ee2yhjnPzr16/Dy8sLvr6+qKmpQW1trcD0H+5jk5KS4OPjg8HBQUhISFAjtb6+Hk1NTXS3jNeh6e7uhrS0NAIDA3HgwAH88ssvOHz4MNra2nDu3DmWuCSv0ZOdnY2lS5dSHSPuilyVlZW0ehYDQUbT7du3oa+vj/3797O0h7jvH3efc3JysH37duzfvx8WFhawtrbG5MmTYWxsLJDI+TPRPEx/79+/Tx19dXV1fPnll/S7TAURYXB1dcWuXbswODhI9SIePXqEy5cvQ0xMjCWezN32oUOHsHjxYjompaWlEBcXh5mZGWbNmiU05QMYJigYwc/m5mbIycnBwMAAGzZsEFqqGBjeMbewsICsrCwWLFiA6upqVFVV4fDhwzA3N8emTZv4+smMeWZmJuTk5DBr1iwkJyezSBRB6VmOjo6sz/bs2YPs7Gw4OjrC0tJSYEUm3vt7/vx5rF69GsDwfQkLC6P/u3XrFp+jlpaWhlGjRlHdE2tra/j6+qK1tRXHjx+Hm5sbQkNDBUabMG0/ffoU48aNg7q6OiZMmICKigo8fPgQO3fuhK2tLR8J2d/fT5260tJSrFu3jqVx5O/vj08//VRgha53haCgIFb0W3Z2NiZMmABtbW2B6VzV1dUwNjZGWFgYNm7cSKNLwsLCoKenBzMzMz6dHA8PD2hqagIY1t/JyclBQkICJCQk0NTUROdLTEzMiBGU165dg6KiIgDAxMSERR7GxMQIjXjauXMnjcCYN28eK50qIyODL3WDtzoOQ8jY2dnhyJEj4HA4uHXrFtauXStw3eJwOJCXl2cJPycmJsLLywvLli2DmJgYJRp4U0CBYYdw+/bttP2TJ0/StWnPnj3YsWMHX5QCMBwd4+joSDckjh07Bk1NTZSUlMDY2JhVDYwXDx48gIuLC5qamiAjI0PfreXl5ejr62OlJnL/fPr0KTQ0NDA4OIgNGzZQgqOnpwddXV18otIFBQU4c+YMTp06hfv376OjowMhISGwt7dHUlISJYwaGhoEajwxyMnJoSWt161bRwlJYJikEFSFqrW1FS4uLpCVlWWlp5mYmOD7779HTU0NhoaGUFZWRok77rU/MjISO3bsQF1dHebNm0ejGBlyW1gVs+3bt1MyGRgm+GfNmkUrpgkiLwsLC2FsbAwXFxc6V+rq6mBgYEBtGltb2xE1qTZu3IjFixfzEWIcDkfgvOVelysrK6GtrQ1ra2uawr5r1y5MnDgR3d3dAu2poaEhWFtbIzk5GY8fP4a4uDiLUBsp7TwvLw/u7u6ora2FrKws3axg7pOwDZGenh7Y2dnh2bNnCAoKomR5Y2Mjurq6BEb5McjJyYGSktIb2yjcyMjIQGRkJI4ePYqFCxeiv78fQ0NDfBXBuPvK4XDQ1dWFbdu24dGjR5g7dy5NN+NN5RKW/i3CXxMiMkcEEUT4n4Suri4r9Jsxbg8dOsQSOhWGlpYWVFZWIi8vD99//z3daa2trYWpqSnLCCgvL8eUKVPQ1NSExsZGZGZmIjg4GPLy8nSH9MmTJ7C1taWGk7Cd3tOnT7N2/1taWqCjo8MXos1NVJw4cQLTp0+nRnpBQQE2btwIV1dX5Ofn8xlm3EZleXk56urqYGFhgUmTJtHdw6ysLCxZskSoCCEwTAIxThgwbEzOmTOHr2y0IMOjsbERkZGR8PHxYVXk8vLy4hO45T6ecXojIiLQ3t6OR48ewczMDAEBAdR4FjS2R44cgbGxMRITE2FhYYGQkBCaiiUvL8+XPvRnonkYPH/+HHPmzGE5kba2thATE4ORkRHLgOc9z+HDhyErK8uqvhQUFAQrKyuYmZkJrHoFDBu1CxYsoKlYjPPT29uLGzdusMgA3nFqa2uDq6srvv76a1ZY//Hjx5GYmMgnlpyamkpFjYHh3f2ioiJER0dj4sSJAiNFmPKy3FoFGhoauH37NlJSUqCgoICIiAi0tLTgxo0brIpQHA4HjY2N+PXXX+Hj4wNgOBKBEfSurKzEli1boKamNqImS19fH8rLy3H48GEYGRlh3bp1tC/r168XutsfGxuL3377DSoqKtRRZMYtPj4ePj4+aG1tFXjs4OAgrKysaEWYHTt2YPz48SMSMWvXroWXlxcqKipQXl6OyMhIODs7Iy4ujn5HSUlJYPnyd4UTJ05g6dKlNBqrpaUF3t7eMDAwoOXsu7q6WGXQjx07hgULFuDAgQPw9PREcHAwX9ojg/3792PSpEl03Ly9vREfHw8pKSm6y3/mzBmWAKiw3fBHjx4hNjYWAQEBdE709vZi165dLHKD+/fe3l7k5+dj69atkJaWpimhd+/ehaOjI3VgBaVcuru7IyoqCocOHQIwTCY5OTlh69ataGtrY/WT+1k7d+4c3ann/k5LSwuqq6speSTsOtXV1VnPRVJSEuTl5eHh4YFffvmFpphxR1kUFhZi6tSpLA20yspK+Pv7Y+HChbCwsGC1wX2/7t69i7a2Njg5OWHcuHFU36msrAyzZs1ilavnHqP6+noMDAwgPDwc2trarOpX2trafNW98vLyMGHCBJiZmcHGxgZfffUVQkND0d3djb1798LV1RVxcXEjvpOAYe2Z9vZ2hIaGYu3atZS0HRoagomJCa3iJgiXLl3CunXrEBYWxhKs3r9/Px+RyL1O1NbWorCwEO7u7pgxYwbVl7p48SJ0dXUpycu75nI4HOzduxc///wzK/pox44d+Oabb/Dq1Su+d0NZWRnq6+uRl5eH4OBgGBsb07QxLS0thISEYMWKFSOm/ebm5kJMTIym+pw8eRL79+/nu5fAsC3AzJuhoSH6TPT19cHS0hKrV6+mEV3Mc8xcJ2/J7YsXL8LDwwMzZ86kG0zbt29nCahzOBx0d3fT8S0qKkJVVRXc3NwgJSVFn7f6+nooKChQXTgGTB8YQfCjR49CSkqKRkgDw5FQgtIYmbHu7e1FfX099uzZ80Y2SkVFBX3XnjhxAkVFRTA0NGQ9H0eOHIGcnBxrTFpaWqhtFxcXh+rqaigqKuLDDz+kosr5+fmYMWPG72oWivDXhYjMEUEEEf4ncerUKSp+yY3KykpoaWn9rsjooUOHYGpqivz8fLS3t1MC5NSpU5g1axbrhXz//n0oKytj3759cHNzw9OnTyEjI4O5c+cC+HeEA3fVIga8htrt27chKSnJ2oUxNDTki8JgUFpainHjxtEdqrt37+Lx48c0354ptc6Aw+Hg6NGj2LRpEw4dOgRzc3PU1dXB19cXBgYGyMzMRH19PWRkZEbUugGG9WLWrFnDSvUJDw9nlTBlIGg3W11dHV988QX9TlBQEJYvXy7wOoHhHdZ169bhzJkzmDFjBgwNDfH48WPU1tbC0tJSqNhnWVkZli1bRg1OxlHp6emBrq4uq3IN73W+bTQPN7y8vGjEB3cKwoMHD/Dq1Ss+vQVueHh4UPJEGEHA9JW74tDjx4+xaNEiPvIvNzeX1Q5v+g9jOL9+/RphYWHQ1dVlVXnhbTM7OxujRo2CtLQ0NDU1KYkjJyeHtrY2XLp0CV999RU1vLnBHTkTGhqKiRMn0rF49OgR1NTU4OzsjOrqaoGRGNXV1ZCUlIS0tDQWLFhAvzM0NETL6PLOhezsbKSnp+Px48cICgpCTk4OFBUVsXDhQvodKysrmJub87XHfZ/z8vLw888/s1KNgH9rBzHjw3tccnIyJCQkWLpCqamp+Pbbb1lRQQxMTExgaGiIxsZGep7a2lqqd+Ll5UWraL0rMP0+e/YsfHx8EBISgr6+PuzYsQOSkpIICAjAzJkzcfjwYRw5coQSasrKyvjHP/6BHTt2ICEhATU1Nbh8+TLOnz+PvLw8+Pn5wcrKiq+Cz82bN/Hjjz/CyMgISUlJ6OzsRGxsLD799FMapVRcXIzx48fzpW8Aw3OloqIC/f392Lt3L9LT06GoqAgpKSn6neDgYFY566GhIcTHxyMrKwuJiYnYtGkTsrOzsWLFCpibm9OxVlBQEHhfGNja2sLMzAxnz56lAuZdXV0oKCiAvb290GpF165dQ0JCAqvcNTBMqnNHi/BW2mNw6dIlFgnM4Pr161THhrlObtLi2LFjdBOD+5l6/fq1wPUlOTkZurq6CA8Ph46ODtra2nDgwAHo6uoiPj4eOTk5WLhwId87rbi4GKGhoSgqKoKenh4ePXpENWiYKIPg4GC+db67uxsLFixgRTuUlZVh4sSJtN9xcXGwsLAQqPGUm5uLs2fPora2FjY2Nnj48CEcHBywYMECmsbl5+fHImFPnjyJcePGUbKaQUFBATw8PBAUFMQnes2soQMDAzh27BhiYmKwbds2bN68GY8fP4a2tjZsbGxQV1eH6upqzJkzR2jE08WLF6l9kpiYCCMjI1YEo6A5ZGtrCwkJCWhqaiIiIgL3799HREQEdHV1UVhYiGfPnmHXrl3YuHEj37Hcc+r169cwNzeHrq4u7OzsKCksKPJyx44d+Mc//sEinrnnpL+/P2RkZFgpkMDwe3bPnj148OAB/P39ERcXh+TkZCxYsAA7d+4EMEy4TJ8+nU+gPicnB35+fvD394eBgQH6+vrg7++PadOmoaysDPn5+VBSUuIrZvHixQsYGhri+PHjUFJSQkZGBrKysqCuro4DBw4gNzcXW7duhby8PN91lpaW4saNGygtLYWXlxfKy8uhrKyMb7/9ln5HkI3C4XBw7do1KCkpUTFyYFgTTU1NDQcPHsSWLVswZcoUmtLFrY/DRGbJysoCGLYXFRUVoaOjg9jYWMyZM4emZQnbBBThrw0RmSOCCCL8T6KrqwsbN26Ek5MTiwixtbXFmjVr+L7P65gXFxdj3759sLW1xenTp8HhcJCVlYWxY8fSKg3cxxgaGuKDDz6gREZbWxsWLlwINTU1qKqqspw4Qc7ejRs3cPXqVXR1dWHv3r0YPXo04uPjceTIEcyePZtVWpTbKa+qqoK1tTViY2Ph5OQEKSkpTJs2DZmZmXy58tyYMWMGPvnkE7qrVVJSgqCgIOjr60NdXZ2mHXD3l8GrV6/oTp2rqytUVVVRUFCAJ0+eYP78+Xz54NzXa2Jigg0bNtCdOA0NDSxbtgxmZmaQk5NjpRe0t7fj2bNnaGlpQWlpKQ1z1tfXh5ubG0JCQrBs2TKkpqaOWLb17NmzkJaWhrGxMd3VHRoawtGjR0csr/220Ty8xMPWrVv5nP7MzEyB2ju8bfv5+fHlx3t5efEZvdxzgUlRCQkJQWhoKO3fqVOnoKOjwyIgudtkytE7ODggJiaGRjjo6+uzdou5UVdXhx07dsDR0RGampqwsbHBiRMn8M9//pM64rm5uazddw6Hg9evX+Mf//gHS7xYRUUFBgYGlORpaWnB2rVrBZbT5b7edevWQUJCgu87vNEUg4ODKCkpgYaGBr777jvqMN67dw/i4uKwsbGBuro6y0jnvR9DQ0P0/jY0NEBcXFyg+KogMPc7Pj4eZmZm2LlzJyWTS0tL+Qjnu3fvUg0U5jq4BWFv374NX19f6OjoCKwU90fAXFtZWRmmTp2KvXv3wsXFBcuWLUNNTQ0ePnyIxMREnDt3jqYdXrp0CcAw8f3TTz9h1apVOHfuHOTk5LBy5UrIysqiu7sbDx484BNnrqurw5gxY5CSkoJLly7ByckJ+/btw7NnzxAbGwtpaWnY29tDQkKCEoLcz/jAwADy8vKgq6uLcePGITo6mo7xjBkzEBwcDCsrK0hISNDoNmYMHz9+jMmTJ1MNHmDYsdbW1qYVsLi1i3jXloKCAvpsampqwt/fH7a2tlBXV0dVVZXQdJpz585BT08PjY2NWLJkCSwsLDA4OIj+/n7IyckhIiKC75iWlhbs2rWLzqH8/HxWlAAzlrxkV15eHiZOnEjTgR4+fAgDAwOaKgQMrwv79+8X2FcA0NPTwwcffID4+HgAw2RxVFQU3N3dYWhoyErX5B6j9evX47PPPqPC3j09PXB2doapqSlWrFgBZWVlugHAPM8tLS10Y2BoaIhGsvT19UFKSoqmC/GmZTFobW2FmpoavvjiC7oJUVJSAh0dHVhYWEBVVRVLliyhpDXzXvjhhx+wY8cOrFy5Enp6erh+/ToaGxvR0dEBPz8/+Pr6Co0EamhowLRp0/D111/T5zk7OxvGxsbQ19fHsmXLRiQEo6Oj8f3339O07+zsbKxbtw7Gxsbo7Ozk014LDg6GtrY23ZDR0NDA3bt30dnZiZiYGKxevZqeixfcKXqPHj1CXl4eEhMT4ebmRkm2gIAAoVF+ly9fxo8//iiwcuKNGzf4onEZXLt2Dd9//z0mTZrEuu61a9dCQ0MDixYtohtO3HOos7MTtra2+PLLL1nvoKCgIKxduxYmJiZ8VfQYJCUl4cMPP2RVGjx79iyCgoKgra0NExMTWl2MGZehoSE8evQIbm5uGDNmDCWqu7q6ICcnB1VVVZiZmUFWVlZgCiQwHBX13Xffse4BkwIZHBxMowt5U9C8vLzwt7/9DREREayNMR8fHxw8eHDE9EcRRABEZI4IIojwP4yWlhbs2LEDKioqkJWVhampKRYvXkz/z7xUS0tLKTlx7NgxahhUV1fj1KlTMDU1RXR0NGpra1nhxtwv5bi4OPj5+WH8+PEsA7moqIhPYJAXtra2UFJSgpWVFSZMmIDi4mLcvn0bZmZmsLe3pxU/eI9lHOL169dDR0eHGt1hYWF8FXyY45lr27ZtGzQ0NCAmJkbJKWDYMeDOjec1KOPj4zFv3jysWLECy5YtQ11dHSIjI6GrqwstLS2WDgT3cQDg4uICExMT5OXlYdmyZVi5ciU4HA7u3LmD/Px8upPMpOIsW7YMUlJSMDMzw4EDB/DixQvcvn2b7q7evXsXKioqfNFHgiJdsrKyqPAld2QIr8YNg7eN5mlvb0dycjIGBwfh6uqKY8eO4fnz5zAyMqLOaEtLC6SkpKioK29/+/r6kJWVhTt37mBgYAB6enrQ0dFBVVUVdu/eDQkJCaGO4o4dOxAYGAjg37uaampqMDc3x8SJE2nKAK9jyugkpaamwt7engoutrS04NKlS3B1deUTAmbQ0NCA2NhYbN68GX5+fnj+/DliYmKQkJDA0o7hbfPRo0eYNm0ajSppbGxEYGAgDAwM3kjEl/teubi4YMaMGayUCG5wh81raWlh/vz58PLyosZ8c3MzUlNTkZubSx0ybgMfACuKj7ttLS0tjB07Ft3d3QLJRCY64m9/+xsVK71x4wbc3NwQGBjIlx7AoKSkhEU4c5+7oaGBrifCqkG9LRiSr729HZ6enqzogF27dkFGRoZWp+nt7cWmTZv4dsTT09MxYcIEREdHo6GhAfv27YOrqytdWwSND/c9u3TpEtzc3LB9+3Y8fPgQT58+RWJiosBoFeZnd3c3VFVVMWnSJBYRcv/+fRw6dAhnzpyh6zWzpgDD90VdXR2SkpJwc3NjiRI/fvyYRdLyRrAxY1VXV4dz585BVVUVwPC6KCiakcHTp09hZmZGU9M6OzthYGCA+fPnQ0tLi4/05b4WOzs7BAcHIzs7G0NDQ1i5ciX09fXp/V+xYgVLVJ3BhQsXICcnR/vk6OgIJycnHD9+HCdPnsTo0aP5SkBzv2MuXrwIPz8//PTTT6y0Tt50D953YWxsLI004NZsKSoqQnt7O3WGuZ+z5uZmLFiwgJJPwL/LNnt7eyM0NFTg+HC3GxQUhAULFkBdXZ3qhQ0MDCAnJwcVFRWU1ONeb3V0dGBlZYWhoSEcOHAAs2fPhri4OCIjI3H+/HmBFcGYedTf3w8LCwuoq6tDV1eXauH19PTg1atXrOha7rTorq4u2u/bt29jwoQJ9HkqLS0VmP5TX1+PUaNGUZIBGBZ4ZsiilpYWJCQkYO3atXRt4+0vMEz429nZwdDQkDVXT58+DTExMT59KG48fvwYkyZNYs1VTU1NqiHI3Rbz88WLF1i2bBlkZWVZqVQVFRV4/fo1n74Z94bIiRMnsGHDBpiYmGDPnj30c16Rbm67ZmhoCNXV1QgICMC0adNYKfVM9VFhOn5DQ0OwtbXFlClTsHHjRlYEWEJCAoqKilg2Cvd1AsO6aomJiViyZAmrcIAgApI5/vXr19TODAwMxNatW6noNLddxtuWCCJwQ0TmiCCCCP/TGBwcRFtbG+Li4pCfn89nSFZXV2PSpEm0ioKqqiokJSXpjm1PTw/Mzc2xatUq1kuZMcYGBgZw9epVWs0oOzsbkydPZkW2MBD0Ms7KyoK4uDj9Ozk5GWPGjEF+fj6fsC63odTd3Y1x48bByMiI73yTJk3iC0XndmqLi4vp9YeHh+Pnn39GTk4OTp8+zSJjePv7+vVrzJs3jzphGzduhKSkJKqqqtDf388KveYlnvbt24e1a9eyhIrNzc1ZooLcba5ZswabN29Ge3s7tm3bBm1tbdTV1eHhw4fQ0NBAd3c3PD09+ZwY7nYtLS2xefNmqkH0+PFjBAQEwM7OjqXxwYs/Es0zODiIwMBATJkyBfPmzaOkC6PBMGfOHCgoKPCJ3HJDTU0NXl5eWLx4Mezt7dHf3w8bGxvo6OhAW1ub5Zhy97W2thZjxozBggULqIPHVN9KTEykegqCiMRHjx5hw4YNaGtrg5SUFBXrLioqQmdnJz2fsJSyjo4OqoOwdetWodW1eNHZ2QlZWVnqDA8MDGDXrl1QVFRESUmJQFFp7t+5Cab9+/fj008/HbGSyu3bt9HY2Iiqqir4+vrCyMgI1dXVaGtrY+188jrvxcXFUFRURHNzs0Dij3HOucH7vWfPnmHWrFlUl6SoqAj29vYsx5UbjY2NmD17NoukZBzbixcv0ioq78K4v3PnDr3+yspKrFq1ChoaGnj06BEdg/j4eKiqqqKnpwccDoeSW4wTxfSjvLwcM2fOZFW5Eab7woD7Gu7evQsvLy8EBQXx3UtB1/rs2TOUlZUhNzcXDg4OcHBwoH1mys0zx3L3g1vzw9TUlKZhZWZmUkKcuT7ua3j06BEUFRXpepCeng53d3cMDAzAw8ODL4qNu88pKSnQ0NCAjo4Oi0DJzc1lVXMS9Jw9fvwYgYGBWL9+PY24dHBwwKxZs6Cvrz9ihZucnBzIy8tTgu7AgQNYv349LCwsWAL+3G0PDAzgypUr9J127949jBkzBlu2bMHp06dhamoqUOAWGI7SYlIck5KSICsri71792JgYADr168Xqp0EDGtzLViwAElJSazPw8PD4eLiIlBvhkFSUhIqKyvB4XCwZcsWyMrK0nfg9u3b+TYlmJ91dXWwtLTEwMAADh48iNmzZ6OgoACampp8GmHAv+dCR0cHSzfF19cXCxcuRHl5OY4ePcpaF3j7HRYWhsDAQDqPXr16hZ9//plFigCCo4WnTZtGRaSXLFnCinjr6ekZUU/I09MTAQEBePnyJSZNmkQ3FUpKSrBp0yZKnI70zHZ1dWHhwoVYs2YNJc94r5M5vrCwELdu3UJLSwtqa2uhoaEBY2NjAMNVyrifce5ndHBwEPr6+qirq0Nvby9SUlJgbGyMkJAQxMXFwcPDQ+j76O7duzQ9jcPhQFFREcrKyqipqcHKlSv50m8FrSvV1dUIDQ2Fk5MTsrKy0NfXh1OnTvHNHaYPubm52LlzJ7UpioqKoKqqChMTExgZGfFFZzHHvXz5EvPnz6cRO1lZWdiwYQM2btyIFStWvHHkpwgiiMgcEUQQ4S8H7he4goICzXFm/hccHIypU6dS42bdunUsHRhuQ0JdXR0LFizA/PnzadWi+vp6zJo1S2ilIqb9Bw8e4OXLl7CyskJHRwd1MiIjI/nKmHI7r9w7fqtXr8acOXNo+LyOjg4V3OV1TIHh8p5z5syBmpoaNSIuXLgAMTExLFq0SOCuK/DvHWl9fX3WjlFISAgrhYz7+rixd+9ezJw5E1FRUfRcjx8/5hPeBP5dOYg7RUdZWZmGcuvr60NTUxNycnJChSUtLS3h4OCAjIwMfPvtt1ixYgU6OjpQW1uL4OBgPqHHPxPNw50qsGrVKsjKyvJFipSWlrIiMXj7y1Q06u/vh6ysLF9oNe+9ZI5nqsj09fVBS0sLampqQksEC2q3u7sbpqam+P7776lgeHFxMWbPns2n2cAr6Mrdp7S0NAQEBMDGxkZgNSlhMDAwwJw5c+iOMCP6yNtmV1cXGhsbWWQR97zmPY4bPj4+kJOTY+0WR0REYOnSpRgzZgxNF+JFd3c3DA0N6f95STRB/WRQV1eH48ePs3RLFBQUoKam9rtOFzAs+mtmZsanP6WgoIC9e/eOeOzboKioCIODg0hISEBJSQmam5vh4OAADw8P5OXl0XWHIZM4HI5A8oG5/t7eXqioqEBRUVFgtavfQ0lJCdavXy80woW5h9HR0Zg9ezYlTR89egRvb29oaWlh3rx5QktzGxkZQU5ODh4eHuju7kZHRwc8PDwwY8YMzJgxg09rikFXVxcWLFjAirp89uwZVFRUYGRkhFmzZrHWaO6ok5qaGnR3d6OyshIbNmxAcHAwX7ok97VxH8+gtbUVkZGRcHJyotXFHj9+zJpf3ARfS0sLjUR5/vw5dHR0YGlpKVSn6/feaa9fv8by5cuxYsUKoWO0f/9+zJo1i/V+KiwshKKiIqZMmcJK0RGUXsqkGKurqyMwMBBVVVVISEjAL7/8IjBChsGOHTswd+5cOt+GhoZw8uRJzJw5E9OnTx8xlay3txceHh5YsmQJJk2aRAlzQWso93q3aNEizJ07F5qamnj16hU4HA6io6MhJiYGaWlplg4R9zUODAwgMTERGzZsgL+/PysVdsqUKTR6RBg6OzshJyeHjz/+mIryMyLGvGhoaEBycjJ9Rg4ePIhr165h9erVlGCoqKjA5cuX+fS+fg+6urp4//33hUaq1NfXY8qUKSwNnvr6etjZ2WH69OlQVlYe8dzcAt/d3d3Izs6Gs7MzZs6cyReZw7QZGxuLKVOmQExMDIGBgXSdsrKywuLFiwWmvDHH7t27F/r6+jTCqqurC5GRkbCwsMDPP//Mtx4x9/TFixeYNm0a7OzsMH78eERHR2NgYADt7e3w9vaGi4uLwGvkcDiQkJCg61R9fT0eP36MhoYGnDlzBl5eXvQ5EkXkiPB7EJE5Ioggwl8W27Ztw4wZM+jfcnJydHf16NGj1FjjNjy4d6IjIiJoydPLly/DxMQEERERdOeaN4Qd+LcRUFlZSVNuNDQ04O3tTQ1IMzMzVsRJc3Mz/P390dPTg+zsbAQHB7Mib5ydnTFhwgQUFhaOuPO5fft2Gv4bFhYGU1NTqh/S3t7OF4bObYTKy8vj+PHjcHZ2xt69e6mhcebMGRgbGws1OMrLyxESEoLe3l5cu3YNCxcuxLZt23D16lWYm5vDyspK4HGxsbH4+eefcfr0aTQ0NGDWrFk0wgQYNlQZB5PXMSkuLqYRSytXrkRUVBTWrVuHefPmobS0VKAeCoO3jeZh2n7x4gUOHz6Mjo4OnDhxAgsXLqSEXEhIiECdHAYvXrxATk4OLl26hDVr1tBQ+qqqKoSGhqKtrY11DNPfmzdvYvny5XB3d6f6FcbGxpCSkhJYlYS77QcPHiArKwtNTU04c+YMrK2tERkZiby8PEhLS1OBSl60t7fTKDbea8nOzmZVkHtTbN68GZ988gnf88J9bk1NTVhZWfGV5+YOsQf458KtW7cwc+ZMOleOHDmCmzdvoqKiAvfv3xdK5DDHjhkzhmWQjyR6zd32jRs3YGlpib1791KH7eXLlxg3bhyrApww9Pf348CBAzA1NYWWlhYOHDgANTW1EUvZvw24x6ylpQV+fn5wdHREVlYWent7ERQUBEtLS1y7do2PxFNWVoaOjg79jJfQAYYJV4YIeFvU19cLTScEhtOzJk2aRNNa7t27h5KSEpSVleHcuXMIDw8XeFxkZCTMzc3x/PlzqKqqwsbGhjrP2dnZdP4JusdFRUUwNTWl18ms1Z2dnWhpaWGl4nGP7fLly2FnZ4cff/wR165dQ1FREYKCguDq6sonrsuAu31vb28cPnyYpiudPHkSjo6O2Lt3r9Cqf8nJyVixYgUWLlxI05M6Ozvh7OyM2bNns3RzeCHsncY4+9xRWdyorq6GmJgYHj58iL6+PuzatQv+/v5IT0/H4OAgn3aWsGikhoYGpKWlQUlJCWpqali1apXQCDZgeK2fOnUqjSI6cuQIjhw5gqqqKjx79gypqalCj2XQ3d2NRYsWCRSIFgRvb28aYWljYwNtbW36Pq6pqaGVDnnXouzsbBrdW1JSgoCAAJibm+PgwYNYunQpfb+8SdlpS0tLzJs3j163oPcvU7nz9OnTaG9vx61bt/Dll1/SSm/AsM0jSAfnTcC0LWgjhNuGyczMxIYNG6itkZGRQe0U3mt9+PAhlJWV8fLlS2RkZFASkpk/TJu8xz148AD6+vpoa2tDTU0NHBwc4ObmRm0G7tLlvBE2hYWFkJCQQGZmJrZs2YJff/2VpraXlpayqlFyY3BwkJUClpubC2VlZfj5+dHrE5bGXV9fjzVr1uDJkycIDAyElpYWPv74Y74qlb8X2SiCCICIzBFBBBH+wmhqaoK+vj7s7e2hp6dHjXUGL168wLNnz+gL9dWrV3RXsrGxEVJSUiwB1tzcXJiZmcHZ2XlEUqWvrw8GBga04kRjYyNUVFSgo6MDXV1dKCgosIyVZcuWUWc9LS0N7u7uCAkJQXp6OoDhXdslS5aMWKK4oqICP/30EytF6OTJk9DT08OOHTtG1N/YtGkTTYcqKirCypUrYW9vDzs7O8yaNYum5nCDMWJu3boFFxcX+Pr6oqGhgRprixYtYmkDCIoiysnJwZgxY/DJJ59Qx0eYk8drzDY1NeHixYtUBDEjIwPz588Xqr0AvH00D9NmT08PZs2axUqLycvLg4KCAszNzTF16lS+fnOng6iqquLixYsYO3YslJSU6HdWrVolMF0PGCYGZs2ahczMTLi5udF0JQC0MhkvmDZTUlIgJiYGOTk5uLi4IDQ0FEeOHIGHhwesrKz4ItW4kZGRgQkTJgisKAMIJgLfBJcvXxZaEtzKygpbtmxBXl4eRo8eTXfp38TQLSkpgYuLC+zt7WFjYwNZWVmoq6vzzVlukpYbycnJ0NHRYenICLo27s82bdqEvr4+XLlyBevXr8e2bdtQUFCA9PR0bN68meVYjAQOh4PS0lJs2bIF/v7+ArU0/iiYa2UqTpWWlmL//v2ws7OjBFdERIRAR3poaAhaWlqQl5dnpSACf975eJNd6AcPHsDV1RW7d++Gl5cXpk6dCjU1Nb7oLO578uDBA0yfPp2mpQwMDMDOzg4aGhoCo7p4+1FRUYFp06axCN3c3Fz4+PgI7XN4eDjV1ho9ejQlZBoaGrB161ahES4MTExMYGNjg/3792PatGk0Bfbq1auwt7dnESIMnj59innz5uH58+cICAjA3//+d1hYWND3kTDHFBheMxcsWABJSUnWNZqZmcHV1ZUVcQPwj5Gvry8lYKysrODs7MzSSQH+Tb7yEoKC5k17e7vACBnudru6uuDs7Aw9PT2YmZlhxYoVsLCw4Et//L31KD8/H5aWliNqxgDD76QJEyawqnht3boVCxcupLpSvH0EhiM/Jk+eDHV1dSxevBhtbW1ob2/HkSNHsHr1alru/W0QHByMjz76SOhaDAxHfFpYWGDPnj1obm7GuXPnoKysDEdHR6xZs4bP5nkbCEuFBYZtCxsbG0hLS8PJyQmGhoZwcnJikZ6C7klnZycsLS2xaNEimJiY4PDhw/Dw8KDkmaBjOBwONm7ciE8++YS+G1paWuDj44M1a9awomR5+9nS0gJnZ2eW4PmFCxfw66+/Cpy73CgtLYWKigrExcVphFJdXR1WrlwJKysrPhKcF/7+/pCWlkZQUBAaGxuRm5sLU1PTEYlsEUQQBBGZI4IIIvwlwf2i9fPzw/Tp06mhLmhnjsPh4NKlS0hJSaG7lDU1NVBRUYGWlhatKvPs2TMaBs97PINXr17B2tqatQMEDGswPHz4kFXpQ19fn5U7ffnyZdy5cwcBAQHw8fFBbGws/Pz8WCHEvDtPDFJTUzFjxgwWQZCamsoqB8uLrq4u6Orq4ptvvqF6N4z455kzZ6hTzGvocLfNVFhycnLC06dP0dLSAn19fTg4OKC+vp6vn9yVg5qamiApKckyOgWJ+ALD5Ft6ejo1bgsLC2FnZ4eSkhI4OTkJLJPN4G2jebgRGBhII3ny8/Ph6+uLy5cvo7u7G/fu3eOrnMGgtbUVmpqaNNLlxo0b+OWXX+Dg4AB1dXWWFgbvNRcVFeHQoUN4/PgxZs+eTaMUGNJLkEAjMLyDrqKiQrUDEhISEBAQQFPueMWvBRmhO3bsEFiB5F2hsbGRGrSDg4PYvHkznjx5Al1dXbqL/OjRI75we+b7wDBhykR4hIaGwtfXlxr6Tk5OVCxaEE6cOAE/Pz/s27cPxcXFyMjIgLOzM+zt7Wn0mjDY2dmxyh/n5eVh06ZN0NPTw9ixY+k4/19AZmYmxo0bR52dxsZGnDhxAs7OzgIrK/ESXq6urpg+fTrLmRRGiv0ZcD83PT09aGtrg6urK9asWUMJkg0bNtB7Kqj9Fy9ewN3dHZKSkkhOTqafe3l5CYxCY9osKCjA06dP0dHRgUuXLmHGjBk4evQoSkpKICMjMyLBduDAAZw9exarV6+mUQq5ublvFC1y69Yt+vwvXboUmzdvhq6uLiwtLdHe3s5K4+HV5jl27Bhyc3MhLi6OqqoqSElJQVxcXGAKD+9Y1dTUYMWKFb/7TuNOMWV0fy5fvoyzZ8/SaIiYmBioqKgIJGpGIgR5U0kFtTswMIDKykq0trYiNjYWYWFhNOpl69atVJvlTTE0NDRiSXkGLS0t2LNnDxYuXIiDBw/Sz2NiYoRWkqqoqIC6ujqNpHJ3d8fEiRNpmWpuvO2zk5iYyEeCM+dobGzE4sWLaSr29u3bUVBQgKqqKkRGRrLu6Z8hYbn7XFJSgsrKSuTk5ODs2bN0TDo6OjB37lzcv3+fdSzT7pMnT5CQkIDCwkKkpaWx9HQsLS35CisIeh8zzze3Xtb+/fv5qnpy97eqqgre3t5Yvnw5EhIS6HeLioqgqKjIeh8Kujf19fVwdXWFsbExizTiJWqZY2NiYuDu7g4tLS08e/aMttfa2golJSWhUYUiiDASRGSOCCKI8JcFtwGzc+dOKCkp4dKlSyM67gMDA5g2bRpNV+rv74e7uzsUFRX5dngF6QK0t7djYGAAXV1diI6Oxpo1a1iim9zHvnz5EqtXr6Zhu87OznQ3s7a2FocOHYKTkxMUFRWFhvU+e/YMaWlpNIWgrKwMmpqaMDMz49v15CWBmP8PDg7Cx8cHMjIyrOoyI8Hc3JwlhFpcXAwLCwusWrUK6enp6Ovrg7a2NjVe/mjlIOa45uZmTJgwAevWrcOECRMQERGBwsJCODo6wszMDNLS0kKvk8GbRvPwHh8VFYVZs2bB1NSUll5fsmQJq7Q2892LFy/i8uXLyMvLw7lz56CkpAQ9PT3q0Dx//hwJCQm4efMmy2HinZOVlZWYMWMGfvjhB6pzdPPmTZZzJAgHDx7EP/7xD1Z6UWhoKAwNDUd0JDIzM1FeXo6WlhaUlZVh9uzZQssE/1mYmZnB2tqaEieHDh3CV199xSL0pKSk+HSluJ83NTU1KCkpwdTUFJcvX6ZRBceOHYOYmBjLGWaOAYbTBidPnoxTp05BS0sLQUFByMnJQXl5Oezs7HD+/Hmh/X706BEWL17M55S2traivb2dlSb438bAwADWrFlDw/oZp6WlpQXx8fGs6jEA23kvLCykfx86dAhjxowZcVz+DHjJIx0dHWzcuBE3b96k9/DevXuYNm0aqwoV07+2tjZWSuaRI0ego6PDl87AoK+vj+rZnDt3DuPHj4e1tTVkZGRw/vx5FBUVQU5ODnZ2dnwVvXif0Rs3bmDhwoUsYkFdXV1otB23AHFfXx8aGxsRHR1NS5Hv3LkT8+bNE6rfxjjKHA4HAQEBtILaqVOnICcnR1NUeMfo6dOnOHPmDNU36e7uhoeHBxQUFIS+0xioqanRst8hISF07FJTUzFhwgTq1HKvmW9CCAoC9+c6Ojp07dy1axfV6bp8+TKmTp1K//4jxKKg90t5eTkKCwsp2ZOcnIy1a9eyIvYEoaenBz4+PhAXF2dFue3fvx+jRo0SWtL7XcDNzY3Ogdu3b8PZ2Rl2dnZ8VZLeNoqSF8x47d+/H/Ly8pg7dy78/f1x8uRJcDgctLa2YvHixULHqqKiAmPGjIGTkxMkJSURFhaGhw8forOzE15eXnxp7tz9vXz5MmJjY+lncXFxAklWQZG/bW1t6OrqAofDQVRUFFxdXREXF8f3nPCOz4EDBxAWFgZXV1cAwxte27dvh7a29oiRbxkZGZgxYwYyMjKwefNmzJo1i66b1tbWLJ0gkU6OCG8DEZkjgggi/GVQX1/Pyt0H2IQBU8p1586dIxo4FRUVmD9/PszNzelnwcHBI1YVAUB3VyUkJHDmzBlkZ2cjISEBOjo6rLBtbuTk5GDbtm1QVFTEtGnTWP9j+sirHcMYAk1NTZg6dSrCwsLwxRdfUD0gJjKGSQEQZLzm5+fD3t4e5ubmuHDhAiorK3Hq1ClIS0sL1EXhPsfAwABevHiB+fPnsxzwCxcuwMjIiJbe5G3zj1QOYuDv70+NxZKSEqxdu5bu1Pf29vKN0Z+J5mH6xkQZtba2IiYmBtu2baMinEuWLOHbeY2KisLcuXOxdOlS2NnZ4ejRo7h27RqcnJwQFBTEJz7NPTYMbt68ifv37+P169fIzMzE6NGjcfjwYaSkpGDOnDmUpOFOc7tw4QLCwsJQW1uLZ8+eISwsDCoqKpREzMjIwPLly/nCu5lzXL16FbNnz4abmxsWLVqEmzdvYsOGDXB0dHxnVZUYlJaWoru7G9bW1tDX10dFRQXa29vh7+8PExMT7N69G2vWrGGVnOWFo6MjTTmMiIiAq6srbt++jdevX8PW1pZG9PDuRvf398PFxYUa5Eyovo6ODjgczu9W6qqrq8PSpUtZ6SgDAwP0fP/XDPSNGzdSoW0mzfLu3buor69nRUfwahcZGhpCXV2dOv93797F999/z0rPe9fw9/eHmpoaysrK4OzsDE9PT9y/fx+vXr2Cvr4+jdDhLpPd3d0NSUlJKnDMkD3JyclQVVWlQtLc15eeno5PP/0U27dvx4YNG2i0Zm5uLiQlJXH9+nWBUQzMZ5WVlTh06BC2b99Od+2trKzg4+MDAwMDVjqkIK2nrKws6Orq0vXqwoULNMXWycmJj8BkYGlpCXt7exqlkZSUBGVlZezatQtycnJCSZmOjg7MnDkTMTEx+Ne//gVzc3NKBm/dunXEd1psbCytBJaVlYW9e/fSlJEjR47QNGDeFLw/Swhy9+vs2bPYsmULDh48iNevX2PTpk187f5RMMdXVFRg8uTJCA8Pxw8//EBJmdzcXOjq6vIJkvPOj4qKCvj5+cHLywtXr16l583OzqaC1O8CvOtLcHAwK932wYMHGDt2LLy9vVmbJu8C1dXVmD17NpqamlBbW4sTJ07A3d0djx8/Rnp6Osu+4e2nn58f/X9FRQW8vLzg5OREq0oKE+1m0rf09fVZmws3b96EhITEiGmMzs7OMDMzg4mJCSVHz58/DxsbG+zZs4dW7uPF5cuXMXfuXFRWVuKHH36AtLQ0jWDbt28fK9WaF+Hh4ZQAAoArV65gzJgxePbsGSu978/OWxH+ehCROSKIIMJfBqdOncLs2bORkJDAMgy4X5737t1jhU/zgjvMW1VVFSoqKtR54674wou0tDTMmDED3d3dOHnyJDw8PLBv3z4MDg4iOTlZaBg7MBxNExYWBgsLC1YIsbBUGgYrV65ETEwMGhoaMGbMGMyaNQvm5ubo6enBwMCAUI2SlpYWjBs3DnFxcQgODkZQUBBCQ0PR1dWFixcvCqxAxWDPnj3U+RgcHISmpibk5eWRkpKCBQsW0LBr3lS2P1M5KDk5GQoKCtDT06MOd2dnJ6SlpQUKAf+ZaB6m7aSkJEhISMDU1BTy8vLUgejr68OKFSvg5OTEajM1NRXjx4+n5woMDISenh6GhoaQkZGBjRs3wsXFhS8MnXdsJ0+eDBcXF8yfPx9HjhxBZWUl1NXV4ePjw5f6lJqaiqlTp8LLywurVq2ClJQUYmJiUFxcjPj4eMyaNQsqKipQU1PD3bt3WccyP588eQItLS2Ul5djYGAAt2/fhoWFBfT09PDPf/6Tjxz9M7h27RqMjY2pwHFgYCBUVFSQk5ODZ8+eISUlBe7u7gK1lpg+9/b2wtLSEidOnGCNm5SUFAYHB/mEN4OCglg75pGRkdDR0aFpawCwYsUKgSkq3NEfzLMUEBAAWVlZSszZ2dnRyIr/JgQ5CJcuXcKvv/5KSxRnZmbi119/FVqNzN/fH3Z2dgCAf/3rX9DW1qZln58/f/5O5wIDDoeD7u5uWFpa0lLaAwMDCAgIwNKlSzE0NCS0ApCqqip27dqF6upqfPnll/j888/p+pObm8uXMseMUUFBAebNmwcxMTEW8Xz27Fmq3cHbR2A4CkNMTAwbN27EsmXLYG9vj/z8fKSkpODIkSM4cOAAjYASRAg1NDRAXFwccXFx9LPc3FzIy8tDX18f4uLifG0Cww7mokWLWOeqra1FXFwcTE1NR6zmZGhoiJ07d6KlpQUzZ86EsrIy5s+fT6M3BL3TmN/j4uJYYt4VFRUQFxcXWHnqXRCCTFRGSEgIK8ojJSUF8+fPR2NjI40mfVfE6cDAAKSlpXH58mUUFBRg7Nix+PLLL2la7cuXL/lSUxkcOHAAiYmJKCoqQmdnJ7Zt24YNGzbg5MmTLE29dy1ye+fOHVRUVKCurg729vaIjIykZK2qquqI75i3BTPOVVVVkJGRoalkXV1dtJw4NwSl7kZEREBbW5vaUZ2dnZCRkWE917zr14ULF6CgoABgOJJz0aJFmDx5Ml33efWduLFz506sWLECtbW1kJGRgbS0NNzd3TE0NISbN2/SdyEvurq6oKqqigcPHiAmJgba2tpwdHTEt99+yxelyhtBBAzPcQsLC7x+/ZrOGXt7ez5xcBFEeFuIyBwRRBDhL4Xk5GQsXrwYO3fuZOVSC3r5Cnuxchtf69atowK3gr7PfHb69GmsXbuWfp6bm4sJEyawcsMBdklU7nZqamoQExMDJycnHDhw4HcrbgDDERUtLS1YuHAh8vLy0NPTg88++wyWlpYsA5QXOTk50NfXp3/fu3cPy5Yto06fMJHbq1evYurUqXSXiTEgo6Oj4efnN2JI+q1bb1c5iBtdXV04ceIELC0tcfToUepIT58+XaAuAYO3jeZhwEQ83blzB21tbUhOTsa8efOQkJCA4uJiFpHDXEN0dDTef/99mobQ09ODJUuW0LEqKChAUFAQ33xgkJ+fj/Xr11PdorKyMsjJybEqOzHgcDhobGzEjBkzWIbiqVOnoKOjg+joaADD98vAwIBGaPGip6cHLi4ufORdX18fOBwO9u7di0WLFr2zXV5GENTBwYEK1R49ehTy8vI08oIbwsjMhIQEWFtbs8aSMd55wez6BgUFob+/H62trfDw8EBkZCSuX7+O5ORkTJ8+na/MNnNfm5qaIC0tDR8fH8jKyqK+vh6hoaEYP348LCwsqMPxfwUhISHYuHEjduzYgc7OTty8eRNTp06FpaUlJCQk6DgzETnM2HZ3dyMqKgrt7e3Q09PD5s2bkZaWhh9//BHu7u5/qAz5SOC9pwcOHICJiQkrRURdXV2ohlFnZyd2796Nrq4uyMjIICsrC4mJiRg1ahRLD0jQmt3S0kIdt5UrV9I1+fDhw1BSUqJrJ++xO3fuZEWMbdu2DdLS0lQzi4Gwde3GjRuwtbUFMBwlxszvhoYGVFdXU8KQdz26dOkSrXLGrLkcDodFSApDcXEx2tvboaamRsmymTNnYvHixXwi/ky/metva2uDhYUFdu7cSaP6Vq5ciStXrght748QgrzjVVhYiFWrVrFSWpSVlVmaJe8KQ0NDSE5ORkNDA2bPno36+no8fPgQo0aNYr2reOeCg4MD9PT0EBoaivnz51PS6uDBg7CxsfldoeU/2tfW1lasXbsWGzZsQHZ2Ni5dugQvLy9Mnz4dsrKytOjCn4UgAmrz5s1wdXWlkY8xMTFwdnYWKpTMCME/ffoUAQEBOH78OKqqqtDb2wsxMTGhFRmB4Y2Yp0+fIiYmhpLlvr6++PTTT4W+Q4Hh5yM6OhpNTU0IDAyEiYkJqqqqMG/ePKxcuZJPX4cXDQ0NePXqFaSkpOiaN3v2bCxZsoT1Pe45m5+fjzt37qCzsxNGRkbw9vbG+fPncebMGYwfP15gRK4IIrwNPiAiiCCCCP/j4HA45L333iOEELJs2TIyevRosn79evLq1Suyfv168vXXX5NRo0aRUaNGsY7j/ZvB+++/T4aGhsj7779PoqKiyOPHj8mnn37K+g7zf+YcMjIy5NKlS+TChQtEWVmZzJs3jygrK5O6ujrWcbt27SLffvstMTQ0ZLXzr3/9i6xatYp8/vnnJDU1lYwePZooKCgI7B8AMmrUKKKoqEhqamrI559/Tr755hvyySefEA0NDaKpqUk+/PBDvu8z+Pnnn8mTJ0/I0aNHiZGREZk/fz6RkpIi9+/fJ7KysuT9998nhBA6pswYJyYmEmNjY/LRRx+RrVu3kuvXr5N//etfZP/+/eSTTz5hfZd3vBctWkT27NlDjhw5QjZv3ky8vb3Je++9x7p3wq71008/JWvWrCEfffQRuXnzJtm9ezeZMGEC0dPTIzNnzuS7PkIISUlJIRkZGeS7774jLS0tZNKkSWTfvn1k6dKlRF9fn4wbN451vy9dukTef/998uOPP5LRo0cTeXl5Ii0tTd577z2ybNky8vz5c/LixQuyatUqEhERwZoDhBBiaWlJfvzxR6KlpUV8fX3J48ePyfTp08mPP/5ICCFk1qxZ5NdffyVfffUV3zUODQ0RDw8PUlJSQgwMDAghhEyYMIHY2dmRBw8eEGVlZdb3R40aRVpaWshPP/1EZs+eTfr6+sjHH39MdHV1yY8//kgMDQ3J2LFjiaKiIvnyyy/JwYMHiZ2dHYmIiCAffPABHavq6mry2WefkVu3bpGzZ88SbW1tQgih37G2tiYXL14kzc3N5PPPPxd6j34PzP35xz/+QbKzs8mLFy9IdnY2qa6uJra2tuS3334j69evJy9evCB2dnas+8LMj7y8PJKWlkYmTpxIPv30U/Lrr7+ShIQEcvz4cdLY2Ei++uor8v333/O1/cknn5AHDx6QtLQ0cu3aNXL27FliYGBAUlNTSXBwMPn666/JoUOHyGeffcaai8xPQ0NDYm5uTiZPnkxOnjxJ+vv7ibu7O9HW1iafffYZa97/t7Fr1y6SlpZGHBwciJ+fH7l37x7x8vIi9+7dI+3t7aS7u5tMnDiREDI8hwoKCshvv/1Gbt++TZqamoi5uTlpa2sjg4ODxMvLixBCyLx588i8efPIZ5999s76yTw3tbW1JDMzk0yYMIFMmTKFNDU1kfj4ePL111+Tly9fks7OTvLNN98IPMff//53sm7dOlJQUEC++uorIikpSTo6OsiaNWtYx/CuC+fOnSNpaWnEzMyMXLp0iVhYWJB58+YRRUVF0tXVRfz9/VlrJyHD61ldXR3JyMggVVVVJCMjg0hLSxNXV1fy9OlTkpeXR5YvX06/z8wd3nXpb3/7G8nKyiJ1dXV0rt66dYsUFxfTeS9oLZsyZQo5ffo0KSsrI2PGjCGEEOLm5kZ+/fVX4ujoOOJYT506lfT395PPP/+ctLe3E0IIERcXJxoaGuQf//gH6xrfe+89UlpaSrZs2UJ++eUXMnbsWLJo0SLy4sULIiMjQ2bOnEm6u7uJkpISPQ4AHeeenh7yww8/EFdXV6Kvr0/s7OyItLQ00dPTI69fvyZ+fn7k119/5Rvb9957jzx+/JgcP36cjBs3jvzwww9k9erVJCMjg8TGxpKvvvqKvP/++2T27NkjXusfAbO+FxUVkbFjx5Jvv/2W9PX1EVtbW6Kurk6/19/fTz7++GNCyPC7paKigiQlJRFVVVUiKSlJDh8+TGpqaoizszNRUlKi6/67wODgIPnggw/I4OAg+ec//0kiIiLItm3byLlz54iysjLx8/MjOjo6hMPh0DESNI/eFADoe83X15f09vaSadOmkTFjxpDvv/+e2NjYkFmzZpHExESSkJDAaof5fffu3SQ1NZV89tlnRFlZmXz00Ufk5cuXREdHh3zxxRfEwMCA9Q7mBofDIV9++SX58ssvSWpqKvn6668JIYR8/fXXxNnZmUhISAjt+8cff0zWrFlDAJDHjx+TrVu3kt9++41ISkqS0aNHk7/97W8jXvs333xDrzctLY2MGjWKyMnJER8fHzo2o0aNos+4paUlefXqFamuriYrVqwg1tbWJC0tjdy5c4dUV1eT/fv3kzFjxvyunSOCCCNhFJiVVgQRRBDhfxDcL8mYmBgyYcIEMnXqVPLRRx8RJycnQgghHh4eZPz48azj3sTYYZwO5rvMT+42Dx48SD788EMyc+ZMkp6eTrq7u0lpaSmZMWMG2b17N8nJyaHORVtbGzl16hQpLy8n48ePJ8bGxuSTTz5hkR99fX2kuLiYzJkz543HICQkhBQUFJCKigqyevVqsn79eoHfu337Nvn73/9OvvvuO1JcXExycnJIb28vMTY2Jurq6mTbtm0sp4QXGRkZxN7enowaNYoYGxuTOXPmkPj4eOLk5ER+++03gcecPHmSlJSUkB9//JHIysqS1tZWEh8fTwYHB4mfn59QZ40b3PcqJyeHnDx5kvzzn/8k6urqRExMTOAx3d3d5OLFiyQtLY1IS0sTWVlZMmbMGDJjxgwSFxdHZs6cSb+7b98+cvDgQfLNN9+QX375hcjIyJCTJ0+SMWPGkKioKEIIIYcOHSI3b94kR48eZZF4vHjy5AlZtWoVaWxsJE1NTYQQQnp6eviMyKSkJPL8+XPy3XffkYkTJ5Lp06cTKysr8uzZM3Lq1Cny9ddfk7CwMHL37l1y4cIFvvba2tqIqakpCQ8PJ6NHjyYDAwNk1KhR5IMPPiD+/v7kl19+Iebm5gQAKSkpIQDIlClT6Hk4HA4ZGBggH3/8MTl8+DB58OABmT17NjEwMKCGfEFBAdmzZw85ePDg794jYeC+d+Hh4eTGjRskOTmZnDp1ipSWlpLBwUHi6upKGhsbSXNzM8tQZ56zly9fEhUVFaKqqkqePn1KZs2aRT7//HMyY8YMcvfuXfL1118TCwsL1jEMDh06RIqKikhkZCQJDAwkZ86cIUePHiXz5s0jvb29pLe3l3zxxRf0ON51YceOHURTU5Po6OgQNzc3oqmpSZKTk8lvv/1Gpk2b9ofH5V2B6W99fT3ZvHkzCQ4OJpGRkaSgoIDIy8uTCxcuEF1dXWJiYsJaxwYGBkhcXBxJTU0l+fn5ZMeOHURFRYUAIKqqqqSrq4tMnDiRtLe3k5MnT76z/jLj3NvbSxYuXEjGjBlDOjs7ycKFC8lHH31EfvrpJ5Kamkq+/fZb4ufnR/72t7+N6Ag1NzcTLy8vMnr0aHL9+nWipqZG7O3thbZfVlZGEhISSGNjI1FUVCRKSkpk586dxNvbm9y+fZuuuy9evCC7d+8mHA6HdHV1EXd3d/LJJ5+QyMhI8s9//pNMmDCBqKqqEikpKRIQEEDU1NSEtllTU0Od+5CQEJKQkEBCQ0PJ999/T4yMjIizszNZs2YNIeTf75zu7m5y+/Zt0tXVRTQ0NMjBgwfJ1atXyZgxY0h3dzfJzc0lGRkZfMSTMJw6dYokJCSQJ0+eEHV1dRIYGEgIYZMxvb29REdHhyxcuJC89957pK+vj9TX1xM7OztSVlZGPvzwQ7Jo0SLWJgQvIWhsbEza2tqIjY0NOX36NCGEEDU1NaKvr090dHRYfWLua0dHB1mxYgWRk5Mjg4ODZNSoUeSjjz4ihoaGJDk5mXz77bdEV1eXdcy7RlNTEwkKCiIffvghSUlJIV5eXkRfX58+M+7u7mT06NHE1taWNDQ0kIGBAXLx4kVy48YNEh8fT3x9fcnp06dJSEgI0dTUfOf9a2lpIXp6emTDhg1k0aJFhBBCNm/eTC5cuECcnZ2Juro6fce8qzGKiIgg6enpRElJibS3t5MXL14QFRUV8q9//YtUVFSQSZMmkRkzZvCtnffu3SM+Pj7k8OHD5ObNm6S9vZ28//77RFdXl3R0dJC+vj4yZcoUQsjv22HFxcUkNDSU1NXVkfb2dnLz5k3yySefsDZSBKG/v5/Y2tqS2bNnk9raWlJYWEguXLjwuxtIAEh/fz85cOAAKSkpIampqeTgwYNk0aJFfH1NS0sj4eHh5PLly4SQYeKrqqqK7Nu3j3z22Wekv7+ffPTRR3+KWBNBBEJEZI4IIojwF4GBgQH56KOPyODgIBkaGiKmpqZkyZIlxNPTkxQVFZEzZ86Qv//976xjnj9/Tnp7e8mkSZPoC577RS/opc/9YjY1NSXd3d1kaGiITJs2jXz66adk1qxZpKSkhHR2dpJVq1aRqVOnsgyPjo4OcvPmTZKenk6+/vprYmpqSndpedt7UyPgxYsXpKamhpSUlBBjY2PWsczPuLg4EhoaSsaOHUvGjh1LPvjgA6KkpEROnTpFRo0aRWbOnMmKihCGpqYm0t7eTsaMGUNu375NbGxsyM2bN1lREcx1nD17lvj5+ZGAgAASHx9PZs6cSZSVlcmXX35JIiMjyZIlS1i7nyOBeyyKiorIuXPnSGdnJ3FwcOAjkri/e+7cOXLz5k2Sm5tLJkyYQKZPn048PT3pd65cuULs7OxIeXk5IYSQjRs3kurqarJ9+3aiqqpKPvzwQ6KoqEgOHTpE9u3bR+Tk5H63rz09PWTZsmXk22+/JSdOnOBzuPbv30/27t1LNDQ0SElJCSGEkMmTJxM/Pz/i6elJzpw5QxQVFcnf/vY3YmtrS8aPHy9wLtjb25MbN26Q69evkx9//JHOMycnJ/L555+ToKAggf3z8/Mjzc3N5MWLF8TBwYEoKCiQixcv0kgrd3d38uGHH5KhoSHWLuTboquri1y5coVIS0uT77//nkRHR5P6+nri6+tLCBne4V6/fj2RkJAgW7duFUjsMc+ymJgYcXFxIdXV1SQlJYUUFxeTbdu2sQx63ufn/PnzJCUlhZiZmZH58+cTQgiJi4sjvr6+xNXVldja2grt+/bt28l7771H8vPzyc2bN8mOHTuIlpYW6e/vJ3JycmTbtm1ERkbmD43LuwI32XXt2jUiKytLCBneLb516xZ59eoVMTMzI0uWLCEbNmygxzFzaWBggKioqJCOjg4SHh5Oxo8fT7777jtCyLAj19raSnx8fN6YMHgbuLu7k88//5z4+vqShw8fkoyMDNLU1ES8vb0JIf+ORvg9p40QQi5evEhevXpFKisryfbt21nXyCA1NZVMmTKF/Pbbb6S5uZmcOXOG5OXlESUlJaKjo0PKy8vJhAkTCCHDjuDcuXOJrq4u+emnn8iLFy/Irl27yIEDB8iSJUvI7t27SUJCAhk3bhyZPXs28fDw4OsT0/6xY8fImTNnyOTJk8nUqVOJhoYGuXHjBgkNDSXTpk0jU6dOJW5ubnzHq6ioEAkJCVJcXEwGBgbIoUOHSG1tLXnw4AFpbW0l6urq5Icffnjj8W5rayOtra3k8ePHZNmyZQLHaN26daSpqYmcPXuWACAPHz4kUVFRRF9fnzXXmXnX39//TghBY2Nj8sMPP5AtW7aQtrY28uDBA3Lq1Cni6elJfvnlF752/1PIzMwkzc3NpKamhlhaWrL+d/HiRUriMlFrhw8fJgMDA8TKyor4+vqSiRMn0sjKd4GjR4+SkydPkuTkZPLee++RPXv2kFOnThFLS0vajqqqKhk/fjwJCwsjH3zw7pIxUlNTiYeHB7l+/Tr55ptvyPPnz0l8fDzhcDjE3d1d6HHt7e3ExMSEfPzxx+TEiROEEELS09OJv78/CQsLI3PnzqXffdMNtWfPnpHKykoyZcoU8ssvv7zxPLhz5w65dOkSaWtrI56enmTs2LFvfGxPTw8ZGhoijY2NZPTo0Xx9ZSLN8vPzSUxMDN0cMjU1JRISEmTdunUiEkeEd4d3m7UlgggiiPB/D2fPnqXVL2RlZWFsbAxjY2OcPXsWAPhys5l8cEdHR1qxitGo8ff3x4YNG363zePHj0NFRYX+nZycDFtbW6rhwi00K0hDITs7G56envDy8uIrJfpnwdvegwcPoKWlhbq6OvT39yMjIwNeXl5U+4C7ytFIOjbMNQ0MDKCwsBCTJk3CzZs3BR73tpWD3kQ/hzuPv6qqimpAjNRXYHisnZyc4O/vzyfeKUjrZuHChVQnZu/evTh79ixSU1P5zvt70NTUxKJFi1iikMXFxRg/fjxKS0sBDFebuXv3LszNzeHj4wNguCrWL7/8Qqtw8I4N999ubm748ccfkZSUhKysLJw7dw5jxozBq1evBPb30KFDtLz54sWL8fPPP1PR1xs3blAB7nch1JiUlAQTExMcOHAANTU1ePLkCcTFxVkVxNauXYsLFy4IPUdpaSlUVFQwY8YMek0AoKCggFu3bvH1lfv3uLg4fPvtt/Dz82OdMz09HV5eXkLbzMjIoFWJmpubISYmBmtra8THx0NRUZHep/8muAW7dXV1kZycDGC4epuGhgaamppw/PhxGBsb07VN0FpUU1OD5ORk6OvrIyYmBn19fcjKymKVAX/XKCkpgaysLH02AOD169eQlpbGvXv3WNf3R8CsE8eOHaNCqYGBgfj666/pnAGGK97IyMjwrSO+vr4wMzNjfZaSkoIvv/wSR44cwcDAAHbv3g0PDw+cPn1aqNB8bm4upkyZgtraWixduhQKCgrw8fFBW1sb3/Vx/71x40bY2Nigu7sbUlJS0NfXx7Rp0+jYjIQ3HTdBa0pkZCQ+/vhjVlVBf39/+vwIes76+/uhqKiI+fPnIyMjg6UftH37dvj5+Y2o38bojHz11VcoLi6mnxsaGtJ+/LdEY4eGhnDx4kWkpqYiIyMDd+/ehYuLCxwdHdHc3Iz09HRamn7GjBn0OXuX1YpWr14NGRkZuvZdvXoVixcvhre3N7KysqCkpER11t7lOGVnZ+P777/nq5a1fPlyNDQ0CG2rubkZhw4dwsSJE7Fjxw76uYWFBQ4fPvxWfRDUxpuOLXMs97tXkA6QoPO9qWA1o4EVFhZGRZXt7OxogQgRRHhXEJE5Ioggwv8cOBwOFW9sbm5GdnY2ampqsGnTJlhZWQEANDQ0oKSkhIyMDKHnKSoqolUrGLx8+RLz58/Hvn37hB7X0dGBgIAAfPbZZ6xKOV5eXvD19aV95P4JDJfo3LZtG7y8vMDhcFBVVYXNmzfD3t6e5WQwEGRU8Bo4vyeUzOFwsHHjRrz//vtUfLK3txdhYWFwc3Mb8diRzllTU0PL4TJ9+qOVg7gNqoSEBFoKlAFTaemP9JPBgwcP4OfnBxcXF2r8Mrh8+TJ+/PFHREVFwd7eHg4ODm90zjcBrxBmcXExVq9ezfpscHAQd+7cgaamJnU+k5KS8OWXX9LKazU1NaipqaHHcI9HTEwM5OXloaWlBS0tLVp5i3f+9PT0YOfOnXj27BnCw8NhZGSEyspKjBkzhiXe/S5x+vRpmJqawtvbGy9fvkR6ejr09fWhoaGBdevWYcWKFfS7woz3Z8+ewd3dHYaGhkhPT0dPTw+mT5/OJ4jKXG9raysaGxvR09ODiooKTJkyhQpfCzo/MFzVq7W1FdXV1di0aRMmT56MsrIyAP8mJiMiIlgleP8vIDw8HBoaGizC2sbGBsuWLcPcuXMpUczrtNjb28PR0RHBwcFobW1Fbm4u1q5dC09PT3zxxRdIS0v7j/W5r68P+fn50NPTg729PX1GJCQkqAi7oD4Lmh/C1gVra2usWLGCVfXmzJkz9DkHhqugubu78x0bHR1N73N3dzftx927d7Fq1SoMDAygp6cHMTExsLS0ZM1DZg52dnbi8OHDyMnJQXJyMqSlpXH79m0sXLgQ+vr6tCQ6L+7fv4/y8nJ0d3fD3NycCtqqqqris88+Q0lJCWsc3sS5fRty4fLly5CSkoK7uztevXoFRUVFHD9+fMTzvQtCMCgoCJKSkjh79ix6e3shKSnJepf8GfzR92hUVBTmzJkDJSUl2NjY4OTJk3j48CE8PDxgZmaGpqYmPHv2DNnZ2ZTEeheVqzgcDus8wcHBmDx5Mt1wePr0KZYuXQoNDQ0qaP6fKHf99OlTqKur0/UlMjKSlqofCQMDA7h+/TqMjIxoRTMJCQmhVfS4MdLGxduAW9ydG8y48toYgo5/k//l5OTAy8sLCxcuhKGhIdTU1P5Qf0UQYSSIyBwRRBDhfw4FBQVISkpCXFwcVFVV0d3dDQ6Hg02bNiE+Ph7AcLUJYYSMg4MD9PX1oaCggB9//BEBAQFISkrClStX0N7ejtLSUmo4MWCMAO5dxh07dkBbW5uWhrWysuKLAmAQFhaGFStW4NGjR/jtt9+wZMkS1NTUoK2tDSEhIXzlMrmNGBcXF+pYMkhNTRVaYUaQQenu7o7Zs2fTSJq4uDioqanx7Zr+md29P1o5iIGLiwuMjIzoeYDhEryurq6sKjwM3mU0z+PHjzFx4kR89dVX9LPfq3zxJuAdz/r6esybN08geaeiosJynIqLi/H48WN0dXXBzMwM27ZtY1XG4L7+9vZ2DA0N0bFl2i0oKKDVqaKjo1FfX4+mpiaoqKjQsszOzs4wNTX909fKi/7+fsjLy8PS0hJiYmIIDAxEWloampubsXPnThw9epSO8e/dy5cvXyIkJASff/45lJWVadQdb8WroaEhyMvLw8fHB4sWLUJ2djaqq6shIyMj1BGxtbXF/PnzsWrVKoSHh+PixYuwt7eHm5sbJSz/r4G53ujoaCxfvhyRkZEssu/Vq1c0+o13Pbhw4QLk5eWRmJiIgIAA6Ovro7S0FA0NDbh58yaLUPlP4smTJ3BxccE333wDHR0dbN26lV4b93Nz9OhRvuiXkYiCffv28VWfYZy30tJSjBs3Dtra2pg8eTKampr4jo+JicH06dOpgz40NISenh7U1dVBSUkJL168oN/lJnKYOczhcODv749Hjx5RIrCgoAAA4OTkBD8/P1qVivk+AFy5cgUrVqygfdqwYQMSExMBAJ6enkhKSmL1k3uMLC0taXQWg0uXLr1RNA8vCgsLMXbsWEybNo1Gxwh6p7xrQvDYsWP4+OOPsXDhQpw+fVpou28D7nXFz8+P9YwAwPXr1wVGDqWmpmL8+PEAhsc5KCgIq1evBofDwatXrxAeHg51dXXWNb4rQoW5r8eOHcOePXsAAEeOHMGYMWNY74fW1tZ30t5IaGlpgaamJr7++mtW1cPfuy/9/f3Iz8/H0qVLsWTJEly/fh0AP2mWlZUFdXV11vkaGhpoVKogMOOcn5/PFwnd3t7OV12Ot89NTU1QUFDgs7nCwsJolcXfA/ez9/z5c4SEhMDJyYm+l0QQ4V1CROaIIIII/1Po6urCy5cvYW1tje+++45VijM+Ph5/+9vfsHr1akhISNDPeR3qqqoqlJWVITU1FVJSUpg5cya2bt0KWVlZgc4bc/yLFy9gbm4OLS0t6kycP38eo0ePhrS0NC07y9tmQ0MDtLW10dHRAVdXV7i6usLHx4evtLQgeHh4YOXKlXwGp5ubG1asWMGXrsTd7s6dOxEUFERThmJjY/HNN99AXV0da9euRUlJicDxefbsGf0fYzhxG6ojGa2FhYVYsmQJZGVlUVtbi+LiYoSHh2PJkiXQ1tamZUV5z3H79m0sWLAAwHDk07lz5yhJFhUVhXXr1rG+/5+I5unu7sbChQuhpaU1YmrAHwUzzr6+vvD29ubbZTcyMsKRI0cA8BvLubm5sLKyQmBgIIqKiliOo7A0o6GhIaSmpmLBggWYNm0azpw5Qz/fsGED9u3bh61bt2L16tXUuXwXO8sM9uzZA2trawDDqTW+vr7Q09PD7du3WeP7pm12dnYiNjYWZmZmdJx4YWxsjG3btqGoqAjTpk1jRUDo6enx7Q4HBwdDW1sbHA4HR48ehZaWFjIzM1FeXk6j195VhMC7RGVlJfr7+8HhcJCRkYG1a9di9+7dKC8vH/G49PR06OjoUNL79evXiI6Oho6ODnWg/1+ivr4eW7duhZ6eHiWaubFp0yYsX76cRQC3tbXBxMREYBnmoaEh+Pj4UCI/LS0NQUFBGD16NMzNzXHv3j10dXVRkk8Y3NzcsHbtWty/f59+9vr1a8yaNet3S4IfO3aMFfVob28PeXl5pKSkYObMmaisrKR9ZZ7j+vp6aGho0HTOvr4+hIWFYd26dZCXl6flmQXBx8eHRcwz5zx27BikpaUpafs2qKmpgaOjIzQ0NASSBv8pQvDu3btQV1cXuinyR2FqakrLuzPo7OyEtbU1NmzYwLfeC0q/lZeXp1GldXV12Ldvn8A5+y5w9epVTJw4kZV6lpGRgSlTpsDe3v4/0qYwcDgc7NmzBwsXLqRRn2+KkpIShIaGQkNDg5Y0517ve3p6YGJiwkpRe/LkCSQlJVnpuAyYuZ2dnQ0JCQk+e23nzp0IDQ1FT0+P0I2pBQsWICIiAsDwO58poX7q1ClYW1vTv98GTU1N2LVrF6ysrJCSkvLWx4sgwkgQkTkiiCDC/wzu3r2L3bt3AxgmURQVFRESEoKUlBQazZGfn4+UlBRKYAwODlID4PLlyzhy5AjCwsLoOW/dukUNb0ERI9ykgZqaGsLDwxEREYGxY8fSXdO7d+/CyckJ69evp99lIijq6+uRmZmJhoYG5OfnU8KCiRbg1WbgxtOnTyEjI4PGxkY8ffoUvr6+MDU1xfPnz9HX10d3fwXB398fKioqMDQ0hKKiIt2FunbtGhQVFQWmEv1ZLaGDBw/S8wYEBGDq1KnUme7p6aEpD9xEBIPCwkLMmjWLpsrp6upCTk6O7jaHhYWhr6+Pr823jeZ5EwjSuvmz4J5HlZWVWLNmDWxtbXHw4EHcv38fW7ZsgYyMDF973Ibvy5cv4erqCicnJ2RmZrJ290eCsrIyfv75Z5w/f55+dv78eeoEMtEFf/ZaCwsLcerUKfr3yZMnISsrS+97a2sr5s6di3Xr1qG2tvYPtdHW1oaUlBRoamqiqKiI7/8RERF4/vw5VFRU6K52ZmYmi9ThdqBHjRrF0sBxcHDAtm3bAAwTgjt37oSjoyMrXee/BWYuJCYmQlZWFt7e3tiwYQNev36Np0+fwtzcHG5ubnj9+jXrOO77mp+fD3l5eRgZGdFU1dbWVsTGxlIH5/81amtrERcXByUlJVakC7Mm9Pb2oqenB4cPH6Yk3r179+Dl5SVQr+bq1atYsWIFnJycMHPmTGzYsAF79uxBWFgY7OzshPaDmxgtLS3F5s2bMW/ePPj6+mL//v0QExOjJJGwZ+XMmTOYMWMGNm7cyBc5Y2FhgUuXLgEYnoMMgdDZ2Ylz585hxYoVWLVqFSWZenp6cOPGDaFk4tDQEFpbW6GiooKKigrcv38fPj4+kJSUpE53REQEXwQC9/WOhM7OTtja2uLEiROsz//ThGB5eTnk5eWpptufRU5ODhQVFQEMr71eXl5wcXEBADx69AgeHh70WeDG76Xfvun6+7YYGhpCQEAAHffe3l66ZtXW1v7h9Og/i4MHD8LQ0JDvc0GbO9yfvXjxArt27WIR6d3d3Th27BiysrIwf/58qq3HHHfjxg3s3btX4KZKT08PFi1aROd4UVERdu3ahc7OTty7dw9r165lRbByz/Pq6mqsXr0abW1t2L9/P7S0tPDFF1/g5s2b6Onpgbu7O5/G4kjg1iHr7+/HmTNnWBqEIojwLiAic0QQQYT/GdTV1WFgYACHDh1CSkoKBgYGsGPHDri4uCAxMRFXrlxBSEgIdfq5DYqsrCzMnDkTN27cwNixYymh8+TJE8yZMwe1tbV8KRvcRkBpaSlCQkLo34mJiZg0aRJNDSgqKoKFhQUiIyPR2tqKoKAg2NraQk5Ojur2VFdXw9raGo8ePUJkZCQ2b97M1xbTZ8ZQ1NLSgp6eHjQ0NBASEgJ9fX34+/sDGCaiuKNPmHN0dnZix44dNIVl9+7dkJeXp5EZ5eXlUFBQEOrY/BEtoXPnztGdbwaxsbEYM2YMJeAEobW1FVu3bsXr168RGxsLTU1N6tAFBQXxtcd9T942mudtMNKu/dsgMzOT7mxz78S3tbUhNDQUjo6OkJWVhZGREU3fYOYh87OtrQ2VlZVobGzE0NAQtm3bBnNzc1y5ckXgrjmvk1ZQUIC7d+/S9CMGN27ceKeinc+fP0dVVRUePHhAI8Y8PDywadMmKvisqamJa9eusY57E00L3t1cYQLPYWFh+OCDD+Dh4UE/k5KSEho+X1xcjGnTpsHR0REAsGTJEtZ3X79+zUqr+W/jxYsXmDRpEioqKmBra4sFCxZAX18fDx8+pOKj3GDGrbu7GzU1NWhpaaG74ebm5jTS4F07pm+id8N9T9va2lgRZ8DwM6isrIzw8HAYGxtDX18fv/zyC06ePIn+/n5ERkaySFwGvb29SEhIgIGBAU6cOIGGhgYAw2u4oqIiXr9+TfvT3d1NCRbefre2tiItLQ1GRkbYunWrwEgBQdfGRCLm5uay1mfuvtbU1CAiIgJVVVVwdXXFtWvXcO/ePXh6esLHx0cgUcnbHpOOZWFhAVVVVSxfvhyHDx9GcHAwjI2NweFw8OjRI3pv31RfR1Ck358hBN/2+Qbwpx1i5vx9fX1obm6GpKQkzMzMYGBggMDAQMjIyODAgQMAMGJqjKD0W0Fz7s9C0BzS0NBgRZweO3YMeXl59O//hE4O7zl570t/f/8b685wn4uJImRw+/ZtKCsrw9fXF7/99hu+/PJLmJubQ19fHxEREaivr2elUnIf29/fT491d3eHhoYG1NTUaBrY8ePHBUYQMXaYlpYWxMXF4eLigsePH+PkyZN0/ecmwt8mneu/JdItwl8DIjJHBBFE+J9Cf38/9u7dy9oZPHr0KNzc3DBx4kQ+sUZmt9Xc3ByZmZlISkrCwoUL0dvbi66uLjQ2NgpN2WDg5uaG6dOnY9q0aTAxMaFGzJMnTzB+/HgUFxeDw+HgxYsXdPepuroaP//8M6ZNm0bPU19fDxcXFzg4OGDSpEk0XJ/XeG5vb8fUqVORmZmJqqoqxMbGUtHeiIgI2NjY8F0jY3ikpqZizpw5mDx5MqsSxeXLlzF9+nQaFl5fX8+nw/O2WkLvonLQ/fv34e7uDg8PD9Zu2s6dOyEpKUkjrAS1+Uejed4E78I46+jogLOzMwwNDWlqBcCvG8AtsspLKALAsmXLYGdnBxMTE6phcfr0aaxatQoJCQlC+37+/Hn4+vpSfZ7Hjx9DTU0N2traUFRUHFGX4G0wNDSE0NBQeo26urrQ09PD06dPkZ2dja1bt2LSpElQVFTkIxD/qKYF97H37t1DTEwMYmNj0dbWhp07d0JMTAxHjhzBypUrfzctobOzE3Jycvj4448pCTQwMPAfcZb+CC5evIjLly/j/v37tLLO/fv3MWfOHDx69AjGxsZYsGABS4eJt++rVq2ClpYWVFVV4enpCWA42k5RUfEPpeGMhLfRuxH0nHV2dsLCwgJdXV3Yv38/7OzsaDrqjh07aPW1kc4hCGZmZqxUWGCYuP7iiy9YFWh+Lz1TUMrpvXv3cPDgQcTFxaGrqwvx8fFYvHgxLly4IHT+RkdH48svv4SCggL9LDMzE1u2bIGdnZ3QFB4Oh4P+/n7MmjULwcHBGBgYQHp6On12Dh48yCeyzt3nt9XX+TOE4Ntov71rh/j169eQl5dHVVUV7t69i507d9K+enl5sSJ0R2r/P51+yz1GzDuwqakJXl5e2L9/P/Lz85Geng4xMbF3Tiy/rWbNH9Wd4U07536v37t3DyYmJkhJScHt27dHTD2PjY1FRkYGHj16BEVFRcTExKC1tRXl5eXQ1dUV+r5va2vDwoULaXQxN2mjqalJN+UYvIt0LhFEeFcQkTkiiCDC/+/BvRPZ1tZGtUCMjY0RGRkJYJjk4Q6P5Q6b7unpwYEDBxAUFARpaWnqTOzfvx/bt2/nc6S5ce/ePRgaGqK3txdPnjyBj48PTE1NaS47t/Pd0NAAdXV19Pb2oru7G3v37oWbmxuWLl1Kd1pfvHiB8vJyPnFSXoMgNjYWv/zyC2s3ODIyErNnz6aGEG+6UmNjI7S1tXH9+nUUFxdDR0cHa9eupRE63ISCILyNltCfqRzEi4KCAmzbtg1OTk64cuUKWlpaYGJiQseM9778mWie/9eoqKhAWFgY1qxZw9otfFM9HwsLCwQGBqKkpATjxo2jkVm9vb24c+cOnwYMM8ZMJNqmTZswdepU7N69G/39/ejp6cHWrVvfaVWmY8eOYdSoUdiwYQPdOfb19YWmpibVHHn69CmLNOCdC2+racHMidevX2PixIlYv349nJycMG/ePDx8+BCpqanYtm0bjdQS1CYvLC0tMW/ePJoC9n/BSI+KisLcuXOxdOlS2NjYIC4ujuqpMMT1jh074OXlJXSn3MPDAwYGBhgYGEBtbS3Wrl1LU0Y2b978HytD/rZ6Nwz6+vpgY2OD5cuXs9Z0RpiYIS3e9P4w+i/Lli1jfc4c//LlS0hISMDY2Jj+T9i6zI2R5mB5eTnu3buH6dOnC02TysnJgby8PKSkpFjlwAsLCxEZGUlFk3n7y+D58+eYPXs2S7x87969mDt3LtX94J3zf0Zf588Qgm+r/fZHwTtG27dvh4yMDCtly9vbG3JyckKPEYb/RPot93ns7OwgKysLBQUFVFRUICkpCSEhIZCSkoK6ujol4P4syfxnNGsY/FHdGUY42tnZGUFBQejs7KSkGxO9CQi+J42Njdi6dSvs7e1x48YN+nl5eTkWLFjAV/qcN9q5trYWJiYm0NLSomSOkZER673D3e7bpnOJIMJ/CiIyRwQRRPj/NZgX8a1bt7BkyRLMmTMHERERSEtLQ0ZGBqytrWFubs4Ky25tbcWFCxdw48YNWFpa4vr167h27Rp+/PFHGiVy9+5djB8/HoWFhULbZkQpFRUVUVJSgqGhIbx48QJhYWFQUlLCkydP+MLQ+/v7ceHCBSr8CgBbtmyBhIQETp8+DS0trRF3nrKysij58uDBA0yYMIFq8Rw+fJgaPLwEB1PNS0ZGhhrWbW1tcHR0hKSkJKscN6+o8dtqCf3RykHchtKWLVtoGXlg2CDz8PCAuro6Tp48OWJqwNtG8/w3wH2tjY2NiI6Ohra2NktT5veM8ocPH+Ls2bMYHBzEihUrEBkZibt372LmzJkwNDSk4f68hm9zczNUVFRo5FphYSGWL18OT09PPqfpXUSfNDc3Y/Xq1bCzs8PWrVup4xQVFYWlS5fy6WjwtvlHNS36+vrg7e2N6Oho+tmJEyegoqLCFw3ypiLLwcHB+Oijj/gc6f8GBFXU0dbWBjAc1aGgoIBLly5h8uTJlMzkdTRra2tx4sQJutM+NDSE169fw8jISKDezLvCH9W7YVKigOH00Pnz51NtMmNjY0oqv41Qd319PeLi4ljrmKBIOC0tLSxevJimL73JszHSHORNc+I+J5MyCQyncSgoKNCoxm3btgktXQ4AN2/eZK3nqqqqUFBQQFdXF7Kysqh4PfcY/Vl9nT9DCP4Z7be3Afe8r6qqon9fvnwZMjIy2Lt3L4BhPTeGEHxbwfd3lX7LgGn/zJkzNJrK09MT6urq9F60t7fTdNp3RSK9rWbNu9CduXr1KubPn4/a2lrIy8uzCF1hQvO81/vixQscO3YMTk5OiI6ORmtrK6KiovgigpnjOjo6cPnyZUrQ9/X1wcvLC8rKyigtLWVtcPGunX80nUsEEd41RGSOCCKI8P9bcEecKCgoIDMzE0+ePIGfnx8CAgLQ2NiI4uJivkiM9vZ2JCUlYc6cOaw0p8zMTEybNg3GxsaQlZWlgrDcRjuvcVdWVgZTU1Ns2bKFVoppaGjgq1jAfY6Ojg4sXboUKioqlJiJj4+HsrIytmzZIvAagWHnzcXFBSdOnKC77I8ePcIPP/wAPT09vrZ4nY2MjAxYWloiKCiI5YyGhYUJDc/+I1pCDN62chCDa9euIS0tDXJyctDW1qbnLygogKamJitdRBjeNprn/yWYtqurq1FZWUlz68+dO4c1a9bQaLKRcPr0aQQGBqKlpQWvX79m7b4bGBjQUq8MuO/N48ePoaqqCikpKXoPmpqaoKqqCnd39z97eRTcBMuhQ4cgISEBDw8PeHh40FD7xMREvugM7v6+raYF93UWFBTg73//O302mOfBzMyML53jbZCYmPgfJTreFIIq6igoKNBdZR8fH3h6euLYsWMA+J/P8+fPY82aNThw4AAmT57MqnQlLS3NSpl8F/izejcXLlzAxo0bKRnBjMH06dNx7Ngxvp32PwrucTpz5gwSExPp/PTy8sKsWbNY2iQjHT/SHOS+Dm69rMzMTMjIyEBMTIwSrhUVFVBVVcW0adNYJaB5ceXKFTg5OWH37t2UQBkYGIC4uDgmTpzIR/D+UX2dP0sI/hnttz8C7v4eOHAATk5OyMvLo2TEmTNnMHHiRFY63R95R7wrMmVwcJDeq+rqaixZsoRVDOHQoUNYsmQJiyT8s/gzmjUM3lZ3hrvN69ev48KFCzh58iQrSi4lJYVWuRTU35KSEsjLy1Oit6mpCcePH4eKigoCAwNZGxTczxmHw8GOHTugrq6O6Ohomtb+8uVLKCgoQEVFhc4B3jXlj6ZziSDCfwIiMkcEEUT4/yW4Q263bduGGTNm0Jd2Y2Mj1NTUWIYZwN5ZOXbsGKZPnw4HBwfs3LmTvshbW1tRWVnJp83BHA8MG6AODg5wcnLCqVOn0NDQABsbG3h7eyM7O5uv/DNz3NOnT3Hr1i3qSHp4eGD2/8feeYdFcX19/FgSU4yJMTHRWGIXe4sNCyJiRRAQUSmCgoAoICBKEUERC4jYUASxi72CXbEriIqCFRRE6Urvu/t9/+Ddmx1YTNjdiP6cz/PkMczOnXvnzp2ZO+ee8z29e7O/xYYdybrE7Nu3Dx4eHti6dSscHBwQHBzMVpPc3d2rxLBLtmHfvn0IDAzEo0eP8PDhQ7i4uMDDw6OK5oJknYrQEqpJ5iDJPho9ejRrv5GREZSVlREREQEdHR2OyHTl85THm+djIenS3a1bNyxduhR//vknrly5AgC4evUqtLW1WX9JIj7X169fw8jIiN0DGRkZGDBgAJYtW4ZJkyZxdGck9ZLEZYuKihAfH4/ly5fD0NCQM1GW9HyQh/Pnz0NdXR3btm1DQUEBBAIBjh8/jh07diA0NBQ2NjZYt24diouL2biv/CEkj6ZFREQE8vLyEB8fj169esHJyQlv375FYmIi2rZt+0HPhs+Jf8qoU/meFhuoX79+jYkTJzKDwrp169CyZUt4eHhAS0uLYxxUJDXVuxG3/9KlS1i5ciXMzc3h7OzMwvPEhswPhXzIioODA6ZMmYIpU6ZAQ0ODhbFs3boVTZo0wZs3bz748f5vx6DkPfr+/Xtoa2vjypUrOHPmDNTU1ODn58c+Kj+00r9//344Ozvj5MmTcHJygo+PDzM6LVu2jBmGJJFFX0fynGU1CMqq/SYvISEh2Lx5M5ydnTFnzhxEREQAqDCY2NnZVRFfry1CQkIQFBTExsW+ffswYMAArFq1iu0TFhbGEayXB0Vo1tRUd+bt27cQCATIycnB5cuX8fDhQ7Ro0QJt27Zl+3h4eGD69OlV2in+NzMzE9euXYOpqSl69+7NyXanr6//wXeEtbU1jhw5gsjISJiYmGDlypWIjY1FVFQU5s6dy941lalpOBcPz38Nb8zh4eH57EhJSYG1tTUnxGrixImwsbFhH7hnzpyBpaUlZ3VN/CKPioqCvr4+njx5wjKELF68GElJSfDz8+OEVkmbQE6ZMgVr1qzB9u3b8f3336OsrAw5OTlYsGAB5s6dyzHKiFcUs7Oz0aNHD0yePBmmpqYwMzNDUVERAgMD0ahRI7aiJa3OFy9eYMyYMWwV8fDhw3BycoK5uTkGDhzIySxVuezatWuhrq6ODRs24Ouvv0ZiYiJevnwJLy8vWFlZVfGOkUdLSNbMQZKrw927d6/iHbJmzRosWLCAI05auS5FePP810i2efjw4dizZw9evHiB5s2b44cffsDatWsBVHh7VV7RFvd1fn4+5s6dC2VlZaaPAlR4Si1ZsoQzYa7cR3Z2dpg+fTqmTZuG3bt3IyEhAQEBAZg0aRLLZCY24snL+vXrUadOHbRo0QIBAQGYP38+5s6dC0tLS5SWluLChQuwsLCokpVHEZoWSUlJsLS0xNKlS/HmzRvk5eVhzJgx6NChAxYtWsQ+yj8FzRtFIC2jjuQzSIyFhQU0NDQAVKwsDxgwAPPnz2f3ys2bN7Ft27YqIvGKpCZ6N+Lrk5iYiBEjRqC8vBylpaVYtGgR5s6di6CgIOjp6XEMvIq6ppcuXWJ9ZWxsDHV1dUyfPp1p11T3oSemJmNQ8hm8atUqjgdNbGwsJk6cCAsLC6mZ6STrk0xbfufOHXh4eGDmzJno06cPx8gnTdOlJvo68hgE5dF+k5eHDx9yPD7WrFmDWbNmwdPTE/3795dqQK8NxF5SZWVlGDp0KAtxunHjBmbNmgUnJ6cqY0FR476mmjWy6s4UFhYiJCQEq1evRv/+/dkcJjQ0FOrq6li5ciU2b96Mvn37VslMKHmuDg4OzHgSEBCA9u3bY/fu3QgICMCYMWOYR13lMRQeHs4xEj1//hzz58+HlZUV2rVrxwyf0uoE/n04Fw/Px4A35vDw8HyWlJeX48iRI8zl/OnTp3B3d8fYsWOxcuVKqKioSM3kk5eXh1mzZrFwJqFQiBs3bmD58uVQUVHBiBEjqq1TJBLhyZMnsLKyQk5ODsaMGcNCGMQfJuKJR2Xc3NxYWMjbt2+xcuVKpvtx/PjxKh4R4slHYWEhFi5ciH79+nFWZR8+fIjLly9j/fr1nPZJ/puamgotLS3k5ubC19cXBgYGrO9KSkqqrJrm5ubKrCUkb+agsrIylJaWwsfHB+3atauyAi0t1E1Wb57aoLJw4rFjx5CTk4O//voL8fHxuHPnDurUqQMXF5cqZV6/fo3r16+jsLAQmzdvRlRUFJycnGBnZ4fbt29LTdNbOUQgNDQU48ePBwC0adMGISEhACrG4o4dO3Du3DlFnzKuXbuGVq1aYe7cuXj16hX09fXRqVMn9nFSObRPHk2LypP1O3fuYPHixXBxcWEGIzs7O/Tp04fda/8rxhzgnzPqeHl5QU9Pj/29f/9+hIaGYu7cuVizZo3CBGY/RE30bsTXRixyraenxzE0h4SEwNfXlxNyJO/1FH/4FRQU4PXr13j27Bn27t3L9L3mzZuHvn37clbjK3thSvJPY1AkEiElJQU//PADExx/+PAhxo8fD0NDQ2bkyc7OhpGREUcHR9xPQMWzc+nSpejTpw8CAwNZm1JSUvDkyRNmfJHWRzXV11GUQVBW7beaIqlBNHnyZEyYMIFjPDt79iwOHTqkUMF3eXj48CFmz57NrtORI0fQunVr1r7nz5/DwsICc+fOhUAgUKiXaU01a+TVnXnz5g26d++O7t2749mzZ8xLLCYmBjNmzICvry/zLJO2YCQei5JG4UuXLmHmzJkwNjZmnm+VE0GUlJTAzMyMaQGJ359FRUXIzMzkGK0ky9U0nIuH52PBG3N4eHg+K8Qv1pycHCQlJWH69OkwNDREQUEBsrKymDhgdR4K9+7dg6mpKfr3788Rc3z37h0SEhLYiqj4ZVxWVsZWCB8/foyUlBQ4OztDRUWFuTwLBAKoq6tzDByxsbHIzs4GUOFuX6dOHeahUlZWhmfPnmH69OmcD5zKE9fS0lLExcXh0aNHmDt3Ljw8PP4xPaz43+zsbIhEIqxfv56tLIsxNjbmaKqI+0dWLSFFZA4KCQlhq3fBwcFo06aN1BSmldssjzfPx6KgoIAZTwIDAxESEgKhUIh79+6xD8XMzEyYmZkhLCyMU1YkEiEuLg4eHh7o1q0bSydfVFSExYsXY86cOQgLC/vgqj1QIca4Y8cOeHt7w9jYGEDF9b527dp/kk5XzLNnz9CpUyd4enoCqAgJk5bJRBGaFmJPATHx8fFwd3eHtrY2Mxq4urqiWbNmSE9P/58y5oiRllEnIyMDderUgZubG4CK/tXV1UVubi5Onz4NFxcXLFq0qFoNK0Ugq95NSUkJtmzZgnHjxuHgwYPVhgHK+9EfGxuL06dP4/Lly+jVqxfS09MhFAqxZcsWZnQXP1M+hCxjMDY2Fl27doWtrS2ACsODh4cHDA0NqxUcFiMUChEeHo6srCysWrUKDg4OOHHihNQ04JX7qKb6OvIYBOXRfpOX9+/fIyMjA+fPn4eOjg6Cg4Or9ayqTS01MXZ2dli2bBkzMrx48QJKSkpsISQrK0thKchl1axRhO7MwYMHsW7dOri4uDBtOzGS7zNpz+nU1FRERUWhU6dOTFtJTHl5ebV13r17F56enhAIBPDy8sLcuXNx+fJlqQL6kt6BNQ3n4uH5mPDGHB4ens8G8Yv5/PnzcHR0xLt375CXl8fSe8fHx0MoFGLr1q2wtLTEjh07OJOz0tJSlJeX4927d/Dx8YG9vX2Vj2fJeoCKVUMPDw+sXr0a2traKCwsxIoVK9ChQwc8fvwYT548weTJkzlu7CKRCIsXL0ZWVhYzBJ08eRI//PAD1q1bB6DC40ZJSemDQponT55E+/bt8fr1ayQkJMDd3R1LlixBWFiY1AlOfHw8fHx88OLFCxgbG+Pu3btYt24d+vTpw+Lcg4KCMHTo0CqCkvJoCYn7tiaZgyp7ET179gxmZmZsde/KlSto1aoV+wCVhizePLWFv78/vv/+e46RLD09HVZWVnB2dkbv3r2Z51ZlBAIBHB0d8fvvv8Pd3Z0j3rt27VpMnz69ynWpPImNjY3FX3/9hf79+7NtZmZm/5k2iiQFBQVQVlbGpEmT/tGAUlNNC3d3dxw5coR9eGpqaqJv375s3BYWFmLIkCEcLZaYmBhFnt4nh7SMOnFxcejWrRvGjBmD/v37Mw/C8vJyXL16Fc7Oznj06JFC2yG+1rLq3fj5+bEsZqGhoTAyMsKuXbv+McRJFtLS0mBmZobffvsN9vb2bHtiYiJatmyJsWPHomfPnlJDfxQxBgsKCjB06FDm9VJeXo7169ezTInV3TfPnz9HmzZtcObMGRQWFsLf3x9OTk4ICQn5oHGlpvo6ijII1lT7TRFs2bIFf/31F4qLixEREQEjIyP4+/t/MMNWbSAeU0+fPoWLiwuioqLYe7qkpATDhw/H4MGDFWaEllWzRhG6MzExMVVC3kxMTLBv3z4oKSl9UNg5KSkJQ4YMQXZ2Np49e4YePXpU0QqrjpycHJYsA6gIazQ3N8e+ffuqGHQUEc7Fw/Mx4I05PDw8nxXJyclQUlLieJYIhUJs2LABHTp0wMOHD5GRkYGQkBDOatL8+fMxbdo0dOnSBeHh4bh//z4z+nxIsK6oqAguLi746aefmHcBAKxcuRL6+vowMTHhCM5KvsyTk5MxaNAgXL16FUCFZ88ff/yBnj17YsGCBRxPFUD6CpSfnx/8/PwAVHxYeHl5Yf78+VK9G4CKiXijRo0wY8YM1h5HR0eYmppCQ0MDqqqqLF13ZdflmmoJKSJzkORvy5Ytw8iRI9lq7evXr6WGyompqTdPbSC5gjl8+HD8+uuvHAPixYsXcezYMakre5XHw5MnT1iGLrFx7sqVK9WGvInTy4pX9319feHg4AAHBwd4enpi4MCBTHPnY3ipSPMakaSmmhabNm1Cv379EB8fzzHWeXt7o1WrVrhy5QquXLmCCRMmMI+OL2GyXd21LCwshJqaGnr27Fnlt+qeJ/K2oSZ6N9Kuja2tLRu/4eHhmDZtGlauXCk1tFCedgIVYSZjxozBggULcO3aNfYcev/+Pc6ePcu8ISTHmqLHoKGhIfr06cMMcuLQsw+1PTw8nIVnlpaWIjg4GNbW1syYVJma6uuIkdcgKI/2W02Q1r8uLi7MEPzgwQMYGRlh8eLFVTKmfQoIBAIsX74cxsbGiImJ4SyGSGbukwd5NGvE1FR3RkxaWhr09fWrhLzt378fvr6+nHEgRjKRRFFREdzc3NjxCwoKMGbMGAwePPhfeZkGBwdztG22bt2K+fPncxa45Ann4uH52PDGHB4ens+K/fv3szARcRYQsaDexYsX2eRM8sV8+PBhDB48GEBFuMaUKVNY2EtISAjLJFQdu3fvho2NDUxNTTlpoytPXAUCAZvQi3UIAgICoKamhv379wOomESNHj0af/31F6ec5OQhOjoad+7cQXFxMV68eIGxY8ey4+Xm5uLx48fVtvXEiRMYO3YslJWVOaurDx8+RHZ2NkuDXdlTRR4toZpkDhIKhbh9+zaeP3+O/Px8dOzYEfPnz8e2bdvw6tUrrFy5UqpYsaTxSB5vno+JuI9zc3NRXl7OPKz+/PNP5hq+Z88ezip9Zffwc+fOYfbs2bC0tERKSgpyc3OxZs0aWFpaQklJiSMuXRl1dXXo6enhzz//xMaNG/HixQtcvXoVHh4e2LhxI1s1/ZheS5W9RmTVtHjx4gVHnLWgoACPHj3C/fv3WejJwIEDMWrUKPYRx0+2KzAyMkLPnj2r/diXF3n1blJTU9lzfMeOHdDV1WW/RUdHc8IxFEViYiJ7Nm7ZsgXGxsY4f/487ty5A0tLyyohR8B/Nwa9vLzwzTffVBEHl7xPxdmunj17huLiYqirq+PEiRPsd7HBvnJZefR1gJobBOXRfpOFyu/RtLQ0iEQihIWFYejQoSz0OTU1VeGeaIpAcnx4eXlBV1cXO3fuZB6K0varKYrQrKmp7kzld8zJkyehra2NoKAgjveO5H6Vy4iFoYEKMehOnTpx9KsqL4hIeqa5uLjg4MGDuHr1KkpLSzFw4ECOJ6y4/dIyKsoSzsXD8zHhjTk8PDyfNJVfknFxcTAyMsKbN2+Yweby5cvYvn0727e8vBz37t1jH/lbtmyBhYUFO8a9e/fQunVrxMXF/Wu9kPLycly8eBGmpqZYunQpTp06BTs7O442gbj+t2/fYsiQISz1d3h4OEaMGMGyFQEVgp8tWrRATk4OysvLsW7dOly6dAkikQimpqaws7PD0KFDcffuXWhra8PU1LRGIqWXL1/GsGHD2Eews7MzW2kWI4+WkJiaZg6aPn065s6dyzxu0tPTcfDgQXh5eaFLly7o2rUrBgwY8MEJvTzePB8LyZTr48ePx8KFCzF9+nS8ePECycnJ6Ny5M9TU1DBgwIAq7t3isqmpqejXrx927NgBd3d3tGnThmU9i46OZoLAYiT7LD09naWIjY+Ph6amJpydndk9Ubmuj4W06yqLpsWzZ88wbtw45OXlISkpCfPmzUOnTp2gqqqKGTNmoKCgADk5OUx74X9RH0celi9fjgYNGuD+/fv/WR010bu5cOECEhMTUVBQgP79+2PhwoVYsGAB8vPzoaGhgQ0bNvxnY3XDhg1QUlKCubk5vL29UV5ejmPHjsHMzAzDhg2T6ikA/Ldj8OTJk1XCUz08PFhImru7O9zd3dG7d2/s3r0b9vb2GDFiBBOblVaXPPo6lamJQVAW7TdZyM3NxY4dOxAZGYn8/HwoKyvD3t4eOjo6ePnyJaZNmwYfH59aD7mVpLI4r+Q2oGLusGbNGhgbG8Pa2hqvXr2qEiItK7Jq1tRUd0byfPbs2YN9+/YhMTERz58/h6GhIdasWVNtyNuDBw8QFxcHAJgzZw5GjRqFbdu2ISYmBuHh4fD19a1SRiAQ4M6dOzAxMWHzHz8/P2zYsAFDhgzB4sWLsWDBAkyePJmNfWljQp5wLh6ejwlvzOHh4flkkZxE2NnZYf/+/UhNTcWsWbPg7u6OsLAwXLt2DW3btuVoacyYMQMzZ85koSiPHj3CrFmzEBUVxTJozJw5k4U//ds2lJaWIjo6GnZ2dujSpUuV1TIx6urqzHAjLh8bG4uhQ4dyPgzEGYQmT54MCwsLbN++HQCYgWn37t1wcXGBvr4+2rVrx8JpqvsoqPyx8/DhQ4wcORJdu3atkjJTct+aagnJmjnI2toaU6dO5ZxDcnIyx9Pm3LlzmDZtGltlE08GZfXmqW2mTp0KX19fXLhwAUpKSpzV9hMnTjCjReU+FQgEWLZsGUfT5sCBA2jVqhXHKCjeVxJvb2/MmDEDLVu2ZCurBQUFMDY2hoaGxj+KJX9sZNG0EAqFLAVys2bNMG/ePJw/fx7Pnj2Dvr5+tfcmz9+cOnWqisFAUdRE72bGjBkwMTFhOhlPnz7F8+fPYWlpiRkzZkBNTQ3KyspSM9rIivgYCQkJMDAwwMOHDxEVFQVHR0fMmTMH7969Q2lpKcdLrHK9H3MMGhgYwNLSEsePH+dsf/r0KZYvX45FixahefPm2LNnT7XHkFVfpzr+rUGwptpvsjJmzBg4OTkxL9i8vDwUFhZi7dq1MDExwciRI9GpUyfmnVPbSD7zQ0JCOJkwJQ024lDYEydOsHTf8iKPZk1NdGckMTQ0hLa2NhYtWoSWLVvixIkTeP/+PWbMmCE15C00NBQqKirYvn078/o6fPgwtmzZggEDBmDIkCH45Zdfqogzp6SkoH///jh48CAnkxZQ8a7csGEDli5disaNG8PHx4fzuyLDuXh4Pha8MYeHh+eTZ8uWLRg2bBhzhc3Pz4erqytsbGygr6/PjCAikQgLFiyAhoYGZzJUUFAAT09PODg4wN7eHq6urujevbtc8fJiwdnK2jECgQBTp05lHhDiOoqLi1FYWFgldbmtrS20tbU5265du8YmISUlJRAIBPDw8MCgQYNqrBUhEok4njaVJ8+yagnVNGtLbGwsBg8ezOnz27dvo2vXrtDT0+Nk54iMjOR4UinCm+djkZmZyfFA8PT0RE5ODjQ0NJgnTWRkJMcNvXL4GFDh3bVgwQKMHDkShw4dYv0WFRWFrl27VvFyEJe9ffs21NTUcOvWLbi7u2PIkCGcD8D/IkSlpihK0+L9+/e4fv06QkNDOdu1tbWxefNmxTaa54NIu/f+jd7NokWLmOiv2Fgj+SyIi4vD/fv3MWLECJibmyu0zbm5uRg1ahQmT56MvLw8lJeX4+XLl1i+fDnGjh3LCWet7tnyMcbgkiVLMG7cOM628+fP4/Tp05y2hYeHo3PnzlU+YCvvUxN9nX9CmkFQEdpvNWXatGmYPXs2Z5tk+HR6ejqys7Nhbm4OfX39T8o7R0dHh5N1UYwijZeSyKJZU5l/ozsjafC4cuUKhg0bxv5+8OABOnTogKtXryI9Pb1KSOGNGzfQtWtXToIIoVDIjI4lJSUICwuDq6srJk+ejPfv37N+0tDQqBKWO2/evCr346tXr6ClpcUJ3wJqHs7Fw1Pb8MYcHh6eTxqBQAAzMzNmIBBnExFPGiS1DFJTUzFq1Cg2MZVcZQEqJitbt25lor7i40tD2gen5KRK2gf4w4cPIRKJYG9vDzMzM2a4SUlJwZgxY5jujWQqcH19fc5q9Z07d/D1119DWVm5ipaPuro6Xrx48cF2fegcKv9dUy0hebK2ZGVlQVdXl5UtKCiAgYEBdu3ahTVr1mDq1KnsI2/37t1sVV9Wb57aoKysDO7u7khNTWUfOM7Ozvj+++9ZyBMADBw4EMeOHeOUrazF8erVK5ZafuHChdi3bx8LJasuTj8tLQ3m5uawtLRk2w4fPoyhQ4dyrknl+j4m/7WmxapVqzgfDTwfl5ro3bx+/RoqKiosEwxQ8bxo0KABx1AsxtDQUG7h48r3jDgEdsOGDeydkpKSgtDQUOYRUVMUOQbLy8sxd+5cFrILVAjpN2rUCF26dMGGDRs4+0+YMAERERFy6evIg6K032pCYmIiRo8ezbm2YWFhqFOnDnr37s3R6RKJRJg0adIHPUg+JseOHYOamhqACuOCn58f3NzcqhgY5EVWzRpZdWfev38PBwcHNocQe1S/f/+e1bFlyxapmezKy8uhr6+PoKAgzvZJkyZhyJAhnLFbVlYGc3NzNi8qKiqCnp4eJ3X4rl270LVrV3To0IFjEC4uLoaSkhIeP34sczgXD8+nQF3i4eHh+cRIT0+n7OxsysrKonr16tHvv/9O9+7dIyKiRo0aERHRqlWr6OnTp/TNN98QEVGdOnWoadOm9NNPP1FxcTE7Vt26dQkAlZSUUIsWLWjWrFnk4eFBrVq1IpFIRPXq1SMiIqFQSERE7969Y+UqU6dOHan/T0S0efNmWrlyJb1//56sra2pTZs2ZGtrSwEBATR58mRSVVWl1q1bc8r+8MMPVLduXYqIiCAiovLyckpISKCLFy+Ss7Mzubi4UFJSEhERxcXFUePGjal9+/YkEomqbZcYkUhU5Rzq1q1L9+/fp/T0dCIiysrKoh49ehAR0eTJk8nJyYmWLFlCjx8/punTp9OwYcNY2YCAAAoLC6MePXrQV199RUREx44dI11dXRo6dChdvXqV7t69Sz/99BOZmZmxNoiP/9VXX9GbN29ozZo1RET0/fffk7u7OxkYGJCOjg599dVXVFpaSkREqqqqdPToUXr8+DHdu3ePtm3bxs7zzp07NGbMGNLX16fk5GTq2LEjjRo1imxtbSkhIaHa/vgYfPXVV7Ro0SICQD4+PvTkyRNauHAhWVpa0tOnT+n06dOkq6tLf/31F2lqanLKitu8YsUKcnBwIH19fbKysiJ9fX3q1KkTRUZG0t69e6mgoIBd17p163LGQp06dejPP/+k1NRUOnLkCBUWFpK2tjYtX76cXr9+LbW+j0leXh7t2rWLoqKiqKCggObNm0erV6+myZMnk5KSErVs2ZKCg4NJKBTS77//Tt26dfvXx37//j2Fhoay/4j+vqd5/lsuXrxISUlJVFhYSJqamuTh4UFOTk6kra1NpaWltHHjRhKJRNSnTx9SV1dn5Zo0aUINGzak5ORkEolEVFZWRocPH6bt27fTr7/+SioqKuyZcPHiRXr16hV99913MrdT8pl44MABOnv2LLVt25Z27txJ4eHhtGzZMsrNzaVmzZqRnp4eff3111WetR/ivxiD9evXp8aNG9ONGzfY8TIyMujChQt048YN2rdvH928eZOIiN6+fUvt2rWj4cOHk5eXF3tuXrp0iW7dukX6+vp0+PBh6t69O/n5+dHLly+JiOjPP/+Uq41ihEIhbdiwgS5fvkwAaOPGjRQaGkrq6uqUm5tL3377LXl6elJ2djY1atSIlJSUFFLvb7/9Rt988w09e/aMiIgKCgooNjaW4uLiaMaMGTRp0iTKyckhIqLz58/Tt99+Sz/88INC6pYFAERU0V89evSgOnXq0Pjx42nVqlUUFxdHRUVFdPv2bYXVJznP2bt3L4WGhlL37t1pxYoVdOXKFTp48CA9ffqUiIjtR0QUHR1N9vb25OfnR0REv/zyC6Wnp5OzszN5eXnRsGHD6Ny5c+webdCgARFVvFu0tLSoXr167H5r1KgRFRUV0cKFCyknJ4cA0KVLlyg5OblKe+vXr08tWrSgpk2bsv4KDAykn3/+mZydnWnVqlUUExNDRESFhYV08+ZNdn2//fZbatq0KSUmJhJRxZyqadOmFBsbS8+fP6cXL15QbGwsERElJiaSs7MzPXz4kGxtbSkqKooyMzNpw4YNZGFhQeXl5WRubk7Lly8nb29vioyM5LRTsq94eGqV2rQk8fDw8FTGwcEBGhoaUFFRwejRoxEcHIx3796hc+fOWLRoEZKSkuDr64u+fftKFQKcMWMGtLW12SqReJX42bNnMDY2Zp4AkohXWN69ewc1NTVOWBJQ4Vb7oZTXsbGx6N69OyeEKjExEceOHcPy5cuxc+dOtr2yR8/q1asxc+ZM9rvY8wgAxo4dy1aLysrKUF5ezmm7ubk5ExgWc+LEiWrFJWXVEpI3a4u4zZGRkdDR0aniJaKrqwsvLy/OvoDs3jy1gXgMJScns5Tatra2uHr1Kt6+fYugoCDY29tzYvQrewlER0dj5MiRAIC5c+ey9PJAxUpqZWFnyfKXL1/GlStXUF5ejsDAQDg6OmLHjh1MY6E6vaOPyX+paSESiZCSkiI1fTTPf4esejfiDISTJ0/GunXr2PEkPQ8nTZrEnqlpaWkK86awtbXFqFGjsHDhQgwYMABbtmxhK/omJiZSBYH/Df/VGDx06BCGDx/OPCAl2zdmzBjO814gEChEX0cWFKX9VhNEIhGKi4sxZcoUzJ07l20XP/eKioqgoaHBwp4lvcBqk6SkJCxfvhy3b9/G7du34e7uzjwvZ8yYgY0bNyq8zppo1sijO2NrawsDAwOpbTAxMcGkSZOgra2NSZMmse2V50ULFy6EmpoaG0OSwv1WVlZsjiIQCDjZIIGKELAmTZowbzbxO+/GjRsYMmQIJ0RZnnAuHp5PBd6Yw8PD88kQGBiIfv36obi4GHFxcYiIiMAff/yBJUuWoLi4GHp6erC0tISmpmaVMCnxCzYjIwPm5uaYM2cOx31YR0cHzs7OH6x/8ODBLK6/qKiIGS9CQ0NhaWlZbXx/REQEtLS0OO0QiURVskdJ+5AuKirCsGHDMGzYMGRkZLAPWQ0NjSqixZK4urpCU1OTTXbEx965cyeUlZURGxvL2V8eLSF5srZIftCUlJTg1KlTmD59OpSVlbF8+XJMmjQJOjo6bB/Jsrm5uRg4cCAz9AB/f+wlJSXByMiITbpSUlL+MzHXf0LcZoFAAD09PZZ6d/ny5TA3N5cqJi3ul7Nnz7KUyI8fP4avry88PT2hrq7Oju3r68v5gKus06SnpwdbW1v06NEDJiYmKCwsxIEDBzBnzhysW7dO5o9TRfI5a1rwSEcRejd3795Fs2bNsGDBAs72adOmwcHBQeFtfv78Of766y9Oxjg1NTWcPXsWQqHwX4nifywk73F7e3s0a9YMFy9eZO8+LS0tTvgmoBh9HVn4r7Xf/onMzEz07NmTvYfFjBw5khkLa/sjXPL9HxkZifnz52PZsmWIiopi2xcsWMARJpYHeTRr5NGdcXZ2Zgti4neP5GLCy5cv8fr16w9mkioqKsKsWbNgaWnJGaPbt2+Hurq61HeaZP8GBwfjl19+gb+/P6KionDjxg0oKSmxxSaBQCBXOBcPz6cEb8zh4eGpdUQiEcrLyzF16lRcuHABwN8TkfT0dCgrK+PAgQMAKuKpK6fJruwFcufOHSxcuBAdOnSAhYUFJk2axJnkVSc4q6+vj9zcXAQGBkJXVxc//fQTLl26hOLiYjg6OiI+Ph4AcP36dURERHAEeWfPno1Lly4xg0JISAgWL15cxYAjmUlI0rBiYmICVVVVqKioYOLEidDT06vSXvG55uTkYPz48YiPj0d0dDRcXV0xYMAAZkTw8/NjkymRSIS0tDS5tIRkydqyfv16ZmiRrKu8vBw5OTnYuHEj/P39sWPHDk49lc+5pt48tYmvry+0tbU54sbbtm2Djo4O9u7dW2XS6ujoiPHjx+Ps2bMoKytDSkoKZs6ciX79+jGPhICAAKioqFRr3Dh+/DgMDQ0BVOhlSGa6un79Okc7oLb4nDUteKSjCL0b8Xh48eIFunXrhjFjxsDa2hr6+vqcD1p5vcnE905kZCSioqJgZGTEacvmzZuZEV9MbT5TJA1iku+ILVu2YMiQIRg1ahQ0NDSYlhhQ0Uey6uvIi6K032qCpJ6RuI8KCwsxfvx49OnTB9ra2hg9ejTMzMzYfp/Ke0LM06dP4eXlhYULFyI8PBwJCQlYsWIFM4zIY9CWR7NGVt0ZMXPmzMH06dM57S8rK0NeXh5WrlzJEduWpkMo5u7du1i0aBF69uwJd3d3uLq6on379mzsCAQC5OfnczSfJOu8desWVFVVoa+vDwMDA5bQQbIeBwcHZrQRiUTYsmULZs6cifDwcAwZMoR5kWVnZ6Nbt24cwxsPz6dC/doO8+Lh4eGpU6cO1a9fn0QiEYuh/uqrr0ggEFDTpk3J1NSULly4QJMnT6b69etT/foVj65Vq1ZRv379SE1NjYj+1kTo378/9evXj8aPH09JSUn022+/kaqqKhFVxKmLY53FuiE3b96kwYMHk0AgIDU1NRo6dCh5enqSjo4OHT9+nEaMGEHz58+n33//nbZt20YbN26kIUOGUEREBB04cIAMDAyodevWFBYWRmFhYdSsWTPauHEjnTp1iqNbc+TIEXrx4gVNnjyZ2rZtS/Xr16fy8nL66quvaNu2bRQXF8fi27t06cJpLwCqU6cO5eTk0M8//0zNmzcnOzs7EgqFpKurS5qamhQcHEzKyso0atQoat++PTvHX3/9tVotodLSUmrRogUNHjyY/SYZYy/ed+7cufT48WN68+YNTZkyhf1WVlZGT58+peHDh3Ou6b1792jr1q20d+9e6tq1K6Fi8YDq169PP/74I1lZWXH2l7wukv/fo0cPMjExoX379tGQIUNo/PjxFBUVRXXr1iVnZ+cajLL/DvG1adiwIZWUlNCZM2fohx9+oGbNmpGJiQn98ssv1KZNG06fbt26lS5fvkyRkZFsHDZr1ox0dXUpJSWFAgMDKS0tjSIjI+no0aNUr149EolEVF5eTkuXLqVly5YREVHr1q2pZ8+eNHnyZGrVqhXZ2NhQamoqrVq1iry8vOTSGFEUkpoWSkpKHE2L8+fP06RJk+js2bP0008/fRKaFjz/jKTeTadOnUggEDC9mwsXLpCKigqdPXuWGjRowPRuvv32W1YeANWtW5cEAgG1b9+eHj16RFu3bqVvv/2Wvv76a5o0aRIRcZ8FslKvXj1KSkqiRYsWka+vL3399dc0duxYOnbsGDVu3Jji4uKq1FFbulthYWF07do10tLSooEDB1L9+vVJIBBQ/fr1ydzcnDQ1NQkACYVCat68ORH93Ud169Zl+jojRozg6Ot06NCBJkyYQL1796bBgwdz9HXkRVL7zcDAgKP9lpeXRy4uLrR7925q3bo1R/tNVgIDA6lp06akqqpKjRo1ovr165NQKKTvvvuOTp06RZcvX6ZvvvmG6tatSwMGDCAi6RpyHwvx+4GIaO3ateTn50dRUVHUqVMnMjU1JS8vL1qzZg2ZmJiQra0tNWjQQO5xr6WlRYMGDZKqWbN8+XL6+eef6dKlS1J1iyR1Z3r37s3RnSGq0LSLjY2lbt26Md0ZyePY2dnRqlWraN++fTRhwgT66aef6KuvvqLCwkI6fPgwjR07lu1bp04dunv3LuXn59OIESOI6O9r1bdvX+rYsSMNGTKEtXXfvn1MN7BevXrk4+NDhYWFZGRkRF26dGF9JhKJaODAgXTmzBk29xBr+khek/r169O6detozJgx9NVXX5GmpiaZm5sTEdGpU6coLy+PiCrG+J49e5gGIA/PJ0UtGZF4eHh4qhAaGgp1dfUqmi8JCQnQ1dXl6MkAFd4vrVu3ZhmYgA+vZklb4c3NzcXw4cOZu7o41h6oCM1auXIl+zs2NhZt2rRhGTkAwM3NDbNmzcKtW7dw48YNBAQEYPny5ewcJOs8efIkHB0dsWrVKs6qlzTtH6DqqlVZWRl69eqF5cuXo7y8HNeuXWMp0oOCgqCvr19teVm0hP4JaVlbJI+xbt06tG3blqPdIBQKq61HXm+e2iIhIQFlZWUQiUS4ceMGDAwMsGHDBubJJYlIJIJQKISJiQnOnDkDoMIVXbJPrl+/jiNHjmDv3r1MM0k8rrOzszF58mRoa2uz0LIpU6Zg9OjRTPfI3Nyco8NUm3yumhY81SOL3k1lj0RJ3Yrqnn/y3tvOzs6Ijo5GaWkpFi5cyLknbG1t0adPH5iammLIkCHME7S2vTcePnyIJUuWwM3NDadPn+ZkrpPWtsrbaqqvIy+yar/Jg7+/P2bMmIG9e/eyEFXgvxtH8iB5fdauXYu0tDQsWrQIbdu2ZdfixYsXGDduHOsjeZFHs0ZMTXRnKlNWVoYNGzbAzMwMy5cvx9mzZ/Hq1SsMHjwYq1atqrL/kSNH8PPPPzPPGeDfj823b9/C0dERdnZ2uH79OidE/N8cQ5ZwLh6eTw3emMPDw/PJUFhYiKVLl8LW1hZHjhxh2+fMmcNxKZfk9u3b6Ny5M0cP558mb+KJi3i/tLQ0mJiYQFdXl31kGhsbw8TEhFPm1KlTrB2S+izLli1Dv379qk0nKjlRioyMhIuLCxYvXozLly9L3ae6skCFVkzv3r1hamrKtm3atIkjUCwtXEkeLaHKvHv3Dvv27UOfPn2YMam6idO5c+fQrl07lja8cvskMTExQY8ePZjej9jwUR21qasirvvUqVMYOnQoXFxc4OTkhNTUVLx8+RKzZs2Cg4MDxzgoyfTp0xEYGMjZJhQKUVBQwASqq6O4uBiurq5QUVHB06dP8ezZM2hqamLWrFnQ0tJSaIiKovgcNC14aoYsejc2NjaYN28epk6dyhGVV/S137ZtG/r06YPCwkJkZWVh6dKl6Nu3L0JDQ9k+0dHReP36NdMpq83nSeWQ3zVr1sDe3h779+//VyGHsujrKBJZtd9qguQ5isNL169fj1evXknd51PiypUrmD59OjM47dixA7/99hv8/PygrKyMgIAAhdUlj2ZNTXVnKiNZ/vDhw1i2bBk6dOiAmTNnYuHChey3ytcpOjoaSkpKnDEqefzK+0vWU1paipUrV2LmzJkICwvjGI6lIUs4Fw/Pp0wd4P9z5PHw8PB8AuTk5NCOHTvo/PnzlJeXRx06dKBXr17RpUuXiIjrLi12P8/KyiIdHR1q1qwZSwlbnVs1/t+9tqCggCIiIuivv/6i3377jcrKysjDw4Pu3btH/v7+VL9+fWrbti3nWHFxceTq6kpHjx4loooQo6+//pqIiPT09MjOzo4GDRr0j+eYnZ1NgYGB9O7dOxo6dCiNGjWKpVivjsuXL1Pbtm1ZevOJEydScXExHT9+nB49ekQ//fQTderUieOeLdkHACgqKoqOHj1Khw8fppEjR1J6ejoBYOcDCXfwDwGA0tLSSCAQUMuWLVmd4vouXrxIjx8/pj59+pCysjIlJiaSnp4e9evXjzZt2lTtNSEiWr9+PXNFnzhxIjuPOnXq1FroQ3UkJyfTqFGjKCwsjPz8/Oj+/fvUpk0bWrhwIf3xxx909OhRMjU1lVr2wIEDFBQURB4eHpwxIxQKafLkyeTs7Ez9+vXjbK/sdh8SEkKBgYHk7e1NAwYMoOfPn1Nubi716dOHGjZsqJAQFVmRvDfE92lRURHp6elRamoq/fnnn1RYWEitWrWiwMBAIvr344+n9hHf6/Hx8TRp0iRq0aIFtW/fnrKysig3N5fCw8M5+xER+fv70/Xr18nX15d0dXXJ2tqajIyMFN62s2fP0pw5c+jBgwfUsGFDunjxIr18+ZLq1KlDjx8/ph49epCxsTFnrH0qYy83N5d+/PFHIqpIIx0ZGUk9e/ak0aNHs7AqSZKTk6lly5ZE9Pd9RlQRirRr1y769ttv6ZtvvqGGDRvS3r17iUgxIUeS7ZSs19TUlJKSkkgkElGjRo3om2++of379xORfH0srezTp0/Jx8eHWrVqRbq6utS5c+daC6WSBiRCo1u3bk3jx4+nvXv3sv6/ffs2XbhwgZo0aUKWlpacMvJgbW3N5lHi5395eTmVlJRQQEAA6evrU6tWrVh9hYWFlJmZSW3atCEi7rvm9u3b5OLiQk2bNqX69euTqqoqmZiYsHZKG0uSz34iopKSEs78RlxG/K+4vnfv3pGOjg41bdqUQkNDOftIIrnt0aNH1Lx5c2rSpAkdOHCATp48SePGjSMVFRVq1qwZp1x14VxERPn5+XTt2jUWztWzZ0/q169frYbn8fD8W3hjDg8PzyeHUCikwsJCOnXqFCkpKVGbNm3op59+IqFQSHXq1KG6devS2bNn6erVq9SpUyfS1NSkH3/8kUxMTCghIYH27dtHf/zxR5Xjil/MAGjdunV05coVGjNmDI0ZM4ZatWpFb968IRMTE2rQoAEdP36cY6AgqpjAjhw5knr27EnBwcGcY+rq6pK+vj7p6upKrXPv3r0UERFBP/30E40ZM4ZGjBjBdHKUlJTI0NCwWoPOuXPn6PTp09S+fXsaOXIkde7cmQQCAQ0ePJhyc3MpJiaGvvnmGzbBWrFihVQtIfH/37x5k6MlJDmhkhVx3devXycLCwuytLSk9evXk56eHllZWVHjxo1JVVWVtLW1yd7e/oPHOn/+PFlaWpKFhQU5ODhUOYfa5MSJE1S3bl1q3rw5ZWZm0g8//EDffPMNmZmZ0c6dO8nHx4eeP39OXl5epKKiQkTS215UVER+fn6UmZlJKioqpKWlRURE8+bNo/fv39Pu3bvZvpITfB8fH8rIyKDhw4dThw4dKDU1lZYsWULjx49nfVVdnR+LypoWRNwPhE9N04Lnn5Ecg+L/l/yIr6x389VXX1V5pgQGBtKYMWMoKCiIkpOTKSQkhNLT0+nJkyc0fPhwhRlTAgMDycrKiuLj44mISFtbm0JDQ6l169Z0/Phxun37Nv3666/k4OBAX331lULqlAfx2D948CDt3LmTOnfuTC1btqR58+ZRREQEnThxgpo0aUKzZ8+mX375hZWrrK9DxDWsiI31Yn2dOnXqKMTAW1n7jYiY9hsRfVD7TV4CAwPp+fPn1KxZM5o4cSI1bdqUvLy8qLy8nHR0dGjw4MGf1HMkMzOTCgoKKDU1lcaNG0eOjo7k4uIidV9FPQMTEhJo1apVNHToUKZZQ1SxUDZ69GgKCgqi7t27s/2XLFlSre5M3bp1qby8vIrujPjvunXrUmlpKV26dIkA0Lhx44jo7/FQ3TmJx0NBQQHt2rWLWrZsSaNGjaIGDRqQqakpvXz5km2vDktLS8rNzaWff/6ZWrRoQfPmzaOYmBjy8/MjZWVlsrCw4OjkHD16lGbNmkU+Pj5kYmLCaQcPz+cMb8zh4eH5LJD8mLh37x5NnTqV1qxZQ7a2tjR06FAyMzOjQYMGkaOjIwkEAvLz86u2/Ny5c0lVVZVatGhBAQEB1LlzZxo/fjwVFxfTzp07acGCBdSiRQtOefGkJCcnh8aPH0/ffvst7dq1i8rLy+n8+fO0adMmunXrFmdFSsyNGzdo7ty5FBgYSCtWrKBXr16Rvr4+OTo60v79+0kgEND06dOlnveBAwcoJiaGBg0aRNevX6dff/2VVFRUqG/fvuTl5UWdO3cmHR0dTpnt27fTkiVLaMmSJTRjxgwi+vCkRVGTyMLCQjI1NaVFixZRdnY22djY0LBhw6igoIDmz58vVTxQVm+e2mDz5s0UFBREv/zyC7Vr146UlZVJV1eX1q1bR7///jsZGBiQv78/ZWRk0Pz586lJkyYfPF5OTg7t3LmTLly4QDk5OdSxY0d6+fKlVC80IqKVK1fSjRs3aOjQoZSWlkYNGzYkAwMDKioqonnz5pG/vz/16tXrv+yCf8W6devo/v37pK6uTiNHjqSmTZsSEfdDUxLekPNpU9kbMicnhxkVPnRNk5OTqXXr1pSamko5OTl08eJFWrFiBfXq1YtOnTpFRETm5ubUsmVLcnNzU2ibT548Sebm5lRcXExHjhxhAvjFxcV05swZ+u6772j06NEKrVMe7t+/TwYGBnTgwAHy9/enqKgo6tmzJ23cuJFevHhBsbGxZGBgwCnz6NEjOnLkCAmFQho8eDCNGjWKLUBI82RUlPfRqVOn6OrVq/Trr7+Smpoa9e7dm4iqHwuKqvfIkSO0atUqWr58Obm7u1OTJk3IxMSENDQ0yMPDg7p160aTJ0+Wux5FcujQIbpz5w6tXr2aXr58SZqamjRgwAAKCgr6z+osLy+nwMBAiomJoTZt2jAh4enTp5OWlhY5Ojpy9k9JSaG1a9eSQCAgHR0d6tu3L1tY+jfGDhUVFWratCllZGTQb7/9xjyxqhsPkowYMYJUVFTo4sWL1KpVK7K0tCRlZWVydXWlc+fO0Y0bN6QaXAMCAujcuXO0b98+Gjx4MHXo0IEaN25MS5Ysofz8fMrMzOQkdRBz7949MjAwoIkTJ9KKFSuqnOOn4qHHw1Mj/tMgLh4eHh4FU1paCktLS1y9ehU3b95Enz594OrqipEjR+LgwYP/WD48PBzTp09nfz9//hzz58+HlZUV2rVrh0OHDgGoiKtOTU3laOOI491FIhGMjY2hpqaGsWPHYuzYsXj+/DmAqvHVAoEAK1euxK1bt3DmzBkMHToUd+7cweDBg2FpafnBuPCkpCRoaWmx1M137tyBh4cHZs6ciT59+mDevHls38raKLJoCcmCpJ5Dfn4+YmJikJaWhgEDBiA/Px8ZGRlo27Ytli1bxuk/yX+vXbuGrl27YsOGDejUqRPc3NyQmpqKkpISDB48GD4+Pgpvd005c+YM2rdvD6Ci3Z6enpg8eTKAihSvampqOHHiBDp37szErf9NfwsEAuTl5SE0NBSPHj1i8f6Vx9GNGzfQr18/JhD9+PFjODg4YM2aNQC4Gk61xeesacHzz9RE7yYjIwP79u2Dt7c32rdvz1Jg29vbo3fv3rh8+TIWLVoEVVXV/2xMPH/+HB07dsSiRYuq3ac2x6P4+VBaWoqwsDBcvXoV165dw4ABA/Dy5UtMmDABw4YNY0LSQEV75dXXkRV5tN9kRdxHubm5cHNzQ0JCAnbt2oWRI0ciNDSUo7n1KVD5mX/37l2MHDmS6cwIhUIMHz4co0aNAvDf9Rfwz5o1surOSLY5Pz8fnp6e7G9dXV0MHjyY6fd9iLVr17J7s1evXky38NixYwCArKwsqfW+evUKR44cQU5ODhYtWgQzMzMkJiZi8ODBGD16NOd+kewT8Ts1KysLw4cPx+TJkzlaQjw8nyu8MYeHh+eTRyymCADJycl4/fo1cnNzMXr0aCYw279/fyxYsICTzUCMeBJQUlICMzMzDBw4EIcPH2aZnYqKipCZmYlnz55x6jE2Nsbhw4fZBzTA/ch++/Yt8vPzqwhoVp4Y5OXlIScnB5qamrhy5QoAYPbs2ZgxY0aVj3DxMcrKyrB06VL06dMHgYGB7BxSUlLw5MkTjkB05Qmh2GiSmZmJYcOGYcqUKew3RU5acnJycODAAVy5cgVjxoxhk+qkpCQMGTIEOTk5eP36NSZMmIDXr19LPUZBQQH09PRw//59XLp0Cd27d8ecOXNgbGyMmJgYhbVVXrZs2YJ69erh5s2bACpEiNXU1Nj4c3V1xaJFi7Bz504A8k3SK5cViUQ4ffo02rVrBxMTE/Z7TEwMJkyYUK3w9sdE2vk+efIEM2fOhIeHB+Li4vgJ82fM2rVroauri6SkJPz111+cjHLVcfHiRTRt2hRqamp4+fIl275p0yaYmZnB1dWVGar/K5HRgoICDB8+HBoaGp+UIVGyLQsWLMCdO3dQUlICKysrHDhwAACwePFizJs3j/P+kUTyg3vPnj2wsbHBtm3bWJ/+17x//x4rVqyAo6MjTpw4IfXdKw/iPsrLy0NAQABiY2ORnp6OkSNHsixW48ePx6JFiz6pawsAYWFh7P/Dw8Ohq6vLuQceP36skHqkPVNLS0s5f1e+LkKhkFPu4cOHzHCyf/9+GBgYYO/evSy5QXWsXbsWEydORJ8+fXDu3Dm23dHRET/++CMyMjKktk98re7fv493797B2tqaLUqMHj0ampqabHGs8nnGxMTA0tISr1+/RmlpKaysrJjhyMzMDLt37+aUEz9X8vPzsWnTJpw8eZIJP5uYmGD48OHVzk14eD4XPuz/xsPDw1PLlJeX0+nTp6lu3bq0e/duat++Pfn5+VFubi6VlZXRjRs3aNCgQfTTTz+RmZkZRztGTJ06dSg6OprCw8MpICCAVq5cSREREfTzzz9T37596YcffqBvv/2WhQ4AoBYtWtDw4cPp1KlTlJeXR+rq6tS8eXOqV68ecx8WC1Li/6NV69Wrx+LIiYjCw8Pp22+/pb59+9KPP/5Ibdq0obdv39L58+cpMTGRtm/fTt9//z0njEHsJn/hwgWytLSkBg0a0PPnz+nUqVOkrq5OzZo1o2bNmlHnzp2JiKqID1fWErpy5QqZmJjQsGHDqtUSkpUff/yR6tWrRzNmzKAmTZowMdNWrVrR8OHDacCAAdSgQQNydXWlli1bsuuSn59PP/zwA+s7FxcX+u2338jCwoJu3rxJxcXFNHDgQOrQoQN16dKF6tevX+vuz+bm5tS8eXPS1dUlNzc3evz4MXXp0oV+//13IiJaunSpwsKFJLUtSktLqbS0lMaMGUP79++n3bt306xZs8jZ2ZmuXbtG9erVo59//lnuOhXRZqKqmha+vr7k5eVFW7du/SQ1LXj+Hd9++y35+vpSUFAQde3alYyMjKTq3Ujep6qqqrRmzRpKTEykHTt20KBBg2j06NFM60IsoCvWV/kv+P777ykiIoJ0dXVJVVWVLl68+EmMP3Ef+fv7ExFR//79iYioRYsWFBcXRw0aNKAzZ85QaGgoNW7cuIporDR9nebNm9OJEycoJSWlir6OvFSn/bZgwQLatm0bXb58mdLS0j6o/VYTJMeRq6srdevWjbp27Up5eXnUuHFjSk1NpYcPH1K9evXIycmpWjHej0VWVhbduHGDWrRoQX/++ScFBgbShg0bSENDg7777jvq3r07JScnM5HhTp06yV2n+Hwra9Z8/fXXHM2aytdDso+k6c60bNmS/Pz8KCMjo4rujLjOR48e0ZkzZ8jKyoru3r3LElbo6OjQqlWrSEdHh3799Vep7X3z5g01adKEWrVqxd5d3333HRER/fbbbzRq1Cjq0KFDlTYXFRVRaGgoDR06lFq2bEllZWWUk5NDCxYsoF9//ZUSEhKYmL64LvFzRUNDg1RUVGjfvn0UGhpKlpaWtG3bNnJ1dSUdHZ1qw7l4eD4LasuKxMPDw/NPpKen4927d3j48CG6dOmCdu3aIT4+nv1+5swZdO/eHf3792crxdWt0OXk5EBNTY15VqxatQrm5ubYt29fFdd0yVXic+fOwcjICD4+PixVZXVI1u3k5IRevXphzpw5GD16NOLj43H9+nVMmTIFampqLExBWnufP3+ONm3a4MyZMygsLIS/vz+cnJwQEhJS7SotUJHes2PHjjh16hTat28PExMTdr4ODg6wtbX9YPtrgmSolLOzM/T19REYGIi4uDi2z4sXL/DgwQNOOUV489Qmjx8/RseOHfHzzz+zbUVFRQqtQ7wKWV5ejokTJ0JVVRV2dna4ePEioqOjYWRkhFatWmHq1KmszKeQPvXw4cMYMGAALl68iCFDhkBTUxPHjh2DUCjE4sWLmccBz6dPYmIigApPwMePH2P9+vX4448/MH78eLaPmZkZJ8RCkosXL+LBgwdISEhAQUEBvL29sWDBAmzatAk9e/bErVu3Psp5SPKxPFb+LREREdDQ0ICNjQ3b9vjxY5iZmWHmzJnVevndu3cPXbp0QWxsLMzMzNCrVy8YGxujoKAA9+/fx65du/6T9l6/fh29e/dGVFQUdHR00KdPH6xatQoAEBoaWsUrQhFs3boVWlpaLEwPAFavXo0RI0ZAWVmZhS/VpmeOSCTC2LFj4ezszBnXFy9exP79+6Guro4//vgDnTt3xpMnTxRevzhkaPjw4dDT02PbxR661bFp0yZoaWmhuLgYvXv3hp6eHmbPno3U1FQ8f/4cN27c4Owv7uOkpCTo6+vDw8OD/R0cHAw7OzusXbsWQqGQ7Vs5jOnu3bvo2bMnjIyMYGJigrCwMDx+/BitW7fGiBEjWOiyZH1i/P39MXDgQCxZsoR5NBcXF8Pd3R0rVqxgXrKVvYFqGs7Fw/O5wRtzeHh4PkmEQiGCgoIQHx+PkpISHDlyBLNnz8aSJUuYgQIA3r17x9Hk+BDBwcFYvHgx+3vr1q2YP38+Z9Ij/ihOT09HcXExysvLkZSUBAsLC7i4uCAmJuYfJ0l37tyBkZERc3fesGEDlJWVcfv2bQAf/vgXT2DCw8Ph4uICoMJtOjg4GNbW1khKSpJaTl4toZog7qMXL14gKSkJWVlZSE1NxaxZs7BkyRLExsZCV1e3Wi2Fw4cPo02bNujXrx8nVMDFxQWdOnVCjx492If/p+Y+D1Rcv+HDh0NXVxdlZWX/WT02NjZwdXVFdnY2PDw84OzsjJiYGOTl5WH9+vWYPn065yOnNvjcNC14/hlZ9W7Ez4V9+/ahf//+8PPzg4qKCo4fP862L1y4EF5eXh//pPBpPEsk25Ceno7169fDwMAAhw4dYs/C8vLyKh+ksurrKAp5tN/k4cSJE9DW1oaLiwvnPZ+WlsYWNmr7uuro6MDOzo6z7caNG0hOTgZQ0b5r167B09MT27Ztk7s+eTRrZNWdEZfLz8/H+vXrMXXqVIwcORKxsbEAKkLhd+3ahdWrV1d7PXJzc2FnZ4djx47h9evXOHPmDLS0tHDjxg1kZmYywxxQNRQMqLgvgoODYWBggHPnzkkNL5Y2DmsSzsXD8znCG3N4eHg+Wd6/f4/c3FzY2Ngww8CSJUtgaWmJK1euYOzYsdi6dSvbX/zylvRecXFxwcGDB3H16lWUlpZi4MCBnDJi3RxJQcD3799jxIgRcHJygpWVFaKjo1FcXAw3NzcYGxszgVtJdu/ejfz8fOTn52Pq1KkYOnQorl69ygw/R44cQfv27XHp0iVOOcnJx5UrV3DmzBk8e/YMxcXFUFdXx4kTJ9jvkjH3gPxaQrIg7qPExES0atUKhoaGMDQ0REREBAoKCrBo0SKYm5tj7NixVcrK6s3zqaKjowMVFRXOSqSiOHPmDHr37s20CAQCARYvXowJEyZAIBAgMzMTW7Zsgb29vULrrQmfs6YFz4eRVe/m2bNn6NGjBzIyMuDm5obRo0dDXV0dGzZsqFLHl6ahJO6n2NhYhIWFYe/evQCAnTt3ws7ODiEhIVK9ERWhryML8mi/yVvnkydP8OLFC7x+/RppaWkwNTXF0qVL8ejRo09q3Dx58gTjxo3jXKP9+/cz75PTp0+z7RcvXsSECRNQWFiokOdhTTVrZNWdkWyrtbU1+93T0xNjxoxhc5rS0lKmRyPt/IyNjdG0aVP2bigoKMCmTZuwYsUKzn6Vr+/mzZuxevVquLm5oby8nInr7969W6quj7j869evUVhYyIw+1tbW2Lx5MwDAyMjoP/Ng4+H52NR+4DAPDw9PJYRCIRERNW7cmPLz8+nPP/+ko0eP0rFjx8jd3Z169+5Np06doh9//JFmzZrFytWpU4ciIyPJ3t6epSb/5ZdfKD09nZydncnLy4uGDRtG586do9LSUiIiFg9ep04dFkuup6dHxsbG1L9/f7pw4QKtWrWKwsPDydPTk5SVlVncu5jnz59TixYt6Ouvv6bs7Gzy9/enfv360enTp+nRo0ckEAho0qRJdPLkSRoxYgSnrJeXF23bto2IiC5dukS3bt0ifX19Onz4MHXv3p38/Pzo5cuXRET0559/snJiLaH9+/eThoYG+fr6Ml0asZZQSkpKFS0heRHrNuzfv58WL15MgYGBpKmpSQEBAXTy5Elavnw5+fv704kTJzjXUigUUp06dSg+Pp6Sk5Np/vz55OfnR5GRkXTw4EGKi4ujyZMn05s3b6hnz55ERApp73/JoUOHaM+ePVS3bl2F6PlInm+bNm2od+/etHnzZrpx4wbVq1ePPDw8SCAQ0Pv37+mXX36hadOmkZeXl9z1ytpWSU2LevXqUdeuXembb75hmhYXLlyoomnB8+kiOf7EejcqKiq0Y8cOOnv2LBFVaGysXr2ali5dSs2bNyeRSEQhISFMq+Knn36i4OBgevnyJYWHh9OpU6do4sSJ5OPjQytXruTU9ylo13xM6tWrR2lpaaSrq0t3794lf39/mjFjBmlpadHEiRPp+vXrdOfOnSrlpOnrNGjQgOnrnDhxgs6cOUO2trZMX0deUEn77fLlywRAqvabt7c3035TRJ337t0jXV1d8vPzo1GjRlFYWBht2rSJ8vLyaP369ex9+CnQsGFDys/Pp5ycHCIiKiwspLCwMFq6dClpaWnR2bNnqaCggIiIkpOTqXHjxvTdd9/J/L4Q97FYs2bWrFk0YcIEOn/+PB0+fJiIiFatWkVnz56lX3/9lXOPSdOdISKmO7NgwQJKSEig6dOnc+oStzUoKIjevHnDdOLc3NxoypQp5OLiQrt376avv/6aM5+q/P7esGEDtW7dmnR1dYmoQs+qZcuWdOnSJSooKGD7S7Z5//79tHXrVvrzzz/p7du31KtXL/rrr7/I0tKS9u/fTykpKVX6p27duhQdHU0aGhpkaWlJDg4OFB4eTlZWVuTt7U2qqqpUXFxMBgYGRPTpzzN4eP6R2rEh8fDw8EincpaFuLg4FBcXY+/evbCzs0NQUBALXxKvdIq9X1JSUtC/f38cPHgQCQkJnOMKBAJs2LABS5cuRePGjTnpriVXkaKjo7Fr1y6UlZVh4MCBCA0NxaZNm9CnTx/4+vpKbaeYkJAQGBkZISoqCsXFxVi8eDHmzp2L8+fPczxjxGUNDAxgaWnJwhDEPH36FMuXL8eiRYvQvHlz7Nmzh/O7IrWEZGHlypXo1q0bW6ErKCjA5cuXMWXKFI7Ld+W4eVm8eT51FO1x8vDhQ/Tu3RtZWVkoKCjA6tWrMXXqVCxatAhWVlawtLRUaH3y8jloWvDUjJro3ZSVleHIkSMwNDTkPFOPHTuGpUuXAqjItOTt7f2fps3+XHB2dsaCBQvY31ZWVhg2bBjKy8tx/fr1aj0oZdXXkQVFab/JQklJCUaPHs3eeS9fvoSSkhL8/f1RUlKCgIAAhdSjSKZNmwZ7e3vk5uYCABvnV69exaRJkzgetPIgj2aNGFl1ZwBuyJukt97p06dx5syZatt9+vRpjufQtGnT0KxZM6xevRqmpqZStZZEIhEEAgFMTEwQGhrKtvv4+EBdXR0AqtUwrGk4Fw/P5w5vzOHh4flkkHyxamhoQEdHB23btoW3tzdiY2Nx9uxZWFlZwcvLS6pujYaGBouJFjNv3jzmWivm1atX0NLSqhJzHRAQgKCgIOTl5eH69euYO3cugAq35BkzZlQR7ZScwKalpaGgoAABAQGwsrLCqVOnAFS4Qs+aNauKG/qSJUswbtw4zrbz588zt2xJ7ZzOnTsz49R/oSX0T1SeqAsEAixZsgQTJkxgKVbLy8sRFRVVrcCjUCjEypUrERQUhOLiYhw6dAhTpkxhHwNifSLx8b8kKvevjY0NOnXqhPv37wMANm7cCDU1NVhbW7N9PpU++hw0LXj+GVn0bsTP66KiIty6dQuzZs2Cg4MDcnNz8fDhQwwfPhzu7u5o3rw5Hj58yCnzpXLgwAHOhz9QEfIhqYUmGY4qpib6OopCHu03ebC3t+cYh2NiYjB79mzOPp/COBK34caNG5gzZw48PT2ZcHhxcTFUVVWZkU3e57WsmjXy6M78U8hbbGzsP55XaGgounXrhoEDB8LOzo7NF5YuXYoffviBM18TiURV3hVr166tEoZlaGjIaXflMrKGc/HwfK7wxhweHp5PjoMHD2LKlCkAgMzMTFhbW8Pc3BxAxWqXNINBUVER9PT0OHo2u3btQteuXdGhQwdWHqiYaCkpKbGJBVChY6ClpcVe8FFRUejduzfCw8OhqqqKtWvXcuqTnEAEBwejUaNGuHr1KgBg7969sLa2RmBgIACwSYWY8vJyzJ07l6Of8/jxYzRq1AhdunSpoi8xYcIEzuRWVi0hWRGXP378OEJCQrBjxw4IBAIEBQVBXV2ds+pWHTX15vnSKC8v54zdkJAQNGvWjH1MHzx4EA4ODvD29mY6T7XB56ZpwfPvkVXvRpz15vnz53BwcICZmRmys7Nx7949HDlyhD2jvrRxIfksKygoQEFBAV6+fAldXV2Eh4cjMTERWVlZUFJSQnR0NKesrPo68iKr9pusSBsT69atg7a2NvNSioyMxMCBA/H+/ftP8v0gFApx4sQJODo6YuDAgZg1axbU1NQwf/58hRxfEZo1NdWdERMdHY2uXbvCysoKnTp1QnBwMEpKSuDo6Ahzc3Op3jHisVtaWoolS5YwA5ezszMsLCxw7do1AMDJkyfRuHFjbNmyhVMOAN68eYOEhAQkJyejT58+WLt2LeLj47Fr1y707dsX+fn5UvsHqDB4/fXXXxg6dCjbdvLkSairqyM/P/+THEM8PPLAG3N4eHhqnby8POam++zZM+jq6kJFRYWTSvbfGA2sra1x5MgRABXu/2fPnmW/jRgxAo8ePQJQ8SEqKX6XlZUFfX19qKqqIiYmhm3funUr7O3tWVYpoOrEYcOGDbCzs4OBgQHatm3LPnzOnj2LmTNnVpmki1m8eDELQxAIBIiIiEBkZCSys7OhrKzMPpDevHnDXOsrT3b8/Pwwb948HD16FAAQGBgIR0dH6Ovrf7CfZCE8PBy9evXCsmXLYG5uDmVlZaSnpyMsLAzdunVDZGQkZ39FePP8r3P//n3m1r5r1y7Y2trizJkz7Dpv27YNX331FdavX4/S0lIcPny4Ssjdx0R8TWWZ4PN8mmzdupV9TKWnpyMqKgq3b99G3759UV5ejg0bNuDPP/+ssqoNVNzTBQUFaN++PWbNmgWg4lm6bNkyTJ06lX20famI75eNGzdi0qRJ6N69O8LDw7Fr1y7o6+vDwMAAQ4cO5YSnSZKamorOnTvDw8MDAwYMgLGxMfLy8nD58mXMnDlT4VkKnz17hoiICJSWluL169fIyMiAnZ0dFi1ahHv37jGDzn/xvPb29oa9vT2MjY2Rm5uLhQsXQkVFBfb29ujTpw8zZtU2lT1RJN9zGRkZuHPnDvbs2YPr16+z7YoyYopDWi9cuMC2hYSEYNCgQR8U8w0NDUXfvn1x8OBBmJqaomvXrkhJScHNmzehoaGBu3fvcvY/duwYBAIBiouLMWrUqBqFvInP9c2bN7CyssLgwYM5+/n4+HDCcm/duoUdO3Zw+lFDQwOTJ09G+/btsXXrViQkJMDAwABmZmYYOXIkm6NV7ldZwrl4eP4X4I05PDw8tc6tW7dw48YN5np+4cIFGBsbIyAggL24tbS0/vFlHBwcjCZNmrCVKkk36CFDhiAzM5PtW3lSdufOHRgYGMDHx4eTrlJa2nIxKSkp6NChA549ewagIoa7a9eucHV1BVARalIdhw4dwvDhw5l7vXhFDQDGjBnDCekSCARyaQnJimSdZmZmnNh1f39/GBoaAgDHACZGEd48/8tcvnwZgwYNYl4Lr169wurVq+Hg4IBDhw4BqMjGYW9vzzy+PgU+R00LHunIqncjvrfFzyyBQABNTU2MHj0aOTk5EAqFWLNmDTZt2vQRz+bTQtxHsbGxGDhwIFJSUnDu3DlMnToVwcHBKC4uRmpqKltgkCwjRlZ9HXmpqfabrIjP9+zZs+jVqxcePnyIOXPmYOTIkUhMTERsbCyuXr3KMV7UJuL3anZ2NuddKC0sTowivdFqqlkji+7Mhg0bMHLkSAAV5+vm5sYylwEfDnmTPH8DAwN4eXkhKCgIv/76K/z8/NhvBw8e5HjWSHL06FFMnToVQEWGzpEjR7KMjUKhkM0RK/drTcO5eHj+l+CNOTw8PLWOUCiEUCiEra0t5s+fj9LSUkRFRcHW1haDBw/GrFmzWNhVdeXFBAcH45dffoG/vz+ioqJw48YNKCkpMdG7yoaRDRs2YPPmzbh58ybev38PCwsLuLu74+7du1LjwSVXnt6+fQsbGxs8ffqU/b5jxw507NgRs2fPZsYUycmD5P/b29ujWbNmuHjxIjPqaGlpwcnJqdrzk0VLSBbKysoAVLgs79+/H15eXizUTCQSIS0tDQYGBhxxx8oTrJp683wpvH79Gn379kV4eHiV33bu3AkbGxtYWFigR48ezNPsU9HIAT4fTQue6pFX7yYvLw/u7u4cDwRLS0u0bNmyinH3S/14ysnJgZ2dHTQ0NNi2+Ph4KCkp4dixY5x9pfVRTfR15EEe7Td5efHiBWbPng1/f3+2bcOGDVBSUmLpsqW182MjOfZHjx6NhQsXfrQ6a6pZI6vujFAoxKpVq7B9+3Z4eXkhNDQUy5cvh46OTo1C3nbs2AFlZWVm7H306BG6dOkCExMTqecnJioqCurq6jAwMOAYe0aNGoWoqKgq5yZrOBcPz/8aX1ZeSB4enk8KcdpqIqKUlBSaPn06ff3112RjY0OtWrUiJycnGjJkSJUU5EREBQUF9OrVKyKqSGUpPpapqSmdPHmSjh8/Tr6+vhQQEECOjo6kpqZGAKhevXos9aWJiQlduXKFiouLadq0abRz507asGED5eXl0e7du6mkpIRTJ/4/dWppaSnNnj2b7t27RzM8iHkAAHaOSURBVN9++y05OzvTu3fv2D6zZs0ioVBIL168IKKKNJ3Jycns/wUCARER+fj40JIlS8jd3Z1mzZpFEydOpG+//ZZWrFhBRH+nBhW399ChQ/Tdd9/RoUOH6M6dO/T27Vtat24dqaurk76+Pmlra1P9+vUVcm2++uorIiJasGAB5eTk0IQJE2jNmjW0du1aqlOnDj18+JCePn1K5eXlrIw4bbmYo0eP0sKFC8nFxYW2bNlCenp65ODgQOPGjaM9e/bQX3/9pZC2fm5cuHCBVFVVaezYsVRcXEzHjh0jU1NTsrS0pAkTJtCcOXNo5MiRZG1tTZMmTSKiirTGtYG0dMOtW7emdevWsfujtLSUYmJiKDs7W2p6WZ5PD/H1uX//Pg0cOJAWLFhAREQODg7UsmVL8vPzo549e9KePXuoe/fuJBKJOCl8S0tLSSQS0ZEjRygsLIyIiDZt2kR//vkn2dnZccaNrGmYP0ckz1skElHLli2prKyMtm/fThkZGdSuXTuaOnUqZWVlVXuMwsJCKiwspH79+lFSUhLduHGDkpKS6N27dxQVFcUpK2/fAmDH2LZtG3Xs2JHu3btHFhYWNGTIEDpz5gxt3bqVbGxsyMvLi77//nu56hPXKebNmzf09u1bunnzJj158oSIiObMmUN9+/alvLw8TrnaGkelpaXsflm1ahU1btyYvL29KTk5mVxdXen8+fOUl5en8BTX/5Smfd26dWwOJEYoFLJ+evv2Lb18+ZJ0dHTowIED5O/vTwkJCbR79256/Pgxff3116xccXEx1alTh9TU1MjV1ZWCgoJoypQptGjRIvr9999p/Pjx5OjoSBYWFjRv3jxq3LhxlesBgEpLS6lhw4bUqFEjcnNzo6SkJOrWrRvduXOHYmJi6NatW5zzk7xf+vTpQzo6OlRQUEDXrl2jt2/fEhFR/fr1KTU1lYj+HgMikYjq1atHb9++JTs7Ozp37hydPn2aiIi8vLyoffv25OvrS1euXKEJEyZQeHg4ffPNN4q6NDw8nxa1Zkbi4eH5opFcYZkwYQK2bduG4uJiJCQkYPny5TA0NER0dDRyc3OxYsUKzJkzh2XRAAB3d3c4ODjg4cOHnNUp8WpPWVkZRxCwcp337t3DsGHD2N/Z2dno3bs39u/fj7KyMo44cmXWrFkDIyMj9ve8efMwatQozJgxA507d8a7d++gr6+Pw4cPAwBOnToFJycnTuiUpAdNWloaUlNT8ebNG9ZGgUCgMC2hmnDmzBmW/vro0aPo378/3rx5w9owcOBAGBkZoX///sz9XbLPAfm8eb4ETp8+DT09PSQlJWHSpEnQ1taGpaUldHR00Llz5yoCx59CH30umhY8/46a6t1IPjsXLFiA58+fs7A6W1tbbNmyBbdu3YKZmRlbIf/SPHIkz/fu3bsshOXw4cOwtbWFkZERNm7ciB49elR5v8irryMvsmq/1RTJd7U4dC8tLQ3m5uZwdXXF5s2bsXfvXnTq1Ill7KpN8vPzMXbsWBbqevr0aSxatIiliR8/fjwMDQ05YU/yIqtmjay6M6WlpfDy8kJWVhays7NhbW2NUaNGwcPDg3nIXLhwAdeuXZMa8iauNysri+3/4MEDuLq6wtnZmSPsL4n4vfb69Wvs3LkTEREREAqFOH78OKZOnQotLS3Y29tDW1u72vOUNZyLh+d/Cd6Yw8PDU6t4e3tDT0+Ps+3t27fYvHkzJk6ciMLCQmRmZrIU1pL7ODo6ws7Orop+wL8JScnPz4eRkRH78AAqJt2rV6/+YLnExEQsWLAAHTt2ZCEwQIXmzrNnz5Ceno7g4GAWdw5UaNwsWbIEbm5uOH36NCf1p7QPHvE2RWkJ/VsSExMxYMAAJqx54MABTJs2Debm5iw1ukAgwNu3b5kekLT2W1paYsuWLYiJiUGrVq3YBOvcuXPo169fFff5LxETExNoampi3LhxLL0sAOjo6Cj0w0AePjdNC55/Rl69G7GBt0OHDsyIfOLECRgYGKBv374sfOhLM+RIMmvWLPTv3x96enqwsbGBSCTCnTt3oK+vDzMzMyZYL0YR+jryII/2m6xoaGhgwoQJMDc3R0REBAoLC+Hm5oaBAweyRRqgdsNLxSHZ165dg4qKCs6dO4c3b95g/fr18Pf3Z6nZR48eXSVsTlbk0awRI4vuzLNnz9g8KysrC+Xl5Zg+fTpmzJghNWuaePyJj3HhwgUMGzYM1tbWsLKygkAgQHJyMry8vGBqalqt8VIoFKJfv37Q1dXFnDlzYG1tjXfv3uHRo0eYMmUK7O3tmeB25TEvazgXD8//Grwxh4eHp1YQv2AXL16MoKAgAH+v1BUUFOD169fMgCCtHFARK71y5UrMnDkTYWFhH1zJE08Kc3JymDHB3d0d48ePx4sXL5CXlwdDQ0M4Ojr+Y9tLSkqwbt062NjYVPFIyMjIwLx585CamsqZfLx9+xZr1qyBvb099u/fzxEUrQ55tYRqQnl5Of78809s374dQEX684ULF+Ls2bNwd3fHwoULq9W4kceb50tD8rzfv3/P+e3UqVPo2rUrR6i7tvlcNC14/j2y6t1s3boVgwcPRnR0NAIDA9G+fXts3LiR/S6p5fKlIe6n/Px8uLm5QSgU4t27d5g9ezZ0dHSQkZGBxMREuLi4wM3NrcqzVF59nZoir/ZbTZEsGxsbCwsLC6SkpGD//v3Q19dn2Zg2bdqE2bNn4/Tp0xytoNogICAAHh4eyM7ORlpaGpKTkzm/l5WVwdzcnBlO5EURmjU11Z2RvLZ37tyBlpYW1qxZw/R0Fi5ciGHDhnHGRmWSkpLQvXt3PHjwAL6+vmjZsiUGDBiAlJQU5ObmMg9lyfMU8+TJE+YF9urVK3h5ecHQ0BAxMTFISUmBhYUFHB0dOQscIpEIJSUlOHz4MMaOHQtHR0e2KJefn48+ffrg5s2b/6LHeXj+N+CD2nl4eD4q4hhpcTx0ixYt6N69e0RE9MMPPxARkZWVFSUnJ1Pbtm2J6O8Ye5FIxGLXHz16RPn5+bRgwQJSV1enffv2UXh4OIutrlxnvXr1KCkpiVRUVMjS0pJGjx5NVlZWpKKiQra2tmRmZkZFRUW0atWqKnUSER07dozmz59Ps2fPpkePHtHcuXOpf//+dPv2bVq9ejXTwfn111/J19eXfv/9dxbfnZubS82bNyc7Ozvq06cP3bx5kw4dOkQpKSlS+0geLSFZEQgE9P3339PFixeJiMjIyIh+/fVXUldXJy0tLfr1119p8+bNFBMTwymXlJRE7u7upKqqSkRE5eXl1L59e/L09KSXL19Sx44d6fr16+Tt7U0nTpygkSNHMu2hLwVIaCnUrVuXysrKiIiocePGRESUmZlJ58+fJwcHBwoICKBffvlFqlbNxwKfmaYFzz8j+UyRVe8mNTWV9PT0qE+fPmRmZkYhISHk7e1NTk5ORETUqlUrIiKFa4d86uD/dWcuXrxIc+bMoejoaIqKiqKff/6ZNm7cSD169CAVFRX6/vvvSU9Pj+rUqUO//fabzPo6itDJkVX7TV7OnTtHoaGh1LRpU2rWrBlpamrS7Nmz6eLFi+Ts7EyWlpbUtWtXOnr0aK3phIlp164dFRcX0/r16yklJYVatGhBRH+P73v37tEvv/xCe/fuJSLp+mL/lqKiIpk1a2TVnREKhUxjz8vLi3r37k3u7u70+PFj8vX1pVevXpG3tzfNmDGD/vjjD057JetMTk4mT09Pql+/Pu3atYuePHlCnTt3pt69e9OrV69IW1ublZF897u5uZGVlRUdPHiQ4uLiqFWrVmRubk4DBw4kV1dXatKkCTk7O9Nvv/1Gbdq0Yf3+/v17Ki8vJ21tbfL29qYGDRpQYGAg3b9/nxo2bEjR0dE0aNAgma8FD8/nRh18aW9dHh6eWkNsjHn27BlpaWnRyZMnqWnTpjR16lT6+eefSUVFhe7cuUNv3ryh8PDwao9jaWlJubm59PPPP1OLFi1o3rx5FBMTQ35+fqSsrEwWFhbUoEEDIuIKPM6ZM4e6du1KVlZWtHTpUjp9+jTt2LGDmjVrRkKhkL755htq0KABCYVCzkTywYMHNHPmTNq6dSutXLmSbt26RYsXL6ZZs2bRsWPHKDs7m0xMTKSe68GDB2nnzp3UuXNnatmyJc2bN48iIiLoxIkT1KRJE5o9ezb98ssvrJxkezU0NEhbW5umTp1KKSkptH//fnry5AnZ2tpS+/btKSAggJKTk8nQ0JAGDBgg93UhIjI0NKT9+/eTrq4um6QSEb148YIePHhAkydPZtsEAgF16NCBlixZQsbGxpSdnU2rVq2iESNG0M2bN6m0tJS0tbW/WKHjypw8eZI0NDSqbH/37h35+/tTt27dSE9PjzMGPjaSYz8/P59++OEHSk9Pp8WLF1PTpk2pRYsW1KhRI/Lw8KA7d+7Qjz/+WCvt5Pn3SI4nJycnmjVrFrVq1YpCQkLo2bNnpKSkRD169KBt27aRi4sLtW7dmlDhuc0xuh49epSOHj1KO3fuZNsWLVpEt27dIg0NDbK3t//o51bbiO+XzMxMMjQ0JFVVVXr8+DF17NiRhg0bRkOGDCGiCiOGuro6ERGVlJRQgwYN2DWJjo6mH3/8kdq3b09Hjhyha9eu0fv372nAgAG0ZcsWCg0NJSUlJYW33c/Pjx48eEA7duwgIiIbGxt68uQJ/fHHH3T79m26ceMGzZkzhyZPnsw+yGVB3EcPHjwgY2Nj6t27NyUlJbFFiYYNG1JUVBTFx8fT1KlTiajimdikSROFnKes7SUiiouLo4MHD1J5eTkNHz6c1NTUOPeEQCCg+vXrV5kz1ISysjLy8fGh2bNnU7169cjNzY2ePXtGQ4YMofnz51PDhg3p4sWL1KBBAyotLaWRI0eysuJ3d3JyMkVERFCrVq1o6NChdOrUKQoNDaXi4mJq164dvXr1ig4fPiy1fk1NTSYYTESUl5dHPj4+lJKSQhYWFtSvXz9OXZLzhYcPH1KXLl2oTp06tGLFChKJROTm5ka7du2iK1eu0KJFi6hdu3ZV6rx48SJt376d5s2bR+vWraMOHTqQpqYm9ejRgwoLCyk9PZ1TTlznxYsXydPTk3r06EEikYjWrVtHqamptHPnTkpISCAHB4f/5F7h4fmk+biOQDw8PF86JSUlGDJkCIKDgznbfXx84OfnB3d3dyakKy1eftOmTdDS0kJxcTF69+4NPT09zJ49G6mpqXj+/Dlu3Lghtd41a9ZARUUFJ06cYNsCAgKgpaXF6gOqupKLRCK4u7vj9OnTuHTpEoYNG4bLly+jffv2WLBgQZV9Jbl37x66dOmC2NhYmJmZoVevXjA2NkZBQQHu37/PXMulIauWkKxI9vWKFSvQunVr5pYtpnKcfHFxMbp27QpDQ0MAFULWvr6+AID79+/D19cXpqamePDggULa+LkzceJEph9Ueax8aAzWBp+DpgVPzaiJ3o34Hi8tLcW5c+eYboeFhQXGjx+P06dPw93dHcbGxggLC4OHh0ftnNQnQElJCbS0tLBy5UoAQFxcHJYuXQpXV1ccOXKEI3Zf+X6pqb6OopBF+00e3rx5g4kTJzIh4a1bt8LIyAi7du1Ceno6Z9/afP5J1p2amoq8vDyUlJRg7dq1sLe3x+HDh/9ViHRNkUWzRhG6MxcvXsSkSZMAVGjOLFy4EE5OTgCApUuXViteDABz5szBtGnT2LvryJEjsLa2xs6dO9GvX79q3xFPnz5Fw4YNWeiuWP/QxsYG58+f54RhSba3puFcPDxfCrwxh4eH56NSUFDAEagTx3WXlpZy9pOcAIhf6K9evcKRI0eQk5ODRYsWscwpgwcPxujRo5lOi2QZMdeuXYORkREcHBzYxCYtLQ2jRo1CQUEBZ9/Kei4FBQXIycnBhAkTEBYWBgCYO3cui12XVra0tBRhYWG4evUqrl27hgEDBuDly5eYMGEChg0bVm1bZdUSkoXKfSR5Dfbs2YMWLVpgy5YtUstK9pGBgQG++uqrKtoBz58/x4EDBxTS1s8RSQMNAFy5coUJUQJ/9/+nYLz5HDUteP49NdG7kby3x40bh7Fjx2LKlCmwsrKCUChEcHAwnJycMG3aNBQWFmLx4sWYOXPmRz2f2qbyO0JfXx9KSkpMuyMtLQ3e3t5wcXGp8n6RV19HUfxb7TdZkXymPHv2DN9//z20tLTYtrCwMGhpaWHbtm0y16FIMjIymFCvWCtm0qRJ2Lx5MwBg7969sLa2xubNmzlZMuVBVs0aeXVnAKCwsBCJiYlo3rw59PX1YWJiguXLl2PkyJEcA580jh07hiFDhnC2paSkYOnSpXBwcGDtEVPZoOPl5YWGDRtyNPScnZ1Z9ktp53n9+nUcPXoUsbGx6NWrFwoKCmBsbIzffvuNs2D0perx8Xy58MYcHh6e/5SkpCTcvHkTjx49QlxcHABg2LBhcHFxYfs8evQIo0aNwvv376u8iMV/x8TEwNLSEq9fv0ZpaSmsrKyYAKuZmVmVjE7iiWRERATu3r2LN2/e4N27d5gzZw5mzJiB+fPnQ09PDytWrJBaDqgwAF26dIn97eLigpCQEFy+fBn6+vpMEFHcxsrpe+/cuYOSkhJYWVkxo8bixYsxb968ao1A4lW4wMBAWFlZcfYxMjLieB4pyggQHh4u9ZiRkZH4+eefce/ePal1yeLN86UgznTy7t07PHz4kKUbNzQ0hI2NTS22TDqSmatcXV2xePFiABUffJcvX8aMGTOwaNEiAMC6detgbm5e5SOV59PF09OT86F07do1tGjR4oPehceOHWOZc/Ly8mBnZ4eJEydyUo8fPXoUvXr1+ghn8Gly7949vH37FgDg6+sLJSUl3L59GwBYFipJxP174cIFGBkZYdy4cWx/gUAADw8PdOnSBZmZmYiJicHixYsVIiwtfv4ePXoUdnZ2MDc3Z8/qPXv2YN68eVi1ahXHi0jy/2tC5XeF+F1XUFAAZWVlaGpqst+io6PlMhgpCpFIBDc3N8ybNw+hoaHQ1NREWloa7t27hwkTJrD7JDw8HOfPn1dInZLvz6VLl6KsrAz379/HrFmz4OzszIwv27Zt44gZS/avq6srRowYgeHDhyM2NhZCoRCZmZnYuHEjNDQ0UFpaitevX1dJaZ+UlAQ9PT0kJSXhzp07WLt2LbKysgBUiKGLF5KqIyIigs3hJN8D4mNIa2txcTF2796Nq1evoqioCGFhYWjWrBkzllXeX3LOEBMTg/LycggEAixbtgyenp4AgJ07d2LmzJmIj4//YHt5eP6X4Y05PDw8/xkJCQno2LEj9PT0MHr0aIwZMwabNm3C+/fvoaGhgSlTpuD8+fMYNGgQAgICqj1OYWEhFi1axFYPS0tLMW3aNMyYMQOOjo5QVVVl+0pOAK5du4YmTZrAysoK06ZNQ1hYGMrKyrBy5UqMHTu22kkEUDFJ6t27NyZNmoQRI0agsLAQFy9ehLm5OQYNGvTByc7atWs5H0nLly+Hu7s7jh8/jv79+7NJmrit4n+fPn2Kzp0748WLF8jNzcW4ceNgYGCAoKAgmJmZYezYsf/Y5/8WyY8KVVXVKpnAxG0SGyUqlxNTE2+eL4UbN25AV1cXz549Q0REBHr37g1bW1u4uLggLi4O06ZNY55Zn4KRS/xRcf/+ffTo0QPGxsZQUVHB6dOn2UdEZGQkZ/W+8qSd59Oi8rg6cuQIC4cUs3DhQgwfPpx96GVnZyM0NBRCoRCvXr3CqFGjMGHCBPahJBKJ4OPjAyUlJSQlJaGsrAwJCQlVDNP/y6SkpLBU3b6+vhgzZgzs7e2ho6MDAAgODkarVq2qhBEDf99nGRkZGD16NFauXAljY2N4eXnh2rVrbL+zZ8+y/xdnMVIE9+/fR58+fRAdHQ09PT20bNkSW7duBVBh5FGUh4xk1idnZ2cYGxvD0tISBw8eBABMnToV3bp1Q0pKCtvvU/BOzMvLw7Jly6CrqwsjIyNmgE9LS8OMGTOgrq6uMI8cSSZOnIj58+ezv3Nzc+Hm5oaZM2dyFkcq39MXLlyAgYEBIiMjYWBgAA8PDzx48AAikQj5+fkfNHCkpaXBz8+PzcHEmJmZYcKECVX2r+xZ8+TJE3Tp0oWTEc/a2rpKuOX+/ftZyntNTU3Y2trC0NCQeWc/ePAAv/32G5svSRsHsoZz8fB8KfDGHB4env+E8vJyDBw4kLnyZ2Rk4NatW1BVVcWCBQtQVFQEGxsbrF69muOSK+1l7u/vj4EDB2LJkiVsFai4uBju7u5YsWIFW9kTCoXshV5SUoITJ04wz5pTp05h6tSpzNCwZcsWmJqa4vDhw2zCLJ4slZeXw9vbmxkyrK2t0b17d7ZC+qGPl4iICGhoaHC8Lx4/fgwzMzPMnDkTO3fulHqe8moJyUJqairU1NRYCE3lldjqYtcB2b15/tcRiUR49eoVVqxYgenTp+PJkycoKSlBUlIS5s6dC11dXfz444+fXFjK56JpwfPPyKp3c/v2bcTFxSE9PR15eXmIjY2FsbEx1qxZg+fPn7Pjf6kaWGVlZejVqxd27tyJu3fvQllZGQUFBVW87a5du4bVq1dLPYY8+jryII/2W014+/YtevfujWfPniEoKAgTJkxAcnIy+vTpw1k8cXBwQEhIiMz1KBJxP4v7fs+ePZg0aRIOHTqEzMxMABWLGv/FIoWsmjU11Z2RXDwQG6mys7Nx6NAhTJ06FUFBQRCJRPD09GQGfHG/iP8tKirCunXrsHbtWsTGxuLWrVto0aIFFi5ciLlz52L48OEcY1dERAS6d++Oly9f4tChQ3BwcAAA9OzZk6NdmJubW+151jSci4fnS4Q35vDw8PwnZGZmVtFQASpWdKZPn45Xr15V+a2yp4qY8vJyBAcHw8DAAOfOnWPx5JIIBAJWrqSkBCYmJhgxYgSWL1+OoqIiCAQC3Lx5E1OmTGHhBgEBAdi/fz+AvyewkZGR0NbWhoqKCrZv386Ov3btWtStWxeRkZFVtE4kJ7/p6elYv349DAwMcOjQIebxUl5e/kEvDFm0hGRBsq0JCQkwNjZG165dER0dLXUfaWVr6s3zJXLu3DkcOnQIkydPRmhoKNv+9u1bPH36FGPHjmV6AbXF56ZpwfPPyKp3c+nSJaSmpqKoqAienp6wsbHB69evkZycDEtLS7i6uiIyMpJz/E/Bq+xjMmnSJJiZmQEAXr58ic2bN2Pr1q0YN24c22fjxo2cZ7akmLSYmujryIM82m+yoqKiwkTwxUYvX19fTJs2DUCFAUHSm6O2kZxzDBs2DIcOHQIAHDp0CIaGhti6dWuVuYqijGw11ayRVXdmx44dsLOzg1AoxPLlyzF16lRm3CkoKMC6deswYMAATjlp56ilpYWZM2cy8eE9e/YgMzMTAQEB2LFjB/PIEggESExMRLt27ZgB78qVK3BycoKenh5WrVoFoGKutHTp0ipzHElkCefi4fnS4I05PDw8CkckEiEjIwN//vknTp06xfmttLQU2trabGXyQ2zevBmrV6+Gm5sbysvLcfz4cRgaGmL37t0cF+3KeHp6YsGCBfDy8oKBgQGOHTvGxFofP35cxdNAPKErKCiAtrY2fHx84OnpCTs7O45BR1qmLPGkJzY2FmFhYSwUZefOnbCzs0NISIjUbBTyagnJguQELTMzE2VlZcjOzsbmzZuhr6/P8bapDnm8ef7XEZ/vqVOnoK6ujpSUFBw/fhwGBgZsAitmxYoVVXQMPhafo6YFT82oid6No6Mjxo0bh7Nnz0IkEiEyMhKrV6+GjY0N7t27h8LCQtjY2GDZsmW1eUq1ir29Pdq0aQNXV1fcu3cPOTk56N27Nxo1asT2Wb16NUaNGlXtMWqqryMP8mi/ycrUqVPRsWNHnDlzBkVFRTh79ix++eUX/PXXX2wfS0tL2NnZyVXPf4GBgUEVLbPr169jypQp8Pb2/qDBQRZk1aypqe7MzZs30atXL9y/fx9AhQHJ3t4eenp6iI2NBQA8fPgQlpaWH/S4u3r1KtTU1Njfqamp6N69e5X5nVAoRGlpKYYNGwZlZWVs2LABt2/fRklJCdTV1dGtWze274QJE5gXkhhZw7l4eL5keGMODw/Pf0ZAQADs7e2ruNBu3rwZXl5eHywbGhqKvn374uDBgzA1NUXXrl2RkpKCmzdvQkNDA3fv3pVazsPDA927d2cT0127dsHY2BgBAQEcA5C0lSdra2smOpyVlYV9+/bBwcEBy5cv52TuqVw2NTUVnTt3hoeHBwYMGABjY2Pk5eXh8uXLmDlzJtMKEKMoLSFZMTIywqRJkzBgwACEhoYiKioKBw8ehKamJtNQkEQeb54vjcTERKipqTGtg5ycHFy7dg2WlpaYPXs2iouLIRAIMHv27CoT4Y/F56ppwVM9surd+Pn5oV+/flWub3x8PDZu3AhbW1scP34cADgirF8SW7ZsgaqqKu7du4eAgABYW1sjMjKSGbb19fWxZMkS9OvXj2MYkUdfR1HIo/1WE2xtbaGlpYUdO3Zg4cKFCAoKQm5uLoKCgqCuro6QkBB4e3tzQnE+pWeKlZUVe95JjvOMjAxm9FAkNdGskVV3Jjs7G3379mWhWNHR0Wx+s2zZMowfPx6+vr7o3r07Z9FKGhkZGTAwMOAshAUHB0udL+jq6sLJyQnp6enw8PCAk5MTLl++jIcPH2L+/Pno1asXDAwMoK+vz8qIRCKZw7l4eL50eGMODw+PQhBPICQNHQ8fPsScOXPg5OSEffv2oaCgAHfv3kX79u2ZNoe04wgEApiYmHDCU3x8fKCurg4AePHiRbXteP78OVq1agU9PT227cKFC9DW1marU5XbLP53wYIFGDRoEJtcFRUV4fjx43BycvqgJ5CzszNHd8DKygrDhg1DeXk5rl+/zhGxVKSWUE0Ql9+2bRvGjBkDoMJg5uTkxCZyp06dqpIGVxHePP/rSF6bGzduoF+/fpg4cSLTJigpKUFUVBQnFXRtCQh/jpoWPP9MTfVuxOE/JiYmOHPmDICKcSo5ll+9eoWQkBBYWFgwo8SXyJEjR5hHTXx8PAIDA2FtbY0jR46gtLQUmzZtwtGjR/Ho0SMAFc9MRejryIoitN/+LeL3tb29PRs7Bw4cwPz58+Hv74/o6Ghcv34dxsbGWL58OQtZqm2xWnFbxcYJMzMz6Orqsmd2WVkZxowZgydPniikPlk1a+TRnUlOTsa0adOwbt06XL9+HYMHD+bo/oSFhWHfvn1StYDEYygrK4uNfQcHB2hrayM+Ph7v3r2DhoZGlWygANh9ID5vHx8fODk5Yf/+/SgpKcHt27eZcUp8npLUJJyLh4eHN+bw8PAoCMmPU8mX7LNnz+Dt7Q09PT107doVo0aNYh+JHwrJWbt2bZWJgqGhIUcvR7LMgwcPEBUVhcTERJSXl2P06NEYNWoUEw3+kAu7pKfC7t27MWLECOalIBKJ2LlVZ1A5cOAA7O3tOd47RkZGnJSy4rLyaAnJQl5eHuf8/Pz8OB8TV65cQfv27f8xtWdNvXm+FCTHelpaGoqLi/Hw4UM4Ojpi9uzZbAwIhcJPIk3756ZpwfPPyKN3M336dAQGBnKOJxKJUFBQgNu3byMrK0tqmOiXiLjPMjMzsW/fPtjZ2WHz5s1S00bLqq8jL/JovymSS5cuYeHChVixYkWVxZfa1loS13/u3DnMmTMHOTk5KC4uhqurK8aPH49Tp05BV1cX8+bNU0h9smrWKEJ3Jj09Hfb29hgyZAhHk08alTULo6Oj0b17d2hqamLixInIysqCl5cXJk6cCB0dHanHkxxL4hDsoqIibN26FY6Ojti0aRPHMFx5LNQknIuHh6cC3pjDw8OjEKytraGjo8MmFeXl5ezFLjaoJCQkcAweYiQ/iN+8eYOEhATmLbB27VrEx8dj165d6Nu3L2fivG/fPgAVHkB//fUXPDw8oKKiwrx+LC0t0aRJE6SkpFQrWrxjxw6MHz8e9vb2CA4ORllZGa5du4YRI0bAy8urykRX8u+CggIUFBTg5cuX0NXVRXh4OBITE5GVlQUlJSVOGJK4rCK0hGrCwYMHcfDgQeYd9OTJE0ybNo2T/lZXV7eKR464vUDNvXm+RExNTWFkZARTU1OcPHkST58+hbe3N7S1tZkuRm3zOWta8EhHXr2b/fv3Y9SoUbh58yZnu0AggKamJmJiYj7GaXx2iPVKLC0tcfnyZc5vitDXkQV5tN/krVeaYSgmJgZubm6YP38+M158KiQlJaFz586sL7KzsxEXF4eDBw9i/vz58Pb2ZvvKYziQVbNGHt2Zyu0WCATw9/eHhYUFzpw580GPLPH1KykpgZGREVvUcnV1xdChQ5GUlIT8/PwqYefVzZMkt+/fvx+2trYf9HKuSTgXDw9PBXUAgHh4eHjkJCsri5YuXUrx8fG0adMmat26NaHCYEx169atsj8AqlOnDvuXiGjixIn0zTff0P3798nJyYlUVVXJ3d2dvv32W3r58iWtWbOGevToQSKRiFxcXOjFixd06NAhmjhxIrm5udHbt2/J29ubTp8+TY0bN6Y6derQ9u3bycDAgOrXr1+lDXfv3iUjIyO6fPkyGRsbk0AgoIEDB5KDgwNlZmZSeHg42djYSG33pk2b6MKFCxQfH08rV66kd+/eUVhYGNWvX5+SkpJIU1OT7O3tpfbV5s2bKT4+nqZPn069e/dm27ds2ULv3r0jZ2dneS5FlbaWlJTQkCFDaPr06WRnZ0dbtmyh+Ph4Sk5OpmbNmtHt27fp1q1brFx+fj7l5uZSixYtiIho7dq1lJiYSGvXriUioqtXr9LMmTPpzJkz1K5dO4W09XPG19eXnjx5Qn5+ftS+fXvas2cPqampUVJSEh0/fpwGDRpEf/31V6220c7OjhITE2nSpEn05MkTat++PU2ePJkOHjxIBw4coKlTp1JaWhqdOXOGzp49Sw0aNODcmzyfHlu3bqXAwECKjIzkXKeEhAQ6e/YsvXjxgkaMGEETJ06kgoICatiwYZVjFBUVkZ+fH2VmZpKKigppaWkREdG8efPo/fv3tHv37o91Op8UkmNf2rtKvP358+fUqVMnti0wMJD2799PPj4+dOfOHYqLiyMjIyNq2bIlGRoa0i+//EKdO3emU6dO0dGjR6lFixYkEomkviNlZe7cuSQSiWjjxo307t07On/+PEVHR9PPP/9Mc+bMoUaNGhERkVAopHr16slcj7jdeXl57JiVSUpKosTERBo+fLjM9SgS8TUMCgqiy5cv06ZNm2jv3r0UFhZGQqGQNm/eTK1bt2b7y9NHOTk5pKamRkZGRjRv3jy6d+8eBQcH08aNG8nLy4tu3bpFqqqqtH37drK3tydjY2NWdvLkydSuXTuaP38+bd68mYqKimjMmDHUpEkT2r59O126dIm6detGAoGA9u3bx84tPT2dfvjhB/r++++rtD84OJhu3rxJQ4YMofHjx1PTpk2rbbunpyddunSJFi9eTKqqqkRU8Z57+PAhhYSEsPFa+Z44ffo0jR07VmqfExFlZGRw6hWPoXfv3lFpaSk1b96cHB0d6eXLl7Rq1Spq3LgxzZgxg5SVlcnJyUmm68DD8z/PRzcf8fDw/E9R2a126dKlGDJkCEcT59+sbB09epSFHyUnJ2PkyJGwt7dn5cUrQUKhEIGBgejUqRNLje3i4oJDhw5h0KBBuHPnDoCK0KcrV66w44u9f8T/FhQUYNu2bYiMjER4eDiUlZVx5coVDB8+HNOmTeOEHVVeZYqNjcXAgQORkpKCc+fOYerUqQgODmYZSSRjxiVXx8TIoiVUUyRdprdu3YozZ86gZ8+eWLx4MQDg6dOn2LBhAwICAjgx+oB83jxfGuXl5fDz88O5c+dgZ2fHNA3evHmDmJgY5pVWW3yumhY81aNovZvs7Gz4+/tDQ0MDQ4cOxcyZMzFixAj2+5cW0iAe+4WFhcjKypLqyVCdJ4Is+jryoijtt5ogHhNxcXEs4+I/hWvVpuBx5TGckpICIyMjNGvWDGvWrMGlS5ewatUqzjtOXuTRrJFFdyY5ORnGxsY4fPgwZ8xKjrGTJ09ywrzEVL42V69exbRp0+Dq6oqnT58CqJi3TJgwoUpIl7jshQsXoKqqyuZlHzo+IF84Fw8Pz9/wxhweHh6ZkZwkSGrZ7Ny5EwMHDsTu3bv/1XGioqKgrq4OAwMDThjVqFGjWFYg8WTg0qVLaN68OYyNjREWFoaCggLs3r0b3333HZYvXw6gYoLZvn17ZtgRI548iEQiuLu7IzY2FmVlZZg/fz5zg7a1tcXixYurzZaQk5MDOzs7aGhosG3x8fFQUlLCsWPHOPtK6u1U7q9/qyUkL3v27GFhM7m5uVBRUYGBgUEVI4Nk3wAVKVD79u2LNWvWAKjIQObg4IApU6bA1tYWAwcOVFgbPzcqX58LFy6gc+fOGDt2LNs2ceLETzp96qesacHz71Ck3o1AIEBeXh5CQ0Px6NEj9kH2pRn1JD86dXR0MHv2bFhYWOD06dM1Ok5N9HUUhbzabzWlqKgIRkZGTIj3Ux0rkue7dOlSrFu3DosWLUJqaioTB09OTkb37t05C0CKQBbNGnl0Z7Zt2wYTExOEhIQwoyLAvTYfEt8/c+YMLl26hPv37yMnJwcWFhYwNDTE/PnzoaGhgW3btkktJ87stmvXLk67q0PWcC4eHp6q8MYcHh4emZCccEyfPh0WFhYYPHgwiwOPiIjAgAED4OnpKbV8ZTHOLVu2QEtLC+Hh4WzVaOzYsZyMDenp6WjTpg1Onz6NEydOwNbWFps3b0ZiYiJ2794NZWVlzJ07F/3792fpXqVNXHfu3Mk8KABg7ty5GDlyJE6fPo0ePXogISGB00bJtr5//x5r1qzB6NGjERISwmK7PT09paZ5lUdLSF4CAwPxxx9/VDGqTZ8+Hd26dUNRUZFUUVRZvHm+FMTnm5aWhj179uD58+coLS2Fm5sbFi5cCE9PT9jb23OETmubz1HTguef+a/1bj6l1NEfm9mzZ2PFihW4e/cu/vzzT6ZnIsvz7kP6OvIiq/abIrh8+TLatGmD+fPns22foiFYfO5+fn6YMGECLl68iE6dOiE8PBxCoRBZWVlQVlbGunXrOPvLS001a+TRnZEcl+fOnYORkRF8fHw4hvrqro14+8GDB9GmTRt4eHigQ4cO8PX1hUgkgpeXFzQ1NatkN5RsV0JCAoyNjdG1a1eOVuA/9aWHhweGDx+Oixcvsm0+Pj4wMjL6YIIMHh6ev+E1c3h4eORi8eLF9Pr1a9q+fTv9+uuv1KxZM1qyZAlpa2tTXFwc5ebm0uDBgzllxHHSycnJFBERQa1ataKhQ4fSqVOnKDQ0lIqLi6ldu3b06tUrOnz4MKfs/fv3mc7MyZMn6erVq9S8eXMaNWoUff/99/T48WNq3LgxqxOVYroPHjxIS5cuJT09PXJxcWG/zZ49mwCQhoYGaWhosDZKlo+OjqYff/yR2rdvT0eOHKFr167R+/fvacCAAbRlyxYKDQ0lJSUlTntl1RKSlcrl58+fT5cvX6bTp0/T77//zrbfuXOHBgwYIPUYe/fupbt379KaNWsoLy+PNDU1qUWLFrRt2zb66quv2H6K1nr4XBAIBDRo0CBq27YtRUVFkY+PDykpKdHbt2/pwoUL9Mcff5CpqSl9//33cutSyMPnqGnB8+/h9W4Ux7t37+jbb7+l7777joRCIa1cuZK0tbVpyZIlNHjwYJo3bx7FxcURAOrWrRunLGTU11EUsmi/yYK0d9Pp06dp+/bt1KNHD3JxcSGiT+u9UFpaSg0aNKCysjKytramjRs3kru7O6WlpdG2bdvo9evXVFBQQMXFxdS3b18iku8dnJaWJrdmTU11Z8R1ZGRkUKNGjah+/fqUkpJC3t7e1KRJE9LT06MuXbpI1Q0U8+rVK1q/fj3p6enRwIEDKTs7m0aNGkV6enrk6OhIq1evpmfPnpGWlhaNHj2a6tWrx84rKyuLfvzxRyosLKT9+/dTREQEGRkZVTmHyudBRHTt2jXavHkztW3blgwMDKhTp0706NEjcnZ2psOHD9PXX3/9b7qdh+fL5mNbj3h4eD5/JFdJ3N3dkZmZCXNzcyxbtgzHjh1D/fr1OWk2pZUVCoXo168fdHV1MWfOHFhbW+Pdu3d49OgRpkyZAnt7ezx58qRKfZX/vn79OpydneHp6VklrKq61Ku+vr5QVVVFVFQUxx1YrBEjjVmzZqF///7Q09ODjY0NRCIR7ty5A319fZiZmeHo0aPVtlEeLaGaID6XGzduIDg4GDt37oRAIIC3tze6dOmCW7duVWlf5b6pqTfPl4LkOT99+hRLliwBUBGuNGrUKKxduxaFhYWcMrXptfS5aVrwyAavd6MYZs6cCUtLS2RmZgKoyKDz888/w9TUlO0zaNAg7Ny5k1NOHn0deZBH+01e9u7di8WLF2Pz5s2Ii4vDjRs3YGdnh7lz57L++xTYtm0btm3bxtpkY2OD8ePHQ09Pj+1jZ2eH0NBQ9rc8faQIzRpZdWfev3+PESNGwMnJCVZWVoiOjkZxcTHc3NxgbGyMe/fuVSl7/vx5Fopla2uLDh06YPfu3SzE/NmzZ5g7dy7bf/369VXCDY2MjDBp0iQMGDAAoaGhiIqKwsGDB6GpqfnBDFSyhnPx8PBUhTfm8PDw1Ajx5OHy5cvsg/bly5dV9EKkhVdJflg8efIEGzZsAFAh1unl5QVDQ0PExMQgJSUFFhYWcHR0xMuXL/+xTU+fPsWCBQvY8aTVeevWLQQFBWHPnj0oLCzEoUOHMGLECBw7dqxakVrx5Ck/Px9ubm4QCoV49+4dZs+eDR0dHWRkZCAxMREuLi5wc3NjgsCK0hKShfj4ePTt2xc7duzA0KFDsXTpUgAV2jnfffcdE8WUdp5i7Ozs0KtXL6SmpnK2fyoptmsTe3t7zJo1C507d2YhdgkJCRg3bhzMzc2riEPWJp+LpgWPfPB6N/Lx7NkzFBUVwdLSEtOnT0d8fDzy8vLg7u4OExMTbNiwAVOnToW5uTmnnKL0dWqKIrTfZK3zwIED6Ny5M0JDQ6GrqwtPT09ERkbixYsXTOj5U2HTpk2ws7PD1q1bUVBQgIcPH6Jdu3ZYuHAhgIpFnf79+ytUpF4ezZqa6s5Ioqamhu3bt+Pw4cPo2LEjpkyZgsOHDwOoWKDJzs6uUteePXsAgIneL126FBMnTsTdu3eRl5eHAwcO4K+//uLoPAF/j/tt27ZhzJgxAIDQ0FA4OTlh+/btAIBTp05VSZAgazgXDw/Ph+GNOTw8PDUmMzMTFhYWCAsLA1Dxkp49ezbmz58POzs7zJ49m+0rzQPE1dUVI0aMwPDhwxEbGwuhUIjMzExs3LgRGhoaKC0txevXr+Hj4/Ov25SRkVGtZ0Rqaio6duyIBQsWwNbWFv369cOLFy9w69YtdOvWDSdPnqxyPMmVMiMjI4wbN44ZMwQCATw8PNClSxdkZmYiJiYGixcvRlJSktxaQrKwd+9elv3CyckJp0+fxu3bt9G3b1+kpKSwSeGjR4+qeB8pwpvnS+HYsWMYPXo0IiMjYW5uDjU1NbbiWVRUxIn7/xT4XDQteBTPl3qP1pTz589jxowZzADj4eGB8ePHIzIyEomJiTh9+jQcHR0REBDAylS+hxSpr1MTaqr9Ji9ig5HYSJCdnQ1XV1fo6elBJBJVqwVTm9y5cwdqamrw8PBAcnIyXr9+jZEjR0JfXx9jx45FUlISAPmvlayaNbLqzkhui46Oxq5du1BWVoaBAwciNDQUmzZtQp8+feDr6/vB+s+cOYOZM2cyLacNGzZg0KBB0NbWhpWVFe7evQugYp6Ql5fHEdn28/ODjY0N+/vKlSto3749xxusMi9fvoSdnR2bV7x//x59+/bFypUrIRKJsHLlSpiamuLEiROf1MIID8+nDG/M4eHhqTFr1qzBN998w3nRX7t2Dd7e3tDR0WErw9ImDxcuXICBgQEiIyNhYGAADw8PPHjwACKRCPn5+R+cCFTHhz5cSktL4eLiwkn/uXfvXowfPx4ikQixsbFVVi/FE7OMjAyMHj0aK1euhLGxMby8vHDt2jW2n2Qa08pGErF7MwD88ssv6N69O5sEx8bG4saNGzU+T2mEh4ezsIr3798jKCgIbm5uGDx4MDM+HTt2DKtWrWL9VHniKos3z5eCuM9evnwJU1NTeHl5sd82bNgAZWVltsJZuczHRlq94eHh0NPTw7Jly9g23qDDw1NBXl4etm/fjnnz5mHfvn0AKsSER44ciePHj1fZXyAQICsriy0cCAQCeHl54cmTJ5gyZQr8/f0BVDzjJdNLK5oDBw6ge/fuWLp0Kee+Nzc3h5mZGfPGk/de9/T05Cx2+Pv7Q09PjxlBAGDChAmcj/za5Pbt2yxDFVDhIdK2bVvMmTMHnp6eLHRbIBCwayhvH4nfp+np6SguLkZ5eTmSkpJgYWEBFxcXxMTESPWykXwPZ2ZmoqysDNnZ2di8eTP09fURHh7+j3UHBAQgKCgIeXl5uH79OguLiomJwYwZMziLMWIqJ3QICAiAjY0Nyyh16dIlDBkyhIXKi8fXwYMHcfDgQTbXefLkCaZNm8aZB+nq6lbxyFFEOBcPD0/18MYcHh6ef6TyZKekpAQLFy5Ez549q2RSEbssS1vpevr0KRo2bMgmvG/fvoWjoyNsbGxw/vx5hWUvkCx7//59fP/995g2bRrnXGbOnImnT59+8By1tLSwcuVKABXaI0uXLoWrqyuOHDnCmZyJz1UeLSFZz3PPnj0YPHgw3NzcsHPnTjx69Aht2rSBtrY2AODx48dQUlLiTLgA+bx5vhTEYyIhIQG2trZYsGAB9PT0OGM1NDQU9vb2tdnMKnwumhY8PLWF5LPa0tIS48ePx4ABA+Dj44Pi4mJERESgf//+WL9+fZWysurrKLLNgGzabzVFfCxPT0+UlZUhJycHCxcuhL+/Py5cuIDw8HB069atSihObbF27Vo0bNgQd+/exZs3b9C7d288efIEeXl5WLx4MRwcHHDq1CkIBAKFGN3l0awRI6vuTGxsLLS0tFgboqKi0Lt3b4SHh0NVVbXKXEMoFLL52dGjRxEYGMgMOEePHsXcuXOxZcsWFBQU4P79+xg0aBBWrFjByYZYXFyMvn37Ys2aNQCAzZs3w8HBAVOmTIGtrS0GDhzIqVOecC4eHp5/B2/M4eHh+dcEBATA398fBw4cwJs3b7B7924MGTIEO3bsqLZMZaOOl5cXGjZsiAsXLgComGA4Ozsr1MghJiIiAnl5eYiPj0evXr3g5OSEt2/fIjExEW3btkVUVBRn/8oGHX19fSgpKSExMRFARTpqb29vuLi4oKCgQGpZWbSE5GXQoEFo0KAB85R68eIFlJWVMWHCBKiqqmLz5s0A/v4YUIQ3z/864vMuLS2Fnp4eLl68iMLCQqxcuRJOTk44fPgw8vLypJapDT5HTQsentpA8j718fFhz+h9+/ZhyZIlcHV1RXZ2Nl68eFFFVF9WfR15kUf7TV4ePHgAVVVVDB06FGlpaYiLi2OGpMmTJ7M++lQ8/k6ePIlmzZqhUaNGuHTpEtv+/v37/2vvPuOiurougC9AYxQrsWFLLNHHXrD30GxYwIaKihXE3sCGijWKBTuKEqNiixpNQOyKHTX2gAo2RINIwEIvs98P/Oa+jGgSig7I+n9JGO9lzsAwc2bffdYRFxcXZXl4dspoZk1mc2fUIiIixNraWoyNjeXWrVvK7R4eHjJ58mSZOXNmuvtatWqVXLx4US5duiTfffed/Pjjj2JlZSWjRo2S5ORkuXTpktja2iodQU+fPpWbN28qv9eUlBTx8PCQI0eOSP369WX27NkiknqRbu3atbJhwwalIPP+fCEjy7mIKGNYzCGi/2TVqlXSoUMHcXd3lzp16ijFmFOnTkm9evXSTXrTiouLkx07dsjZs2clNjZWfHx8xNDQUCkyiGT/B+GnT5/KqFGjZP78+RIaGipv376Vjh07yvfffy/Tp09XJiwfut/r168rbcHLly+XmjVrKkWOuLi4dMHAapnJEsoslUqlfI8lS5aIi4uLlC9fXlkqIJI6CU8bwqg+J7PdPHmRp6enNGrUSMLDw0VE5PXr17Jx40ZxcHCQ7du355gPMCK5M9OC6HOKjo6W/fv3S1hYmIikdhakLbCrO02GDh2arostO/J1MiMr2W9ZtXnzZhk3bpyIiMydO1dq1aqlXASJi4tTihQ56XVQROTBgwdSvXp1mT59usbt2TXPyGxmTVZyZ94vkPj7+4uNjY0sW7ZMY2nZh7qG1RfN7OzsxNHRUQkZjoqKklGjRomVlZW8ePFCY77wPi8vL5k4caKIiLx580bat28vNjY26YqIaYs/ahlZzkVEGcNiDhH9o5SUFImLi5Nhw4aJSOqVTGtraxFJvToUHR0tL168SHfenj175P79+yIi0r17d5kwYYIMHDhQhgwZIiKphYYyZcqIo6OjiGTPG/n7E0p/f3+ZPXu2zJw5U27fvi0iqTs1NWrUSJmoq1QqefHihTK5X758uXTs2FEmT54sPXv2FJHUNvpKlSrJli1b/vH+s5IllBFpJ/cXL15UggKPHDkiFSpUkEWLFqU75/2fb0a7efKKtI83MTFRfH19pXv37jJmzBiNCbOXl5dGuKW25LZMCyJt8vHxkSFDhoiHh4e8ePFCAgMDpUmTJhqv7TY2NnLw4MF052YmXye7ZCb7Lav2798vw4cP18hd2bFjh1SuXPmDO0fmNNHR0dKuXTvp2rXrJ3sfy2hmTWZzZ9LOGdauXSvu7u5y8eJFiYyMFHt7e5kzZ45cu3btg8+5tI/9p59+km7dusmIESOUwk1SUpLMmDFDevXqpbFTWlqbNm2S8uXLp9uJc8CAAVKnTh2JjY3VKOJkdjkXEWUcizlE9EHqiaF6KYmjo6OYmJiImZmZcsyECRM0lm2oJwBnzpyRunXryqNHj2Tfvn3Kjhv169dXghlFUq/u/NNa8swICQmRbt26KV8HBwfLnDlzxMrKSry9vUUkdTctQ0NDefnypSQkJEiDBg1k27Ztcu3aNWnVqpVER0fLwIEDNa6YnTt3TlxdXTXuK7uyhDJCfZ/v3r2Thg0birGxsdSpU0f8/PxEJHVpl6GhoTg7O6c7N7PdPHmJ+vEGBQXJjRs3JDk5Wa5evSqLFi0SJyenDwZKalNuy7Qg0rY9e/bI0KFDZebMmfLs2TM5d+6cDBgwQKysrMTe3l4sLCyUY9O+ZopkPF8nK7Ij+y0r9+nl5SWlSpVSltOonTt3TmbMmJGl+/mcevbsKe3bt8/2YkFGM2symzuTlq2trfTu3VtWrlwp3333nbi5uUlycrJMnDhRJkyY8NHl32ldvXpVbGxsZM2aNfLo0SPldvXFpvfHqzZx4kRp0KBBus5kddeyWmaXcxFR5rCYQ0TpBAUFiZeXlzx69EiaNm0q169fl9u3b8sPP/yg7OazefNmadasWbrtwJ88eSJVq1ZVOjv8/PzEyclJ+vTpI0uXLhWR1F0f5s+fn21bT86ZM0cOHDigfLDt3r27GBkZKd0JMTEx0rp1a42OFfU6c0tLSxkxYoSIpBZC3N3dxcPDQzp37qwcu27dOo2xvj/JyUyWUFZNmjRJCZJ2d3cXY2Nj2blzp4ikXmlTLwtSy45uni+deuK7Z88eadiwoXTq1EnMzc3Fz89Pbt++La6urmJra6vsiJJT5LZMCyJtSUxMFBMTExk5cqTUr19fXFxc5MyZMxIZGSmrV6+Wn3/+WWJjY0VENIJfRTKer5NdMpr9llnq94jXr19LRESExMXFSXBwsNSsWVNcXFw+eE5ueU35p+VDmZHRzJrsyJ25fv26tG3bVvk6KipKGjZsKHv27JHExEQJCAj46HgXL14sLi4u4ubmJq9evZLHjx+LnZ2dzJw584OFFPVSrQsXLsiWLVtk27ZtkpycLIsXL5ZatWppXNRQ/42oH2dWl3MRUcawmENE6ahUKhkzZowYGBgohY6EhATx8fGRQYMGSevWrcXU1FS5IqiedCQkJEjbtm2lVatWsnbtWrl8+bLEx8eLubm51KlTR/n+FhYW4uTklC1jXb9+vTRu3FiCg4M1Jj+LFy+WSpUqiZ+fn/j5+YmFhYWytEo9sZo8ebJUrlxZZs2aJdevX5fXr19Lw4YNpWjRosr3cXV11ehGel9WsoQyIu2Wqzdu3JCGDRvKoEGDlH/39fWVli1byuLFi5Xb1JOsrHTz5BVnzpwRkdRJeps2bZSdvjw9PaVLly7i7+8v4eHhOS5HKLdmWhBpw7p162TUqFEikvoB2tnZWfr37y9+fn4a2R/JyclZytfJLlnJfsuItO8VJiYmMmvWLGnfvr34+/vL8+fPpXXr1mJpaZnlx6Mt2XFhIiuZNWoZzZ1J6927dzJo0CBlQwaR1KVw73cMv2/16tXSoUMH8fHxkcaNG4u1tbVcvnxZ3rx5I6NGjVJCid8XHBwsRkZG8vPPP0ubNm1k/vz5ymMoVKiQHD9+XOP47FjORUQZx2IOEX3Q3bt3pWfPnmJhYSHnzp3T+LekpCTl6lHaSUevXr3EyclJXr58KS4uLuLk5CSnT5+W27dvy6RJk6RBgwZiY2OjZO6IZO3NPCgoSIyMjJQulOjoaLlz547cuHFDUlJS5PDhw9K8eXMxMzNTJh7q8W7cuFGMjY3l+vXrsmHDBhkzZoxcuXJF/vrrLzE1NRVra2uZO3euNG7cWMkbSftYM5sllFlubm5SpEgR5XH4+fmJpaWlzJgxQ+mOunXrlhw7duyj3yOj3Tx5hYODg8Zzsnfv3krIqUjqz2rgwIEa5+SESWhuz7Qg+tRu3rwpu3fvVr7etWuXtGnTRilyvn79WoyMjMTe3l4p2qhlJV8nKzKb/ZYdbG1tZdmyZXL79m2pXbu2RtdP//79le2l85qsZNaoZSR3RkSzU0r93jxnzhzp0qWLBAUFydu3b2XgwIEyderUdPelfj68fPlSxo0bJ9HR0bJw4ULp1auXbNiwQTp27Kjk2KS1c+dO5UKGk5OT+Pr6yuXLl8XIyEhevHihFKru3LmjdEK///NR+6/LuYgoa1jMIaJ0wsLClInEvn37pF27drJ3717566+/xNLSUkJDQz84eVRPAkREQkNDZdmyZeLk5CR79uyR+Ph4uXz5shKKLJL1/Jj79+9L586d5e3bt/L06VMZN26c1KhRQ4yNjcXW1laio6Pl9evXyuQh7ZgPHDigXDEKDg6WTZs2KVs3JyQkyPr16+XXX39VHpN6rFnJEsqq33//XcqVK6d8UA8ICJDx48eLnZ3dB8N4s9LNk5fMmjVL1q1bJzY2NnL27FlZvXq1LFq0SPndHzt2THr16pUjtk39EjMtiD6Vp0+fyuPHj+XWrVvKbm7Tpk2TBQsWKO9FPXv2TNdloJbRfJ3sktHst+y675UrV8rTp0+lS5cusm7dOhERuXjxokZRJy93+WU0syazuTPqn/GTJ0+kQYMG0rNnTzE3N5eXL1+Kq6urdOnSRfr27ats0pD2vtTnhoSEyJYtW+TBgwfy4MEDad++vYiIPHv2TMzNzdMtrT58+LD88MMPIpK6+9TmzZvF2dlZWrZsqYzv4MGDsnTpUuW+3p/DZXQ5FxFlHYs5RCQi/z8B8Pb2lg4dOsjUqVNl06ZNEhsbK1euXJEuXbqIpaWl0qL+vrSTFvWH3tjYWPHw8JCpU6fK+vXrNa58ZseEMCUlRVxcXKRHjx5iaGgo48aNk+PHj8v9+/fF2tpaWTrzb99DJHVb8V27dsnEiRPF3d1dIzA2bShuZrOEsktAQIBUr15dJkyYICIi4eHhMmnSpHRhiyLZ083zJVO3q586dUqqVasmrVq1kri4OAkPD5eJEyfKyJEjpXfv3tKoUSM5deqUlkf7ZWdaEGWnlJQUWbp0qTx8+FBERPr27Sv9+/eXR48eib+/vyxZskRq1KghZmZmMmbMmA9+j4zm62RVVrLfMuv9YoOrq6vky5dPpk2bptzWokULjZD8vCqjmTWZzZ1J+ztxcHBQimrz5s2TFi1ayIMHD+Tdu3fy+vVr5eKS+r0hbZGlb9++yjK8kJAQsbKykr///lu2b98utra2yvjU9+nl5SUtW7YUZ2dn2bZtm9y5c0cqV64sVlZWIpI696hZs+ZHlxpndjkXEWUNizlEpAgKCpKaNWtKUFCQ9O3bV1q3bi3Tpk2TV69eSVxcnMZa7Y+teU47KVHbs2ePTJgwIVuXHalFRkbK+fPnNVrpRUSsrKyUEOb/KjY2Vnx8fD468chsllB2i46OljZt2oilpaWoVKp/vJ+MdvPkFcnJyTJnzhx5+PChhIaGyqBBg2Tq1Kni5uYmT548kfj4eLl9+7b4+voqV6W1WRj50jMtiLLTtm3bREdHR5ycnOTatWsiIuLs7Cw9e/aUP/74Q0RSs8Lu3r2rnPP+33dG8nWyKivZb5mlPv/SpUvy008/yY4dO+TNmzeyevVqqV+/vmzdulW6deumbLed12UmsyajuTNprVixQtq3b6+xA+iGDRukR48eGs+/D3VlLV++XKysrCQ4OFi5zcHBQTp16iRGRkZK4en951CLFi2kQIECyt9MUFCQtGrVSiwsLMTY2FiZU70/z8voci4iyj4s5hCRYufOnXLs2DG5cuWKGBkZyfHjx6Vjx47St29fjTbgD00e1FeA0kp73MuXLz/NoD9g6dKlGlfQPjSeDxWd1F+n3er1fZnJEvpUrKys5IcffvjXFvuMdPPkFSkpKbJ48WJZsmSJctu1a9fEyclJ5s6d+8l2pskqZloQ/bvIyEixtraWMWPGyJIlS5Rugg0bNkiHDh1kz549GsenpKRkKV8nK7KS/ZZZaXc3rF69ujg6OsqECROkcePGcufOHTly5IgsW7ZMNm3apJyT17r8MptZk9ncmfffx8+dOyeDBg2SKVOmKDsohoWFiZmZWbrlXO9/j40bN0rnzp1l1apVGhfRQkNDleWGabt51OctWbJEXFxcpHz58hrdWDdv3tTYgSrtDl0ZXc5FRNmLxRyiPC7tVcD4+HhJSEgQZ2dnZfLr7OwskyZNUia0aaknACdOnBBjY+MPBtt9zgyWv//+W3bt2iWNGjVSJjDqx6f+b0xMjERERCgTmn8a6/tfZzZL6FP6r1t8ZqSbJ6949eqVmJmZydKlS5XbAgMDZcGCBTJmzBjlCn5OwkwLoo9TZ5mJiGzZskWaNm0q06ZNk2nTpikfTr29vaVz584aS2lFsp6vk1lZyX7LioSEBJk5c6Zs3LhRuW3nzp3SpUuXdMWCvPZ+kdnMmqzkzqi/PnPmjFy7dk1CQ0Pl77//ltGjR4utra1MmjRJ+vTpIz/++ONHx/3w4UNJTEwUlUolFy5cEBsbG1m7du1Hu3DTFvUuXrwoCQkJIiJy5MgRqVChwgcLMWmLPxldzkVE2Y/FHKI8Km04bkpKisYHQGdnZ2nVqpVcuHBB6tWrJ9evXxeRD78Zq3d/2r59u4iIVkNiVSqVvHjxQkJCQkQk/SRJJHUybmdnJ/b29ho7Fn1MVrOEPrWMTpD+azfPl079e719+7aMGzdOVq9ereRfPH/+PMdkRDDTgui/OX78uJibm4unp6dER0dLcnKyHDp0SH7++WfZvXu3jB8/XlavXi1xcXHK37q6wyCr+TpZkR3Zb/9V2teTGzduiL6+vvTv318Zh4jIsGHDNLbazmsym1mTHbkz586dk2+++UYcHBykf//+4uPjI4mJibJkyRLp1KmTxtLx94tB3t7e0qZNG5k5c6Y4OTnJX3/9JY8ePZLhw4fLlClT0oUuq3/f7969k4YNG4qxsbHUqVNH/Pz8RCR1GaKhoaE4Ozt/9GeV2eVcRJR9WMwhyqPU4bhpJxVpr77Z2dnJiBEjZOvWrSLy4SVKIqlXggYPHiy1a9fW6GTIicUCOzs7+fHHH+XatWvy3XffKbsr/NtVx8xkCeVk/7WbJy+Ii4sTb29vcXR0FHt7e43d1kS0e0WamRZE/92aNWtER0dHKlSoIBs2bJBJkybJ2LFjZdSoUZKQkCAnTpwQe3t7ZXtvtezI18mq7Mx++y/OnDkjb9++leDgYGnQoIE4OTnJ8+fP5cmTJ1KlShWNTr+8KrOZNRnNnUm7U+Zvv/2mhO17e3tLv379lM6pjRs3ytChQ2X//v0ay7NEUjtiatSoIcHBwTJ69Ghp2bKlDBgwQO7cuSORkZGyZcuWjz7OSZMmyapVq0RExN3dXYyNjWXnzp0iknpxTr3ELK3MLOciok+DxRyiPEwdjqt+I0/L29tb4835Q1tRvnr1ShITEyUqKkrc3d3F2tr6g9k52hIREaHs2pScnCwLFy6UwMBA6du3r/KY7969q7Gl+odkJUsoJ8ot48xO/7SELikpSe7fvy9r1qyRBg0ayJo1a+Tw4cNa/Tkx04Io486dOyeVKlWSsWPHyuPHj8Xa2lpq1Kgh+/fvFxFRujbTyky+zufwsey3rHr69KmMGjVK5s+fL6GhofL27Vvp2LGjfP/99zJ9+nTlPTyvvU9kJbMmq7kz8fHxMmTIEPnhhx9k0aJFEhsbK8nJyXLx4kXp27evkm+3YcMG5fl46NAh+f333+WPP/6QI0eOyIULF+SPP/6QRo0ayd27d8XW1lZatmypsZlDSkqKRlf2jRs3pGHDhjJo0CDlGF9fX2nZsqUsXrz4oz+bjC7nIqJPR0dEBESUZwUGBsLS0hKmpqZYu3YtAKBXr15QqVQ4cODAR88bPHgw3r17hxcvXmDixImoWrUqnjx5gh07dsDCwgLDhw//XA/ho4YPH46vvvoK8+bNQ8mSJeHp6YmpU6eiR48e2LJlCwCgZcuWGDVqFAYOHKhxbkpKCvT09AAACQkJ0NHRwYIFC9C6dWuYm5tj9uzZiImJgbOzM4oXL/65Hxpl0sqVK2Fubo7atWt/8N/v3buH8PBwFC1aFPXq1YOuru5nHuH/S0xMxLx581CpUiWMHDkSALBr1y54eXlhz5490NfXV45N+3wlyssePHiAbt26YcCAAXB2dsarV68AAKVKldI47t27dyhSpAgAwNPTExs3boSxsTEAoH79+rC2toaPjw/Wr1+PPXv2oHDhwp9l/JGRkTh27BhcXV3h7e0NQ0PDLP99q1QqjdeyK1euwMfHBykpKejbty/q1q2LSZMmwc/PD0ePHkXJkiUhItDR0cmOh5QrqB+vn58fChcujLJly6JgwYLKe72BgQFCQ0PRqFEjODk5KeepfzdhYWF4/PgxjIyM8NVXX+Ho0aMYPnw4HBwcMH369A/el9r8+fMRHR2NYsWKITAwEL169cIPP/yAokWLIjAwEN988w1Kly6tHO/u7o7NmzejZMmSqFq1Klq1aoVevXph9erVKFu2LGxsbLBq1SqEh4dj0qRJ+Oabb5RzV61aBWdnZxw4cACmpqY4e/Ys3NzcULNmTcycOROFChXC7du38fLlS5iZmaV7nD4+PliyZAnatm2L5ORkTJgwAXFxcVi0aBGKFy+OyZMno2zZsp/iV0REH6LVUhIR5QgxMTHSrl076devn8ybN09atmyp/NuHlld5enpKx44dRURk9+7d4uTkpCzH8vb2litXrnzG0X/Y/fv3JTY2VkaNGiUDBgyQ4OBgefv2rcyZM0eGDBkia9eulX79+snIkSM1zsuuLCHKWdS/o4kTJypXKtW/24/tbKYNzLQgyrro6Ghp1aqVEvj+vszm63wOH8t+y6qQkBDp1q2b8nVwcLDMmTNHrKysxNvbW0REZs2aJYaGhvLy5csc8Xr4uWU0syY7cmdcXFykbt26yvfavn27DB48WDZs2KDRHa1+Hhw5ckSqVaumjGHevHnSu3dvEUld9mRqaiq//fab/O9//1PmKO93k6m7steuXSsiqVk+48ePFzs7u3/srsnKci4i+jRYzCEiRd++fUVPT09CQ0NF5P8nD2/fvpVnz54px61cuVLGjx+vfO3n5yfVqlXTCMHTpuPHj4utra0ScOzi4iJdunSRK1euyJMnT8TX11emTp0qGzZsUM5RT3aykiVEOdfz588lISFBZs+eLZMnT87xvzdmWhBlXc+ePaV9+/aSkpKi8Tef2Xyd3GbOnDly4MABJWOle/fuYmRkJE+fPhWR1As5rVu31ti16NatW1oZq7ZkR2ZNZnJn1B48eCCVKlWSPn36KLedOHFCrKys5MaNG+mO37hxo+jp6cnFixdFJDX3zdTUVAk4njVrlkyfPl22bdsmIh+fowQEBEj16tVlwoQJIiISHh4ukyZNUpZ0qWV2ORcRfR4s5hCRhrCwMBHRLGD88ssv8ssvvygTmMDAQOnfv79GwaNXr145oiNHJLX4tHXrVhk3bpyyZv3nn38WExMTOXToULrj37/ymZksIcq5YmNjxc7OTkxNTWXUqFHyzTffyOTJk2Xfvn2yfPlyjTDLnICZFkTZ52OB75nJ18lN1q9fL40bN5bg4GCN97jFixdLpUqVxM/PT/z8/MTCwkJevXolInnvQ3hmM2uyI3fm5s2bcvXqVXny5IkkJSVJhw4dxMzMTHk/en/3qbTUc5QNGzbI2LFjZdy4cR98XB+637Sio6OlTZs2Sgfb+3OhDRs2iJGRkXTo0EEcHBzEy8tLEhISxNXVVdnB1M3NTWbMmCEREREfvR8i+nSYmUNEGuS9tdzqr+Pj49G6dWsMGDAAEydOxMaNGxEcHIxnz57B0NAQly9fxqVLl7Q4cs2xOzg4ICQkBBEREejduzdGjx4Nf39/ODo6YuDAgRgzZsw/fq/MZglRzvB+RsSrV68QExODfPnyoVevXmjRogUKFiyIsLAwrFq1SsnO0BZmWhB9Gv/0d/Jf83Vym+DgYFhbW8PX1xelSpVCTEwMHj9+jOTkZNSrVw9Hjx7FvHnzUKRIETg6OsLU1DTda1BektHMmszmzuzevRvW1ta4c+cOhg0bBgsLC5w+fRrz5s1DmzZt4ODggL179+LOnTsoW7YsdHR0Pvr8DQwMRI8ePRAREYG///4bABAXF4eCBQtm+PH37NkTUVFROHnypHJfR48exZgxYxAUFAQRwYIFC3Dnzh3s3bsXmzZtwi+//IJx48bB0dERO3fuRMOGDfP0c4hIW1jMIaKPUr8xq1QqeHp6omLFinByckL37t3h4uKC+/fv48SJE9DT04ONjQ0KFy6stSDWtBOe5cuX4+TJkzh8+DB2796N+/fvIzk5GZMnT0ZERAQiIyPRtGnTf/2esbGx6Ny5M8qVK4eaNWviyJEjuHDhQrr7o5wl7e9m1qxZKF68OAwMDGBiYoJvv/0W06dPR61atTRCr3NCgPCzZ88wZswYHDp0CADw8OFDbN++HXfu3MHQoUPRpUsXODs7Y8uWLbh58yZKlSrF5yBRFsXExKBDhw4oXbo09u/f/0X8TT148AATJ07E7t27ERUVheXLl+Po0aMoX748KlWqhLVr1yI5ORkAUKxYsTz9fjZv3jzs27cPN2/ehK6uLnbs2IETJ06gefPm6N69OwwNDQGkf4/w9vaGnZ0dZsyYgdGjRyMwMBAbN25EfHw8pkyZgmrVqmncz/Tp0xEUFIR9+/ahW7ducHZ2xvPnz7F48WL4+vqiRIkS0NHRwdatW2FjY4N8+fL969jj4uLQqVMnlCpVCjt37kT+/Pkz/XN48eIFypUrp3y9adMmODg44Ny5c2jRogXi4+PRtWtXbN++HWXLloWzszNSUlJQs2ZNDBw4ME8/h4i0ieVTIvoo9RWW3bt3IyAgAB06dMDZs2dx9uxZDBw4EFWqVMHo0aNhb2+PwoULQ6VSaeUDcUxMDH799Ve8fPkSAFC4cGG0aNECAGBtbY2mTZvi4MGDmDx5MooXL/6fCjkAUKhQIZw5cwYqlQouLi7Yu3cvgNRJHSctOZf6dzNu3DhlZ6rly5cjMjISAGBpaQk/Pz+8efNGOUdbhZy5c+fi119/RXx8PCpWrAgdHR00btwYISEhqFq1KhwdHREeHo7bt28DSL2CfOTIEZQuXZrPQaJsoK+vj/Pnz0NXVxfGxsZQqVTI7dc5q1WrhmbNmmHQoEFo3rw5AGDt2rXYsGED4uPjce3aNRQrVgzFihUDgDz9WtKvXz+8efMG/fr1AwDY2Nhg4MCBOH78uDKnANK/R1hYWODEiRNYvXo1Jk6cqHTl6Ovrw8fHR+NYDw8P/Prrr8oumvXq1UNISAiWLl2KNWvWwMDAAPv27cPZs2dha2uLfPnyISUl5V/HXrBgQZw5cwYiAnNz8yw9d9VFK7WRI0fi4MGD6NWrF9zd3eHo6IhatWopO1XNnz8fCxYsSLcTKBF9Zp95WRcR5TKbNm2S8uXLy44dOzRuHzBggNSpU0diY2O1vs7ex8dHhgwZIh4eHvLixQsJDAyUJk2aaOysYGNjIwcPHsz0fXwoS4hyppSUFHn37p3Y29uLiIiDg4NMmzZNRFJ3F7l48aIcOXJEm0MUEWZaEOU0H8vXyY0iIyPl/Pnzsnv3bo3braysNHZlyquyklmT1r/lzpw6dUrKlSsngwcPFh8fH4mOjpYdO3ZIoUKFlODpP//8U6pVqyb+/v6Zfjyf6rmrDko2MDBQblPv8EZE2sdlVkSUjrzXLjtp0iScPn0avr6+ylUZAPD390ezZs20McR09u7di6NHj8LQ0BD29vZ48uQJ3N3dERcXh9KlSyM0NBS///47gMwtkcrMOfR5xcfH4+uvv8azZ89QsWJFjBo1ChcvXkSDBg3w888/AwD69OmDcePGoXXr1lodKzMtiHKeL/113tXVFd7e3vDz89P2ULQiOzNr3veh3Jnw8HA0b94c69evR1JSEk6dOoX//e9/6NixI86fP48NGzagUaNG8Pf3h52dHYYOHZrp5+CnfO5m53IuIspeLOYQkYbk5GTky5cPFy9exL1795A/f370798frq6u2L59O7Zs2aK0basnD9qeACclJaFTp06oWrUq/P39YWVlhXbt2qFevXrYsWMHihUrht69e6NgwYL8QPyFunXrFq5evYqaNWti2LBhOHbsGCIjIzFz5ky0b98eU6dOxbRp0xAQEIDffvtN28NlpgURfTaRkZE4duyYUswxNDTMETlhn9OnyKx53/u5MwBw48YNNGzYEADw+++/4+zZsyhXrhzMzMygr6+PgIAAlChRAi1btgSQswuKvXr1wt9//60UrHLqOInyEhZziCidhw8fom/fvhg3bhw2b94Mc3NzzJo1Czt37sSIESNw6NAhmJqaanuYivXr1+Pu3btYv3497t+/Dy8vLzx8+BB2dnZo0aKFchUpr01e8xo7Ozts27YNU6dOxbx58xAXF4fz58/Dy8sLYWFhKFKkCLZu3Qp9fX2tPxdUKhUWLFiAGzduwN/fH71790bXrl1RqVIlzJkzB/b29mjXrp3WxkdEXw4RQVhYGJKTk1GxYkWtv/59bh4eHli+fDn8/f1RrFgxzJo1Cw0bNsTy5cvh5uaGpk2b4pdffkGZMmXQtm1bAJmbL3ysEJP29gsXLuDw4cP4+uuv0aFDB40Mv5xcyFH7UMGKiLQn42VnIvoi7dq1C3Xr1kWdOnXg4eGBBQsWoESJEoiNjcWwYcOQnJyM/v37o169eul2afjcbt26hXv37qFv374AAAMDA9y9exevX79GjRo1MHnyZJiYmGDXrl2oUaMGypQpA0B7Ibf06aSd/FpZWUFXVxe3bt3CiRMnYGpqCjMzM2Vr2KSkJOTPnz9HfJDR1dXF2LFjERAQgNDQUOW5DACJiYm4d+8eizlElC10dHQ0Am61/fr3OZ0+fRpz586FmZkZLly4gHbt2qFmzZoYNGgQZs2ahaZNmyIgIAAzZsyAl5eXcl5mfkYfK8Skvb1Vq1YoWbIkPD09cfXqVY1iTk4v5ADpg5KJSLvYmUNE8PX1haurK06dOoWoqCgcOHAAT58+xcmTJ7FixQo0a9YMhw4dwoMHDzBlyhTo6Oho9QNxSEgIVCoV3r59i4oVK6JEiRKYPn06ChcujN69e6N69ero1asX7O3tc1QHEX0669atw8OHD7FixQp4eXlh8+bNcHBwwHfffYdp06Zh7969MDAwyPGT5byeaUFElF0+Z2ZNRr169Qr6+vooVKjQJ78vIvpysTOHKI8TEURFRSEhIQGzZ8/G999/j2bNmmHhwoVo2LAhmjVrhsDAQEyfPh1ubm7KJEcbhRyVSoXly5ejZ8+eqFKlCqytraGnp4cFCxbA0tISZ86cQbdu3VCpUiXUqFGDhZw84sCBAzh37pzS3TJgwABUqFABq1evBpC6hew333yjzSH+K3Wmxe7du+Ht7Q2AywKJiLKidOnS2L9/v5JZAwBnz57FgQMHYGZmhu3btyMgIADW1tZKZs3nICIoVarUZ7s/IvpysTOHiAAALVu2xPXr13HhwgUYGRkhODgYtra2ylKrPn36wM7OTqtrurdv347BgwfD0dERvXv3hpGREWbPnq20SDdq1AiPHz9GbGwsateuDQAMPP5CpX0enjlzBnPnzkWdOnWwePFiFClSBADw9u1bxMbGKjuw5eQ8gryeaUFE9Kl8SZk1RERpsZhDlIep//x1dHSwdOlSxMfHY9OmTVi2bBmsra0BpObTlCpVSgm80+ZkJyoqCg4ODihZsiQqVqyIBg0awNzcHO7u7jh48CCGDh2KPn36KMezkPNlUhc6IiIikJSUhK+//hq6uroYMWIEypUrh+nTpys5SWqcpBMREQDcv38fnp6eqFSpEkaPHq3t4RARZRqLOUR5lPoDcVhYGB4/fgwjIyN89dVXOHr0KIYPHw4HBwdMnz5d4xxtfSB+9+6d0m3h6emJjRs3wtjYGABQv359WFtbw8fHB+vXr8eePXtQuHDhzz5G+jzUBbro6Gh069YNhoaGiIyMRPv27eHo6IiJEyfi0aNHWLNmDb799lttD5eIiHIgZtYQ0ZeAxRyiPCjtB+K2bduiRIkSCA8Px7p169C2bVs8fvwYrVq1wvDhwzFv3jytjvXEiRNwdXWFtbU1+vTpg6+//ho+Pj54/fo1ChQogEuXLqFq1aoYMWIERAQFCxZkF0YeMHjwYJQvXx4LFixAWFgYHBwcYGRkBGdnZ7i4uMDBwYGZBERElA7nCET0pWAAMlEepF56NGfOHNja2mLcuHHYuHEjXFxcMHz4cPTr1w8hISGIiorS8kiBe/fu4fjx4wgICEBCQgKCgoKQlJSE5ORkuLm5oWTJkti3bx+CgoJQt25dALlje0/KmICAAISEhKBjx44AgBo1aqBJkybQ1dVFuXLl8OOPP2LZsmUAUp/XAJfZERFRepwjENGXgrNcojzE398fQUFBAICbN2/i9OnT+OOPPwAAdnZ2mDp1KtauXYsff/wR+fLlQ6lSpaDt5r0xY8bg7Nmz0NXVRUBAAMaOHYtXr17h1KlT8Pb2homJCWbMmKEUcujLExQUhD59+uDy5cu4ceMGAKBQoUJwdHTE33//DQAoU6YM7t69iwcPHijnsZBDRERERF8qduYQ5SGXL1+Gs7MzDhw4AFNTU7i5ucHNzQ0zZ87EzJkz0bFjR5QrVw4vX75UzskJV7Bat26N48ePo1u3bihVqhR27dqFV69eKf9esWJFLY6OPqXExEQMGDAA48ePx4gRI5TbJ0yYgOjoaDRp0gTDhw/H8ePHYWpqiurVq2txtEREREREnwczc4jyGG9vb9jZ2WHGjBkYPXo0AgMDsXHjRsTHx2PKlCmoVq2atof4UTExMejQoQNKly6N/fv354hCE31ad+7cgaurK7Zt2wYgdemUSqVCvnyp1yKuXLmCJ0+eICUlBf369VOOYVcOEREREX3JONslymMsLCxw4sQJrF69GhMnTkTNmjUxc+ZM6Ovrw8fHR9vD+0f6+vo4f/48dHV1YWxsDJVKpfVlYPRp6ejo4OzZs7h//z6A1KVTurq6EBEcOXIEenp66NOnDws5RERERJSnsDOHKI+KiYlBp06dULJkSezfvx8qlQp6enraHtZ/9uLFC5QrV07bw6DPYMqUKahZsyYsLS1hYGCg3L59+3bcuHEDS5YsQf78+bU4QiIiIiKiz4uXL4nyKH19fZw9exY6OjowMTHJdd0MhoaG2h4CfSbNmjXDb7/9hr179+LPP/8EkBrgvXDhQvTu3ZuFHCIiIiLKc9iZQ0TscqEc7/Dhw9i9ezdiYmIQHh4OlUoFOzs7DBo0iEuriIiIiCjPYTGHiCAiDBOmHCkpKUnpvAkPD0f+/Plx//59GBoa4ttvv9Xy6IiIiIiItIPFHCIiyhFSUlKgp6eHly9fIiIiAlWqVEHBggX/8RwWIomIiIgoL2JfOhERaZ06gPvFixcwMzODp6cnqlSpgqtXr/7jeSzkEBEREVFexM4cIiLSOnXuja2tLbp164bmzZujZcuWuHTpEsOuiYiIiIjew84cIiLSmgsXLuDu3btKgHGdOnUQHx+PHj16wN3dHYaGhtixYwdOnDih5ZESEREREeUcLOYQEZHWXL9+HTY2NvD19QUAFCtWDIsWLYKtrS06duyI5ORkrFixAsnJyVoeKRERERFRzsFlVkREpFWHDh3C0qVLMWLECAwePBijR49G/vz5kZSUhHv37sHY2BizZs3S9jCJiIiIiHIMFnOIiOizU+9C9ebNGxQrVgxXrlzBjBkzYGJigunTp+P06dOIiIjAV199he7du2ucQ0RERESU17GYQ0REn52IIDY2FtbW1rCyssKQIUPw5MkTODo6wsDAACtWrEChQoWU49UByURERERExMwcIiL6jFQqFYDULcX19fXh4OCA3bt3w9XVFWXLlsXmzZuRnJwMe3t7iAjU1xtYyCEiIiIi+n/szCEios/up59+gqWlJYoXL47g4GBMnjwZxYsXx7Jly1CiRAm8ffsWBgYG2h4mEREREVGOxGIOERF9VmFhYZg9ezZEBFOnTkX16tURGxuLevXqoWnTpvDw8IC+vr62h0lERERElGOxb52IiD65lJQUAEBiYiLKli2LOXPmoFatWli4cCHOnz+PQoUKwcTEBD169GAhh4iIiIjoX+TT9gCIiOjL9uLFC5QrVw7Hjh3D3r17ERMTA3t7e7Rp0walS5eGg4MDihYtisaNG6NPnz4AuHMVEREREdE/4TIrIiL6ZPbt24czZ86ge/fumDFjBhYuXIjr168jIiIC9erVw6BBgxASEoKgoCCYmJgAYCGHiIiIiOjfsJhDRESfzNWrV+Hn54fg4GC8e/cOXl5eAICTJ0/C0dERbm5uaNOmjXI8tyAnIiIiIvp3nDETEVG2U29B3qRJE1haWqJ27dq4efMmPDw8AAAmJiawsLDA/fv3Nc5jIYeIiIiI6N+xM4eIiLJV2mVSUVFRSExMRJkyZeDl5YXbt28jPj4effr0wejRo+Hm5ob27dtrd8BERERERLkMizlERPRJ/Pjjj7hw4QLu3buH4cOHo0uXLggNDcXSpUuho6ODMWPGwNLSkhk5REREREQZxGIOERFluxs3bmDEiBE4f/48IiIisGjRIhQoUAArV67EuXPnkJSUBGNjYwAMPCYiIiIiyihuTU5ERNkuMTERpUuXRkpKCipUqIA1a9bAzMwM27Ztw6BBg5TjWMghIiIiIso4Jk0SEVG2UQcf16hRA9WqVcPJkyfx119/QU9PD6ampnj79q3G8SzkEBERERFlHJdZERFRlly8eBGBgYEYNmwYgP/vttmzZw/8/PwgIihQoACOHz+Ow4cP49tvv9XyiImIiIiIcjcWc4iIKNOSkpKwe/duXL16FTVq1MDgwYNRuHBh5d8fPHiABw8eICIiAo0aNUK9evWQkpICPT09LY6aiIiIiCh3YzGHiIiyJCYmBn5+fjh79iz09fUxZMgQVKhQAQAQGxuL+fPnY/HixQCYkUNERERElB2YmUNERJmmUqmgr6+Pjh07onPnzlCpVFizZg3u378PAOjatSsiIyOV41nIISIiIiLKOnbmEBFRhoWFhaFs2bIAoLFs6ubNmzhx4gTevHmDo0ePomLFiti/fz+A1MKPri6vIRARERERZRVn1URElCG+vr6YO3curl27BgDQ09NDSkoKAKBBgwawtLRE0aJFYWhoqBRyUlJSWMghIiIiIsom7MwhIqIMuXHjBk6fPo3nz5/D1NQUnTp1AqDZofPmzRt8/fXXKFCgAJKTk5EvXz5tDpmIiIiI6IvCYg4REf0nacOLHz9+jOPHj+Pu3bto0qQJBg4cCADcqYqIiIiI6DNgMYeIiDIkKSkJAJA/f37s3bsXFy5cQLVq1WBra4siRYpoeXRERERERF8+FnOIiOhfqcOLt23bhuPHj0OlUqFLly7o378/Tp8+jcOHD0NXVxczZ85E0aJFtT1cIiIiIqIvGkMMiIjoX+nq6uLChQtYtWoV9u3bhwULFmDKlCm4dOkS1qxZg6JFi+LJkycs5BARERERfQbcWoSIiP6TP//8E25ubggMDMTjx49x48YNnD9/Hubm5qhbty569uwJIDVbh4iIiIiIPh0Wc4iI6IPU242rjRw5Eg0bNoSXlxfGjBmDMmXKoEePHihatCgSEhKU49QhyURERERE9GlwmRUREaUjIsquVHv27EFSUhI6d+4MAwMD1K1bFw8ePICXlxcuXryIn3/+GUWKFOFOVkREREREnwk7c4iIKB11d83MmTPh5uYGf39/NG/eHDdv3kSfPn0QGRmJX375BcOHD0fZsmU1ij9ERERERPRpsTOHiIg+6OrVq7h37x7Onj2L/Pnz46effoKFhQXc3d2xdOlSiIhS9OHSKiIiIiKiz4edOURElE50dDQOHjyIkJAQeHl5ITExEUOGDMGuXbvQs2dPHDp0SNtDJCIiIiLKs3SE244QERGQLvMmISEBHh4eCA0NRePGjWFubo6iRYsiIiICJUuW1OJIiYiIiIjyNi6zIiIiqFQq6OnpISkpCWPHjkVycjIqV66MiRMn4pdffsGlS5fw6tUrWFlZoUyZMso5urps8CQiIiIi+txYzCEiysPUuTfqosyQIUNQsmRJ2NrawtHREY8fP4a7uzsMDAxw/vx5FChQQDmXhRwiIiIiIu3gMisiojwsNDQUFSpUAAA8f/4cI0aMwKZNm5TbevfujdKlS2PdunXK8qq0wcdERERERPT58bIqEVEelZKSgpUrVyI0NBQAUL58eVSvXh0XLlxAfHw8AMDV1RXqmr86J4eFHCIiIiIi7eIyKyKiPEpPTw+LFy/GmzdvYGpqit27d8PKygpLlixBbGwsypcvD09PTyUjh4iIiIiIcgYusyIiyoPevXuHIkWK4NmzZ0hKSsJPP/0Ef39/uLu7IyYmBjt27MCbN29QsGBBrFy5EgC4vIqIiIiIKIdgMYeIKI8JCwvDokWL0KlTJ6xYsQLjxo1D165d4eHhAU9PTyxcuBDGxsYA/r+A8/625UREREREpD3MzCEiykPCwsJQtmxZtG/fHj169ICenh66du0KABgxYgRmz56NKVOmwNXVVeM8FnKIiIiIiHIOFnOIiPKIZ8+eYdOmTUhMTESjRo2wYMECvHjxAjNmzFCOadu2LXbt2oUuXboAYNgxEREREVFOxGVWRER5yOvXrxEYGIi7d+9i+PDhiIuLQ5cuXVC2bFmsXLkSNjY2WLJkCYyMjLQ9VCIiIiIi+gh25hAR5QHJyckAgMKFC0OlUuH06dNYtmwZ4uPjcfr0aRQtWhRjx45F69atWcghIiIiIsrh2JlDRPSFU4cX//nnn9iyZQtWrFiBO3fuYO3atShevDjs7OxQpUoVREVFoUSJEgAAlUoFXV3W+4mIiIiIciLO1ImIvnB6enp4/fo1evXqhSZNmgAA6tati1WrVqFIkSKYPXs2bt68qRRyRISFHCIiIiKiHCyftgdARESf3m+//YaePXuiX79++O2337BlyxaUKlUKmzdvxrp16/Ddd98pxzL0mIiIiIgoZ+OlVyKiL9D7K2grV66MtWvXon379jhz5gxGjhyJ8PBw+Pv7Y/To0ShevDhUKpWWRktERERERBnBzhwioi+QurvmzJkz0NPTQ4UKFXDz5k08evQIxsbGAIBFixYhISFBOYdLq4iIiIiIcgfO3ImIvlB79+7FuHHj4OvrC3Nzc3h5ecHY2Bhv375F69atYWJigrZt22p7mERERERElEHczYqI6AsUFRWFbt26YenSpWjRogXevHkDMzMzdOrUCTNnzoSnpyfs7e0BcOcqIiIiIqLchrN3IqIvUIkSJdCoUSNluVWxYsWwadMmvHv3Dl999ZVSyElJSWEhh4iIiIgol+EMnojoC5CSkpLu/7///nvMmzcP4eHhAID79+/jxo0bGjk5enp6n3egRERERESUZQxAJiLK5UREKcoMHToUurq6+Ouvv7B161ZER0ejT58+qF69Oq5evQoPDw8UKFAAIsItyImIiIiIcilm5hARfSG2bt2Kffv2Yffu3XB1dcXJkyfh4eGBYsWKITo6GsnJyahVqxYzcoiIiIiIcjl25hARfQHOnz8PX19fdO3aFYULF4aLiwuqVq0Ka2trnD59GuXKlVOOZSGHiIiIiCh344yeiCiXSttYqV42dfHiRQQGBgIABg0ahMqVKyM6OlpbQyQiIiIiok+Ay6yIiHKhlJQU6Onp4d27d8ifPz/y58+PqKgouLi4IF++fChZsiR0dXVx9OhRnDlzRtvDJSIiIiKibMRiDhFRLqPOvFGpVOjatStq1qyJhIQEDBw4EA0bNsSKFStw+PBh/PDDD3BwcEDp0qWV4g8REREREeV+zMwhIspl1Jk31tbWaN++PYyMjGBnZ4fw8HD06NEDTk5OKFWqFC5duoTz58/DxMQExYoV0/KoiYiIiIgou7CYQ0SUS6TdhSo4OBjGxsawt7eHubk5Jk6ciKJFi2LZsmUIDg6Gs7MzUlJScPXqVVhaWmp55ERERERElJ1YzCEiygXUhZn69evj3Llz+Oqrr2BtbY3bt2+jYsWKcHBwwLNnz3DkyBE0a9YMADBixAgkJCRAR0dHy6MnIiIiIqLsxN2siIhygaioKISGhqJfv34YNmwY6tati+LFiyNfvny4desWDh8+jPHjx6Nq1aowNzdXzitQoIAWR01ERERERJ8CizlERDmciKBkyZL49ttvcfLkSTRu3Bj37t0DANSqVQvjx4+Hr68vqlSpAhcXF+UcIiIiIiL6MnE3KyKiXCA5ORlBQUEQEdy7dw9nz55F7dq1MWLECISEhCA2Nhb/+9//AIA7VxERERERfeGYmUNElEOJCHR0dCAiOH78OFatWoUjR46gdOnSSExMxJUrV9CvXz/cvHkTp06dUs5jIYeIiIiI6MvGYg4RUQ6lDi7W0dGBkZERChcujFevXqFUqVLo2bMnateujcuXL2PUqFEwNDRUij9ERERERPRl4zIrIqIc7OjRo5g/fz569OgBd3d3tG3bFkOGDIGOjg5q1KiBUqVKAQALOUREREREeQg7c4iIchiVSgVdXV0kJCSgXr16mDFjBgwMDHD58mUcPXoUiYmJiIyMRNu2bTFt2jQAYCGHiIiIiCgPYWcOEVEOFBYWhhkzZmDKlCmoVasWAOCvv/7C2rVrsXDhQi2PjoiIiIiItIlbkxMR5QAiApVKpXxdtmxZFCtWDNOmTcO5c+egUqlQsmRJnDlzBj4+Pso5rMcTEREREeU9LOYQEeUAgYGB0NVNfUk+duwYAGDlypWwsLDA7NmzsXXrVuTPnx+DBw9G8+bNAaQureLyKiIiIiKivIeZOUREWiQiiI2NRadOndCtWzdMmTIFnp6euHXrFqZOnYqRI0fCwMAANjY2AICBAweiYMGCSq4OERERERHlPfwkQESkRTo6OtDX18ft27cREBCAoUOHwsHBAW/evIGTkxMAoFevXujcuTNKly6NggULAgALOUREREREeRg/DRARaVlKSgqKFSuGkydPolKlShg9ejSaN2+OUqVKoXnz5mjfvj0aN24MCwsLbQ+ViIiIiIhyAO5mRUSUA6RdNrVgwQJs2rQJnp6eKFGiBAICAjBw4EAAqcuymJNDRERERJS3sZhDRJRDpC3U7Nq1C1OnTsXq1athZWUFILWDR09PT5tDJCIiIiKiHIAByEREOUTajpt+/fqhcuXKmDx5MqpVq4Z69eqxkENERERERACYmUNElCOpVCo0b94c1apVQ0hIiLaHQ0REREREOQiLOUREOZCuri7evn2LMmXKoF27dtoeDhERERER5SDMzCEiysGSk5ORLx9XxBIRERER0f9jMYeIiIiIiIiIKBfhMisiIiIiIiIiolyExRwiIiIiIiIiolyExRwiIiIiIiIiolyExRwiIiIiIiIiolyExRwiIiIiIiIiolyExRwiIiIiIiIiolyExRwiIiIiIiIiolzk/wAWl+T3mavthwAAAABJRU5ErkJggg==", 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", 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", 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", 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pdu7cyaOPPgpUJp7c3dW3ylZr1qxZODk5KTdZ8SOEEEIIIe5m5gLIt/t2N5IiD0IIxdmzZ7G0tCQgIEBJilQtIGwwGNDpdDRt2pSTJ09Su3ZtZTsUgLe3N97e3pw9e5ZffvkFf39/kpOTcXBwIDc3l/z8fJ577jmWLl2KXq/ngQceICYmhmPHjil1daytrUlJSSEtLY1mzZqRl5dHWloaPXv2ZNKkSfTp04eSkhJatmxJamoqXbt2VWrXXN3xysLCguDg4H/i0v0lU6ZMYcKECcrX+fn5ktARQgghhBBC3DRJ5gjxH2ReSaPRaKoVIt6zZw8WFhZKR6ZLly7x3XffsXXrVlxcXBgxYgR169YlPDycAwcOcO+991YrahwREUFeXh516tTh3XffpVu3bjRv3pwTJ06QlJREcHAw9evXZ+fOndXm06JFC5YtW8bZs2c5ceIEGRkZ7N+/n969e1NWVkZubi6tW7fm9ddfp6CggKZNm+Ll5aWM79+/fw1erRszJ7f+Kmtra6ytrWtwRkIIIYQQQoj/AtlmJcRdypxkMZlMSvLG/LVWq0Wr1aLRaKioqCA3NxeAo0eP8txzzxEUFMTHH39MdnY22dnZjBo1igYNGrBgwQKgMvly5MgR5THNCaFGjRpx+PBh7rnnHkpLS/noo4/o2bMndnZ2XLhwgcaNG2NjY8OSJUs4dOgQ//vf//jss89o3rw506ZNo1+/fqxcuZIXXniBhx9+GDs7O7788kvq1q0LQPv27bnvvvuqJXJqitFovOa6Xa1qIic1NZW4uLgan5cQQgghhBB3Cg2VSYfbebs7N1nJyhwh7mhlZWUcPnyYU6dO8dNPPzFw4EC6dOkC/J5gqbr6pqSkBBsbG44dO8Z3331Hfn4+X375Jd27d+fVV1+lWbNmHDt2jJdffplWrVopXaRWrlzJpk2buHjxIocPH6Zx48bMmTPnmsevX78+SUlJWFtbM2vWLA4cOICtrS0ODg4cP34cV1dXFi5cyNSpU/nyyy/x9/dn6NChmEwmevToQY8ePa45R80/tMfVnPTS6XT89ttvXL58mY4dOwKViR3zFq709HSsra1xdXXlvffew8bGhhEjRjB79mwcHR15/fXXMZlM/9i8hRBCCCGEEP89sjJHiDvYzJkzad68OadPnyYsLIyIiAgAioqK2LdvH4cOHSIxMZEOHTrQoEEDJk+eTHFxMUajkSVLlhAWFsa5c+fw9/dnyZIlPPDAA/j5+WFnZwdUJotef/11DAYDkydPplWrVpw+fZrQ0FCKi4spKyurlrTw9PQkLS2NlJQU6tSpw5AhQwBo2LChsmUqKCiIL7/8ki1btrBo0SJat279jyY+TCYTBoMBg8FQ7X6NRqOstMnIyGDlypV888037Ny5E61Wy4oVK6hTpw59+/bl/fffJyMjg5CQEH755RdeffVVcnJymDJlivJYQgghhBBCCFFTZGWOEHew+vXr07NnT15//XXlvvnz57Nx40bc3d1p1qwZFy9epH///vTv358PP/yQcePGsWDBAnx8fGjatCk2Nja0bNmSJUuWYGFhgclkIi0tjQYNGmBra8tXX31FQUEBAJMmTSIoKAidTkdpaSnHjx+nYcOGwO+rV2bOnKkUJDYnNZo2bfoPXxm4ePEiy5Yt48CBA5SUlDBs2DDuu+++akkbs5KSEo4dO0Z8fDz79u3D0tKSL7/8kl9//ZVBgwYRFhbGDz/8wPHjx8nIyGDy5Ml88MEHTJs2DT8/P+6991569uyJvb29rMoRQgghhBDi//0buknp7tKNVpLMEeIO1rBhQ0aPHs3atWvZu3cvLi4uODk5kZiYyLp16wAICwvj0KFD2NvbM378eJo1a4bJZEKv11NUVASAh4cH5eXlFBcX4+3tTWZmJgUFBTg4ONC9e3ceeeQRrKyscHNzU2JPmTIFe3t75WutVovJZGLMmDH/2PkbDAaysrLw9vaulkQpKSnhww8/JDk5md69e2Nvb8/ly5cBKC0t5bPPPmPHjh14eXkxZ84cCgoKmDx5Ml5eXjz33HN4enqSlZXFs88+S506dYiPj2f58uUcO3aMsrIyAgMD6dmzJxUVFdStWxe9Xs+BAwdISEigdu3aN30eDnXq4ai3velxk7On3/QYgNnusarG3S6NnW1UjbPSqv/B7eOtVzWu9TujVMeMbKi+FpTh3HFV41LefP3PD7oB16hAVeN03fqpjqm9eFbVuKKgFqpjHq9Q/7x4zxyvatylMxdVx6zVNEzVuJJarqpjWvmqey2YMhNVx+SH5aqGWbS5V3VIU2CU6rEaCytV4wwZyepjxrRSNS6zyUDVMb20harGXTFcW5fur0oIaK96bLlRXdwQnfqfL5lFf71xQlVeFiWqYzrmJKgaZyrMVx2zIjVe1biyy+pjXv5ikeqxnqMmqxrnqlW/0cWUeFTVOLcG6juhZhSp+/0mNb/0psdkFpSriiX+OknmCHEHCwgIoLCwkOXLl9OoUSM6derE+fPnadu2LTk5Obi5uWEymcjKysLe3h5ra2s8PDzIzs4mJCSEs2fP0rx5c5ydnTEYDMTFxfH4448rLbRXrlzJm2++yYYNGwgKCqJp06a4ulb+wj969Ohr5lPTK1LMBYnN9WtWrVrF4sWL2bRpU7VkzvHjx1mxYgWnTp26Zuz+/fvZsmULAwcOJCEhgYEDB/LNN98QGhqKj4+PstLI0tKSEydOEBISgtFopHnz5rz33ntERVX/Zf7ll19m0qRJFBQUMGXKFEaOHKnU2hFCCCGEEEKImiDJHCHucLVr12bGjBmEhoYCUFBQgJWVFenp6bi5udGsWTM+//xzXn75ZTZv3kxERAReXl7Y29tz+PBhBg0ahJOTE506dUKr1RISEsIHH3yAq6urkjQZNUr9agM1zMWINRqNMgeg2v9DZSv0srKya75nbptufqyq31+wYAGPPPIIDz30EADh4eGkpaXh7e2tJMf0ej2enp7k5ORga2tLWFgYJpOJnTt3EhQUxK+//srFixeJjIzkxIkTNGvWjGHDhmEymbh06VLNXRghhBBCCCHuIDpN5e22zuH2hq8xUgBZiDtcVFQU69evV752dXXF0tKSlJQUAKZOnUpJSQmxsbG89NJLdOjQAY1GwxNPPMGTTz4JgLOzM6NGjVJWpbi7u1+TOKkpRqPxhsWIq84hIyODjRs3MmPGDI4dOwaAv78/JSUlSmt1c+ImJycHFxcX8vLylG5b5hi5ubk4ODgojxscHMyJEyeUpE5JSeUy5qioKBISEnjjjTeIi4vjgw8+4NSpUzRt2pTnn3+e3NxcnJycmDt3Ll27dsVkMjF+/Hj69OlTcxdLCCGEEEIIIZBkjhB3vPr167Nz507laycnp2r1cKKjo5kyZQpbtmzh4MGD9OvXD5PJRO3atVXVd1EjNzeXlJQUjEYjzz//PBcuXFC+p9VqrylIHBcXx4cffsiwYcPYt28fAK+//jqrVq3C1dWVmTNnEhcXh7u7O46Ojsp2KnPCxtfXl+zsbHJycoDKOjnmxFDTpk3ZtGmTEqtWrVoYjUY8PDw4d+6cUuy5d+/ehIeH88MPP3D69GnCw8OZPXs2x44dY8+ePYwYMYKAgABq166NhYWFFD0WQgghhBDiKpUrczS3+Xa7r0LNkGSOEHe4Nm3a4OHhoXzt5+fHq6++yoMPPqjc5+DgQK1atZSvazLxYN4iVXW1zbx58/j000/RarX8+uuvxMdXFsWrqKjgu+++46mnnuLjjz8mPz8fk8nErFmzOHHiBC1btlTObc6cOUyePJmgoCC2bdumJGSCgoKUlTrmlTmtWrWitLSUzz//HABra2sSEhL44YcfGDx4MDY2NjzwwAO0b98eGxsbunTpQkhICN26dVNqAun1eoYPH87mzZuVa2ltbV1j100IIYQQQggh/iqpmSPEHa5ly5a0bNlS+fqfXCFiNBqVBIp5dY15W1NVgYGBJCUlAVC3bl3OnTtHx44d2bp1K4sXL6Zz585s3bqVwsJCYmNj0ev1NGrUiCFDhiiPsW/fPl577TVatWpFly5dlAROREQEJ06cAH6vixMeHs7AgQOZPXs2o0aNIj09nfT0dB555BE6d+7MxIkT2bx5MwEBAdSvXx+AkJAQQkJCauxaCSGEEEIIIcStIskcIcQfSklJQa/X4+LiQkVFBRYWv79tXK+uTlxcHFu3buX06dM88MADdOnShVq1anH8+HFycnKIjIzk9OnTAGzZsoXY2FjGjBlDbGws3333HZGRkbRs2ZLVq1fz888/Y2VlxQsvvMCvv/5Ko0aNmDZtGlu2bFFaoIeHh/Pdd98B1RNZbdq0ITIykhUrVtCzZ0/q16+Pn58fAC4uLgwYMKDGrtmNlJaWUlr6e2vH/Hz17TeFEEIIIYT4t5MCyDVHtlkJIa5hMpkoLy8H4PHHH2f58uUA1RI5AKdOnWLy5Ml06tSJzz77DKhM0BQUFNCiRQv27dvHxo0biYmJoby8nLS0NKKjo0lPTycjIwM/Pz9l+1dISAhOTk4UFRUxePBg1qxZw1NPPUVxcTEbN27E39+fc+fO8fnnn/PNN99QXFxMRkYGkZGRREdHA9cmlzw8PBg7diw9e/ZUEjm306xZs3ByclJu/v7+t3tKQgghhBBCiDuQJHOE+I8xmUzExcWxcOFCRo0axcqVK6t939wS3NLSEoD27duzf/9+Nm7cSO/evVm4cCEAV65cYfHixeh0Op5//nm6dOmCwWBg1KhRdO7cmTNnzrBmzRp27NiBl5cXOp2O5ORkIiIiyM7OpqKiglq1arFjxw4AfHx8WL9+PVFRURw5coQVK1awceNGsrKy6Nq1K/3798fPz4/du3dz3333sWXLFjw8PAgJCWH+/Pn/7EW86noZDAaMRuOfHjtlyhTy8vKUW3Jy8j8wQyGEEEIIIcTdRrZZCfEfs2/fPl599VVq166trIwpKSnBwsKC+Ph4IiIiSElJYdmyZXTp0oWOHTvy4YcfEhoayv3338+vv/7K+++/T69evfjuu++UejVmv/zyC++//z4dOnRgzJgxrFy5EisrK5ycnEhPT8fLywuAy5cv06tXLxYsWMALL7zAhQsXqFu3LhEREezYsYPNmzcTEhLC888/r6xgmTdv3j9+veD3wsoajYa1a9cSFxfH0KFDqVWr1k21cLe2tpYiykIIIYQQ4j/D3FHqts6Bu7OdlSRzhPiP2bNnD/Xq1WPOnDnV7t+/fz/33XcfGRkZWFlZkZqayvnz52nfvj0mk4levXoRGxtL06ZNGTZsGIMGDVKKHpeXlyvtuT/88EPGjBlD165d+eKLL8jLy6OoqAhnZ2fOnz8PVCZFzpw5Q0xMDEuWLOHbb78lLCyMe++9F51OR8eOHenYseM/el2MRiOnTp3i9OnTNGjQgKCgIEwm0zUFnXU6HXl5eeTm5lKrVi1+/fVX5s2bR3JyMg8++CCjR49WVjUJIYQQQgghRE2QZI4Q/yEmkwkHBwd27drFunXr0Gq1tGnTBgcHB+rWrausGvH09MTd3Z309HRcXFywsbHB19cXg8FATEwMBoOBiooKbGxs2L9/P02bNlVimAsZb9u2jStXrlBcXExSUhKNGjUiIyMDk8nEokWLlBU6QUFBTJgw4R8596u7bJnvW7ZsGS+++CJBQUHodDpCQ0MZNmwYTZo0oaioiBMnTmAwGGjWrBkBAQFUVFSQk5NDRUUF27ZtY/jw4dSqVYs1a9YwY8YMpk+fXuPnI4QQQgghhPjvkpo5QvyHaDQaBg0aRHl5OW+88Qaff/45rVq14rvvvsPGxgYbGxvOnj0LVHZ8ysnJASpbi3/xxRfodDrOnDlDREQE1tbWDB06lI8//piHH36YevXqsWnTJqZNm0ZISAhWVlaMHDmSbdu2ERkZSZs2bejTpw8ajQY/P79/bPWKyWRSkjbffPMNzz77rFLfxvxfOzs7WrZsyU8//cTGjRtxcnLiu+++o6CggO7du/PMM8/w9ttv88EHHxAdHY3RaCQ/P5+MjAzeeecdNm7cyMSJE1myZAl5eXn/yHkJIYQQQgjxb6fV/N7R6nbdtHfnLitZmSPEf421tTVr164lPz+fpKQkvvrqK1auXEmnTp2IiIjg0KFDhIWFkZOTw6lTpwCIiYlh8eLFFBUV8dVXXzF69Gjs7e0ZM2YMe/bsISkpiRdffJGYmBiAf2SlzdWKi4sBsLW1rXZ/1dU4Hh4exMfHU1JSgp2dnVLvJjo6mqysLAoLC5U27PHx8SxbtozWrVvz+uuvk5iYSKdOnXj88cdxdHQkLS2Ntm3bYjAYlHpCderUwd7e/p87aSGEEEIIIcR/kiRzhPgPMhqNODo6UqdOHe6//37efPNNSkpK6NatG6tWreLkyZMcPnwYe3t7kpOT6d69O15eXrRs2ZJ27drRqFEj5bFatGhBixYt/vFzMBgMbNmyhbS0NB5//HE2bNhATEwMkZGRyjHFxcWcPHkSgIYNGxIZGUlBQQGXL1/Gzs5OSfTUrl2bsrIyDh48SHFxMT///DMvv/wy8+bNY8SIEZSXlxMUFISbmxtpaWl4enqSk5ODvb09wcHBxMTE0Lx5cwAOHTpESEgIjo6Of/lcTE17Y7qJ481sSv+8g9bd4NfLJarGuVvpVMeMCvRRNc5UXq46ZsWO5erH5qtbEVaQkqs6pku4v7qBZeqeTwBjXo6qcY6Xz6uOWceztuqxyVmXVY3LTVD/vFQUn1Q1ru6zA1XH1NjoVY0zZKWqjmkoq1A1zmQwqI5ZGrdP9Vj+QsfD649TP1/D+aOqxnk2DlIdU1NYqmqcvf7mfwaa2Vmq32hgpVH3vFimqbu2AN6OtVSNM6Hu3xmAITNFXcy/8X6NhboV2EUX1b3PA1SUlKkeW+ag7nmxdvFUHdPoX1fVOJPqiOBqq+53I4PJ6qbHaAoqXwNSALnmSDJHiP+Y0tJSDh06REJCApmZmWzevJnWrVvj5ubG4MGDcXNz49SpU0yePJmoqCgcHR3x9/enW7du/+g8y8vLiY+PJzIyEoPBgEajqdY5SqvV0rx5c+zt7SkpKWHTpk388MMP+Pv788gjj7BlyxYWLVqEp6cnzs7OTJw4kdjYWHQ6HWlpafj4VH5YN5lMWFhY4OPjw5gxYwgLC6NHjx40bdoUvV5PcnKyEtfS0pILFy4QGhrKjz/+SHFxMRMnTuTjjz/mpZdeIiUlhQ4dOvDKK6/cVDJHCCGEEEIIIW6GJHOE+I+xsrIiPT2dFStWEBERwbBhw+jUqRMA9vb2DBgw4LbMy2QyYTQalaRNYmIiy5cv59VXX1W6ZgFkZmZiYWGBq6srly9fZvbs2YwbN479+/djYWGBu7s7Tk5O9OjRg6FDh1JRUcGQIUNYsmQJb775Jj4+PsTHx9O4cWOgcpWSTqfDzc2NCRMmMGzYMCVWz549+fbbb7GyssLS0pLQ0FAiIyM5ffo0AImJiTz00EPUqVOHjIwMoqKi8PDw+GcvnBBCCCGEEOI/R5I5QvzHaDQaHnjgAR544IHbNgej0YjJZEKr1SpbnTQaTbWkTVhYGGPHjsVgMHDixAnWrVvHjh07uHDhAo0bN2bmzJkYDAZOnz6NRqNh2rRpxMfH8+yzzyoxhg8fzokTJ3B2dsba2prMzEyioqKUIs9VRUREcOTIEcrLy9Fqteh0Onr16oWdnR3vvvsuJpOJ4cOH4+3tjbu7O+3atQMqk1ARERFERET8A1dOCCGEEEKIO4e5CPFtncPtDV9jpJuVEKJGHDt2jHnz5jF06FBWrFiByfT7Dl9zsqRqceLExERmzpxJt27d+Oijj8jPz+e+++5j377KGgVLliyhf//+nDx5Emtra5YtW4ZOp8Pf35+EhAS8vLxIS0vj4MGDACxduhSNRsO+fft4//33KSgoICsri9jYWM6dO0dFRfV6C+Hh4Vy+fBmTyVQtqdS5c2fWrVvH+vXr6d27NwAWFr/nwc3nUPX8hBBCCCGEEKImSTJHCHHLpaWlMWPGDOLi4mjTpg2ffvopb731FgUFBQDs2LGDJ554goYNG7Jy5UqgMlmTnJzMxIkT6datG3Z2djRq1Ij4+HgCAwNp0qQJTk5OAPTt25fi4mIuXryIj48Pp0+fJiAgQGk1DuDu7s7Zs2cpLCxk7dq1nD9/nqNHjxIWFkZWVhYlJZVF/cyJm86dO7NkyRKsrK5f4M1gMGD4g8KZmttc2E0IIYQQQgjx3yHbrIQQt9yLL75IaGgoM2fOBKBJkya89tpruLm5MXToUL7++msiIyMZP348ERER7Nu3j8TERCZOnEh0dLTyOLVr1+bo0aM8+uijBAUFkZmZCYCPjw9Hjx5l5MiReHp6cu7cOXx9ffHy8uK1116jcePG9O/fn1OnTtG4cWPuueceZs+eTWhoKCEhIaxfv/6aOf9ZMqbqah0hhBBCCCHEn5NtVjVHkjlCiFuqrKwMS0tLwsLCACgpKSE2NpaYmBh2795NgwYNOHPmDP/73/+qjSsvLyc4OJjS0lIsLCzQ6XRERUWxa9cuNBoNFhYWLFmyhFGjRhEfH09FRQW1atXCxcWF+Ph4AAYPHkxhYSGBgYH4+fkxY8YMXnvttX/8GtxIaWkppaW/t23Nz8+/jbMRQgghhBBC3KkkmSOEuKWMRiOOjo7KlidLS0sAmjVrxsaNG/H29ubChQsAFBUVYWdnpyR+1qxZw8MPPwxAQUEBISEhnDlzBqhcpePj40OPHj3Izc3ljTfeAKBr16506dIFgFq1ajFjxoxq86naJct8u11mzZrFtGnTblt8IYQQQggh/kk6jQbdbS5HoOPuLIcgNXOEELeUlZUVTk5OymoZc1LHzs4OR0dHvLy80Gg0HD9+HDs7OwBsbW0ZNmwYq1atYvDgwbRu3ZrvvvsOT09PunfvTnFxMR4eHgQHB/PZZ5+xZ88eWrduDYBer8fe3l6JbzQaq9W2MXfJqto561YyJ4v+iilTppCXl6fckpOTb/l8hBBCCCGEEHc/WZkjhLiltFotbdu2ZcKECYwZMwY/Pz8A3njjDfr164dGo+GFF15g1qxZXLp0icTERD7++GM6duyInZ0diYmJhIaG0qBBA3Q6HXPnzgUqEz75+fmkpqbi5eWFwWC4bh0brbZmctQmk+m6yaCqq30yMzPx8PC4YdLI2toaa2vrGpmfEEIIIYQQ4r9DkjlCiFuubdu21KtXj2nTpuHs7Mzp06ext7enV69eAAwaNIiIiAjKysqIiIjAw8MDk8lE8+bNad68ebXHMidtGjduTExMDO7u7kDNFST+o6SNWUVFBWfPniUqKoqEhASGDx/OxYsXiY6O5uOPP8bFxaVG5iaEEEIIIcSdRMe/oACy6fbGrymSzBFC1IhFixbxzTffEBcXxyOPPELHjh3x8PBQvt+0adNqx5uTJVXr28DvSRu9Xo9er//b80pNTeXs2bM4OjrSsGFDjEZjtdU8Vydtzp07R0JCAsHBwaxdu5bJkydz8eJFBg4cyNq1a9mxYwctWrT4VxVaFkIIIYQQQtzdJJkjhKgxDz30EA899NANv3+9VTA1tU3qp59+4qmnnsLKyorAwEAiIiLw8/PD09NTOcZgMLB9+3agckvUyy+/TEBAAF5eXlhYWLB3714A/Pz88PDwID8/H3t7e9asWYNWq6VNmzbUr1+/WtJKCCGEEEIIIW41SeYIIWqUwWBAo9FcN0lzKwsSG41GTCbTdbdfXbp0ieeff56lS5fSsGFDAOLi4rC0tOSLL74gISGBF198EZ1Ox/Tp05k7dy62trYcPXqUTz/9lKCgIE6ePImdnR0XLlwgMDAQFxcXzp49S58+ffD19SU1NZWpU6fStm1bJk2adFMJHW1hNlpt6Z8feBVbW/ebHvNfEmRnqXqshY26H4+l6SmqY9qGRqkeW3BeXTHtvAt5qmMWZeaqGmeffl51zNLzp1WN0/sEq475d5aGX05Ud32TUgpUxwzSqUuIGwvVx1Sbgjfk5aiOmZ+Yrmqc7YWTqmOaSopUjy1Ky1Q1riRX/fPi1kjde6BlvrprC6AtUTdfnb36P4JYlqt/Xsot7VSN02alqY6pUXuuhnLVMbUOzupCZqWqjqmxUPf6K8q8rDpmQar6sT6X1f0cLT11UHVMG0c3VeOKrRxVx7TQqvuhVlzx15p9VFViqByj/Rd0s9Le5vg1RbpZCSFqlLmT1K1kMBiu6SKl1WpvWEdnz549REREEBX1+4flmJgYXFxcuP/++9m4cSMHD1b+MLawsMDBwQFfX1/at29PdnY2ADY2Njg5OXH27FkA3N3dOXz4MAAtW7akb9++vPrqq1haWlJaevOJGSGEEEIIIYT4qySZI4T417u69bdOp6u22sdoNLJ9+3amTJnC0aNHrxm3a9cu6tati8lUWf3s5MmTzJs3j+XLl+Pg4MD999/Pzp07Wbt2La1bt8bW1hZLS0v8/PyUFuu+vr5YWVmxZ88eAPLy8vjtt99IS0vjhRdeICYmhpdeeomgoCClg5cQQgghhBBC1ARJ5gghbquCggKWLVvGxx9/THn5tUuITSaTkrTJzc3l/PnzLFu2jM8++4xHH32UBg0asHjxYrZv305qairz58/n119/BSpX8EDlKpqsrCyuXLkCwM6dO/nyyy/ZuHEj58+fZ/jw4VhYWPDKK69gMBgIDq7ckuHj48OZM2cAsLKyYuDAgfz44480a9YMW1tbevTogaOjI8OGDePHH3/k4MGDjBw5ssavmRBCCCGEEHcCnebfcbsbSTJHCPGPMa+MefPNN5UVLl988QXff/89vr6+SvKlpKSEEydOkJubi0aj4f3332fcuHEMHjyY3bt3s3z5cj799FOmTp3Kc889x7x58+jUqRNLly7F2dmZH3/8sVq8evXqkZuby8mTlbUSRo4cyd69e3FzcyM+Ph43NzfatWtHdnY2ubmVdUCsra3x9vamuLhYmX+zZs345ptv2LdvHwsXLmT06NE4ODgQGhqKt7c3cO0qIiGEEEIIIYS41aQAshCiRlyvU5X56759++LmVln0bevWrXh4eKDX6ykvL+eLL77gzTffxMXFhY4dO/LCCy/g4eHB4sWLeeedd2jTpg3l5eWsWrWKqKgoKioquOeee5QkSnR0tJLMMa/oad26NefPn+fpp59m3bp1FBYWsnPnTnJycggNDVXG3XvvvXTu3BmoTOYMGjTomnMwz9tcs+fqOj011Y1LCCGEEEKIO43uX1AA+XbHrynyqUMIoYrRaOTkyZMsXbqUH3/8kbKysmrfvzoJkpGRwa+//kpubi4XL15k6dKl7Nu3j7S0NNasWUN2djZ79+5lx44d/PTTT+zatQuTycTs2bNp0qQJHh4eREdHAxAeHk5WVhYAnp6e6HQ65euIiAjS0ys7cZgTLdbW1gwdOpQJEybQp08fBg8ezKFDh+jfvz8BAQFA5TaquLg4GjVqdMNzuPr8blRwWQghhBBCCCFqkiRzhBDXZd6idL37li1bRkhICKNHj+a7776joKAAKysr5biysjIOHjxIXFwc+fn59O3blw4dOvDuu++SmZlJSUkJ69ato1mzZrz//vtERETQp08fvLy8OHbsGD4+Pmg0GgYNGsS2bdvw9/enuLiYkpISAGJjY8nLq2z56+npiY2NjZLA8ff3JykpiaKiomrJGJ1Ox2OPPcbevXvZu3cvH3zwAT169FBW0tx///1ERUXh4uJSMxcUKC0tJT8/v9pNCCGEEEIIIW6WbLMSQlRjTthoNBq++eYbdu/ezRtvvIFWq1W2FdnZ2dGmTRuWLl2qjNu/fz9vvPEGq1at4vLly3zzzTd4enpyzz33cOHCBU6cOKEc6+TkRFlZGTk5OQQHB5OSkgJAaGiossJGo9FQUVGBnZ0dlpaW2Nrakp6ejq+vLw4ODmRlZXHixAmio6Px9vbG3t6e0tJSfH192bBhA7a2tjc8R6PRqGwDMydz1q5de8uv5dVmzZrFtGnTajyOEEIIIYQQ/wb/hgLEtzt+TZGVOUL8RxUXF1cr7mum0WiUFS0eHh7Ex8crK2LMiY/o6GgyMzP57bff+Oabb1i0aBEhISHs27cPABcXF4KDgykoKCAwMJCLFy8ybNgw3n77bXbt2oW3tzcajYbExETc3NywtrbmwoUL2NnZERMTw0cffURKSgqLFi3igQceAMDS0pLExEQl2fTxxx/j4eEBwOjRoxk0aBDW1tYAhISE/OEWKa1Wi06nu2X1bcz1c/7MlClTyMvLU27Jycm3JL4QQgghhBDiv0WSOUL8RxgMBjZu3MiiRYsA2LBhAxcuXKh2THFxMYcOHeK3334DIDIykoKCAi5fvgz8XkMmJCSE4uJinnjiCVauXEl6erqSlMnKysLS0hJ3d3dyc3PR6XQcP36cMWPGcOXKFUaMGEFmZia1a9fm7NmzADg6OrJ//34AFi5cSFxcHPfffz95eXn06NEDgCVLltCnTx80Gg0mk4k+ffooyRy4/rawmlA1TtVVTH8lMWRtbY2jo2O1mxBCCCGEEELcLNlmJcRdory8nPj4eCIjIzEYDNckGLRaLc2bN0ev11NSUsKmTZv44Ycf8Pf355FHHmHLli0sWrQIT09PnJ2dmThxIrGxseh0OtLS0vDx8QEqExg6nQ5nZ2dmzZpFy5YtlRje3t4cOXKEzp07U1paSl5eHklJSURERBAeHo6HhwenT5/GYDDg4uLCsWPHGDBgAP3798fOzg6AwMBA5s2bV23uRqOxWi0bc1KpasesP1qJo8b58+fJzs6mbt26yoqfqnEMBgM6nQ6DwUBiYiIHDhygfv36REZGXreTlxBCCCGEEP810s2q5sjKHCHuUCaTCYPBoGzvSUxMZPny5QDVthBlZmZy6dIlNBoNly9f5qWXXiI7O5v9+/ezf/9+iouLcXJyokePHvzyyy+sXLmSsrIylixZAoCPjw/x8fFKXHO8gIAADh06hNFopLS0FIDmzZvz448/kp6ezvHjx0lMTCQtLY1PPvmE+vXr069fP1q1akWtWrWYMGECU6ZMAWDChAnce++9SgytVqucn8lkuuGql7+bMCkrK1O2mlVUVFS7nunp6ZSXl1frWHX+/Hl27txJcnIyOp2Ob775hvDwcObPn8+CBQuYNWsWubm5ksgRQgghhBBC1ChJ5ghxBzAajUpiw8zcGtuc6AgLC2Ps2LEYDAaOHTvGrFmz6N69O+3atePpp58mOTkZg8HA6dOn0Wg0TJs2jYEDBzJjxgycnZ2xtbVl+PDhtGvXjtzcXLKyssjMzCQ6OpozZ85cM6fIyEjOnj2LRqNRVq48++yzAHTs2BGNRsOzzz5LREQEjzzyCAkJCezbt48xY8YAlV2o7O3tlcczGAzVHt98frc6MWJO1iQlJSlbugAsLCyU61leXk6zZs2wtrZWumbNnz+fnj17MnfuXF5++WVKSkoICgoiNTWVN954g23btmFhYcHOnTtv6XyFEEIIIYQQ4mqSzBHiX+LYsWPMmzePoUOHsmLFimqJG3PB3qqJjcTERGbOnEm3bt346KOPyM/P57777lOKEC9ZsoR+/fpx8uRJrK2tWbZsGTqdDn9/fxISEvDy8iItLY2DBw8CsHTpUjQaDfv27eP999+noKCArKws6tSpQ3x8PBUVFdXmGx4eTm5uLuXl5cp93t7evP7665w8eZIZM2bQo0cPfHx8lM5S5qTU9VRdAfN3FBQUUF5ezpEjR5g/f74S18yc/AoICODJJ5+kTp06QGUNoVatWtGyZUsWLlxIXl4eU6dOJT4+nszMTN577z3i4uJYt24dDg4O/O9//6NevXrY2dmh0+kwGo2EhoaSmpr6j9XvEUIIIYQQ4t9Mq9H8K253I6mZI8S/QFpamrJCpk2bNnz66ackJyczcuRIHBwc2LFjB59//jm//fYbkydPpl+/fixZsoSLFy8yceJEQkJCsLOzo1GjRsTHx3P//ffTpEkTnJycAOjbty979uzh4sWL+Pj4cPr0abp3714tyeHu7s7Zs2cpLCxk7dq1nD9/nqNHj9K4cWOysrIoKSnB3t5eSbp07tyZe+6555pzMW+Rqloc2JyEulXdo65mrl8THx/PnDlzeOSRR6hfv75yfubVNpaWlhQWFvLJJ5/QokULfv31V5KSkpg1axazZ8/m/fffJzAwEAcHBywtLfH39+fSpUu4u7sTFBREUVERdnZ2DBw4kEWLFmFhYYGnpyenT58mIiICR0dHCgoKyM/PV679X2G0dcZod/PFkPWXzt/0GIDGzjaqxgH8erlE9dg7icmoLiFXkJShOqalg/2fH3QDhalZqsZVlFT8+UE34Bziq27gX+j8diOll6+oGmebk646pqWV+uelVpNAVeNsXNT/G7Vz16sap3Px+PODbqD0/GlV4ywc//r75NVcwv1VjdO51VIdsyj+rOqxlg52qsZVFJepjqnVqyuyb9JZqY5pSFF5jbwiVccst1R3bQFUvtVDeAvVMbWX1XWyrHBT/+9Fo+J3DACNhbqfLQDGonxV46xd1L/nOgR4qR6rLclTNU5jYak6ZoV7bVXjylW/cNXLLCz/84OuklOo/ncM8dfIyhwh/gVefPFFQkND+fjjjxk2bBhvvvkmBw4c4Ouvvwbg66+/JjIykqVLl/LAAw+wb98+EhMTGTduHJ06dSIoKAgLCwtq167N0aNHcXBwICgoiMzMTKCy7s3Ro0cJCgrC09OT+Ph4fH198fLy4rXXXuP111+nefPmtGvXjsaNG5OUlMTs2bNp2rQpYWFhrF+/vtqWKPjjejXm4starfaWbZMyGo3K7WrmBFNQUBBOTk5kZ2fj5OTExo0bqaio4Nlnn1W6eOn1et577z1CQkLw8PCgoqICjUZDamoqy5YtY8+ePeTm5gLg7OzMxYsXMRgMuLq6Kt234uPjlYLNISEhSicue3t7UlJSlOsuhBBCCCHEf5lGp/lX3O5GkswR4jYrKyvD0tKSsLAwAEpKSoiNjSUmJobdu3dz+PBhzpw5w3PPPUedOnWwtKz8C0B5eTnBwcGUlpYqW5eioqJISEhAo9FgYWGhFDE2b5OqVasWLi4uSkHjwYMHU6dOHQIDA/Hz82PGjBmcPHmS9957j65duxISEnIbrkjlSpurt2OZk0PXW90TFxdH9+7d6dKlC2fOnOHixYsAvP3226SkpDBy5EjWrFnD+fPnMRgMREZGUl5ejre3NyUlJWRnZ/Ptt98SFhbG1q1b6dixI/v27aNevXqkpKQQFhaGlZUVX375JefOnWPTpk1ERlb+FbF27dqcO3cOgLZt2zJ8+HACAgJq+AoJIYQQQggh/sskmSPEbWY0GnF0dFRWnJiTNc2aNeP48eN4e3tz4cIFAIqKigCUxM+aNWuwtrZGp9NRUFBASEiIUqy4du3a+Pj40KNHD+bMmcPzzz8PQNeuXfn0008BqFWrFjNmzODRRx/FxsYGjUZTrUvWP1H7paysjAkTJpCamqrcp9PpqtXQMZlM7N+/nxUrVtC7d29l5Yv5mr355pt0796dLVu2UFhYyKlTpwBo0aIFBw4cIDw8HL1ezy+//MLmzZtp3LgxdnZ2ODs7Y21tzcmTJ6lXrx4jRozg3XffpX379uzduxc/Pz9OnTpFVlYW77zzDk5OTgwYMIDg4GB69eoFwLvvvsu0adMwGo0EBwdf08pcCCGEEEIIIW41qZkjxG1mZWWFk5OTslrGaDSi0+mws7PD0dERLy8vNBoNx48fV4r12traMmzYMN5//302bdpEfHw8o0eP5t5776V79+4UFxfj4eFBcHAwEydOxMvr9z3Een31egrmpI05eWLuInUrXR3j6vOfMmUKHh6V9RpKS0tZvnw5mzdvpkmTJgwdOhQnJydGjhxJbGwsQ4cOxcHBAahcrVNSUkJRURGxsbHodDoGDx7M0aNHKS0tJTY2loMHD9K3b18ef/xx4uLiWL16NVFRUTg6OmJnZ4elpSXp6ekkJCQwatQoSkpK0Ov1TJ48GY1Gw8CBA9Hr9djZ2TF16lSmTp1abf46na5a+3STySStyYUQQgghhAC0Og1a7e393VgKIAshaoRWq6Vt27ZMmDCBMWPG4OfnB8Abb7xBv3790Gg0vPDCC8yaNYtLly6RmJjIxx9/TMeOHbGzsyMxMZHQ0FAaNGiATqdj7ty5QGXCJz8/n9TUVLy8vJQiwdeLfyudPXuW6dOno9frefPNN7G3t78mhsFgICsri71796LT6Thy5AihoaEMGDCA77//no0bN9KvXz++/vprcnNzmT59OiEhIQQGBnL//fdXe6z09HSioqKUOjf+/v5s2LCB3NxcGjVqxOeffw5Ahw4duHLlCpMmTSI4OBiorInj6+uLnZ0d7u7uDB8+nNjYWGULFYCvb/Uir+bEVNV6QFWTN5LIEUIIIYQQQtQ0SeYI8S/Qtm1b6tWrx7Rp03B2dub06dPY29srW3kGDRpEREQEZWVlRERE4OHhgclkonnz5jRv3rzaY5mTNo0bNyYmJgZ3d3fg1rX+Nq88ubrdt/n+r776ipiYGMaNG4deryc3N5eff/6ZAwcO0KFDBzp27MicOXPYvn07ISEhjB49mt27d3Pw4EEGDBjAzp07qVu3Lg8++CBeXl6sWbOGn3/+mS5dunDs2DEAKioqsLCofPvy8fHBw8OD5cuX8+CDD1JRUcGePXuIj48nJiaGPXv2AJXJrS5dujBu3DgGDx4MgJubG+PGjVPOo2/fvtecr9ForJaMqqmOXEIIIYQQQgjxV0kyR4h/iUWLFvHNN98QFxfHI488QseOHZWtRwBNmzatdrx5BYjRaKzW/tuctNHr9ddsqVLLnKh5+umn6dmzJ/fcc891V9tYWFiwfft2Ll26RGFhIU888QTbtm1j7969xMTEsHPnTvLz8+nYsSPr1q1j9OjR1K1bl/T0dJYtW0Z6ejoBAQE4Ola20AwKCkKv15OXl6d01YLqCRVra2v69u3L7t27adSoEd7e3jz22GOYTCYiIyP59ttvlWOdnZ2ZN2/eDc/velukbmXyprS0lNLSUuXr/Hx1bTuFEEIIIYS4I+i0aG73H0M1/3w793+CJHOE+Bd56KGHeOihh274/ZpONtyo3ov5vrfeektZEXPy5Ek2bdrEsWPHOHbsGJMmTaJdu3Z4enqSnZ3NpEmTOHz4MBs3bmTcuHEkJyfz1VdfkZCQwOzZs3FwcFC6PoWFhZGRkYHJZMLPz4+VK1cyYsQIfH19Wb9+PY899hhlZWVKceerz9nT05N58+aRm5urFIc2a9WqVbWvzSuKqj7G9bZL1YRZs2Yxbdq0Go0hhBBCCCGEuPtJMkeIfxmDwYBGo7lukuZWJBuqJmyuTt782eNv3bqVd955hy1btrB9+3ZmzJjBjh07SElJ4bXXXqN379689dZb3Hfffdjb2xMQEMC6deuwtrbG1dWVp556ig4dOuDo6Eh5eTmXLl3C2dmZ2rVrU1FRQW5uLr169eKzzz7jySefJDExkdatWxMQEEB5eTlDhw6lsLDwuiuO3N3dlS1l5i5c11ttcyuTX1dvwfozU6ZMYcKECcrX+fn5+Pv737L5CCGEEEII8W+i0WrQ6G5vTUkNd2dNS0nmCPEvc6tq25SUlGAwGK5JfFTdnlU1EXHlyhXWr1/PPffcg6ura7Ux5oRISEiI0kK8Xr16uLm5KQWDly9fzu7du2nevDm5ubkUFxcTEBCAq6srixYtUlquX7p0CVtbWywtLTl//jy1a9dW5nX+/HliYmL47LPP2Lx5M/feey/t2rXDwsICCwsLpb36n6mJgsTXS7JptdpqhaWr1vK5Hmtra2lbLoQQQgghhPjbpJKnEHcJk8mEwWAAoLCwkB07dnDo0KFqx5SWlnL48GE2b96MVqvl2LFjtGzZkitXrpCYmMgbb7yBlZXVNY9tToiEh4dTXFxMfn4+YWFheHp6UlBQgKWlJXq9npSUFKysrHBzc+P06dNAZfHmcePGMXv2bIYNG8aUKVMAaNy4MWVlZUqM5cuX07NnT6CyqPHQoUPp0aNHtWSUuZNUTTGZTJSXl3P69GkOHz5c7Xs6na5aIqe4uJiPP/5YSeS0bt2ao0eP1tjchBBCCCGEEP+cDz74gODgYGxsbGjUqBE///zzHx5fWlrK1KlTCQwMxNrampCQED799NMam5+szBHiDlFaWqqs6jAnNaqu4tFoNMrXGo2Gn3/+mTNnzrB37166d++Oj48Pjz76KFZWVvj6+nLy5EnGjh3LyJEj6devH0FBQUyaNAl7e/vrxjev5HFxceHkyZM0a9YMJycnTpw4QbNmzfD09CQxMREABwcH9uzZQ/369Zk5cyYrV67kwIEDNGnShPbt2wPw+uuvV3t8Nze3al+bTCalBbjZrdoidb3HhsrrZmlpSXx8PMeOHSM2NpbCwkIcHR15++232bZtG3l5ebzxxhs0bNiQ9evXk5CQQKNGjahTpw4RERG3ZH5CCCGEEELcDbQ6DdrbvM1Kq2Kb1YoVKxg/fjwffPABrVq1YsGCBXTv3p0TJ04odT+v1q9fPzIyMli0aBGhoaFkZmZSUVHxd6d/Q5LMEeJfymQy8dFHH/H111+Tl5dHdHQ0M2fOxM/P77pJjRMnTrB3715++OEHNBoNBw8eRKfTERERgaenJ7Nnz+bZZ5+lfv36/PDDD4wdO5bevXszePBgTp8+zZtvvsn48eOB37cLVd02ZF4REx4ezoEDB2jWrBm2trbs2bOHZs2aERgYSFZWFgAzZ86slpzp168f/fr1u2bOf1RzpmqHLjVKSkr47bffOH78OIWFhQwdOhRnZ+cbPvbly5f57bffSExMZPHixZw7d45FixYxd+5cvLy8sLW15e2330an0/Hkk08ye/Zs1q5dy3PPPcfkyZN577330Ov11bZdCSGEEEIIIe48b7/9No8//jhPPPEEAO+++y6bN2/mww8/ZNasWdccv2nTJnbs2EFCQoJSsiIoKKhG5yjJHCFuI6PRyO7du2nduvU13/vxxx/Zvn07zz//PPXr1yc5OZlLly7h5+fH1q1bmTdvHklJSYwfP54hQ4Zw9uxZ5syZw6xZs3jwwQfZuXMnmzdvZurUqdjY2HD69GmWLVtGWFgY3t7evPTSS8oWJmtra7y8vPjmm28YMGAAwcHBvP322+Tn5/Pqq68Cvydz6tSpw4ULFwAYN26c8mY1dOhQZe4tWrS45nzMNWeqJlJuZTHiq40dO5YTJ05Qv359XF1dOXz4MK1atUKj0bB//3727t1Lx44dqV+/Pj/99BMffvghAL179+bee+/l9OnTPPvss8TExDB+/Hji4uI4ePAg586dIyUlhYyMDKByu9jbb7/NyZMnuffee9HpdDfsCnYjuvwMdKbCmz5Hk1Zd0shKqz5J5m6lLmaQnaXqmGr9erlE9di0zQmqxo3r3kh1TF2v8arH+odvVzXOve5u1TGtAsP+/KDr0NTtrDqmo8r3DGNoM9UxTTaOqsdaOV5brP2vcK+jvjC6zkrdv7XTHy1THdOnRZSqcVdSs1XHLC8sVjlO/ftC5sHTqseWXSn784Ouw8HP9c8PuoHSLdtUjfNWHRE0Fupef5bZ6t5zAawq1D+nJq26j0KmS2mqY5bnXFQ1Tmfnojpmyd6NqsZZ+IaojmkqVfe8lOTkq46ZcyJV9Vj3R66/Mv3PmCrKVcfUHPtR1TiH2E6qY2aXq/s3Guh08zUfrQqvLd1wu+XnV3993aieZVlZGQcPHmTy5MnV7u/SpQu7d1//d6fvvvuOxo0bM3fuXD7//HP0ej29evVixowZ2Nra3rqTqEKSOUL8g8zbo7RarVJMt3v37sTHx+Pp6Vnt2BkzZjBmzBi6du0KgJeXF1C5ambp0qX06dOHfv360blzZ5ycnIiOjiYyMlLpjmRpaUlRURG7d++mY8eOeHh48MQTT/DKK69UixMfH09WVhZLly5lz549PPPMM6xZs4ZatWrxyy+/KPM2r9CZMmUKWq0Wk8mkbJkyq5rEuHrVza1crWIymZTHv17S5LXXXsPCwkJ5szWZTOTn52NpacmCBQtYtWoV0dHRvPrqqzzxxBM0bdqU9PR0nnzySR5++GHOnz/PwoULSU5OJiYmBi8vL3bv3s1TTz2FXq8nJOT3X24yMzMZNmwYV65c4fnnn2fu3Lk13uJcCCGEEEKIO4FGq0VTg3/A/Utz+P8/Sl/dRfaVV15R/nBdVXZ2NgaDQfn8Zebl5cXFi9dPyCYkJPDLL79gY2PD6tWryc7OZsyYMVy6dKnG6uZIMkeIWywjIwNPT0/Onz+PpaUlvr6+SlKjanLDnIyoV68ep0+fxtPTU0mGFBcXo9Pp8PPzA6i2dWfPnj3o9Xpat26NnZ0d/fr148yZMwQGBhIbG0tmZiZQ2arb1taWkpLKv4z06tWLJUuWsHz5ctzc3Pj5559p2bIlOTk5JCcn06FDB6Kjo4mIiCAvLw9PT0+aNWt2zbzNiZzrJW1udQvwqsWOr+5Qdb3kkHlehw8fVpJgxcXF2Nra4uTkRGZmJvv37+fpp5/mvvvuY968eWzevJnw8HDat2+vxNNqtVhZWSmduxo2bMgPP/xATEwMOp2OnJwcEhMTsbGxYfny5Wzfvp3U1FSeeeYZ9u7dS/Pmzf/2uQshhBBCCCFuneTkZBwdf19x+2ddZq/+A+0frb43Go1oNBq+/PJLnJycgMqtWn369GH+/Pk1sjpHulkJ8TeYO0gZjUYAdu3axerVq9FoNOzcuZODBw8qSY3c3FyWL1/O8OHDmTRpEvHx8QAEBwdz8OBBAOVxsrOziYqKUrYzmRMoUJnYcXBwUOYQHh7OiRMnCAwMxMbGhvT0dKAycxwUFMQ777zD7NmzCQsL48UXX+Srr75i/vz56HQ6wsLCePDBB1m7di0mkwkvLy8eeughnJycaNeuHZMmTbrued/qpM2NulRdvS0rOzubjIwMzp07x5AhQxg2bBi//fabcl00Gg0FBQUEBgZSWFi5bcnGxkZ57IyMDPR6PcHBwQC0a9dOOc7Z2VlJhLm5ueHu7s6FCxcoLi4mOjqaPn360LNnT1q1akXHjh05dOgQNjY2DBkyBCsrK4KDg1mzZo0kcoQQQgghhPgXcnR0rHa7UTLH3d0dnU53zSqczMzMa1brmNWqVQtfX18lkQMQFRWFyWQiJSXl1p1EFbIyR4i/KC8vj6+//prOnTsTGBgIXLtCpFWrVjRo0ICKigqOHj3KN998w7PPPsv06dOJjY3l7Nmz9OnTh5MnT7Jw4ULmzp1Ls2bN2L9/P/D7ShRnZ2c8PT3Zu3cvAwcOpLS0FBsbG6AySaPRaFi5ciUvvPACFRUVXLp0CQ8PDzQaDefOnQMq36z69u1LcnIyvr6++Pj44OjoyNq1a697flevtDFvq7pVzMWU161bx7x58xg7diz3338/cG1CyGg0cuHCBX777TeKi4spLy/n559/Zt++fYSHh1OnTh3uv/9+4uLieOmll1i/fr0yf41Gg7e3t9JZq7y8HJ1Oh06nw9/fH6PRyPHjx6lTpw7+/v5s376dhQsX4uDgoCTY7O3t6dWrF3369OGHH35g7ty5jB49moYNG+Lq6kpY2O+1QqpuuRJCCCGEEEL87k7sZmVlZUWjRo3YunUrDzzwgHL/1q1blc8vV2vVqhWrVq3iypUrSnfgM2fOoNVqld0Wt5okc4S4AXNixZwksLS0pGXLlkptm6KiIs6ePcu6detwd3dn2LBhpKWl8dZbb9GkSROaNGnCsWPHePnll2nTpg0VFRU4Ozvz/fffs27dOi5dusSZM2do2rQpn3/+OfB7UsPBwYEuXbrw+OOPc/jwYerXrw/AmjVrCAoKYvDgwUyZMoVmzZopNXQAHnzwwWoZZhcXF2bMmHHNuRkMBiXe1UsFb9X2KKPRiE6n48KFC6xevZq2bdvSsGFD9u/fT6dOnejZsycmk4mMjAx+/vlnAPr06UNOTg7vv/8+27dvp0OHDgQFBfHDDz/g6OhIXFwc8+fP55133mHGjBk0bdqUn376iZycHKV7lr29PS1atGDEiBFUVFRgZVVZfC0jI4OLFy/SpUsXPvjgA8rKyti3bx9DhgxBp9NRq1YtioqKKCkpwcbGhoCAAH7++edq19O87cx8jhqN5g87cgkhhBBCCCHuPBMmTGDQoEE0btyYFi1a8PHHH5OUlMSoUaOAyjqiqampyuewgQMHMmPGDIYOHcq0adPIzs5m4sSJDBs2TAogC3ErFRQUVNuqdLWqNWqKi4vJyMjA29ub7Oxszp07R/PmzXnuuefIzs6mfv36HDlyhDFjxrBw4UI8PT0xGo307NmTbdu24e7urjzO66+/jq+vL6NHj2bDhg2cOnWKTp06kZubC1RPpLRo0YIJEybw2muvkZKSQlFREWFhYbz33nv4+vry7rvvAlC7dm1lTFTUtR1FzFuYqq4gutWts00mk1LYGaqvWPL19eWpp55Cq9Wye/dutmzZgq+vL5988gmPPfYYQ4cOxd7eHhcXFzZu3Minn36KhYUFJpNJKdZ8+vRpfH19AbjnnntYsWKF8tgajYaLFy9Wa4XeunVr6tevz7hx4+jYsSMJCQkcPHiQp556il69elFUVMSOHTvw8/Nj5MiRQGVNoatZW1tfk9Qz+yc6cgkhhBBCCHEn0+g0aG7zyhzNTa7MAejfvz85OTlMnz6d9PR06tSpw4YNG5QdGunp6SQlJSnH29vbs3XrVsaNG0fjxo1xc3OjX79+vPbaa7fsPK4myRxxV7pecaqtW7cyffp0UlJSqF+/PkOHDqVXr17Vjo2Pj+fSpUs0adJEafsdFxdH69ateeWVVzh69CgnTpzgvvvuw9LSEm9vb15//XWys7Pp168fZ8+eVWqt6PV6SkpKSElJISoqCktLS5YtW0ZBQQEA06dPp169euj1evLz8zl37hyhoaHVzsHcaamiooLIyEjs7OyU71VN4vyRW5FsuHz5Mrt37+bYsWMkJSXRo0cP7r333mrX2nwNTSYThw8f5vDhwxQWFjJ27Fg++ugj0tLSaNeuHWVlZXh4eNC5c2fWrFmDh4eHktFu1KgRJ0+eJCgoiCZNmlBaWoq1tTWOjo5UVFRQVlaGj48PWq2WxMREgoKCcHFxIT4+npiYmGrz+eKLL1i4cCHLly8nJCSExx57jAYNGgAwYMAABgwYcM15Xu91cys7U5WWllJaWqp8fXV7RCGEEEIIIcS/w5gxYxgzZsx1v7d48eJr7ouMjGTr1q01PKvfyZ+UxV3l5MmTrFu3Ttn+YpaYmMgHH3zApEmTSEhIYMyYMcyZM4dNmzYp3Y+aNGnCww8/zJdffgnA6tWriYyM5PTp0yxatIhatWoRHh7OlStXAPDz86Np06aUlZXh7u6Op6cnubm5uLm5kZ+fj1arxdXVlUuXLlFRUYGNjQ2tW7dm5MiRjB49GldXV6X47tNPP33dJILJZKJu3bo0bNgQOzu7G64SuVXKysrIysoCft9mVlhYyMyZMxk+fDjFxcW0a9eOFi1aAJVbzTQaDYWFhQwZMgSAdevWMXbsWH777TfKy8sBsLW1paysjE6dOvH444/TpEkTQkJCOHXqFF27dlWuQ4MGDUhKSsLV1RWj0ajMxcvLi/z8fHJzc7G3t8fCwkIpGu3h4UFycnK16waVSayRI0fyzTffMHfuXHr27Iler1eOMxqNGAyGG3bMqgmzZs3CyclJuV3dHlEIIYQQQggh/gpJ5og7lsFgqNZJCuDIkSO89dZb1xx78uRJcnNz6dmzJxqNho4dO/Lss8/yzjvvAPDKK68wZ84c9u/fr2xf+u6773j44YeByuK9lpaWeHh4UFxcTGFhIT4+Phw5ckRJWJw7dw6j0Yi/vz+5ubmkpqYyePBgvvrqK7y8vNi1axfvvvsuYWFhdO3aleXLlzNlyhSgcs/l9QrpVl3tUvXrW8Wc0AAoKSlR6tFUjWVra0tERASTJ0/m1VdfpV+/fri6ujJz5kwWLFhARUUFer2eVatWUVhYyMqVKxk+fDivv/46zzzzDFCZcCkqKiI/Px+9Xk9iYqKyQichIUFpn56RkUFmZiZhYWGUlpYq3bwcHR3Jysri0qVLADz22GNKIbF33nmHJ5988k/PserrBCqTPTqdrsYTOFVNmTKFvLw85VY1CSWEEEIIIcTdpnKblfY2327vNq+aItusxB3j6kKz16v7UrduXSXxUfXYQ4cO0alTp2pjmzZtyrRp08jPzyc1NZWgoCCgsraNra0tRqNRqWVj7uzk5OSEvb09Fy5cICoqioULF/LWW2+Rn59PeHg4UVFRpKWlUbduXYqLi2nQoAHz58/HxcVF2SIVERHxl86vqr+bcCgtLSUpKYmwsLBqW4mqxrOxscHT05PMzEyl85T5GFdXV3788UcKCws5ceIEAwYMwM7OjrKyMi5fvoy7uzsxMTGcOHGC4cOHM3v2bHbu3ImVlRVDhw4lICAAqEzWBAUFcerUKTIzM+nduzcvv/wy8+bNIyAgAL1eT4sWLbC0tMTX11d5Ljt37kz79u2VujiPPfYYUJnkMnf5upGaqGlT9Rpeb2vWjVhbW9+wBaIQQgghhBBC/FWyMkf8K5gL6Fb9+mrmD+Xp6elA5T7FIUOG0Lx5c1asWIHBYMDX15fy8nIyMjIAlNUYRqMRjUbD5cuXlceztbXF29ubCxcuEBERwfHjx5X7AXr27MmyZcs4fvw4Fy9e5LffflNaXB8/fhx3d3fatGmDyWTCx8eHKVOm4OTkRFRUFE8//bRS/8bX11dJ5JjncvUqkarn93eYu0iZ9ezZk+LiYnQ63TUrblJSUvj222+ZNm2a0s7czc2N4uJiMjMzq10/Hx8fkpOTOXbsGO3bt6dly5b4+/uTn59PdnY2ADExMfzwww+0bduW77//nvfee4+ysjI+++wztFotdnZ2JCQk4OPjQ2ZmJmfOnMHPz49JkyZRUFDA7t27GTZsGKGhoQQGBvLCCy/QunVrTCYTTk5O1Qocm+dW06tqzK/Dq5+vqnHN/5+YmKhcNyGEEEIIIYSoSbIyR/zjqm4ZMplMLFmyhAceeAAnJyflGI1GQ1FREZmZmQQFBVFaWsrzzz9PUVERu3btYvfu3VhYWDBw4EBatmxJ79698fLyon379ri6unLixAm8vLyU1S7h4eFs27aNCxcu4OzsDMDRo0dxcXGhdu3aREVFsXr1aurWrcvZs2exsbHh2WefZfHixYwcOZJLly4xaNAgxo4dy6RJk/D39yclJQWDwUCrVq3o3LnzDc/xardqpciPP/5IZGSksoLFXIS4aszvv/8ejUbDyZMn2bx5M926daNBgwYMHz6cBQsWcPnyZcLDw1m4cCEPP/wwtWvXxmQykZqaio+Pj3Ieer2eNm3a0K9fP6VNur+/P/v27VMSZA4ODpw9exaAvXv3YmFhgZubGw4ODsqqmytXrhAQEMBjjz1GnTp1gMqVSuZE09X+aNVLTay4uXp11I06VsXHx5OXl0fDhg158cUXWbZsGX5+fjz99NM89NBDt3xeQgghhBBC3Im0Og3a27zNSauim9WdQJI5okbk5+fj6Oh43e9dvT1l9erVGI1GnJyc6NChAzqdjhEjRnDq1CmCgoJ45plnaNu2Ldu3b6dnz56cOHECgG7duvH555+zcOFCduzYQceOHWnfvj3BwcEcO3aMDh06KDG7devG7t27mTNnDsuWLQNg06ZN1KpVC71ez5NPPsnq1at56KGHcHZ2pl+/frRp04ZBgwYxcOBArKyslMcyn5enpyd+fn7KdqSqiYCaWDFiMBiqJWzS09OJiIhQrmN5eTlnzpxRum/5+PgwZMgQOnbsSGhoKE5OTvj6+vL8889jbW3NtGnTSEpKYvv27SxevJiAgAAGDx6MtbU1KSkpNGnSRInt6uqKjY0Nhw4dUpI5ISEhuLi4sHDhQpKSksjJyeHw4cMALFiwgEuXLtG4cWMeeeQR7O3teemll5THa9++fbVzM68o0mg0102m/B1VE0Lm1UVlZWW0adOm2mqfqq3VobJOUnJyMkePHsVoNJKamsq9995LcHAwq1ev5tixY8ycOZODBw9y9uxZZdvfzWy7EkIIIYQQQgg1JJkjakRMTAwbNmwgNja22ofb7Oxsfv31V7KysrjvvvsoKSkhLS2N6dOn06BBA5o1a8b69evp0aMHK1asYN68eXzwwQf4+PjQsWPHavVGtmzZwv79+/nf//5H+/bt2b59OwBRUVHExcUBv6/+cXR05JlnnmH+/PnUr1+fwsJC6taty/vvvw+Ai4sLw4YNY9iwYdXOw7ytypxsqFqnx8HBgYkTJypf38qVItern1M1dllZGffccw8XLlzAz8+PWbNmsWrVKho2bEhiYiL79+9n5syZ1KtXj127djF48GCGDBlCdnY2Li4uAKxfv545c+bQpUsXunTpwtatW3nyySdxdHRUtrKZnzcnJydsbW1JTExU5uDm5sbIkSOZMGECBw8eZMKECcrzY241fjXza+HqhIdGo7luDaRbQaPRkJyczFNPPUVCQgKhoaH4+PhQUlLCgAEDqq1qOnXqFF999RVjx45l1KhR2NnZER0dTUREBLt27aJly5YEBwfTuHFjdu3ahYeHB1euXKFv375069aNyMhI2rZtWyPnIYQQQgghhBBmkswRNaJu3bocPXqU2NhYDAYDFhYWHDp0iHfffRej0Yher+fy5cuMHDmS4cOHk5CQwOzZswE4duwYK1eu5KOPPsJoNNK1a1ccHR2pU6cOu3fvBipX/pw9e5bIyEi8vb2xsrLil19+wWQyERgYyKJFi4DKBIs5aRAYGMjrr7/Ok08+SWBg4A3nbjQaMZlM1ZILtzrZkJ2dzYIFC9i8eTMWFhaMHz+ebt26KSuAzImcvLw8LC0tsbOzY8mSJbz33ntYWVnx1ltvkZSUxJdffsn333+Pq6srWVlZfPLJJ1RUVPDqq6+yYMEC2rdvzzfffANU1r356aefAMjKymLdunU899xz9OrViy+//JKdO3cClYkbcxcp8zz0ej1hYWEUFxdXOw9XV1cWL1583XM0d8mq+hxc/d9b6ezZs6xfv54HH3xQKbgMlYmvpUuX4ufnx+rVqwGULXyJiYk88cQTfPHFF3h7e5OZmcm+fft45ZVX0Gg0eHl5KR3H1q1bp3TTCg0N5eLFi+h0Or799lvi4uI4fPgw3bt35+jRo9ftTPZHDMd/xqC3velztoxodNNjAHy89X9+0A1EBfqoGmdho/7Hjcl4bQ2tvyJtc4LqmGklFarGaXTqk7rphepiAvj6x6oaZ52XozqmLqSBuoGF6mOWFxaoGvd3Uu3avzFf56ibey8wK07PUB3TtpaXqnGb396mOqZaJsO19eP+Kgtbde8pf+ffqLWzveqxGUfVvR+pPU8AS/0fNwi4EWPBZdUxTSWFqsZZ1ApWHdNYlK96rFoarfrfCdVeX8OOVapjll5W995pLDulOuaV1GxV4yzt1L1uASpKclWPLTuwSdW4rIMnVcd0+/9urjdL7+mnPqZvPVXj8spu/v3a1uL3HQsa7e1dta4x3p2r5iWZI2pEvXr12LdvH4888ohyX0REBPPnz6ekpIQFCxawatUqWrduTYMGDdiwYQOFhYWUlpYSEBDA0KFDmTNnTrXHjIiIYNWqyh9kdnZ2tG7dmpdeeokjR45gY2NDbGwsOTk5NGvWjOnTpwPXJg0sLS2VRI55W8/Vx9yqFTaFhYVcvHgRX19fpeOSeRXI119/zfHjx3nnnXfIyclh4cKFHDx4kGnTppGXl8fcuXNZsWIF0dHRvPbaa1hYWLBy5Uo+//xz/Pz8cHR0RK/XK4/ZpEkT5TzKy8vp2rUrCxYsYNiwYUox6JiYGFJTU4HKVuFOTk7s2rWLlJQUzp49S1xcHKWlpYSEhGBtbU15eTmWlpbK+fTu3fu652letXT1FrOaWmljjnn1tiiNRsPu3btp27YtAQEByrXOz89n5cqVbN26VbnPzs6OoKAgjEYjvXr14o033uCtt95i//799OvXD61Wi7u7O82aNaO0tBRra2scHBzIzMzEaDRiYWGBpaUl8fHxhIeH07ZtW9q3b8/mzZtJTU296WSOEEIIIYQQQtwMSeaIGtG0aVPeffdd4PcP9zY2NixcuJCvvvqKkJAQgoODOXDgAP379ycvLw+TyYSrqyutW7dm+PDhvPDCC2RnZ7Nr1y7q1auHr68vycnJSpKhU6dOFBcX4+DgQIMGDarV6OnRo8efzvFWF9A1r+iBykTGDz/8wOrVq3nllVcIDg5WEgmnT59m/fr1TJ06lUaNKldW2NraMnHiRMaOHcvRo0c5duwYJ0+exNLSEqPRyKZNm7C0tCQ6OlqJFxoaSkFBAcnJycTGxnL58mXKysqwtbUlNTUVNzc39Ho9Go2G1NRUoqKicHBw4J577qFFixY89dRTvP7665w4cYJhw4YxfPhwrK2t//DaXW/7V01ukbpRu/aqSbiLFy/i7e1NQEAA9vb2Sjt58/fd3d1JSkrCzs4OjUZDRkYG33//Pfv27WP27Nk89dRTNGrUiOTkZH7++WfGjx8PoKx2Ki8vx9ramsjISH777TdatWrFoUOHSE9PJzExkVOnTvHiiy9SVlbG/fffT2ysuhUSQgghhBBC3G20Oi3av7Eq8pbMwXR3NvGWZI6oEQ0bNlS26hgMBnQ6HSUlJbz++uskJSUBMGzYMC5evIiTkxNeXl7Kdp1Ro0bx4osv0rNnT8rKyvD396dp06YEBgby008/KatFTCYTPXv2vG78mi5Ca25VXTXRcHXSITw8HEtLSwoLC6vNyWAwcPjwYZo3b05ZWRlWVlbUq1ePwMBA9uzZw4kTJ+jUqROWlpbK6pOioiKio6OrrZbR6/XY29uTmJhIQEAANjY2vPbaa3Tq1ImlS5cyduxYALy9vUlISMDX15d33nmHvLw86tati7OzM/Pnz7/u+d3o+tVEBylzvKtrEl0dr6KigjNnzhAdHc2BAwd48cUXycjIoFatWsyYMYPGjRvj4ODAxYsXqaiowMLCQjkPb29vjhw5QqtWrThz5gy5ubmsWbOGrl270qdPH/r168fnn39Obm6uMofAwEAuXLhAYWEh9vb2PProo7z99tu0b9+ePn36MGrUKLy9vQkODmbbtm3XtE4XQgghhBBCiJoiyRxRIwICAqioqKz/YK4DY2dnh62tLStWrECn05GQkIDRaKSgoICXX36Zt99+G0tLSwoKCnj44Yfp06dPtW0+AF5ev9cCMBfSNf9/VbcykWPuInWjxE1ZWRl5eXmsXr2auLg4XF1deeWVVwgICKC0tJScnJxqY3x9fSktLcVgMCjXxtHRkdLSUiwtLcnIyKBVq1aUlJQo27MaNWrEO++8Q1xcHPXr1+f8+fMEBwfj5OTEwYMHadu2Le3ateP06dOUlpbSpk0bWrZsCcDPP/8MVCag6tWrvk/2RlukbnUizBzDYDCg1Wqvu0XKnEQpLy8nOzubWrVq8eGHH9K0aVMaNWrEyZMnee655/jkk0/w8/Pjk08+wd/fn0WLFvHRRx/x9ttvExQURFpaGiUlJdjb2yv1miIjI/npp59o1aoVbdq0oU2bNuTn5/Pzzz/Tp08fRo8ezcSJEyksLCQmJgaA2rVrK4lHqCx4PXnyZF555ZU/PM/rbd0TQgghhBBCiFtJkjmixjg4OPDiiy9iZWXFxo0bGTp0KPPmzePTTz/Fzs6OqVOnEhoail6vJzo6mk8++aTaePPKFHMi4HofkG/Vh2bzShu4dvXJ1atFjEYj3377LQUFBaxYsYJu3boRHh5OSkoKnTp14ujRo8yfP1/pDJWRkaGsTjKZTDg5OWFnZ8eRI0do2LChkrTJyspCp9Nx//338/7771O7dm0aNmzIkSNHiI2NZfTo0bz22mucOHECLy8vFi1axOjRo5XW6GFhYRQVFV1Tawiqt92uuurmVm+Rul5L+tGjRzN+/HgiIiKUWFc/b1euXOHZZ5/l119/JSwsDK1Wy5IlS9i3bx9Go5FGjRrh6upKcHAw8fHxtG/fno8++oiFCxdSVlaGh4cHp0+fJiIigp9++okrV65gb/97ocrx48fzv//9j1mzZvHAAw9w4sQJLly4oHSecnR0pH///hw7dkxZYXPPPfdwzz33VJunuVuXOYl4dVKqplYuCSGEEEIIcSfS6DRodLe5ALLp7vxDqyRzRI3p0aMHP/74Ix06dGDs2LHcc889eHp60q1bt+sef73Eza1ONlTd6lQ1zh99CH/jjTdYt24dFRUVzJo1i7Zt27Jp0yaSkpJ46623iI2NpaysjMDAQLZv38769etxdXVl8ODB+Pv7k5aWRmlpKXZ2dspKkfvuu4/333+fadOm4e/vz549e/Dy8sLT05P69euTlJTElClTOHXqFN27d2fq1Kk8+uijtG7dGjs7Ozw9PYHK1SNmDRo04MsvvwQqV7dYWFhcd6VNTa4aqdqS3vxcfvjhh0qybO3atZw5c4b9+/dz6tQp3nrrLbp06cLSpUsxmUzs27ePuXPnsn37dnJycmjZsiXx8fEA2Nvb4+rqSnJyMufOneOXX35h7dq1eHl58dxzz3H27FmaNGnCmjVrKCgowNvbW3nttGvXDl9fX9544w0eeeQRGjZsSKdOnXjggQeA37dwdezY8S+dZ0125RJCCCGEEEKIPyPJHFFj3nzzzeveb07amLej1ETipurqk7/SaWnPnj2kp6ezYsUKDh06xEsvvUS/fv04c+YMx48fZ+7cuQBMmTKF+fPn06JFC2xsbJQW2MnJybz77rvUqlWLp556ii1btnDq1CkiIiI4cOAARUVF2NnZKfN46aWXWLhwIU888QSXL1+mqKiIiRMnUr9+fQAeffRRunfvjoeHR7V5BgUFXXOO5lU/ffr0oW/fvgDXbE/7p1RtSW++7rNnzyY3N5c5c+awdu1a9u/fzw8//MDGjRtZuXIlDRs25NKlS7i6umJhYUGvXr3Iy8vj5MmTxMTEsG3bNsrLy7GxscHS0pKcnByKi4s5deoUfn5+HDp0iF27dmFra0uvXr24ePGi0kK8arIlNDSUBQsWXHfeK1eu5IsvvmDp0qU1en1KS0spLS1Vvs7P/+fbqQohhBBCCCHufJLMETWqoqJCSdhUTajciqTN5cuXOXnyJIcOHeLYsWOkp6fz1VdfYWtrq3yIr7oNJiEhgYyMDAICAnjvvfdYs2YNc+fO5f7772fz5s1s2rSJ8ePH8+GHH9KvXz88PT05ffo0gYGBNGvWDIDg4GC2b99OREQEZ86cobCwECcnJ7777jvKysqYPn06ycnJzJ8/n7S0NIKCglixYgWXLl3C3d1dmYunpyfPP/88bdq0Udqq29raKgkarVarJHL+qKMTcMOtS7dD1Zb05lVIQUFBnDp1CoDWrVtz8uRJvL29ad68OadPn2bfvn2Eh4ezd+9eoLJtekFBAampqXTr1o3CwkKOHz9OSEgIx48fR6/XM378eHr27Ent2rUJCwvj8ccfx9HREXt7ez744AN8fX1vOEdz17GqycSBAwcycODAv3Xuf6Xo9qxZs5g2bdrfiiOEEEIIIcSdQrZZ1RxJ5ogaZa7ncquNGTOGPXv2kJeXh6OjI8OHD+fJJ5/E1tZWaRkdFRWFs7Mz48aN48KFC9jY2JCSkkJERAQPPfQQLVu2ZMOGDQQEBNC6dWvi4uJo2LAhrq6utG/fniNHjuDm5sbp06eVuHXr1uX48ePce++9LF++nIKCAgCaNGnCjh07mDRpEjk5OdSqVYsTJ07QoUMHWrdujbOz8zXnYGlpqdRsMfsnO0jVhKot6c3zrlOnDosXL6aiooKmTZsqNX28vb3RarUUFBQQGxvL1KlTefvtt3FwcOC3337D398fd3d3RowYwaBBg3B2dua+++7DxsYGg8HAlClTeOqpp3B1da02Bz8/vz+c4628ntdb9fVHpkyZwoQJE5Sv8/Pz8ff3v2XzEUIIIYQQQvw3SDJH3JHeeOMN9Ho9P/zwA4cOHWLQoEE4OjoyZcoUtm/fjre3N+3bt+fpp5/G2tqaS5cu8csvv7Bhwwbmzp1LTEwMQUFBHD58mEOHDtGiRQvc3NyU2i7169dn8eLFzJ07l1WrVnHkyBHq1atHTk4OMTEx2NnZkZaWpnSqatmyJc8//zxr166lX79+NG3aVEngPPnkkzc8jxt147pTVW1Jbz63kJAQSktLSUlJITo6mpKSEoxGIy4uLkqCbcCAAQwYMIDGjRtjZWVFnTp1sLCwoLi4mJ49e9KwYUN8fHyqxdLpdNUKEl9djPjvMJlMVFRUoNPp/vAxq35v165deHl5ERoaesPjra2tlTkLIYQQQghxt9PqtGh1t/eP01rTnfPH8Ztxd56VuOvp9Xqg8sNxWloaKSkp/Pjjj5SWlrJnzx5GjhzJ999/z5o1a+jYsaOSpPH09CQyMpLy8nKgchXH2bNnCQwM5OLFi3z77bdA5fYwS0tLateuzYgRIxg/fjwNGzbk8OHDPP7447i7uzNlyhTq1q0LVH6ob9myJXPmzKFLly7VVuKYkxrXc7e1sb5eS3pbW1tsbGw4e/YsWq2W/Px8jhw5AlS2aXd3d6e4uJgZM2awbt06du/ejY2NDR4eHtja2gIoiRxzvaWrXd06/maZk0EGgwGArVu3cvDgwWseMz8/n8OHD1NQUEBpaSljx45l3bp1AMycOZPDhw+rnoMQQgghhBBC/FWyMkfc0fz8/NBqtaSnp1NcXMx7773H3r17sbW1pVmzZtSrVw+TyURGRgZQWQS3pKSErKwswsPD8fPzY+vWrdjZ2eHs7MypU6fo2rUrycnJrFmzBoAHH3yQyMhIvLy8lLbVJpOJVq1aXTMfg8FwTWLhbkrW/BVVW9Jv2LCBp556Ck9PT/Ly8gBYvHixkpx5/PHHlXHHjh3j/fffZ8eOHURGRjJ+/PhrHvvvJL/MNW2q1sy5UWHsuLg4zp07x8GDB6lfvz6tWrVi2rRprFmzBm9vb3r27MmAAQNo0qQJP/30E19//TWxsbH06dNH1dyEEEIIIYQQ4mZIMkfc0Tw9PbGxsSE1NZXQ0FA6d+7Mpk2blO+bP7SXlpZSUlKCs7MzJSUlnD9/nlatWuHl5YWzszMGgwFvb2+CgoLo2rUrwcHB1R4jOjq6WlyNRnPdgre3so36nerqlvRdunRRigubTCbuv//+asebu3H5+fnx1FNPMXfuXJycnJTj1SZv9u/fz9KlSzl27BiOjo68+OKLNGvW7LoreC5evMiRI0c4ePAgWVlZZGdns3nzZho2bEi9evX4+eefuXz5MocOHeKXX35h1qxZWFhYMHLkSDZv3sxDDz3ESy+9BFSu6qqpWlFCCCGEEELcUf4FBZCRAshC/Pvo9XocHR3Jz8+nYcOGJCUlsW7dOvz8/Ni1axcuLi4MHDgQGxsb4uLiaNSoEY888ghhYWFAZW2cjz76CKjcFpSeno63tzdAtY5H1/NfW3HzV/1RS/qqXcauXg3j4uKCi4tLtTFqr3FycjILFy4kICCAYcOGkZWVxZUrVwBIS0vjnXfe4ddff6VVq1bMmDGD9PR0pk+fTv369Xnrrbc4c+YMDg4OvPLKK3h5efH999/zwQcfsGfPHiwsLGjUqBENGzYEKjucubm5sX37doYMGYKXl9dNz9eqdh2sHPQ3Pe7GG/j+WOt3RqkcCab/36J4s0rTU1THLEjKUDVuXPdGqmNqVO7tnjz8S9UxX35oiuqxuosJqsYVnj/95wfdgI2FlapxOp/gPz/oBlI371A1LjiqseqYJit71WO1ekdV4xzqB6iP6eKhatzArz1Vxyw8HadqnK3f3ygAr1X3x5OsPQdUh7T1cPnzg24g6uFmqsZdijuvOqZvxyaqxpkqylTHLMnJUzXOMjdTdUxtrdqqx1a4qxurLVZ3ngAWBZfVxQyKVR3TpjRf1TjTFfXnaVPXoGqcIStVdUzPplmqx1ZcvqRqnL6Wm+qYOnsHVeMM9u6qY2K6tlzBX4ppvPnfOo0qxoibI8kccccyJwT0ej2JiYlUVFSwdu1aZs2aRXx8PH5+fowYMQKAw4cPY29vj9Fo5L777qv2OOaVIf369VNq5YAka/6OG7WkN/u71/ZGK3bM3aU2bNhASkoKCxcuvGbcpk2byMvLY/bs2WzdupXBgwezZMkSfHx8aNasGTY2NgQHB1NQUEBcXByurq64ubnRrl07tmzZck3Ml156ic8++4zDhw8zdOhQ3n77bSIjI//W+QkhhBBCCCHEH5FkjrjjNW3aVPnwHBYWxqeffnrNMfb2lX9ZNScWrrcypE6dOv/EdP8T1G4zMhgMZGZmUqtWLSoqKtBqtdfdFmV+7jIyMnBwcMDOzg6ofH4LCwtJTU3lnnvuUR7T/BwXFxezcuVK3nzzTerUqUO9evUICQlBo9Hg5OSEh4cHBoNBeczCwkIsLS1p2bIlKSkprFu3joiICHbv3o2Dg4NSvDkgIICOHTtSVlamFNcWQgghhBDiv06r0aDV3t4/kmvv0j/SSzcrcccyf6Bv2rQpnTt3VhI2ULlCw2AwXLfzUdWx4var+jxt27aNL774AqhMCJkTOQUFBZSUlChj3n33XRo0aED//v15++23qz2eXq+noKAAW1vbaokcADs7OzIyMnBycsJgMGBjY4O9vT3p6ekEBASQlpZGWVnl8vKYmBi2b9/Oc889R3x8PN9++y2rV6/mscce49tvv8XFxYXw8HCWLFlCaGgoBoOByZMnExurfhm0EEIIIYQQQvwVsjJH3BWu3nbzd9pUi5pxvS5SUL1odOfOnWnatCkA+/btY9u2bezYsYP4+Hj69evHa6+9RlJSEhcvXmTXrl3Y2dkRGBhIs2bNlJU4AF5eXiQlJVFYWIijo6Oy7Uun01G/fn2WL1/OxIkTycrKIiYmBoPBgKOjI6dPn6aoqAhbW1uGDBnCp59+SlxcHEVFRcTGxvLJJ5/cMBEoxa+FEEIIIYQQ/xRJ5oi7gqy0uf3Ky8uVekPmxE3VBMf1EmylpaWsWrWK9PR0Vq5cycqVK7n33nvZs2cPaWlpfPbZZyxdupRmzZoREhLCI488QkJCAuvWrWPTpk1YW1sTFRWFjY0NJlNlkTWNRkP37t2ZNm0aq1at4vHHH8fCwoLNmzfj5ubGpEmTWLBgAffccw8ZGRkMGzYMPz8/2rZtS1FREY6OlQVLHR0dr2mPLq8zIYQQQggh/jqNTqu6scQtm4Px7vxDvyRzhBCqmIsNA1y4cIE+ffpw4EBll5CqiRtzkmf16tVs2bKFI0eOMHLkSPr3749Op2Py5Mk89thjfPXVV/j7+xMUFMT58+eJjIykXr162NjYABAbG8vJkyexsLCgQ4cOjB49+pqW8VC5SqtevXr069ePtWvXsmHDBlJTU9FoNEyZMoVevXrx3HPPcerUKcLCwggICMBkMindqYQQQgghhBDi3+7uTFEJIW4Zk8l03dpDVRM2rq6u6PV6zp+vbKG6e/duBgwYQEREBO+99x5QWXy4S5cubNiwgXXr1rF27VosLS0JDw8nICCA0NBQLCwsCAgI4Pjx47i5uREQEEB6ejpQ2Ub+wIEDtGrVirKyMjZt2gTAhg0bWLFihTJX8+qZAQMGMGfOHPr378/ChQv55Zdf6NWrFwC+vr506tSJgIDK9r//1Iqb0tJS8vPzq92EEEIIIYS4W2l1mn/F7W4kyRwhBHDjpM3VNW4AkpOTWbNmDfv378doNOLg4ICHhwfHjx8HYPny5TRt2pRDhw4xZswYAO6//35ycnJ48skn2bhxI7t37wagTZs2pKWlKY8dHh7O8ePH8fDwQK/XK99r0KABW7duxc3NjVGjRnH06FGioqJ44403uHjxojLXqgICAujXrx+xsbH/ipo2s2bNwsnJSbn5+/vf7ikJIYQQQggh7kCyzUqI/yCTyaTUmDEnajQazTXJEIPBwJEjR9i2bRuurq4MHTqUTz/9lE8//ZTw8HDs7OyIj4/n4YcfJiAggPPnzxMfH09eXh4PPfQQdnZ2SoJo586dbNiwgZkzZ9KrVy8++eQToLJr1Jo1a5SYERERbNy4UZmPebVP8+bNleLIDRo04IMPPlBakt8ppkyZwoQJE5Sv8/PzJaEjhBBCCCGEuGmyMkeIu5zJZOLQoUOkpKQo95lX25gTOSaTiWPHjrF06VJ27NihHLdp0yaef/55zp8/j729PQUFBQwcOJD169czY8YMLl++zNKlSwGIiorizJkzWFpaUlxcjJubm1JXp6ysjNOnT+Pn50dkZCSOjo7s3buXK1euEBQUxOHDh5WYkZGRREREADBkyBDGjRsHVHao+uCDD5Tj/g2JHIPBoCTF/gpra2scHR2r3YQQQgghhLhbaXSaf8XtbiQrc4S4w5WVlVFYWIiLiwsVFRXVkjRQmbjZsWMH7u7uPProo+Tl5ZGXl8euXbvYsWMH7dq1w8bGhnnz5lGvXj0SEhJISkri0UcfZf369Tz22GM89thjyuNdvnyZMWPGcPnyZby8vMjKyqKkpITo6Gi+/vprAgICcHBw4OOPP2bChAkYjUaysrJo1qwZq1ev5qGHHkKv11OnTh1ycnKIjo7mtddew2AwoNPpCAkJ4f333wcgKCjon76citLSUioqKtDr9UD1gs9mVbduZWVl4ezsrHT0EkIIIYQQQoiaIskcIe5wL730EpmZmXz22WdYWPz+Tzo/Px9bW1sKCgrYsGEDBw8eZNWqVfTu3Ztz587x448/Mnv2bMLDw3F2dqZLly4cPnyYRYsWcfDgQfr3709qaiqdOnWitLQUjUaDlZUVv/76K/n5+WzYsAEAT09P0tPTCQ4OJjs7m9LSUiZNmsSrr75Kq1atyMnJ4dVXX2XAgAFMmjQJrVZL48aNcXd3V+b64IMP/uPX7WrmduomkwkLCwvmzJlDu3btaNeuHfD7drTi4mJsbGzQaDSsWLGCLVu2cOHCBbKysnjuuecYNGjQ7TwNIYQQQgghxH+AJHOEuMO1bNlS6Ri1d+9eVq1axYkTJ0hOTmbAgAG8+OKLtGnThvz8fNauXQvAO++8g5eXF+3btwcgOzuboUOHYmFhQZMmTdi+fTtWVlbY2tpy4MABevfurcQzmUzY2tqyefNmkpKSyM3N5ezZs3To0IGgoCCSkpIIDw9n1qxZlJaWEhISoqxg6dGjxz96ba7H3PFqz549xMXF0bNnT7y9va9ZdfPyyy9TWFgIVK5+evvtt1mwYAHR0dEMGTKEvn37cvDgQQ4cOMDRo0fZsGEDH3/8Mffeey+urq6349SEEEIIIYT4V9HotGh0t7e6i8Z4d1aXkWSOEHe4+vXrK0WCExMTWbp0KUeOHMHZ2ZmIiAjGjh3L2LFj2bx5szLG29ubyMhIioqKsLOz4/PPP6dBgwZMnz6d0tJSPv30U1JSUhg+fDgfffQRycnJpKSkEBYWxrBhw9i7dy+zZs2ie/furFixgkaNGmFpacnXX38NVK5yCQwM/EevQ9W25ADnzp2jrKyM6OhoKioqlFVL5mNiYmKoX78+tra2GI1G9u3bx+rVqyktLWXEiBGkp6fz1ltvsXHjRvbu3ctPP/3E+fPn2blzJ9OnTyc2Npa2bduyd+9eAKKjo3FzcyM+Pl6SOUIIIYQQQogaJckcIe5wgYGBlJSUUFRURHR0NFFRUej1euzs7GjQoAGHDh2icePGWFtbc+LECSXpUF5eTkZGBsHBwWi1WgoLC1m1ahUXLlwgOzub7du38+ijj2IwGFi3bh1OTk40btwYrVbLSy+9xEsvvXTDOV29yqWmmevZ/PDDD+zYsYMZM2Zw8uRJysvLiY6Orrb97PLly+zfv5+6deuycuVKGjRoQGhoKC+++CK9e/fG39+fWrVqYW1tjUajITc3l5ycHLy8vABo1KgRPXv2ZMuWLXTv3l3p1hUYGIjJZCI3N/em5z90jwZL25u/Zi92Db3pMQCRDb1UjQOo2LFc1Tjb0CjVMS0d7FWN0/UarzpmemGFqnEvPzRFdczprnVUj30wwk3VOO/66l8LHumXVI27kvq16pgBfXupGpc0f57qmF4t66seq3PzVjXu4qZNqmOe33JS1bjYH39UHdO6eV9V4yzitqqOacjNVDXOeuL/VMd0NhWpHovJqGqYa2mB6pCasmJV4/JdQlTHTLxcqmpcqIu16phlxr/eiOBqLtnnVI0r3f296piWwTGqxhkSDquOmVtX3Xuns7e61y3A+QJ1z4s+QP3vkF46da95gAM56grkutmqr5X4zLfHVI1b5+SrOqZFlrrXvK3rzb8vWFvenath/k3kCgtxF/Dw8CAuLo5atWoRFBREfHw8AD4+Ppw7dw4HBwdcXFw4deoUAJaWlpSWlpKQkADAyJEj8fT05MMPP8TPz4/vv/+erl27AtClSxfee+89ZsyYQf369W/L+ZndqHOUOXnk6+tLQkICiYmJ9OzZk+DgYAoLC3n++edJTEwEIDU1lWeeeQYHBwfi4+NJS0ujpKSEo0eP0qVLFzp27IirqyvBwcEUFxeTmZlJeXk5fn5+lJWVodfruXTpEjY2Nri4uGBpaUlqaioajQZra2sSEhIoKyv7py6JEEIIIYQQ/1paHWh1mtt8u91XoWZIMkeIu0BUVBQHDx7Ew8MDZ2dnJZkTFBTEwYMHAejduzdTp06lX79+FBQU0LNnT2UrlI2NDZMmTeKnn35iwIABtGnTBg8Pj3/0HKomakwm0/+xd9/hVRXbw8e/J733RnovpJACARJ6DyDSBARBqhRRkOKliDQREAVBaQqi9A7SVJCOhg4JhEAgkN57byd5/8h7tkkIKkfQ+/PO53l4hOTMnpmdQ3CvrFlLynipS3FEqmFQ5969eyxatIgNGzZQVVVFUVER2dnZNG/eHF1dXdTV1dm8eTNQm8XTtGlTdHV1sbKyIiMjAycnJ4YOHcrq1asZP3487733HqqqqpiZmZGUlERISAhnzpzhzp3an6BcuXIFe3t7zMzMqKqqIjIyEoDWrVvj4OBQ77iXIAiCIAiCIAjCiyaCOYLwL+Dv78/Zs2cB0NTUlIILISEhuLrWHsUZNGgQFy9eZO/evfTp04ewsDDpc/+krKws1q5di0wmk4I0MpnsqaNaxcXF3Lp1i++++65esKSqqorFixdTWlpKSEgIp06d4smTJ5iZmeHo6EhGRgaLFy/m8OHDpKamcv78eTp16gSAiYkJ+fn5ZGVlsXr1atatW8fSpUu5cuUKt2/fxs3NjevXr2Nra8s777zDggULsLe3p2nTprRq1QqATZs2SR2vRowYQVhYmGhPLgiCIAiCIAiATEX2X/Hr30jUzBGEf4F27dqRkJAAwKRJk9DR0ZE+3q5dOwA0NDTqtQP/u9UtUKyocQNgaGiIjU3t2V9FQOfu3btEREQQHByMu7s7169f5/3338fBwQEbGxsqKirQ0NAAagsd5+bmsnnzZnR0dDh06BBJSUlAbaHna9eu0atXL0JCQrhw4QJnzpyRWqFbWFiQlJRERkYGKSkpnDx5ktTUVDw8PPDx8SEyMpKioiIAhg0bRvfu3TE1Na0XaPLw8Ki3z7p7EwRBEARBEARBeBnEE4cg/AuEhISwbt06AJycnKRivX+3mpoaysvLG61tUzebRhHsSExMJDMzk9LSUrKysoDaTJd33nmHn376iXfffZfbt29LtXBGjhzJRx99hIaGhjTHw4cPCQ0NJTk5GYDAwEDi4+MBaNasGTdv3gRgzJgxREVFcf36dWkdJiYm5ObmUl5eTkpKCtHR0Tg7OzNr1izU1NQYMWIEkyZNktZvbm6OiorKM2v31N2bIAiCIAiCIAjCyyIycwRBUFp1dbWUcaOiosKFCxeoqamhQ4cO9V6Xk5NDTEwMPj4+6OnpMXLkSExNTblz5w4ff/wxixYtQl1dnYEDB3Lw4EEWLVpEu3btmDlzJsePH2fgwIH07t2bvLw8AORyuRQ0sbOzk+rZuLm5UVlZKR058/HxYc+ePcybN4/g4GAePnyIkZERzZs3B6BVq1YEBQWhp1fbLalHjx6N7rFhgEbUxBEEQRAEQRCEP6aiooKK6j/7w04V+b/zh60imCMIwp8il8sBUFX9rRx8wyDHvXv3uHXrFjdv3qR169a0bt2aWbNmce7cOczNzenSpQvvvPMOBgYGREVFsXfvXoyMjOjevTuPHz8mJSUFb29vNDVrW5T27NmTs2fPUlhYiL29vVTYWSaTSQEVf39/7t69y/r16wkPD+fhw4fY29uTlpZGjx49KC39rU3lsGHDGDZsmPRnTU1NaS7FHhXXVlz/RWbalJeXU17+W9vWgoKCF3ZtQRAEQRAEQRD+d/w7Q1SCICituroauVz+1FEiVVXVeoGcmpoafvnlF2bNmsWIESO4du0aT5484eDBg/z888/o6+uzd+9eDA0NuXz5MrNnz+b777/nwIEDtG7dGgMDA4yMjIDa41ARERHo6emhpqZGTEwMAPr6+ly4cAEfHx9MTEykYE5DQ4cOZdKkSbi6urJ06VJ27NiBlZUVzs7OTJ8+/an9PeuYlKqqKioqKi8t82bp0qUYGhpKv+zs7F7KPIIgCIIgCIIg/LuJzBxBEOppLBMlNzeXgwcPcvbsWTp27MiYMWN49OgRa9euJSgoiBYtWuDm5sbQoUPR1tZm8ODBNG3alNu3bzN37lyOHz+OmpoazZo1o0WLFiQnJ0tFigGaN2/Ohg0bMDAwoHnz5qxZswZbW1uOHz9OaGgoWlpa2Nra8uDBg0bXqKKiQr9+/Rrdj1wu/91sor9KLpeTlZWFpaXlHxY/nj17NtOmTZP+XFBQIAI6giAIgiAIwr+WTFWGTPWfLVHwT8//sohgjiD8y9XU1FBdXd1ou++G0tPTuXv3Lvv27cPKyoqJEydiaWnJiRMnOHLkCAMHDuTatWvMmjWL119/nUePHjF58mS8vb0xNDTE0tKSoqIioqKiaNq0KW5ubvj5+XHp0qV68xgbG0sFjwG8vLy4c+cOZWVlDBw4kMLCQtauXYubmxtTpkwBauvZNFbTpu4+FfV76mbW1A3kvCiKmj0ymYzi4mIWL17Ml19++Yf3t+GxLkEQBEEQBEEQBGWIYI4g/AvVbQMuk8n+VEAjNjaW+fPnk52dzcCBA0lMTGTcuHEcOHCAc+fOMW7cOHr37k1gYCBjxozhww8/pF+/fnz99deoqamRl5fHvn370NbWpqysDICWLVsil8s5evQojo6O3LhxA5lMxptvvklJSQmJiYnY2dmhpqbGtm3bpONPo0aNYtSoUb+7r4YaBnFeBEWAqGGQpu79lMvl7NixA0NDQ8rKyliyZAlaWlovdB2CIAiCIAiCIAh1iWCOIPwfpSjWWzfQ0FhmSnR0NAcOHCAnJ4euXbsSFhbWaFCkSZMmmJqaoq2tzZgxYygpKaF///5ERUWRmpqKj48PFRUVeHt7U1RURHl5ObNnzwaguLgYZ2dn4uLi8PHx4dSpU0RFRTFixAj279/PsmXLePz4MZaWlowbNw6Au3fvSjVzampqGDBgQL31KGrb1K1h87Jq2TRW+Fgxn+LPZWVlUpBm/vz5mJiYcOTIETp27IipqSnJycm88cYbotOVIAiCIAiCIPx/MlUVZP9wN6t/ev6XRQRzBOG/3LPqsNTNDqmqqiI+Ph4XFxfKy8s5dOgQWVlZjB8/nhkzZtCyZUtatGiBi4sL0HhQREdHBwsLC0xMTCgpKUFHRwcDAwPkcjlNmjThxIkTTJo0CUDKxImOjuby5ctkZGTQtm1bNDQ0GDJkCAkJCaSlpaGqqoqHhwdbtmx5aj5FIEexnoYBphdd2wbg66+/ZsiQIejr69f7eMNMG0UA6fz583z11VfcunULf39/3n//ffz9/bl+/ToymYyvv/4aZ2dnHj16RKdOnejSpcsLX7MgCIIgCIIgCEJD/84QlSD8HyOXy9m3bx+jRo0iLCyMYcOGcfv2baA2qFFdXS29Nj09nZqaGlauXMnOnTvp0aMHv/76K0FBQdTU1KCpqUlRURHx8fGUlpZy/fp1evTowSuvvIK7u/vvrsPCwoLw8HBKSkoASEpKori4mKlTp3LlyhXGjh1Lp06deP3113FyciIuLo74+HhsbW1ZtmwZ1tbWALz//vusXLkSDw8P6dqKLll191LXi85okcvlUjt1xZzLly/n6tWrAPU6Wh04cIAFCxYwYMAAAgICOHDggHQ/pk2bxr179wgMDGTz5s0AtGnTBgsLC5ydnQHw9fXlzJkzAFRWVr7QfQiCIAiCIAjC/1UyFZX/il//RiIzRxD+RvHx8Tg4ODz18V9++YXt27fTs2dPAgMDAXjw4AG+vr5s3bpVqh/z4MED3nrrLc6fP8/SpUsZNWoUX3zxBW5ubtjZ2RETE4OHhweWlpZERkaiqanJ+PHj2bhxIxUVFZiYmDB16lScnJyIj4/H1NQUPT09qeOTk5MT27dv56OPPiItLQ03Nzc8PT2loMaVK1cYOHAgbdu2BWpbgg8dOrTRvdbNcIEXn2lTUlLCgwcPcHd3JyUlhZKSEnx9faV5Gsu2adeuHXfv3qVz587U1NQgl8tRU1PjzJkznDhxgrNnz5KSksK3336LiooK/fv3Z8eOHUyZMoWkpCTc3NyIi4vD39+fs2fPStcPCgri0KFDAKirqz/3Xj7q6Ym+vsFzj7MufvLcYwDkj+4qNQ6gqiBfqXGFTxKVnrM4OVOpcXbu55Se08bOV6lxqmmPlZ6zv4ep0mMPPshWapxBbK7Sc3a4nKzUOCOH53+vK1QU7lZqnGWQxx+/6Bk0PIOUHlt+97JS4yw6tFV6Tl0r5d5HepUFSs+pkq/c+0hmZqP0nPLcDKXGmRQp/71IpaJY6bFUVyk1rOL+TaWnVA3updQ4HdWaP37RM+hrKtd0oKCi8R/0/BkPs0uVHmuh56jUOLew8UrPSVW5UsNkKso/tj3MUe4eORgqXwMwv0y5H2456SnfuEJVye8LAG0pUmpcTaZy/18EMLaNt1LjrqUq/71IT0O5Lqrfnnr03GMKs9KVmkv480QwRxBekoZdpIqLi2nWrBk5OTlPBTbmzJnDjBkz6Nu3r/SxFi1aALBixQocHR3p2LEjP/74I6+99hoAgYGBuLu74+bmBoCNjQ2RkZF4eHhgamqKiooK9+7dY9GiRQAkJiby7rvvcubMGdq3b8/q1asZPnw4wcHB0pyGhoa0atUKKysr2rdvT4sWLbCwsACgWbNmNGvW7Kl9PqvezIvsIqUoRKw4iqWiokJiYiKPHz8mICCAqKgoYmNjMTc3R09Pj/Lycr755ht++OEHjIyMGD9+PGFhYfj5+XHz5m//Y6xYb2hoKJcuXcLR0ZEmTZrw+PFjzp8/T8eOHfn666/Zv38/KioqTJs2jYSEBPz8/EhNTZWuExgYiKGhIWPGjMHQ0JCVK1e+sL0LgiAIgiAIgiA09O/MNxKEv1l1dfVTx4cUXaRUVFSoqalBV1cXOzs7Hj+u/5P7oqIiysrK8PPzq/fxgoLan5J+9NFHHDt2jLy8PGJiYqTPN2nShPz8334aEBAQwI0bN6T1xMTEkJGRQUpKCl988QVbtmxBR0eHzp07U1hYSFlZGa6ursBvWTNWVlYUFxfj5uZGv379sLW1fWqfdY8nAdIeX8QxKcW1CwsL+fLLLzl37hyAFMBRzAXg7u5Oq1atSExMJD4+nnnz5tGqVSu++OILampqcHR0ZMeOHUybNo3NmzdTXFxMq1atuH//vjSf4lpBQUHk5OQAtfWADA0NqaiooLKykjt37mBlZUV1dTVnz57l/v372NjY8OTJE2mMgYEBH3/8MW3atGHEiBF/+T4IgiAIgiAIwr+BiqrKf8WvfyORmSMIz0ERsGmYWdPwz6Wlpdy4cYMLFy5gZGTEoEGDMDMzo0mTJty+fRtXV1epsHFaWhp+fn7ExMTg7OzMzz//zJIlS0hNTWXRokUMGjSIq1evsnTpUjw9PdHW1gZqM3cU9V8AwsLC2LhxI9OmTaO4uBhdXV3S0tKwsLDg119/JSAggMmTJ+Po6IiKigpmZmaYmJgAv2WoWFhY4O/vj7m5eaMdr17kUSlF1lLD7lEAenp6jBgxAn19fWpqakhISCA6OpqdO3eipqbG/PnzMTU1Zc2aNZiamtKzZ0+6du3KwoUL8ff3B2oDNAsXLiQiIoKsrCzOnz9Pu3btyMrKemovHh4epKWlceHCBdq1a8epU6ekujivvPIKgYGBmJiYMGjQIKku0JkzZ+oVUn5W5pIgCIIgCIIgCMKLJoI5gvAMdTNtFA/+DduAV1VVkZSUxLVr17hz5w7Dhg3D09OTs2fPcvToUby8vHjy5Anbtm3jvffek7JnBg4cKAVzDAwMMDQ05Pbt2/To0QNvb292797NoUOHOH36NIMGDWLAgAFMmzYNNTU1tm3bBtQGD1asWCGtp127dmhpaXHgwAEGDhxIUFCQFKzZtWtXvb3Z29uzdOnSp/asqanJ2LFjX9xN5Ldsm2cFhhT3oaqqiqioKBITEwkJCeHWrVtcuHCB+fPnM3/+fOLj45k4cSIlJSX069eP69ev4+zsTFZWFj4+PpiZmZGdnS1db9GiRbRv355FixbxySefEBcXR8+ePdHV1eXJkyc4OTnVm79p06asW7eOJUuWIJfLmTVrFlBbNLmwsBAXF5d6e6h7PE2hsQCVIAiCIAiCIAjCiyaCOcL/vIa1bRQaZqGUlJRw+vRp4uLi6N69O+7u7syePZtDhw4xfPhw0tPTWbt2LePGjaNnz54EBAQQHR3NmTNnuHbtGm+++SYtW7aUOiLVzYZp1aoVK1euZOzYsTRp0gQAMzMzqRtTs2bNeOedd3j//felo0/BwcH1gjmKjz0ryFBTU1PvOFRjmTd/xbOCNo3Nl5SUxM2bN0lNTWX8+PHk5uby5ptvkpeXR9OmTfH29qa8vJwHDx6goqKCi4sLZWVlDBo0CIB9+/Zx7do1jI2NiYmJobq6GgMDA1JTU6Wv28mTJ1m2bBlWVlZcvXqVsrIyALS0tAgPD8fJyUmqwwO199jb25v//Oc/9e6bpaUllpaW0h4U97ExL6OduiAIgiAIgiD8n6WqguyfPub0T8//kohgjvA/RRG4qRvUUNS2qau4uJiIiAguXbrEoUOH8PX1JSgoiDt37pCamkpERASbNm3C29ubgwcPsmDBAqC2WPGePXvw8/Nj0aJFVFVVERwcTHR0NHfv3iUwMFB6bd0H/759+3L79m3efvttysvLKSgoQENDg2XLlgGgoaGBjY0NPXv2pKKiAg0NDTQ0NKRiyHUpChL/XmBKse+/ch8VwZm697Gh/Px87ty5Q0FBAT179gQgJiaGcePGYWlpibu7O3K5nO+++w5fX1+WLFlSb2xNTQ1FRUVYWFigra1NZmYm5ubmWFtbk5aWhqWlJVVVVRQUFODk5ERSUhK3bt3Cx8eHt956i6FDh6KpqYmFhQWurq5UVlayYsUKKSBWd81NmjTh1q1bQG17cTU1tafu21/NuikvL6e8/LcuFoq6SIIgCIIgCIIgCM9DBHOEf6VnZdvUDdxUVlairq5OREQEGzZsICYmRgq2lJWV8c0335CYmMi+ffvYtWsXCxYsIDU1lYyMDMaNG0dSUhItW7akqqq23WhJSQmtW7dmw4YN5ObmsnfvXrKza9sFBwQEkJycTLt27UhNTaWoqAg9PT1pXZqamixdupTjx49TUlJCYGAgLi4u0ud//vlnpk+fzrJly9DQ0JA+rghM1fUiu0gBUnZQ3es2DGpUVVURHR1NXFwcYWFhqKmpkZOTw5AhQ1BVVUVVVVU6JjVz5kymTp1Kv379pPHnz59n/PjaNp8lJSXo6OhgbGyMlpYWCQkJuLi4sGHDBjp37oy5uTl5eXnk5eXh7+9PYWEhd+7cYdSoUcydO5ewsDDWrFnD+++/T4cOHbC2tsbT01Oaq3379vX2p7h/kydPlr5eyrQX/zOWLl3KwoULX8q1BUEQBEEQBOG/jUzln8/Mkf1Ls+f/nbsS/mcogjaKgINC3U5SdaWkpDBmzBiaNWvG2LFjqayspLy8nLZt27Jx40ZatGjB22+/jampKW5ubjg6OmJra8uwYcOka+no6GBqasrDhw/x8vIiOzubrKwsdHR0uHfvHg4ODmhra+Po6MiqVatYsGABampqJCQkANCrVy+pC1LDvfTq1YvXXntNCuQo9mVsbMzSpUvp0KFDvTEvuiCxXC5vtFtV3UBOZWUlERERbNmyhTfffJPc3FzefvttJk2axPr161m0aBElJSWsXr2arl278sMPP7B27VqOHDnC3bt30dfXl66nyEyxsrIiOjoaqL2/UHscysLCggcPHuDm5kZhYSFffPEFffv2pbKykldeeQUdHR369OlDkyZN0NfXZ+XKlaSlpTFo0CD09PTo1KmTFMipu6+69ZAUQSk7OzupePKfpchQksvlT3Uza8zs2bPJz8+XfiUmJj7XfIIgCIIgCIIgCCAyc4T/IxQPyjU1Nb+bIaJQWFjIokWLpNooS5Yswd7enr1792JpackPP/yAmZkZMpmM4OBgUlNTmT9/Pg8ePKC4uBgAGxsbCgoKqKiowNraGlVVVemYj56eHikpKchkMkxNTVm4cCHu7u7s2rWLlStXoqWlxUcffcSRI0fw9vbmu+++kwrufvvtt43uUbGPutk2ir0GBQW9mBtJ40fNoPHAUH5+Pvv27ePMmTNSoCkpKYmJEyfi7e3NuHHjOHz4MBoaGly8eBGo7aoVHh5OcXExRkZGADg4OODl5cWvv/5KYGAg4eHh9OnTBwMDAwD69evHzp072bJlCw4ODqSkpNChQweMjIx4+PAh7du3x8/PD3t7e/z8/PDy8pKKO/ft21dar5qaWr26NnXr9PzRXv+Iou5Q3WwvxTX/bDaUpqYmmpqazz23IAiCIAiCIAhCXSKYI/xXUQQZMjIy2LNnD0FBQYSEhDT68F1VVcWvv/5Keno6X331FRUVFXzyySe0bNmS06dPk5WVxcaNG7l58yYjR47kzJkzbNmyhSNHjkjtpQGio6PZv38/ffr0oXv37rRu3Zr4+Hjs7e25ceMG6enp2NnZYWpqyrVr1+jZsyeamprExMQAtcd2SktL0dPTY/bs2QQGBgK1QY2wsLCn1v13FtF9Vm2bhsGH1NRUbt68ycmTJzExMWHcuHFYW1uzc+dOLly4QP/+/dm+fTsZGRm8/fbbGBoa4uvrS5s2bbh06VK9I2Pt2rXj3LlzBAcHc+jQIenjiiBG69atWbhwIQcPHiQlJYWKigqmTZuGqakpH3/8McXFxXTr1g0jIyPeffdd9PX1KSwspLKyEgMDg6eOSTUsvPxHdXz+iOI9eOrUKRISEhgwYABGRkaNfl1iY2OJiYnh7t27HDx4kClTpjBkyJDnnlMQBEEQBEEQ/o1kKir/+DGnf3r+l0UEc4R/VFZWFqtXr2bAgAH4+/tLD8zm5ua89dZbUgDgwoULlJaW8tVXX1FUVMQXX3yBu7s7q1evpqioiA8//BAdHR3eeOMNrl27xu7duxkxYgTe3t54e3uzePFisrKy0NDQkDJvqqqqUFNT49ixY9jZ2TF48GBiY2MpLi4mOjoaZ2dncnJyePz4MXZ2drRs2ZL09HQAxo8fL9WusbW1JTc3l1GjRj21v8a6SL2s1tWNBYkazlVRUUFCQgIbNmzA0dGRESNGIJfLmTZtmpRxc/bsWVatWsWsWbOIioqiW7duvPbaa6irq3PhwgUiIyPp2rWrdB9dXFzqtT63sLAgPDycCRMm8O2337Jr1y7Kysp48uQJ77zzDk2aNOHjjz9m8eLFWFtb065dO6A2++jAgQON7k1fX5+QkBAcHByQy+VPZWcpo6ysjDNnzuDh4YGLi8tTWTctW7akY8eOqKnVfpu8c+cOX331Ffn5+QwcOJA+ffpw+PBhVq9ezaeffsqECRP4+eefsbS0pGPHjkqtSRAEQRAEQRAE4c8QwRzhpat71KVhO2xDQ0MePnxIdnY2mZmZREdHExAQgL6+Pjt27KCoqIh3332XuXPnYm5uzujRoykvL2fy5Mns3LmT4OBg4uLiaNmyJRoaGtja2kqtquvWMHF2diY6OpquXbuybds2li5dipqaGkVFRYSEhLB9+3bat29PYGAgHh4eJCYm0qlTJ8aOHYuXlxcAGzZsAGrr2Li6ukrX7tChA8eOHZM+VzfQ8LJaVRcXFxMeHo6Xlxc2NjZPZd+Ul5ejqanJ/fv3uXjxItHR0Rw4cIABAwZgZ2eHiYkJV69eJTk5maVLl6Kjo4OzszNDhw6lWbNm7Ny5k127dmFra4uVlRUAPj4+nDlzhpqaGqysrLh8+TIAoaGhHDt2jE8//RRfX1/OnTvHmDFjsLGx4bPPPmP27NkYGBgwYMAAKSMqMDCwXtZOXY0VXAaktuTPQxGwe1Ybdn19femol0wm48mTJ0RHR2NpaYmzszPLly+nQ4cOtGzZkk2bNmFhYUFgYCC7du1CV1eX7t27s2XLFgYNGkRlZSXp6elERESIYI4gCIIgCIIgCC+VCOYIL8yzjg/VfYiWyWSUlJSQmJiIm5sb6urqNGnShOPHj/Ppp5+SlJRE//79mTt3LjU1NWRlZQHQqlUrKioq6N27NwBff/01165dw87ODrlcTk5ODlZWVri6unL79m169OjB0aNH6dixIxoaGjRp0gSASZMm8fXXXxMSEkJ6ejpDhgxhyZIl6OvrExMTQ2hoqPRagLZt29bbS3V1tRRkUAQIunfvTvfu3YEX10nqWcEHBTU1NX755RcSEhLo06cPOjo6pKWlMXfuXCIjI2nTpg2zZ8+mtLSUzZs389prr3Hnzh3efvttYmNj+f777zl//jyzZs2S7u+dO3eA2swaY2NjVFVV0dXV5eTJk4SFhWFtbc2PP/7IkiVLyMrK4vHjxwBYW1vz6aefMmPGDH799VdCQkKk++bl5cXhw4efuUdFwK3uffsr9zA3N5dffvkFX19fHjx4wO3bt3n//fefCiaWlZVRWlqKnZ0dt2/fpmvXrixatIgDBw7g6enJoEGDcHJyIj09naKiIhITE/nhhx+ko3UGBgZs3bqVr776itLSUqD2vW1ubs6jR4+UXr8gCIIgCIIg/JvIVFWQveBuu8+/Bvkfv+j/IBHMEZ5Lfn4+UVFR3LhxA319fUaOHCl9rrHjQ3l5eVy5coX8/Hzs7e1ZtWoV9+/fx8LCgokTJ9K/f3/c3d3Zv38/W7Zswd7entdff50LFy7g5eXFvXv3yM/Px8bGhry8PMrKytDS0sLf358bN27Qp08ftm3bRlBQEFZWVujr65Obm8vkyZPJzMykR48e5Ofn06NHDynAMGPGDAYNGoSzszPa2toA+Pn54efnJ61bUTelYVCl4RGmF6FhzZe6v39WUOfu3bts3ryZ0tJSLly4wDvvvMODBw8YOnQou3btYv/+/QwdOpSLFy9ib2+Pv78/BgYG9OnTh59//hlA6sQFtZ2cNm3aBNQecTt+/DgrVqzA3NycMWPGMGXKFB48eMDo0aPR19fHzc2NPn36SF8Pc3Nzvvvuu2fur7GgTWO1e/6qmpoazpw5Q25uLsOHD6dLly5UVlZy584dVFVVadasGWlpaXz44YcMGDCA9PR0Tp48SZs2bTh06BCnT5/GzMwMqO3aZWxsTFJSEsHBwVKXraqqKnx8fNi+fTuampro6OgQHx+Pg4MDxsbGFBcXk52djamp6Z9et4GGCgaaz5/FVaVp/9xjAJI+XaLUOIDCpFylxuXH5ys9Z1VZlVLjzPx+VXpOzfxspcYVP3mg9JxW/pZKjzWIVe7rUlD1x13Ynjmnrb5S43IfK/9eeHQ3S6lx/hXK71PX2UnpsYVxKUqNq7jzUOk5q4rLlBpnEHtV+TlzM5QaV1Ou3FoB0i8qt16L4kKl56Ra+YcBeZFy82ZHPVF6TitNLaXGqbk3V3pOB2NbpcbVqKkrPWeNibbSYw2V+LcXQDU3Sek5yUtTapiKtq7SU7aw9lVqnFp2nNJzNtFSruGDSpbyf0fLb51TeqxMyfdgSXy80nN2e7ON0mOVVVCh3PexADuj5x6To1Gq1FzCnyeCOcJzadq0KU2aNKFbt27s27ePyspKRo4cSXFxMZcvXyY+Pp6wsDDs7e1ZuXIlV69eRUtLi759+2JqasqXX36Jubk5Bw4cYM+ePXh6euLk5ISHh4f0YO/u7s7NmzcZNmwYFRUVpKam0qxZMz766CP69OlDYGAgWlpaGBoaYmlpiUwmY//+/cyfPx9jY2PmzZuHpqYmU6ZMoVOnTjg5OUkP6FB7tMbb2xuoHyyp20WqYbeiF6GxYsSNzaE4blZTU0P79u3rrUvBw8OD//znP0RGRrJx40bKy8uZMWMGmpqafPrpp+Tn50tHwXR1daWAkaJDV2lpKRYWFqiqqpKUlISLiwupqanMmTOHpKQkzM3NcXFxwdjYmFWrVhEeHk737t2l40Ourq71jpopNHZE6kUFbRoeYWsoMTGRyMhIjIyMKCgooKSkhF69erFp0yauXr3Kjz/+yOHDhzEzM+PSpUusX7+e8PBwampq0NbWpmXLlgwePJjg4GAsLCx45513MDU1JSsrS2qnfuXKFVq2bMm5c+ek9vFaWlpcvXoVBwcHDAwM0NDQIC8v77mCOYIgCIIgCIIgCM9DBHOE5+Lv78+4cePo27cvW7du5caNG/z000+cO3eO1NRUzM3NycvLY/To0QQFBXH06FEWLVokZcXs37+fjz76CE1NTQwMDLh58yYtW7akvLxcKqjr6ekpFZJVU1MjPj4ef39/8vLy2LZtG9OnT0ddXZ3jx49TWlqKpaUlYWFhfPDBBzg4OEhr1dLSokWLFr+7n7/arvr3/F6XpbpSUlI4evQo48ePZ/PmzaxcuRI3NzfatWtH+/btG12Xnp4eQUFBXLp0idLSUrS1tcnLy2POnDmEhobW69ZlampKSkoKNTU1mJmZUVZWRmxsLD4+PqiqqnLnzh2aN2/Oq6++ipaWFoMHDyYgIABjY2Nqamrw9fXF1/fpn+g0ljWkbNAmLS0NHR0dDAwMnrpvinkU187NzUVXV1cqQA1w7NgxZs2aRbNmzUhNTSUkJAQdHR3U1dXJzc1lwoQJfPXVV9y9e5cmTZrg6uoqHc2Ty+XEx8ezYcMGUlJSePLkCQMHDsTDwwMnJyfCw8MBGDlyJOvXr2fVqlUkJiaycOFCAKnzF9R2NuvUqZNS90AQBEEQBEEQ/m1qj1n9w92s/uH5XxYRzBGeS7NmzTh37hx9+/bFzMyMpKQknJ2d6datG3l5eezatYuDBw/i5uZGs2bNcHBwkLJiHj9+zM6dOzl8+DCOjo4sWLCAx48f079/fyorK8nNrT0m4OzszNWrV1FTU0NNTY3s7GzMzc0xNjamR48ejB49Gnd3d9TV1VFXV6e0tJTKysp6gRyFP6o9o6yysjKuX79OVFQUaWlp9O7dm6CgoHqvqTtvVlYWmZmZHD9+HCsrK27fvk2vXr3o2LEjBQUFrFq1ivHjx7Nx40YOHz6Mm5vbH65BT08PmUxGVlYWdnZ2tGjRgocPH9K/f38ADh8+TPfu3TE1NeX+/fuUlpZiYmJCy5YtpWNPx48fx8HBgaysLKqrq3F1daVXr15P7UHx+hd1zKzu9YqLi9m2bRsDBw7EwMBAum5FRQX5+fmYm5sDSAGWU6dOsWPHjnr3aN68eezYsYNmzZoxY8YMsrOzqampwcbGhpiYGJo3b06/fv04deoUqqqqtGnTBk1NTfT19TExMSE2NhYHBweKi4txc3OTuljp6+tTXFxMTEwM77zzDhcvXiQhIYHWrVvj7OxMdXU1b731lrSOF31sTBAEQRAEQRAEoTEimCM8l+DgYObPn8+5c+fYvXs3np6eNG3alL1797J27Vo8PT3x8fHh2rVr9OrVC7lcLgVpTExMiIqKQlNTk4cPH3LhwgWMjY3R0dGhsrJSKnbctGlTqQCyIosHamuYAFKWiOL40ahRo6QH698rvvyiVFRUMG3aNCIjIwkMDMTBwYETJ04QFBREXl4ehoaG0rzdunXj8OHDTJkyBblcjr+/P61bt+bs2bNkZmYil8uxs7PD0tKSvLw8unXrxtixY2nevDlOTk7069cPGxubevtVBKisrKzQ1tbmp59+IiwsjMmTJ3Ps2DHatGlDTk4OHh4e+Pn5MXToUCoqKtDW1kZHR0cqelxdXS0FwPT09GjXrh2GhobA00Gwv5K11FggqO7vdXV1eeeddygvLwcgOzubkSNH8vDhQzw8PJg3bx7NmzcnPDwcd3d3rl6tXyehvLwcLy8v8vLyAOjduzdHjhwhIyMDT09PqSDxuHHj2LJlC19++SXTp0/HwMCAiooKVFVViY2NxdTUlNGjR6OtrU23bt1o1aqVdPxKkQXUsCC2Yh9/dARMEARBEARBEP4XqaiovLQOv8+zhn8jEcwRnkuLFi24c+cOe/bsISgoiNdff52KigpWrlzJwYMHsba2ZvHixcTFxaGpqYmGhgapqalUV1djZGTE3Llz6dq1KyYmJrz55psYGBhQXV3N+vXrMTIyAmpr2gwZMgQATU1N6UF5/PjxUmADfvtLqegk9SIoghjl5eXMnTuXV155hfbt29d7zd69e0lNTeXSpUvSxxITEwF49dVXmTFjBmFhYRQVFQG1QSg/Pz9u3brFtGnT0NDQwN7enrS0NEpLS9HT08PCwoLw8HA++ugjUlJSSEhIYMKECeTm5jJv3jwWLlyIp6cngwcPljpqmZmZ0a1bN5YtW8aDBw+YM2cO7733Hm+88Qb29r9fGLdh4EtxvErheYNgiutlZWVx/fp1unfvLl2j7jyK1126dInU1FQOHDhA06ZNpWNfM2fOZNmyZbRu3ZqjR4+ycuVKNm3ahJ+fH23btpXeIxUVFVKApbKyEnt7e+7cuUP79u2pqanh7t275OTk4O3tzZ49e6ioqMDKygo/Pz+ysrIoKSkBat9ro0aNwtjYGEdHR27cuPGn91qXCOQIgiAIgiAIgvB3EsEc4bnY2Nhga2vL+vXr631cS0uL48ePY2hoSEREBNnZ2RQXF+Pq6oqqqqr0APzGG2/w+uuvo65ev2K84iFdoe4Ds+JBeejQoS90L9XV1c8sRqypqUlubi4ZGRnSWhT/Xb9+PR9++GG9a9nZ2QGwZMkSvvvuO1xcXEhISKBVq1YYGhpiYGCAt7e3dGzI3t6eR48eSdlGimylsLAwysrK8Pb2pmvXrujp6VFTU4NcLqewsLa6f91AwuDBg+sFYQApkFN3fy8q06axzlt1r1dTU8OhQ4ewtbXFysoKMzMzTp06xfr164mOjmbs2LFMnTqViIgIduzYwfjx43nzzTfZtGkT8fHxlJSUUFFRIWUI9e/fn82bNxMeHk6HDh349dfa7kR1gyd6enp4e3vzzTff0K5dOy5dukRZWRm3bt0iODgYuVwuBX+6dOlCTEyMlJGkqalJYGBgvb1UV1dTU1ODiopKo0Gtf2tkXxAEQRAEQRCE/zvEU4nw3HR1dTl79ixQmyEBsH79ei5cuMDRo0eZNGkSGzduRFtbm9mzZ9O3b1/U1GrjhioqKqirq0vtqhVHcBp6kQ/M1dXVUpelhnPUfVjPyMjgypUrFBQUALUBmtTUVMrKyqTrAGhra0uZOOnp6Xz55ZeEhISwY8cO2rRpg56eHmfOnOHBgwdSAMbGxoacnBypyLOfnx/5+fl8//33nDx5kvT0dCIjI8nOzmbIkCF06dKF0tJShg4dSkZGBqWlpfTu3Rt4OpBSt/X3s/b3vJk2is5bDTVWxPnJkyfs3buXx48f88MPP7B37166d+/O559/TlRUFI8fP2b69OlER0cTGxvL0qVL6dixI9bW1lIgxd7envz8fBISEvD09CQtrbZtp66uLoWFhVRXVxMQEMCDB423fR40aBBjxoxh0qRJVFdXs2rVKjp37oyrqys7d+5ET08PqA3ePKu2Ut37pqqq+lKO6JWXl1NQUFDvlyAIgiAIgiD8WykKIP/Tv/6NRGaO8Nw6deokBSkUR128vLzYtm1bo69vrAjxszo7/RWKoEbDIy8NA0NyuZzMzEyuXr1KSkoK3t7ebNu2jRs3bmBlZUWfPn146623cHd35+7duxQXF6OjoyOtt1mzZly5coWxY8dSVlaGi4sLnp6e7N+/n2HDhjFkyBD2799PZGQkYWFhQG1R5127dpGTk4OjoyNBQUGUl5czZcoUWrRowdSpUzExMcHU1PSpmjBQW+DXwMCg0X2/jHtZ93qKr19BQQFXrlxBXV2dVq1aoaWlxcKFCzl8+DC2traYmJgQEhLCiBEjcHFx4d133+XixYt89913NGnShAULFvDgwQMmT54stZZXfG1cXFwoKipCLpfj5+fH6tWrWbx4MUlJSTx48AB/f3+qqqq4e/cu8PSxJk1NTd544w3eeOONv7zfl2np0qVSFyxBEARBEARBEARliWCO8NzWrl0LPB2kUQRTFMEFZbNC/ozGCs7WbV+tUFhYyNmzZ7l58ybt2rWjU6dO7N27lx07dmBpacnAgQOxtbVl2bJlmJiYcOzYMTZv3oyrqyteXl6cO3eOwsJCqaMSQIcOHVi4cCF5eXk4ODjg4OBAQEAAoaGhADRv3pyCggLWr1/P6tWrAXBycsLT0xN9fX3pOiEhIVy7dq3R/TU86vOsQM7z+LOdvaqqqoiOjiYhIYHAwECaNGnC48ePef/998nNzcXMzIyLFy8ycuRIUlJSWLVqFR06dABqvy4BAQFERkYCYGxsTF5eHsuXL8fOzg5HR0cA8vPzqampkYpj29nZUVxcTGJiIj169ODdd98lMDAQmUzG+PHjMTY2BpCCOc/yR0ekXhbFvH9UO2f27NlMmzZN+nNBQYF0RE8QBEEQBEEQBOHPEsEcQSl/NpjyV9U97lM3QKSYRxGgKC4uJjY2liNHjuDi4sKgQYNQVVVl586dHDhwgICAAHbs2EF6ejpt2rRh8+bN9OrVS8qc+fHHH5kzZw4GBgYYGBhw7do1Jk6cSGlpqdQlSZFF0rlzZ65evcrIkSMZMWIE9+/f58GDBwwfPlxaW9euXbGwsJAKNuvq6jJ//vxG9yiXy6UuVYo5/uoxs8Zq2yh+/6ygTllZGXv37uWrr77CwsKCyspKrKys2LBhA5cvX6ampobTp0/z5MkT3n77bTp16oSbmxtTp07llVdewcDAgAkTJmBmZkZmZiYAPj4+ODg4kJOTQ9u2bamurub48eO88sorlJSUEB8fT+vWrdHQ0KB58+aYmJhQU1PDpEmTGDVqFNra2vX25OTk9Lv7ftn1bBrrzPU882pqakrd2QRBEARBEATh3+6/4ZjTPz3/yyKCOYJSXmTQJikpiYiICBwcHPDx8aGyslIqkNzwCFFNTQ0ZGRkcOHAAS0tLBgwYwNWrV1m8eDH6+vpYWVmRmJjInTt3mDt3LidPnmTNmjV4enry008/sWjRIgYNGoSlpaVUKDgvL48vvviCnTt34unpyapVq3j8+DGGhoaoqalJgQnFOnR0dFi8eDFbtmxh+/bt+Pj40L9/fzp16gRASUkJu3btIiwsrN5D/rOKByvupTKZJIpg17MKOStkZmYSHR1NTU0N7du3b7Qjk6amJhUVFcTFxUmduoYPH87u3bvJycmhY8eOANja2hIYGEhqairTpk1j7NixREREMHnyZBwcHPDw8KCgoIDbt29jbm7OvHnz+Oqrr1i2bBm5ubmEhobSvXt3pkyZgp2dnbT/mTNn1luPtra2tL+/O9MGIDo6mtu3bzNw4EDp/djwnlVXV5OZmcnly5e5cOECI0eOxNfX929dpyAIgiAIgiAI/3tEMEf42924cYPPP/+c1NRUHjx4gKGhIW5ubkyfPh2gXqertLQ0du7cSWlpKUePHqVr167Y2tpy/vx55HI5WlpatGvXjpqaGry8vJg3bx6PHz9m4MCBTJ8+ndjYWDw9PamqqqJ79+6MHj0aVVVVtLS0yMrKAmo7acXFxZGbm0tMTAxnzpyhuLiYqqoq9PT0yMnJaTQTadSoUYwaNeqp/T169IiLFy8yatQodHV1pY+/iGBEw4DQs+rlpKSkcPToUcaPH8/mzZtZuXIlbm5utGvXjvbt2zeaSSKTyfDw8MDf318KqHXr1o3k5GTU1NQoKiqSukJdvXqVNm3akJ+fT1lZGba2tvj7+6Ovr0+zZs1wcnLizTffZNSoUUydOhUHBwfKy8txdnaW5mvdunWj+2sYlHqZQZzo6GicnJzQ0tJ66muso6NDq1atpOLdubm5/Prrr8TGxtKjRw/c3d2ZO3cuERER+Pj4kJOTw9dff82oUaMICAh4aWsWBEEQBEEQBOHlW7duHStWrCA1NRVvb28+//xz2rZt+4fjfvnlF9q3b4+Pjw+3b99+aesTwRzhpap7LEWRDaKtrU379u0xNzfn9OnTDBw4kHbt2pGfn8+wYcNITU3F39+flStXUlRUxIwZMzh8+DC9e/dm6NChDB8+nD179nDo0CEOHTpEr169MDc3Jzg4WAoYKGr36OnpER4eTuvWrcnOzsbe3p6SkhIpgFNaWoq2tjYrV66UMkPGjh2LhYUF1dXVrFixAi0trd/dnyIAoQiQ+Pn58e233z73vSorK+P69etERUWRlpZG7969CQoKqveauoGNrKwsMjMzOX78OFZWVty+fZtevXrRsWNHCgoKWLVqFePHj2fjxo0cPnwYNze3P1yDqakpKioqPHnyBHd3d+7fv4+lpSWvvPIKEydOZMuWLVhZWaGtrY2XlxeRkZF89NFHlJeX0759e6k71WeffVYvMKI4bgb1AzaNBW9eNsWcNTU1HD58mNdffx1HR0dpvYo6PlZWVvzwww8UFRXh6+vLihUruHXrFtbW1kRHRzN16lTatGnDlStXmDlzJubm5syfP5+LFy+KYI4gCIIgCIIgADKZCrKXXArhz6zhee3Zs4epU6eybt06QkND2bhxI2FhYdy7d0864dGY/Px8RowYQefOnUlPT/8ry/5DIpgjPLfGaq48q/Bs3QwQxe+bNm1K06ZNAbh27Rrx8fFUV1ezdu1aRo8ejbe3N9999x3z589n4cKF6OnpERoaiqmpKSEhIXh4eCCXy3F2dqagoICysjKsrKy4fPky3bt3l9aTk5PDhAkT+Prrrzl//jzh4eEMHz4cHR0d3NzcMDExkdbUvXt3aezzeFE1WioqKpg2bRqRkZEEBgbi4ODAiRMnCAoKIi8vD0NDQ+m+duvWjcOHDzNlyhTkcjn+/v60bt2as2fPkpmZiVwux87ODktLS/Ly8ujWrRtjx46lefPmODk50a9fPym4ogiwKb6mVlZWJCUl8c033zBkyBBu377NuHHjcHJyYsGCBWzZsoWUlBQmTpyIg4MDtra2nDp1qt5eFIWA6x6RqutlBm/kcjkxMTHY2tpy5coV0tLS6Nevn5QhVfe9K5PJmDp1qpShtWbNGtavX09NTQ3z5s2jW7dunDx5krCwMCoqKrhz5w4//PADUBusWrt2LdOmTUNHRwcDAwPKyspwcnJ6qdF3QRAEQRAEQRCUU1BQUO/Pv1fPcuXKlYwZM4axY8cC8Pnnn/PTTz+xfv16li5d+sw5xo8fz9ChQ1FVVeXw4cMvbO2NEcEc4U+r+3AeGxvL3Llz2b17N9B4UCMjI4PTp09z8+ZNYmJi+P7776XPKY606Orqkp2dTWVlJd9++y1PnjyhoKCAiIgIKYXN0dGRJ0+eYGpqioWFBcnJyVRXV2NqaoqOjg6JiYn4+vryxRdfYGRkxP3792nXrh2Wlpa88cYb6Ovrc+nSJfr27curr74KwIQJExrdoyKT6Fl7Uva+yWQyysvLmTt3Lq+88grt27ev95q9e/eSmpoq1aoBSExMBODVV19lxowZhIWFUVRUBEBlZSV+fn7cunWLadOmoaGhgb29PWlpaZSWlqKnp4eFhQXh4eF89NFHpKSkkJCQwIQJE8jNzWXevHksXLgQT09PBg8eLLV0V1VVpV+/fty4cYM1a9bQuXNnqVZOq1ataNWqVb11K7JZGgvmvewjUnUp3k+ZmZl89tlndO/enddee42CggJ0dXXJz8+ntLQUKysrMjIy+O677/D09CQ5OZkLFy6wceNGrl+/zqFDh/D09ASQ2shnZWXRtGlTHj9+LM3Vp08fRo8eja2tLcXFxWRlZWFjY4ONjQ1nzpx57vXrZUajV6b33OPi9D2fewyAiZeDUuMAjN2V675VkpGr9JxGLjZ//KJGaDj8cTbas6i6KJddpaWmofSc5qk5So/tcDlZqXEGtvp//KJn2P5LklLj5i3opvSc2hbGyo2zd1R6TtWWryg99sq45/8hAYBXPy+l50y/narUOOte2UrPKVPyfV+RHK/0nBoGun/8okbIC/KUnlPNzErpsVrO3kqN080p+OMXPYOqqXLrVakoVnpOWXacUuOqHt9Rek6jlq8pPVZDVv3HL2pMjnLfcwEwVe7f0fKIc0pPqaZjotzA6iql51Qpq1BqXE2h8v8WytTU//hFz6DuqNz3Xc185b93atw5odS4ysSHSs9p4+qn1LjX3Vr98YsaSNbRYTr/XQWQG3aRnT9/PgsWLHjq9RUVFdy4cYNZs2bV+3i3bt349ddfnznPli1biI2NZfv27Xz00Ud/feF/QARzhHoUgYfGjg/VfTh3cXFh165d0rh79+7x2WefER0dzbhx4xg+fDjx8fHMnDmTBQsWMGPGjHrzKK5pZmZGeno6jx8/pmnTppiZmTFlyhTs7e2ldtxeXl5cvXqV5s2bY2trS0JCAsXFxejr6yOTybh79y52dnZS8WQnJydeffVVqQ34q6++KgVx6mqsCPBfDeDUbc2uoPi9pqYmubm5ZGRkSHMr/rt+/Xo+/PDDetdSfLNZsmQJ3333HS4uLiQkJNCqVSsMDQ0xMDDA29ub/Px8zM3Nsbe359GjR1RWVkrzPXz4kLCwMMrKyvD29qZr167o6elRU1ODXC6nsLCw3hq1tLSwsLDAw8OD5cuXP7W/uu3nG8u6epme1UkKfgsqyeVynJycSE9Pp7i4mHXr1tGlSxd++eUXbt68yXfffSfVvhk3bhw3btzg1KlT6OjoUFJSwtSpUxk8eDA+Pj4EBgZiaGhIfHw8Tk5OFBYWUlJSgo6ODnFxcVhbW6OmpoZMJiM+Ph4bGxsMDQ2l429129kLgiAIgiAIgvDPSkxMlJ4xgWdm5WRlZSGXy7G0tKz3cUtLS9LS0hod8/DhQ2bNmsXFixelmpsv27+zR5fwXKqqqti6dSvBwcGsWrUKqH1gVlVVrffgHB0dza1bt5g1axa//PILISEh0pGS1atX4+rqys6dO/n66685ePAg9vb2ODo64uHhgaWlpVS8ty4rKytKS0uRyWQ4OztjZmaGj48PBgYGREZGArXBnB9//BEABwcHZDIZVVVVGBgYMHv2bPr06YOenh4VFRUMHDiQ999/Hw8Pj3rzyOXyelk3ij0qq7q6Grlc/tTHGx4zy8jI4MqVK1JKn52dHampqZSVlUnXgdrOTYpMnPT0dL788ktCQkLYsWMHbdq0QU9PjzNnzvDgwQMpAGNjY0NOTg7FxbU/QfPz8yM/P5/vv/+ekydPkp6eTmRkJNnZ2QwZMoQuXbpQWlrK0KFDycjIoLS0lN69e9e7FxoaGpibm0vXrKqq/xMZRfv5lxG8UcyluLeNfb0U8zb83K+//oqrqytvvvkmkZGRUgeya9euUVNTw/Dhw7l+/ToFBQVYWlry4MEDjIyMcHZ2JiUlBRUVFdauXct7771HXl4eXbt25c6dO1haWlJYWIiKigp9+vRh/vz5bNiwgZUrV/Lmm28C4OHhIX09fXx8+Oabb0QgRxAEQRAEQRD+yxgYGNT79axgjkLDUwaNlRuB2mfNoUOHsnDhQtzd3V/omn+PyMz5H1BQUCBFIOVyeb2sipqaGtTU1NiwYQMbN26UCrdeunSJH374gYSEBKZPn46/vz/jxo3D3NycDh06EBoaiqGhIdHR0bi5uZGbm8vYsWNxdHRk9OjRxMTE4OLiQrt27UhOTpbmavjmVxxTqaysZMSIEaxevZouXbqQnp6Om5sb33zzDcOGDZMKAffs2ZOePXtK4xV/WRwcHDAzM6O0tLTRFuDKtlJXZKI0HN8wmCGXy8nMzOTq1aukpKTg7e3Ntm3buHHjBlZWVvTp04e33noLd3d37t69S3FxMTo6OtIamzVrxpUrVxg7dixlZWW4uLjg6enJ/v37GTZsGEOGDGH//v1ERkYSFhYGgLOzM7t27ZKOAwUFBVFeXs6UKVNo0aIFU6dOxcTEBFNTU65evfrU3ubNm1cvMq24Z3379qV///4ALzWqrMhKSk5OZu/evYSEhNCyZctGA0UlJSVs2rQJMzMztm7dyqeffoqPjw9QGwRavnw5W7ZsoW3btowZM4b4+Hh0dXUxMzMjJSWFFi1a0K9fPzZt2kRwcDDt27cnPz8fa2trdHR0iI2NxdXVVaqddPXqVbKystDX1ycrK4sHDx7w5ZdfsnLlSm7dusXQoUOlo3Lr16+X1qmjo4OOjs5Lu2eCIAiCIAiC8H/Jf9Mxqz/LzMwMVVXVp7JwMjIynsrWASgsLOT69evcunWLyZMnA7+VoVBTU+PkyZN06tRJ+Q08gwjm/A/w9vbmxIkT+Pr61gtKFBYWoq+vz+3bt3nw4AGDBw9mwoQJ9O7dm3PnzuHt7U1gYCDbt29HW1ubV155hVu3bjFlyhQAgoKCuHfvHiEhIbi6ukqZKi4uLkRGRmJoaIiFhQVxcXFPrUkRxLCwsEBTU5OMjAw6d+7MJ598QnR0tHTkCmpbh/9RJyYTExM+++yzv3SfGms/rshEqauwsJCzZ89y8+ZN2rVrR6dOndi7dy87duzA0tKSgQMHYmtry7JlyzAxMeHYsWNs3rwZV1dXvLy8OHfuHIWFhfWyNzp06MDChQvJy8vDwcEBBwcHAgICCA0NBaB58+YUFBSwfv16Vq9eDYCTkxOenp7ScTKAkJAQrl271uj+Gta1aRjIUXjRWTd/dDTLxsaGqVOnSh8vLi5m1qxZ3Lt3D1dXV1asWIGBgQFz587lvffeY926dfVanKupqfHw4UOcnJwAeOutt/jyyy8pLCykSZMmpKSkUF1dzcSJE5k9ezY///wzw4YNQ1dXFzU1NbS1tYmOjiYzM5P//Oc/ZGRk4O/vj4+PD7q6utjZ2eHo6AjAtGnTGt1jY0f2BEEQBEEQBEH4v0dDQ4OgoCBOnTpFv379pI+fOnWq0fIdBgYG3LlTv/bXunXrOHPmDPv375eeU140Ecz5H+Dn58edO3fw9fVl//79nDlzhitXrqCnp8fy5cuxsbGhRYsWWFhYMG3aNFatWsXly5dxdXXl2LFjXLhwgTZt2uDq6lovw6N58+Zs2bIFe3t71NTUOHjwIK1atUJFRYWIiAhcXV3R1dXlypUrQOOdi2xsbOrVZjE3N2/0iEpjgRZlKQo5K9akWJfi+ooMouLiYmJjYzly5AguLi4MGjQIVVVVdu7cyYEDBwgICGDHjh2kp6fTpk0bNm/eTK9evaTMmR9//JE5c+ZIaXzXrl1j4sSJlJaWkpeXB/wW0OjcuTNXr15l5MiRjBgxgvv37/PgwQOGDx8ura1r165YWFhInah0dXWZP39+o3uUy+VSlyrFHH9HsKGwsJD79+/TokUL6WONBcQyMzNJSkri2LFjqKiooKmpiYqKCu+99x7ffvstWlparF27lm+++Yb58+ezatUqgoOD8fT0rBfIUXBxcSEqKgpbW1uqqqooLi4mMzMTFxcXHj9+THZ2NjY2Nvj6+vKf//yHzp07S1lHffv2xcTEBB8fH7799lucnJzqvVfrBsvg6ew2+HvurSAIgiAIgiAIf49p06YxfPhwmjdvTuvWrfnqq6+khjIAs2fPJjk5ma1bt6KioiKdGlCwsLBAS0vrqY+/SOIJ5H+An58f169fB+Dw4cPExsZy48YNXn/9dRYsWICdnR3jx4+X6ozY2tpy8eJFUlNT6dy5Mz/99BN9+/bF2dmZhIQE6boBAQHExMQgk8kYPHgw0dHRdO/enRkzZjB79mygNuNk4sSJwJ9vQ91YbZ3nDeQkJSVx/Phx7t69CyAVBVasQ1F/RSaTUVNTQ3p6OuvWrePAgQPIZDKuXr3KkCFDWLZsGTk5OZw7d4558+ZRXFzMyZMnWbNmDcuXL2fQoEF8+eWXWFtbY2lpib29PQB5eXl88cUX7Ny5k3PnztGxY0eSk5MxNDRETU1NuteKe6Kjo8PixYt59dVX2b59O2VlZfTv35/p06cDtceMNm/eTFhYWL3AQd3AVMP71TDg8DI0rF2joaHBypUr633s/v37fPzxx7z66qscPXoUgG3btjFz5kxUVFQYPnw4mpqaFBYWIpPJOHToEKGhoXh6ejJlyhTpmJOrq6tUL0gxr+K/Li4uHDt2DICoqCiePHlCVFQUDg4OJCQkUFJSAsDrr7/O/v37GThwoLS+sWPHEhoair6+Ps7OztJ7orH7Cry0mkGCIAiCIAiC8G+joqryX/HreQ0ePJjPP/+cRYsW4e/vz4ULFzhx4gQODrVdYVNTU+s9G/8TRGbO/4CWLVuyZs0aAPz9/aUAR2hoKEePHqW8vBwPDw8ePqxtc+fj44ODgwPvvfeedI3Y2Fh8fHyIjY2loqICDQ0NHB0dqa6upqCgAG9vb1atWkVqaipeXl7SESk3N7c/PCLVkDLtrG/cuMHnn39OamoqDx48wNDQEDc3NykYoq7+W6vCtLQ0du7cSWlpKUePHqVr167Y2tpy/vx55HI5WlpatGvXjpqaGry8vJg3bx6PHz9m4MCBTJ8+ndjYWDw9PamqqqJ79+6MHj0aVVVVtLS0yMrKAmqPhsXFxZGbm0tMTAxnzpyhuLiYqqoq9PT0yMnJaTTbaNSoUYwaNeqp/T169IiLFy8yatQodHV/a8f6d7X+hsZrHimCGtnZ2airq/PLL79w9uxZAgICaNu2LQsXLuSnn35CV1eXjz/+mPnz56OtrU3Lli358ccf6du3L/b29tjb25OcnEx6ejoBAQHSN0YDAwPMzc1JTk4mKCiIW7du1ZtfsZ7p06fz1VdfYW9vT7du3Zg2bRpWVlb4+/vTrFkzDA0NgdpApa2t7VN7a3hM6mXd1/LycsrLy6U/KwpjC4IgCIIgCILw32XSpElMmjSp0c99++23vzt2wYIFjbY9f5FEMOd/QEBAgFS3xt3dnaioKOn3paWlJCcn07RpUyoqKqiqqsLLy4vg4GAmTpxIWVkZ0dHRDBo0iGnTpvH666+Tl5eHhYUFADExMUDtg76rqyuurq5Pzf+sqt/KqtuiWvEQrq2tTfv27TE3N+f06dMMHDiQdu3akZ+fz7Bhw0hNTcXf35+VK1dSVFTEjBkzOHz4ML1792bo0KEMHz6cPXv2cOjQIQ4dOkSvXr0wNzcnODiY8vJynJ2dpbovenp6hIeH07p1a7Kzs7G3t6ekpEQK4JSWlqKtrc3KlSuZOXMmUJv9YWFhQXV1NStWrEBLS+t399ewLbyfn98ffsN4ERTHsxr7eslkMsrLy8nLy8Pc3BwVFRU++eQTdu3aRX5+Pl988QXq6up4eXnRtWtX5syZw9mzZ7lx4wYuLi4cPnyYkydP0qJFC9q0aUNAQICUMdOkSRMqKyvJzs7G19eXPXv28O6775KTk0NaWhouLi5UVlZK3dbqrglqu4TNmzePRYsWPbV2RSBHobH28X810+bPvseXLl3KwoUL/9JcgiAIgiAIgvB/hUxFhuwfzmqXqfx9PwD/O4lgzv8ABwcHKioqKCkpwd7eXnogNzIyQkVFhejoaJydnSktLSUyMpLAwEA2bdrE9u3bqa6uZvLkyTRr1gyAtWvXNjqH4kG2sYfaP/OQ29i4hgV7FRqrVdK0aVOaNm0K1Lajjo+Pp7q6mrVr1zJ69Gi8vb357rvvmD9/PgsXLkRPT4/Q0FBMTU0JCQnBw8MDuVyOs7MzBQUFlJWVYWVlxeXLl+nevbu0npycHCZMmMDXX3/N+fPnCQ8PZ/jw4ejo6ODm5oaJiYm0JkVnpOf1Tx7hqZsplJqaiomJCZqammRlZTFnzhxOnjyJr68v48ePJyAggPT0dD755BO6du0qjYuIiJCCNJWVlTx69AgbGxu8vLz45Zdf8PX15fHjx9TU1JCdnQ2AtbU1AAkJCfTp04cbN27QuXNnCgoK6NatGw4ODhgZGUmBkMbukYaGBvDbMb269YLqelH3t242z58NVs6ePbteEeWCggLs7OxeyHoEQRAEQRAEQfjfIYI5/yP09PSIiIjAxcWFvLw8YmJiCA4Opm3btmhqagJw/vz5epk1b7zxxlPXaaztd13Pm4GjqE2ioqJCbGwsc+fOZffu3UDjD90ZGRmcPn2amzdvEhMTw/fffy99TnFsSVdXl+zsbCorK/n222958uQJBQUFRERE0LZtWwAcHR158uQJpqamWFhYkJycTHV1Naampujo6JCYmIivry9ffPEFRkZG3L9/n3bt2mFpackbb7yBvr4+ly5dom/fvlJFc0UxrIbq1pX5uwM1z9tl6fDhw+zfv5/09HSys7MZPXo0kydP5siRIxQWFhIXF8fBgwfZs2cPmpqaqKur85///Ifk5GTc3NwIDQ3Fzs6OAwcOALWBRBcXFwYMGEDz5s2B2iN7NjY2lJeXk5iYCNS2/9PR0aG4uBgjIyOWLVvGtWvXcHd3x8rKCqjNsBk0aNAf7kHxHvwr2WAlJSXExMTg4uKCvr7+U/ex7p+Lioq4efMmTZo0+cMjhZqamtLfN0EQBEEQBEEQBGWJYM7/iE6dOpGTk0Pr1q1Zvnw5Li4uAFI3pJqaGimzRUERaKl7JEWZB2TFNRo7PlT32i4uLuzatUsad+/ePT777DOio6MZN24cw4cPJz4+npkzZ7JgwQJmzJhRbx7FNc3MzEhPT+fx48dSi/MpU6Zgb28vteP28vLi6tWrNG/eHFtbWxISEiguLkZfXx+ZTMbdu3exs7PDx8eHyspKnJycePXVV6XORq+++mqjbekaC578XQGcusfPGs6taBufmpraaM0YhaioKC5cuEBCQgIPHz5kyZIl7N+/HzU1Nam4c0hICI8fPyYhIYEPPviA7t27Ex4ezsqVK1myZAn+/v5Sm3g7Ozv69+/PwoULsbS0JDY2FkNDQw4fPkzr1q2xt7enpqYGLS0tFi9eLK1DW1ubdu3aNbrHF3k/KysrUVdXl+5PTU0NampqJCYmEhcXJ+1ZRUWFyspKYmNj0dfXx8bGhqNHj7Jnzx50dHS4cuUKLVq0YMqUKfj6+r6w9QmCIAiCIAjC/2UyVRVkShQgftFr+Df6d+5KeMq6devo1asXAL6+vujo6EifU9QQaUgRdFEmgFNVVcXWrVsJDg6W6pyoqKg81QkoOjqaW7duMWvWLH755RdCQkK4ffs2AKtXr8bV1ZWdO3fy9ddfc/DgQezt7XF0dMTDwwNLS8tGOw5ZWVlRWlqKTCbD2dkZMzMzfHx8MDAwIDIyEqgN5vz4449AbfaITCajqqoKAwMDZs+eTZ8+fdDT06OiooKBAwfy/vvv4+HhUW8euVz+VDenv6t71JMnTzh//rxUTFcR5FDMX1xcDMAPP/zAV199haqqKhs3bmTq1KlA4x3DoLbdvKI1vLW1Na+88grnz59HXV1dKiJtZWXFw4cPMTMzQ01NjY4dOzJnzhxeeeUVCgsL8fT0xNzcnObNm7Ns2TL69evHzJkzadOmDcuXL5cCdkOGDCEkJOSZ76/G1vgi7q/iHi5dupQTJ04AtcfLVFVVpXblHh4eBAcHk5+fD8CRI0fw9/dn9OjRLF68mISEBGxsbLhz5w6vvfYaEREReHh4sGfPnr+8PkEQBEEQBEEQhD8iMnP+hzTWPQmUe0AuKCiQslzkcnm9bBtFdsOGDRvYuHEjAQEBAFy6dIkffviBhIQEpk+fjr+/P+PGjcPc3JwOHToQGhqKoaEh0dHRuLm5kZuby9ixY3F0dGT06NHSsZd27dqRnJwszdUwGGBra0txcTGVlZWMGDGC1atX06VLF9LT03Fzc+Obb75h2LBhBAUFAdCzZ0969uwpjXd3dwdqgzxmZmaUlpY2erzsedulP48/qhdUUlLCgQMH0NTUxMDAgKZNm3Lt2jWmTp1KeXk5HTp0YM6cOWhoaHDo0CE0NTU5deoUK1askPbRWJaLu7u7NJ+uri45OTmYm5sTEBDARx99xKhRozAyMuLevXvMnDmT8PBwFi9eTFZWFnZ2dlK196+++goNDQ2pUHa7du0azbT5vcLByh6TKi8vJycnh1u3bhESEoKRkVG9zyv2PGvWLOnrGhkZySeffEJcXByhoaEsW7aMVatWYWlpydtvv83OnTvZtm0bgYGBrF27ltmzZ/PNN99gZGSEl5cXVVVV+Pr6snPnTqXWLAiCIAiCIAiC8DxEMOd/yIsMPnh7e3PixAl8fX3rXbewsBB9fX1u377NgwcPGDx4MBMmTKB3796cO3cOb29vAgMD2b59O9ra2rzyyivcunWLKVOmABAUFMS9e/cICQnB1dVVOv7i4uJCZGQkhoaGWFhYSN256lI8/FtYWKCpqUlGRgadO3fmk08+ITo6WjpyBbWtw/+ovomJiYl0XOhlKC8v5/z58/z666+kpqbSrVs3BgwYADQeYEtKSiI5OZnTp0+joaHBli1b+PHHHwkJCWHdunXs2rWLffv2YWZmxsKFC1m2bBmffPIJZmZmjB49GkdHx3o1kRqbo0mTJsTHx7N//34GDhzIqVOnGDp0KJ6ensyaNYuJEycSFxfH5MmTcXFxwdzcnC1btuDg4CBdo7q6+pntvxt2kXoRXc4UQam8vDy+/PJL9PT0eOuttzAwMJCOxSmCRpWVlVy8eJHc3Fzs7OyYPXs2p0+fZvv27QQHBzN37lzMzc2Ry+W4ubmRlZWFmpoa4eHhBAYGIpfLGTduHOvXr5fq32RkZGBrayuNUxQXf6496JpQrav/3Hu3I/e5xwCo9vjj2kPPVFGm1DC91CfKz9kgA+7Pkvl1UX7O4mylhqlaOyk9ZVHyfqXHGjkYKDUu93G+0nPOW9BNqXGLF5xUes5hrWyUGpf86KjSczbtrPzYLl+MUGpcRU6e0nOaeiv3HlTzCFZ6zur4KKXGqdbJEn5eRt7uSo1TM1fuPQRQXVas9NiqpFilxulYmSo9Z1nkZaXGafuHKj2n3L6ZUuNUmj7/v4EKWmXK/VsIoJrxSKlxVbkZSs9ZfvOiUuOq5cr9Wwig0ka595Hszmnl57T3Um6gkZXSc6pZKf93NGnbd0qNqyqrUHpOhy7DlBqnbfHskgl/pFpdW6lxlerP//268v/PJY5ZvTz/zl0JL52fnx937twBYP/+/UyaNImgoCB69+7N5cuXMTU1pUWLFrRq1Ypp06Zx/PhxLl++jIqKCseOHePQoUNER0fj6upKZWWldN3mzZsTERGBvb09ampqHDx4EKgNPERERODq6oquri4RERFA48EAGxsbli9fTufOnQEwNzenXbt2UiBHQREo+qfs27ePzz77jIqKClq0aEFiYqKUKXL+/Hnmz5/PnDlzKCsro6KigrffflvKFunfvz99+vRh/fr1fPvtt6ioqLB7927efPNN2rdvz8mTJzExMaGwsFDqRBYREUF0dLQ0/7Jly6RjZ4qjR1paWnTu3JlNmzbRtWtXtLS0aNWqFQDDhg3j2LFjxMTE8O677yKTyTA0NJQCOXWziRqj7JE9+K1+U8NjbYrrQm2AztramtTUVHR0dKROWgcOHODtt98Gfjv+Z2BggLGxsXRM7eHDhzx69IikpCS0tbVRU1PD2NiYzMxM1NXV0dTUJC4uDlVVVfLz87GysqKwsBA7OzsePar9H0FDQ0MKCwt58OCBUnsUBEEQBEEQBEH4s0QwR1CKn58f169fB2o7IMXGxnLjxg1ef/11FixYgJ2dHePHjyczMxOoPfp08eJFUlNT6dy5Mz/99BN9+/bF2dmZhIQE6boBAQHExMQgk8kYPHgw0dHRdO/enRkzZjB79mwAOnTowMSJE4E/n9nRWP2Vl3VMSjGXXC5/Zm2a3Nxc5s6dy+bNm/n4448ZO3YsY8eORSaTkZiYyIoVK6T1jRs3DgAfHx/09PQYM2YMzs7OWFtb8+TJE4qLi8nLyyMgIIA333yTX375hWvXrjFr1iz09fXZvXs3/fv3Z/To0Xz66adSraB79+5x7dq1p9bm4+NDy5YtOXXqFFu3bsXKykoK0mhoaPxuUOVFZdo0vHeKjJ7GAkX5+fmMHTuWsLAw7ty5I7U7X716Nffu3aN79+6cOnWK5ORktLW1iYiIwMvLSyq+nJqayieffEKTJk04d+4cfn5+nDt3Dmtra+RyOSUlJXTr1o2vv/6auLg41q9fT2hoKPr6+ujr6xMbW/vTVktLS959910cHR3/8j0QBEEQBEEQBEH4PeKYlaCUli1bsmbNGgD8/f25e/cuAKGhoRw9epTy8nI8PDx4+PAhUBsgcHBw4L333pOuERsbi4+PD7GxsVRUVKChoYGjoyPV1dUUFBTg7e3NqlWrSE1NxcvLS8qscXNz+8MjUg29iCBDY+oWj274398LFl28eJFOnTpJe6qqqkJPTw+oLVbdoUMHqVtXq1atiIiIwNbWFhMTE3JzczE2Nsba2pr09HQ0NTXR1dXF2NiYlJQUVFRUyM7O5ubNm7i5uXHmzBl8fHx49913+eKLL7h58yb+/v64urri6ekJ1D9yZW5uzsmTtccgKisrUVNTe+po1Iu6n2VlZRw+fBgzMzO6dOny1FoUHjx4QEVFBbt37+aVV16RsoUANm/ejJGRETNmzOCzzz4jLS2NiooK/Pz8yMzMRE9PjwEDBrBnzx4GDBiAr68v2dnZ2NraYmVlxc2bN+nVq5cULCwvL+fGjRt06NCBsrIyrl27xurVq1m+fDn9+vXDw8ODmTNnArBo0SKpdpS+vr60B0EQBEEQBEEQQCZTQfY3dff9vTX8G/07dyW8dAEBAVLdmrpFc93d3SktLSU5OZmmTZtSUVFBVVUVXl5eBAcHM3HiREaNGkWrVq34/vvvUVdX5/XXXycvL0+6dkxMDAYGBtTU1ODq6krbtm2fOiL1rIyXl0GRidLYsSxFNopi/4mJifzwww8UFhayaNEiXFxc+OKLL6TuUoprJCcnY2lpSW5u7TlvNTU16bhZTk6OVOsFoFmzZly7dg0vLy/S0tIoLS0FwNXVlZycHA4ePEhcXBxz5swhJSWFZs2a0aZNG3788UfKy8sZPXo0Q4cOBeCdd95hzpw56OnpMXjwYFq2bPnUnoYMGcL69esBUFdX/8uBm2dl8kDtsa42bdrQtm1b6WPnzp1jwYIFfPTRR1I3qd69e7Nq1SqsrKykzBfFvTx8+DAdOnTA09OTsWPHYm5uTnx8PI6OjqSmplJRUcG4ceNIS0tj3rx5BAUFYWlpCYCzszP37t0jPz+f9957j4EDB3L58mX8/Pxo2rQpYWFhWFtbo6qqyqxZs7h16xa7d+8mKCiImpoaKZDTcL+CIAiCIAiCIAgvk8jMEZTi4OBARUUFJSUl2NvbU15eLhV+VVFRITo6GmdnZ0pLS4mMjCQwMJBNmzaxfft2qqurmTx5slTLZe3atY3OoQgiNNbx6EVn2tTU1FBcXIyuri5xcXFMnz6dyspKdu3ahZ6e3lPzlZSUkJmZyZkzZ6iurubWrVvU1NSQk5PD/fv38fX1pWPHjvz000/MmTMHY2Nj3njjDamjmJWVFXfv3iUjI4MmTZpQVlaGlpYWUFsE+vLly4wdOxZVVVUMDQ2prKzEysqK5ORk8vLysLa2plOnTmRkZLBo0SKGDBnCBx98wOLFiykrK5PaizdGLpejp6f3VKt1BUNDQ6XvYVpaGhYWFvWOXDWWyVNWVsbdu3dJSEhAU1OTvLw8evXqRVZWFmvXrsXX15e4uDiWLl3Kxx9/TOfOnVFTU+Odd96RrqHI4PHz8+PJk9riuubm5mhoaJCQkICbmxuRkZGkp6fj4uJCYGAgQ4cORVtbGyur2uJ6Hh4eJCUloampia+vL926dSMwMFAK9vTr1++p+Rp2b2voZWWBCYIgCIIgCML/NTJVVVReYhfgP7uGfyORmSMoTU9Pj4iICKytrcnLyyMmJgaAtm3boqmpCdQW8vXx8ZHGvPHGG4wYMYKgoCDU1GpjiYrits/yMh6Oa2pqkMvlVFVVAbX1VS5evIhMJuOHH36gdevW7Ny5Ez09PTIyMti6dSszZszg0qVLAGzZsoVJkyZx9epV2rRpg6mpKTExMaxbt47jx4+TmZmJlpYWrq6u+Pr6cuHChXrzBwQEoK2tzZ49e4DaDJXy8nJOnTpFz549MTMz46233mLs2LHExsby1ltvYWxsTEBAgJQNoqury5gxY7h79y4ffPABUHvURxHIeVY2zIuqFaTIVqo7z9q1a6msrEQmk0kZOVFRUWzcuJGLF2u7Nxw+fJhJkyaxZMkSCgoKePjwITdu3EBDQ4ONGzfi4uLChx9+yKJFiygsLOT06dP4+vpKcygymBTvC29vb37++Weg9ojUzZs3iYmJwd7ensePH5OVlQXU1lqaNm0aLVq0kK41duxYFixYgJaWFqNHjyYsLEwK5EDj701VVdVnBnIEQRAEQRAEQRD+DiIzR1Bap06dyMnJoXXr1ixfvhwXFxcA5s+fD9Q+CDdt2rTeGMXDcd1sjb8rk6Fuho9MJqsX1Jg6dSplZWUUFxfz008/ER0dzb1795g+fTqnT5/m3Llz+Pv7880335CTk0OHDh04dOgQr732Gh4eHjRv3pyHDx9ibGxMaWkpbdu2paSkBIAWLVpw4sQJ4LdAiqOjI2+++SZjx45lyZIl5ObmEhUVhZ+fH127duXDDz9k/fr1mJiYEBoaira2Ntra2lKtlob7qq6ufipI8yIDDoojTXXnaHj9goICzpw5Q1RUFM2aNWPSpElcv36dzZs34+HhwZ07d8jMzMTf35/PP/+ct956i6FDh3Lz5k127NhBYmIiHh4e3LhxA6htDe/j48OdO3cICQnh0KFD9dag+Hq++uqrREVF0bZtWwwNDenWrRsVFRXY2dkxbdo03N1r29daWVnx6aefPrU3xXUUQZsX3Tq9rvLycqmDluKeCYIgCIIgCIIgPC8RzBGUtm7dOun3dTMnoDZro7FgwossnltXXl4eZ86c4erVq9y6dYvQ0FCmTp1ar6ZJ3XkjIiI4cuQIOTk5jBgxgvz8fPbs2cMbb7yBl5cXubm5LF++nOTkZC5dusSGDRuwtLRk+/btfP311+zcuZMmTZpIWTCK+jX5+fmYmJhIGT1Qm4Xz+PFjoH4wxNfXl6NHj7Jq1SrMzc2ZMWMGwcHBQG3W07MCNw330jAwpSxFoE3RuaruHI1d//r162zYsIFr164xevRoPDw8kMvl5OTkMGDAADIyMrh69SqDBw+mefPmTJgwgbi4OFavXk1AQAAmJiZAbUtxmUxGUlISvr6+fPXVV0BttlJUVBRt2rTB0dGRqKgo4LcgkmJ91tbWLFu2jKtXr+Lj44OFhYW0xg4dOjy1x4aBr78zqLh06VIWLlz40ucRBEEQBEEQhP8GMlUVZKr/cAHkf3j+l0UEc4S/RFEDpqGXdQyluLiYtLQ0bGxs0NLSkuY/deoUS5cupVu3bsyYMQN/f3/09fVJSkrC1taWiooKduzYQVlZGW+88QYffPABLVu2JCgoCGtra+mYk6OjI++++y5RUVFYWFiQl5dHYmKidPQmLCyMBQsWoK+vj0wmkwoYu7q6UllZSXp6Ou7u7ujo6HDv3j0qKiqwtLTE1taWgoKCpwrmWlhYsHTp0kb3+ndnMT0r0CaXyzl48CCfffYZdnZ2jBs3jm7dunH69GksLCz4/vvvMTY2xtDQkIqKCo4cOYKvry9Pnjzh1KlT/Pzzz9jY2NCmTRv69euHsbExmpqa0r2zsrJCW1ubtLQ0Bg8ejKWlJXPmzCEnJ4eUlBR69+6Nnp4eXbt2pbS0FG1t7afWqKenR6dOnaQ/1822eRmBL6h/jO3Pvt9nz57NtGnTpD8XFBRgZ2f3QtYjCIIgCIIgCML/DhHMEf6SF/Vg/CzV1dVSNoqqqio///wzhw4dYv78+Tg5OUmvs7W1pWPHjixbtkz62NWrV5k5cyYnTpxAU1OTiooKnjx5Qn5+PpcvX2bNmjWYm5ujp6eHtrY2lZWVxMfHExAQQEFBAY8fP8bNzY3q6moiIyPx8/MjKysLa2trampq0NTUJCEhgcrKSqnrU3JyMu7u7rRu3RpfX18pkKA4OtQYRbZIw2yYF5HFVLeT1B99rZKSkjh+/Dj37t3j+vXrvPHGG0ycOJH79+/zzTffsHbtWlJSUli+fDkGBgaUlpZy69YtEhISpO5b5ubmxMbGArXHpCwsLPjwww8JCAioN5euri4ZGRnI5XJ0dHSk+Wtqati9ezdr1qzB3t6eadOmSS3bt27d+od7fVabeGUpvi6K92Hdr1HDAE5VVZVUB+pZNDU1pXpSgiAIgiAIgiAIyhLBHOG/hiLoUPchueEDs7u7O+rq6lKrb8XnnZycSE5OZsyYMeTl5VFVVcXmzZtRV1cnJycHOzs7nJ2duXTpEra2towcOZJFixYhk8lQV1dn48aNGBoakpycTEhICMbGxsTHx+Ps7MyIESNYtWoVdnZ2hIeH88477yCTyfDz86vXNer7779HV1cXqC3K21BjXbngxWSLvIhr37x5k8mTJ3Po0CGGDBnCihUrsLGxwdjYmJqaGoKCgggICCA6Oprw8HDGjBmDuro6p06dYsKECSxdupRWrVpRWFgI1HbF6tu3L4sWLWLAgAEkJCRw/fp1tm7dio2NDeXl5ZSWlqKnp8ekSZMwNDREXV0ddXV1Zs+e/dT6qqurfzfA9SICX3K5HDU1Ne7evctPP/1E3759cXFxaTTz5sGDB4SHh/PkyRO2bt3K4MGDmTt3br228oIgCIIgCILwv0wcs3p5RDBH+Ec01t657u8rKirIz8/n0KFDREVFYWJiwvz586U26NnZ2cBvD/BWVlbo6upSXl7OiBEj8PHxwczMDFVVVVJSUrCzs8PKyoqKigrS0tJYsWIFADk5Ofj6+nLv3j3s7e2lrBIdHR3u3LlDx44dmTx5Mvv27SM6OprJkyfTtWtXgHptsgEpkKPQ2BGfv0pxzYaBjYZt3BXZQklJSSxbtoxHjx5hYmLCzp07nxn48fT0xMTEhF69eiGTyRg+fDinTp0iNDSU5s2bU1RUhJ6eHpqamlRXV2NhYcHcuXMBMDU15fbt2/Tq1Qt7e3v69u2Lj48P77//Pubm5uzbtw8LCwtGjRqFhoYGo0ePrrenJk2aPLXPhtlKL/ro3vbt27GwsKBbt27SPVRk1nh6euLj4yMVfo6KiuKjjz4iKSmJHj16MHfuXJKSkvj444+ZPn06J0+eZNOmTWzcuJEZM2a80HUKgiAIgiAIgiA0JII5wkvzezVFGmaLVFdXc/DgQQoLC9mzZw89evTA3d2dpKQkOnfuTGRkJGvXruXtt9/GwMCA9PR0qV6OIjhhZGRE69atefXVV6Xr2tvbc+/ePVq2bElaWhp5eXmkpaWRn5/PTz/9RElJCaGhoVhbW2NnZ0dOTg4A8+bNw9DQULrOa6+99sw9PivIoGzwpri4GLlcjoGBwVM1iRoLbGRkZJCfn09JSQnNmjWjsLAQNzc30tLS2LVrF6ampowaNUoqOKwIBjVcd5MmTXB1dSU5ORlbW1uMjIzQ0NDAxsaGrVu38uDBA4KCgrh06RL9+/cnMTGR7777jqioKOLi4li8eDFqamrMnTuX+/fv4+/vj4GBAT179qRnz55P7bNhPaCG9+6vZitlZWWhr6+PpqZmowGsVq1aYWZmBtQGD3/99Vdu376NsbExb775JkuWLEFfX593332XPXv24Ofnx6xZs9i2bRtz585l9uzZWFlZ0aZNG9zc3AgJCeHIkSN/ac2CIAiCIAiCIAh/hgjmCH+Z4kFZLpf/6UyKFStWcOzYMaqqqli6dCnt2rXjxx9/JCEhgc8++wxfX18qKipwcHDg3LlzHD9+HBMTE958803s7OxISUmhvLwcHR0dqTuRvb09Dx8+JCcnRwpc9OzZkxMnThAREUFVVRU1NTWkp6ejoqLC5cuX8fPzY+7cuRgZGfH6669L6/Py8npqzX+UTfRXXLx4kY8++ojs7GxUVVXp2bMn8+fPfyqgcfv2bZydnfn55595+PAhP//8M8HBwVRUVGBmZoanpyf6+vpoaGhQUFDAw4cPkclkpKSk4OXlJX2tGlu3vr4+1dXVHD58mMmTJ3Pr1i10dHRo27Ytt27d4qOPPuLx48d4eHjQqVMnNDQ08Pb2JjQ0lMDAQCwsLKiuriYoKIigoKB611bUnKk794su5lxSUsLRo0fR1NQkICCAgwcPMnLkSDQ1NevNlZ2dTUZGBnp6enzxxRfMmzePb775hj179tCiRQssLCyQy+Xo6+tTWlpKWVkZ+/btIyIiAg0NDczMzOjVqxdLlixBXV1d2o+VlRUlJSUUFxc/laUlCIIgCIIgCP+LZCoqyF5Sc5znWcO/kQjmCH9a3eyGupkdio81DDyEh4eTmprKnj17uHXrFvPmzWPQoEHExMRw9+5dPvnkE6C2w8/atWtp3bo1Wlpa2NvbA5CYmMjnn39OkyZNePfddzl58iT379/Hw8ODa9euUVJSIhXPhdoiyD/88AOFhYVSMKdfv37o6Ohw7tw5evbsSdOmTTE1NQWQjks9a48Nszn+aqbIw4cPKS8vx8fHp97Hs7Ky+PTTTxkzZgzt2rXDysqKTZs2UVNTw6ZNm/D39ycwMBBVVVUGDx7M4cOHSUtLY/fu3Wzbtg0fHx82b94sZR5ZWlpiY2PD1atX+fjjj9m0aRPh4eF8+OGHjB8/ngkTJnD9+nVkMhlBQUH1vpZBQUFs27aNGzducPv2belrNGHCBDp16oSqqmq9QNeQIUPq7UVxnYbHwF5Wd7O6dHR0yMrK4vHjx/Tt25cJEyYgl8u5ceMG0dHRvPHGG5SWlvLZZ59hb29PmzZt2L9/P/PmzePo0aNMmTKFbt26Se8pc3Nzrl+/jpaWlhTU0dDQwMrKCh0dHQoKCrC1teXhw4d4eXlhamqKXC7n0aNHNGvW7LnWnqNhQaWmwR+/sAEjjeceAoBK2kPlBgLV+dlKjSt/8kDpOcvzipQaZ/AX3neVxYVKjUv+6bzSc9q/1kfpsRWFu5Ua9+hultJzalsYKzVuWCsbpefccTlZqXEdzHT++EXPkB+fr/RYZWkYPf/3A4XKQuX+vpSe2av0nFVlFUqNq6mTwfu8su8+UWpc5t1UpefUNFC+gL2uhZ5S49Jupyk9p6WfhVLj1G8o//3atmenP35RI6oqlXsPAagYmio9tlpX+b9rynpy4ppS41z7t1F6TtWkSKXGVWQq9z0XQF1TS6lxNf//iLsyim5dVnps/pMMpcZp6Cn5P2OASn66UuNq1JWfs1pHuX+788uf/+tSqMQY4fmIYI5QT15eHtHR0dy6dYs7d+6QmprKrl270NbWrhfkUDycP378mPT0dOzt7VmzZg2HDx/mk08+4dVXX+Wnn37ixx9/ZOrUqaxfv55BgwZhYWHBgwcPcHBwoGXLlkBt8eJz587h4eFBTEwMxcXFGBoacuTIESoqKli0aBGJiYlSNyVHR0f27NlDTk4OZmZm0rr8/f0pLS3FyMio3p66d+9O9+7dn9qroh5K3WyiF1XjprFMlG+++QZDQ0M8PT3rdT06cOAA5ubmDBgwQAoYjR07Fqg9/rN161YMDQ1xcnKiefPmaGlp4eHhQfPmzdHQqP1mbmJiQlxcHJmZmVhaWuLr68vFixfp0qULs2bNAsDa2ppbt24BcOLECTIyMggKCpK6hQGEhoaSnp7O8uXL0dbWRl9fn5qaGjQ0NJ4KQsFv7dMbBmtedPDmWXV+FJ/75ZdfuHv3LmVlZVJx7OHDhzN8+HAcHBxYvHgxAwcORFtbm4sXL7J161bMzc3R19cnLy+PkSNHsmHDBk6ePElZWRlz587F2tqasrIyqqqq8Pf3Z8eOHUycOJHz58/j7e2Nnp4eenp63Lp1iz59+mBgYICPjw8VFcr/D6kgCIIgCIIg/JuIAsgvjwjmCJJJkyYRHh5Ofn4+BgYGjBs3jrfffhttbW1SU1OJi4vDy8sLIyMj3nnnHeLj49HS0iIpKQkPDw8GDBhASEgIJ06ckDIfoqKiCAwMxMTEhA4dOhAREYGpqSkPHvz2Ux8/Pz/u3r1Lr1692L17t9QNqUWLFpw/f57//Oc/ZGdn06RJE+7du0fHjh1p06aNFLRRBA5cXFxwcXFpdG+NHZF6UW3V6wZDfi8TxdnZmaysLAoKCjAxMZFaWf/000+EhYVJ66mpqeHu3btoa2vz9ttvM378eM6cOUPTpk1p0qQJTk5OJCUlYWJiQn5+7U+MHR0duXDhApmZmQCUlZVJ93jevHnEx8cTHx/PsGHDADAyMpLqxdS9D5aWlsTGxmJh8dtP834vqPVX26fX1NTw8OFDqqur8fT0fCpoU7euTnV1NdHR0RgaGmJrayu9Jjw8nDlz5tCiRQuSkpIoLy9HLpfj4uJCTk4Or776Kv7+/uzbt4/hw4ejp6dHbm4uTk5OGBsbc/PmTV577TUGDhxIUVERgwYNYt++fXTp0gU1NTXu3bvHokWLWL9+PaGhoRQXFzNr1ixUVFQYMWKEFFBTtGEXBEEQBEEQBEF42UQwR5CsWLECXV1dfv75Z27dusXw4cMxMDBg9uzZnDt3DisrKzp06MCUKVPQ1NQkJyeHS5cuceLECT755BO8vb1xdHTk9u3b3Lp1i9atW2NqaioVQvb39+fbb7/lk08+kWqQNGvWjOzsbLy9vdHR0SElJUXqVBUSEsL777/P999/z6BBgwgODpYCOG+//Xaje3hWQeIXGbhpmIlSN/hQVlZGZWUl4eHhHDp0iMTERCZMmEDv3r1p0qQJjx8/Jjs7GxMTEykIZGdnx82bNwHIzMzk888/Z82aNbzyyivs3LmTfv36ce3aNfbv3y8FuhTBFsW98vT0JCgoiBkzZkhZI/Hx8QA4ODjg6+tLYGAgrq6uVFRU4OTkRHBw8FP7CwgIYM6cOb9b2PmvUuxbEaS5f/8+zs7O0scA4uLiyM7OlmrvhIWF4efnR1RUFDNmzMDGxkZ6/YIFC5gyZQoDBgzg8OHD7Nixg+TkZBwdHUlOTqampoaJEyfyww8/8Nlnn9G+fXvpKJWbmxvR0dF06tSJc+fOAbX3tkmTJtjb22NoaEh6ejpdu3Zlzpw5pKWl0bRpU3R1damurpayy+p6mfdOEARBEARBEAQBRDBHqENRtFVTU5OUlBSSkpJITU2lvLyc8PBwfvzxRz799FMcHBzo1KkTv/76K1D78Ovp6UllZSWAVEdkyJAhpKWlcfDgQebMmUNVVRXq6uo4Ozvz1ltvMXXqVPLz87G1tWXfvn1oamoye/Zs/Pz8gNrslpCQEEJCQp5a67OO3byoh2hFAKru9Rp2X1IUur1//z6//PILFy9eJD8/nwkTJpCfn0/Xrl0xNTXl9OnTyGQymjZtyunTp8nMzMTNzU26TkhICBs2bADA2NiYJUuWMG7cOMaOHYtcLqdz584UFxczZswYPvjgA6C22G5xcTFpabVn6bW1tRk6dCgGBgbY29vj4+MjHeVSHNlS0NDQ4JVXXml038bGxgwcOPCF3EPFPYNnH1/Lz88nJCSEvLw8SktLUVdXZ9iwYTx69AhDQ0OGDx/OqFGj0NfXJykpiWPHjkljFXV57O3tpaBWQEAAFy5c4NGjR7i7u3P8+HHS09Pp0KED0dHRfPDBB0yYMAFPT0+g9j5GRERQUFDAhg0bkMvltGvXjrCwMCwsLFi0aJG0Dzs7O+zs7KT569YHehlFsQVBEARBEATh/zqZiuwfP+YkU3mxjVf+W4hgjvAUW1tbVFRUSE1NpbS0lDVr1nD58mW0tbVp2bIlzZo1k7pCAbi6ulJWVkZmZibu7u7Y2tpy6tQpdHR0MDIy4v79+3Tv3p3ExEQOHz4MQP/+/fH09MTS0lIqSFxTU0NoaOhT62nsiNSL6ISkeAhvLOBQdy5FoWWZTEZUVBTz5s0jMjKSrl27Mn36dDQ1Ndm9ezc+Pj58++23AOTm5nL48GF2795NZGQkMpmMTp06IZPJyMrKqjdHhw4dOH78ONOnT+ezzz4DoKCgAIDS0lL09PTo1asXTk5OdOjQAQBDQ0Pef//9esehVFRU6NPntwKqiuDTs+ravAh1711FRQU7d+5k0KBB6Ojo1Au4lZeXS/WMrl27xrVr1/j555+xsLDAzMyM4uJi5s2bx8aNG7G2tmbPnj1cv36dL774Al9fX1q2bElcXBxQW0dIQ0ND2o+3tzfh4eG89dZbqKqqEhkZSVBQEK1btyY1NZWMjAysrKzo3Lkz69atIykpSVr/qFGjqKysxMDAgD179jxzj88qig0ieCMIgiAIgiAIwt9PBHOEp1hYWKClpUVycjKurq506dKFH3/8Ufq84oG2vLycsrIyjIyMKCsr48mTJ4SGhmJpaYmRkRFyuRwrKyscHR3p3r07Tk5O9a7RtGnTevMqAg8NH5b/6hGpupkTda/fsBuXooZNdnY258+f5/r16xw8eBAXFxfeeecdevTowYkTJ3B3d+fgwYNs2rSJ8ePHc+rUKdzd3aX9VFVVceLECS5evMjYsWMpLCxky5YtaGtro6urS25ubr35LS0tWbRoEYsXLyYkJITi4mJMTEwYO3Ys2traAGhpaaGmpoa5ubm0D0XXr7oaHmFq+HtlPSsTqu7HNDQ0OH78OHK5nKCgIDw8PIiKimL+/Pk8evSIzp07M3XqVGQyGdu3b2fgwIFMmzaNK1eusHfvXoqKilBRUaGsrAyoDdK0aNGCixcvEhQUxMmTJwGkjCPFmjp27Mjx48dZt24dqamp6Ovrc/PmTQYOHIibmxt6erUdRNzd3blx44ZU4waQ7qfCyyyKLQiCIAiCIAiC8KKIYI7wFF1dXQwMDCgoKCAwMJCEhASOHTuGra0tv/zyC8bGxgwdOhQtLS2ioqIICgpi2LBhuLm5AbW1cRTHhjQ0NEhNTcXKygp4+qhSQ8/7sKy4Xn5+vtSF6+7du1y9epVBgwYxc+ZMKWgil8ulwFBmZiaXLl3C3NwcLS0thg0bhpOTE2vXrsXY2Jjdu3dTVFTE/fv3+fXXX5k0aRJBQUHcvn2bd999F4DXXnuNdevWUVxcjKmpqXRtNTU1tm7dyoIFC2jdujXLly8nKyuLyspKtLW1iYuLo7S0VArUQG0B408//ZTk5GScnZ3rtVxPSUnhrbfeonnz5lImzou6f39WY9ctLCzk1q1bZGZm0rNnTynj5tKlS4wcOZLBgwdz584dKRA2d+5cZs2axbp16/D29paCe4o6SE+ePMHPz086SqWtrU1BQQE6Ojq4u7tLGTUNgyz+/v6sWbOG5cuX06JFC0aPHo2pqSmamprSMSkFDQ2N3+2M9aJqKz1LeXk55eXl0p8VGViCIAiCIAiC8G8kU1FB9g9nsv/T878sIpgj1KN40NXV1SUuLo6qqiq+//57li5dSmxsLLa2trz11lsA3L59Gz09Paqrq5+qwaIInAwaNEiqlQMvNtigWOuvv/7Ke++9h46ODpmZmTRr1ozvvvsOZ2dnMjIyiIqKoqysjLCwMB4+fEiPHj0YOnQod+/eJS0tjQ4dOnDmzBnOnTvH7Nmz2bt3L+7u7lKWS+vWrXF3dycuLo68vDy0tLSQy+UYGhpSVFREWVkZVlZW5ObmUlRUhJ6eHu3bt+eLL77g888/x8rKCg0NDdLT0+ncuTNyubxea3IFY2NjjI2Npb1VV1ejqqqKqakpq1evxsnJ6YUe6fm9oEZd5eXl3Lt3j4qKClq2bElRURGbN29m3759ODk5kZGRweXLl1mxYgUzZ84kMjKSpUuXkpyczN69e0lPT+fDDz9ELpczcOBA5HI5pqamVFVVAbUt07W0tMjIyKBr167Ex8dz5coVqqqquHLlCsuXL8fa2pq8vDypTlFDTZs25bvvvmt0j/D3ZNf8mfu5dOlSFi5c+FLmFwRBEARBEAThf4cI5giNCg4OlorEurm58c033zz1GsXxlcaOMCkyHHx8fJReQ25uLkZGRlJb6rpzwW8P5a1ateLKlSsAbN26lYKCApo2bcr9+/d59913pbo8eXl5DB48mMrKSlq1asXixYt57733KC8vx8bGhq5du7J+/XpKSkqwsLCgqqqK/Px8DA0NKS4uprq6mnbt2rF582YWLVpETk4OHh4eqKiooKury6NHj8jLy0NPT4/333+fvXv3oqqqSufOnaU24HVbav8emUwm3UNNTc1ntlz/s34vqPF7QYizZ88ydepUbG1tcXV15fbt24wfP56SkhLKy8vZtm0bCQkJ9OvXj6qqKvz9/Tl48CBQmwVTXV3N8uXL6dKlS705FO3BAfT19ZHJZDx8+JDXXnuNHTt2MG/ePMrKyujfvz/u7u4AxMbGoqWl9cw9VldXS7WBGjsi9TLUPcL3Z+aaPXs206ZNk/5cUFBQr6iyIAiCIAiCIPybyFRUkam83Oz3P7OGf6N/Z76RoDTFA2lwcDBdunSRAjZQ++Aql8ulwMqzxiqrpKSEI0eOcOTIEdLT0wkLCyMzMxOoDeIoHppzcnLqjavbVaimpkZqyb1gwQKWLVvG0qVL0dPTY/ny5UBtTSBra2ugto5KkyZNyMnJwcLCAn19fR4/foyHhwcHDx4kJiYGqK2DU1FRwfTp0zExMaFbt2706NGDYcOGYWpqSteuXZkxY4YUrFFTU2Po0KEMHjxYCuQoKAIrL4Mio6fhHA2PtmVmZnLhwgXOnz9fL1jWUHBwMOHh4ezYsQNvb28++eQTAHx9fXF1dQVqO0KZmJgQGxuLvb09xcXFQG09muDgYI4dO0ZZWRnp6emsWbOGyspKtLS0SEpKIi8vD6gtAt2xY0cqKytp3rw5P/zwA2fPnuWdd96RilT/XiAHat8HqqqqLyyAk5mZyZMnT6Q6Og3vad1ATkFBAVevXpXer8+iqamJgYFBvV+CIAiCIAiCIAjPSwRzhGdq+PCqeFj+q0d9ysvLOXz4MBcvXqz3cR0dHWJjY7l58yaWlpbo6elJgZsnT57Qq1cvmjVrxuTJk3ny5MlT11VRUcHc3JyysjKKi4tJTU2lb9++jB8/npycHObOnYuKigq2trZEREQAtYGd/Px8KahgaWnJ1atXcXFxwdrams8++ww3NzcCAwMJDg5GTU2NmTNn8tNPPxETE8OQIUOoqanB2tpaChDVvX+NBUle9FGzul8nRdevhnOkpKSwceNGADZv3kyHDh1YuXIlN27ckO5dY3R1dZk1axbdunXjxo0bpKamUlBQgL29PXK5nKysLDQ0NNDT0yM+Ph47OzvU1dXZsmULFy5c4K233sLS0pL27dvTo0cPrl27Rn5+PsOHD2fq1KlSvZwuXbrQunVr6Tge/BY8fNH3rCHF10gulyOXy6XjX5cuXeLhw4fS52UyGZWVlTx58oT8/HxUVFTYvn07HTt25L333mPkyJF89tlnVFZWvrS1CoIgCIIgCIIggDhmJfyOv/IAXVZWhqamJlu3bqVnz571ugZpampy8eJFXFxcCA0NRUVFhdu3bxMZGUlRURGlpaVAbQ2Zx48f4+npydatW5k5cyYdOnTggw8+4PPPP2f27NlPFVY2NTWV2qr7+fkxePBgJk2aVG9tQUFBXLt2jZEjR2Jqakp6erpUeLhly5aoq6ujpaWFk5MTbdq0Yffu3fXG6+rqSnVb6mZnNHb//uo9vHHjhlTbp1evXjRv3vypORSysrLIzMzkxIkTWFpaEhERQVhYGJ06daKgoIBVq1Yxfvx4Nm7cyKFDh6TjS7/nl19+ITc3l7Nnz6Krq8uPP/5IREQEvr6+aGho8PDhQ8zMzNDV1eXGjRt069aN8ePHs3fvXkJCQggODmbGjBm899579Qo+N6bhca+X1fJbMU9sbCxHjhyhU6dONGvW7Knix/369SMpKYmKigrU1dVZu3YtK1aswMHBgdDQUD7++GO0tbW5efMmZ8+eJTMzk2nTpnHp0iU6duz4UtYuCIIgCIIgCP+nqKjW/vqn1/AvJII5wl+Sl5dHUVGRdLwoLy8Pe3t73vt/7N13eFTV9vDx72TSe++N9EI6BEhCr6FIFaSJgAiIBZGrIipFKYKCdBUQK0iRLkV67xBaJv1asQABAABJREFUQgihpQfSe5mZ94+8c0xCsAzh6uW3P8+TB5LMPnufM5NyVtZe6623mDFjBnZ2dnVu4m/fvk1SUpLU2ry0tJRbt27x1ltvERAQQEZGBgCVlZV4eHiQlJREVVUV586d4+eff8bGxoaCggL69u3bYP0ca2trqRBy+/bt+eabb3B1dSU3N5crV64wfvx4wsLCpCyVoKAgxo4di6+vLwDjx48HIDs7m8LCQqnbUO1OWLU9rYBDZWUlkyZN4sqVK4SHh+Pm5sbu3btp1qwZ+fn5mJmZSefcpUsXtm7dyptvvolCoSA0NJRWrVpx6NAhHj58iEKhwMXFBTs7O/Lz8+nSpQtjxoyhWbNmNGnShL59++Lk5AT8HpxS/5ufn4+JiQknT56kqqqK7Oxszpw5Q+vWrbG0tOThw4cATJo0SdqSN2zYMIYNG/bIOakzlRrKHILGz765du0aKSkpxMbG1nn+1PN4enpKrdIBDh8+zNKlSykvL2f48OG0aNGCCRMm8Nlnn6Gnp8d3333H3bt3KS4uZty4cfz444906dIFPT09oKZ9vKenp7TNTxAEQRAEQRAE4WkRwRzhifj4+GBnZ8fBgwexsbHh3LlzNGnShKqqKgoLC6UMkejoaE6dOsW7776Ll5cXqamppKen89Zbb/H111/TsWNHPvjgA7Zt28aGDRu4e/cuTZs25fLly2RmZuLv70+rVq2YOnXqH67HzMwMgNOnT/PWW29hbm7OggULsLKyokWLFlhaWtKjRw969uwJgJWVFVZWVnWOoVQqsbW1ZcKECVKQozFbVqszQyoqKpg6dSq9evWibdu2dR6zYcMGMjIyOH78uPSxlJQUAHr37s3kyZOJjY2luLgYgKqqKoKDg7l06RKTJk1CV1cXV1dXMjMzKSsrw9jYGFtbW06dOsUnn3xCeno69+/fZ9y4ceTl5fHhhx8yY8YM/Pz8GDRokBR06d69O/fu3ePNN9+kb9++LF68mMjISAAWL14sXa/w8PBHrqFKpapz3WoXdW5s6mDN1atXWbVqFS+//DJ6enpS17Da8xYVFbFr1y78/f05deoUhYWFvPnmm8ydO5fXX38dZ2dn3Nzc0NbWxtbWltzcXCwsLKRsLAMDA0aOHMmmTZsYNmwYurq6FBUVYWJigqGhIYWFhVRUVEhBnr/i+sNSjMr//rVp5Wzyt8cAlLq30mgcgGn+o1sc/wojxyYaz2mQk6HROKVXC43n1DRM28S/2Z8/6DHuL1uk8Vi7CF+NxoVWNlwv668wcHXXaFzarR0az9nO2lCjcYcflmo8p0VBucZjI+1cNRpXmnBF4znzb6ZoNM5t/Gsaz6nIy9ZoXHn8BY3nNG3ioNE4YyebP3/QYxSlZGk81tRds/VqG/1xvbg/Ung/988f1AAdE82+zgDQ1vnzxzSg7E6yxlMqbmk+tqpEs6/vqpIyjefMvZWn0bjs8zc0ntPJzU+jcWVp6RrPqW2nWYMHuYWtxnPqmWv2exGAV78YjcZV5BdpPGe13Z9nyTdEcWStxnNqGWlWr9He6e83Y6n+k1qSwpMTNXOEJ/Lcc89x+/ZtTp8+DcCVK1dwcXHB1NSU6upqdu3axU8//QTA5s2badOmDd988w2jRo2iurqay5cv4+/vL2VHBAYG4uHhQXJyMk2bNuXevXuYmZkREBAgBTYyMzPZuXMnd+/efWQ9FhYW9O3bl+7duwPQoUMHdu7cyXfffcerr76KhYXFIxkgDdUGgppOXOpW4Zp6XDFiqNlulpeXR3Z2tlSXRf3vihUrGDduXJ1x6q5Hs2bNYvv27dy8eZPTp0/TsmVLzMzMMDU1JTAwkIKCAgBcXV3JysqSarjo6emRlJQE1GzhCgwMpHPnzhgbG6NSqVAoFBQV1fxAqp3FMn78eOLj45k1axZjxowhJCREWpO6e5T6/7WvYWMHbh5X3Ln2ej09PZHJZKSmpuLj40NBQQFVVVVMmTJF6rIF8NFHH+Hq6opMJqOwsBBdXV1Onz7NgwcPkMlkmJubY2xsjJ6eHpmZmahUKmxsbMjIyEAul5OWliYFd5ycnIiLiwNqtuDdv3+fnJycRj13QRAEQRAEQfifpKX173h7Bj2bZyX81/j4+ODh4cHDhw+5cOECTZo0QV9fH4VCQWpqKtHR0ZSUlJCTk4OdnZ1U4yY8PBwXFxcyMzNxc3OTboYdHR05cuQI2dnZeHh4kJKSQmlpKc8//zytWrUiPDyc7t278+2330pZF7XJ5XIiIyOlbVOAFKhQF9OtrzG299Qu1ltb/S1F6m1K6u1bLi4uZGRkUF5eLh0HarI/1Jk4WVlZLF26lKioKH766SdiYmIwNjbm4MGDJCYmSgEYJycncnNzpW5SwcHBFBQUsG3bNn777TeysrK4cuUKOTk5vPDCC3Tq1ImysjKGDBlCdnY2ZWVlUsZS/Rbm6kCK+q2ha9eY26Tqz6M+/uO2aCUmJjJixAhefPFFHjx4IAVThg0bRkVFBR07dmTNmjUUFxcjl8uxt7dHX18fZ2dnCgoKqKioYM2aNdy5c4dFixYRExNDWloaXl5epKen4+/vT05ODtu3b0ehULB//378/Gr+ymVpacn58+cBaNmyJT179pQyxARBEARBEARBEJ4GEcwRnoi/vz9mZmYEBwczc+ZMZDIZsbGxlJSUkJ6ejre3N1lZWZSVlWFpaSm1+vbw8ODQoUOUl5fTpk0bbty4wZo1a1i6dCmGhoZcv34dMzMzmjZtSnl5OcbGxkydOpUDBw5w8eJFNm3aJNXpaUj9Dk9yubxRMkXUgaH66meiKBQKMjMz2b59O19++SXHjh3jlVdeITY2lpkzZ7Ju3TpUKhU+Pj5kZmZKARh1oCIkJIQzZ84ANVk0np6e+Pn5sWnTJgBeeOEF7t27x65du3BzcwNqrmlmZqbUASwiIoIhQ4awbNkytm7dysSJExk9ejRWVlacPXuWM2fOsHTpUuzs7LCzs+PDDz+Ugm31qQMptVvEN5aioiJmz55NXt7vaccNzXPnzh0OHTrExIkTpY5TavPnz8fX15ePP/6Ya9eucevWLaAmaHj16lU6depEXl4eZ86c4dChQ7Rv3x6FQoGlpSVaWlokJibSt29fZsyYwerVqzE3N+fo0aN4eHiQkJBARUUFS5cuJS4uDl9fX8zMzOjatSsAa9eu5a233kKlUhEREUG7du2krB1BEARBEARBEISnQdTMEZ5IcHAwDx48ICIigvT0dD7++GOOHTvG3LlzycjIoFu3bigUCoqLi4mNjWXBggX88ssvUivwmzdv0qtXL9avX8/8+fPx9PTk888/l9p8r1q1SppLLpdL254UCsVjszSgcbJEGip63FDdl6KiIg4dOsTFixdp06YNHTp0YMOGDfz000/Y2dkxYMAAnJ2dmTt3LpaWluzcuZPVq1fj5eWFv78/hw8fpqioqE7Hr3bt2jFjxgzy8/Nxc3PDzc2NsLAwoqOjAWjWrBmFhYWsWLGCRYtq6mw0adIEPz8/TEx+3y8cFRXFuXPnGjw/9ZYl9XU0NdVsD+1foW6h3lAgyMTEhN69e0vZLNXV1Rw4cIATJ04QEhJCnz59KC8vp0ePHkRFRREQEEBFRYWUmVVWVibV9fH392fEiBFSYWYvLy8uXLhAq1atGDVqFJcvX+bUqVO0bNkSIyMjjI2N0dXVJTs7m8TERD799FNKS0uRy+W0a9dOyliqrq7G39+fpUuX1nn+lUql9JpUv+bqd+USBEEQBEEQhP+rZHI5sqdUN/PvrOFZJII5whNxc3OjpKSEsrIyZsyYwd69ezE0NMTS0pK0tDSgJigSHx9Pv379WLZsGcuXL6dJkyYsXrwYPz8/tLS0CAgIYM2aNQ3O0dDNcWMXJFZn8tRuJ66eQz1/SUmJ1M7a09OTgQMHIpfLWbt2Lb/88gthYWH89NNPZGVlERMTw+rVq+nRowexsbEA7Nmzh/fffx9TU1NMTU05d+4c48ePp6ysTApuqYMdHTt25OzZs7z00ku8+OKL3Lhxg8TERIYPHy6trXPnztja2kpFmo2MjJg2bVqD56gOftUOqDyNTlxVVVUUFRVhZmb2SPHj+s9heXk5V65cQaVSERcXR15eHjExMezcuZM1a9bQokULVq1aRX5+PqNHj8bU1JTQ0FBee62mSKf6ebl79y6RkZE8+P9F1jw9PUlISKC4uJiIiAiuXbsGQJ8+fdiwYQNbt24lKCgIAFNTUwwNDamsrMTAwABvb2/CwsKIiIjAxsYGBweHOjWC5HJ5na5cDV1DEcgRBEEQBEEQBOFpE8Ec4YmZmJhw/vx5unfvTsuWLZHJZNja2pKTk4NKpWLmzJl4eHgA0LZt20c6N6nVzxRRa4yb49TUVC5fvoybmxtNmzalqqoKHR0d6fi151CpVGRnZ/PLL79gZ2dH//79OXv2LB9//DEmJibY29uTkpLC1atXmTp1Kr/99psUmNq7dy8zZ85k4MCB2NnZ4epa08kkPz+fJUuWsHbtWvz8/Fi4cCG3b9/GzMwMbW1tKRChXoehoSEff/wxa9as4ccff6Rp06b069ePDh06AFBaWsq6deuIjY2tE1CoHZSqrX5b7sZSv2vVrVu3OH/+vBR0Ugc+rl+/zqVLl2jZsiW+vr68//773L9/n+rqasaPH8/x48fJyckhJiaGDRs20L17d8aOHcvmzZs5fvw4165dIzY2Vgp61X7+HB0d0dXVZffu3XTo0AGlUsnRo0fJyMigadOmrFixAqipbdO2bVtiY2Pp0qULUFMkevr06dL5TJkypcFzrH2Nn2ZXLkEQBEEQBEF4pmjJa97+6TU8g0QwR3hiHTp0kOqdWFpaAjB06FDp8zExdVv9qQMA6josao2ZKXLhwgW++OILMjIySExMxMzMDG9vb95++20AKRAANd2x1q5dS1lZGTt27KBz5844Oztz5MgRFAoF+vr6tGnTBpVKhb+/Px9++CG3b99mwIABvP322yQnJ+Pn50d1dTVdu3Zl1KhRyOVy9PX1pe0+5ubm3L17l7y8PG7evMnBgwcpKSmhuroaY2NjcnNzG9zWNXLkSEaOHPnI+d26dYtjx44xcuTIOvVZnlZWSEOtxuHR5+z27dt89913HDp0iOjoaEaMGMGyZcs4ePAg7u7uJCUlMWDAAMLDwzl27BgrV67Ez8+Pe/fucfHiRakNvXqrWHBwMFevXiUzM5PAwEB27KhpaVx7HWZmZvTp04cpU6bQo0cP5HI5Xbp0ITs7m1atWjFjxgzpsf7+/mzfvv0Pz7N+cK8xX5cVFRVUVFRI76sLYQuCIAiCIAiCIPwdIpgjPLFly5YBj2Yw1N4eVfv/jb29R931SEtLS1qDgYEBbdu2xcbGhgMHDjBgwADatGlDQUEBQ4cOJSMjg9DQUBYsWEBxcTGTJ09m69at9OzZkyFDhjB8+HDWr1/Pli1b2LJlCz169MDGxobIyEgqKirw8PCQbvyNjY05deoUrVq1IicnB1dXV0pLS6UATllZGQYGBixYsID//Oc/ALz88svY2tqiVCqZP38++vr6f3h+9YNfwcHBfPvtt416Hf9I/eesqqqKtLQ0Ll68yIYNG/Dz82P69OlkZGQQHx+PlZUV7dq1Y//+/dy7d48lS5aQkpLClClTKC8v56WXXsLa2loqYu3t7c327dulFuAnTpxgyJAh2NjYsH//fkaPHs39+/eJj48HHg1ahYSEsGjRIu7cuUN4eDjW1tbS5wYNGlTnsQqF4pFA4uPOs7HNmTOnTnBJEARBEARBEARBEyKYIzSKxxULbuj/f0VDdXIetw2roeyegIAAAgICADh37hz37t1DqVSybNkyRo0aRWBgIN999x3Tpk1jxowZGBsbEx0djZWVFVFRUfj6+qJQKPDw8KCwsJDy8nLs7e05ffq01MVIqVSSm5vLuHHjWLlyJUeOHOHUqVMMHz4cQ0NDvL29pW5JAF27dpXG/h1PI8Cg3v70uKBGbampqezZs4f4+HjCw8MZNmwY169fZ9asWcjlcnr16sW5c+eYPHkyn332GUVFRdjb2+Pp6UleXh4rVqwgISEBY2NjYmNjGThwIPr6+hQXF1NSUoKxsTF+fn4UFhaiVCqJjY1l9erVLFiwgPj4eEJCQnByckJHR4dWrVpRXV3dYFt6b29vvL2965yjTCZ7JMjY2PWW1MHEv3LcKVOmMGnSJOn9wsJCXFxcGm09giAIgiAIgvCvoqX1z29zesp/sP2niGCO0Cga6wa5dtej5ORkpk6dys8//ww0HNTIzs6W2pXfvHmTbdu2SZ9TB5iMjIzIycmhqqqKb7/9ljt37lBYWMjly5dp3bo1AO7u7ty5cwcrKytsbW1JS0tDqVRiZWWFoaEhKSkpBAUFsWTJEszNzblx4wZt2rTBzs6OYcOGYWJiwvHjx+nTpw+9e/cGYNy4cQ2eo/rm/3Hn9LTUDpD91bovlZWVHDp0iMTEREJCQkhNTWXNmjUMHz4cMzMzXF1dGTp0KCEhIQwePJjPPvsMgMTERKCmXbqVlRW7d++Wjqmud6Nu325nZ4eFhQW5ubncvXuX6OhoVq9ezbp16wgLC6N///7IZDLs7OxYvHjx3zpHaJxrrH5d1t9q9nfr5+jp6aGnp/fE6xEEQRAEQRAE4f82EcwR/utqZ0zU3z5Uu16Jp6cn69atk8bFx8fz+eefk5CQwJgxYxg+fDj37t3jP//5D9OnT2fy5Ml15lEf09ramqysLG7fvk1AQADW1ta8+eabuLq6Su24/f39OXv2LM2aNcPZ2Zn79+9TUlKCiYkJMpmMa9eu4eLiIhVPbtKkCb1795Zqu/Tu3VsK4tRWPyuk9rqehoa2EKmvce1spoSEBH755Rdyc3Pp3LkzsbGxDWZD6erqMnDgQEJDQ9m3bx+7du3CwcGBkSNH4uDgIBV4btq0KTk5OSgUChwcHMjMzARqaih16NCBKVOm0KxZM65du0ZFRQWzZ8/G3t5eqikE8P333+Pp6QnUbCMLDg5+5Pwaup61PWnNIPU1SE9PZ82aNbzyyivY2Ng02I2rqKiI1NRUTp48yebNmxk6dCiDBg0SxZEFQRAEQRAEQXjqns18I+Ffp7q6mu+//57IyEgWLlwI1AQ15HJ5nZvzhIQELl26xHvvvceJEyeIiooiLi4OgEWLFuHl5cXatWtZuXIlmzdvxtXVFXd3d3x9fbGzs5O6OdVmb29PWVkZMpkMDw8PrK2tadq0Kaamply5cgWoCebs2bMHqGm3LpPJqK6uxtTUlClTpvDcc89hbGxMZWUlAwYM4J133sHX17fOPAqFok7Wjfocn4b686jVvp7V1dUkJycjk8moqKjg559/ZunSpVRVVTF58mSUSiXNmzeXAiiPC4QkJSUxbdo08vPzefXVV8nMzKS0tFQKxhQVFQE1RZ4TEhKIjo4mKSmJ3r17s379epYtW4a1tTUbN26kuLiYbt26AbB27Vo6duwI1ARRAgIC6mStKJVKFApFnee0Ma/n3r17SUlJAWqeu9rXwMLCgvHjx2NjYwPUFMn+8ssvGTt2rFSEedu2bUyYMIGbN2/St29fjhw5wg8//NBo6xMEQRAEQRCE/3UyLa1/xduzSGTmCI2isLBQynKpnx2iUqnQ1tbmyy+/5KuvviIsLAyA48ePs3v3bu7fv8/bb79NaGgoY8aMwcbGhnbt2hEdHY2ZmRkJCQl4e3uTl5fHyy+/jLu7O6NGjeLmzZt4enrSpk0b0tLSpLnqByWcnZ0pKSmhqqqKF198kUWLFtGpUyeysrLw9vbmm2++YejQoURERADQvXt3unfvLo338fEBaoI81tbWlJWVNdgCvLEzMhQKBZs3b2bXrl1kZmZiaWnJf/7zH0JDQ+sUewbIysrC1taWhQsXYm9vz/fff8/777/Pc889R15eHnp6ehQXF3Pv3j3Kyso4f/4806ZNIyAgAGNj4wbnV1/L5cuX07lzZ8aPH8+ZM2coKSkhPT0dBwcHjh8/TnZ2NiYmJjg6OnLu3DlGjhzJqFGjSE1NJTIyEhMTE6mL2OPmaCiQ1Fjbo+ofW739Lj09HXd3d6DmuauqqiI+Ph4tLS2CgoJYt24d+vr6DBkyhLVr13L69Gmio6PZvn07WVlZdO3albVr1xIbG0u7du2Qy+UcPnyYl1566YnXLQiCIAiCIAiC8EdEMEdoFIGBgezatYugoKA6QY2ioiJMTEyIi4sjMTGRQYMGMW7cOHr27Mnhw4cJDAwkPDycH3/8EQMDA3r16sWlS5d48803AYiIiCA+Pp6oqCi8vLykDApPT0+uXLmCmZkZtra23L1795E1qW/ibW1t0dPTIzs7m44dOzJv3jwSEhKkLVdQk1VSu3huQywtLfn8888b43LVce/ePdzc3B75+IkTJ/jxxx/p3r074eHhQE0tmqCgIL7//nupZXliYiKvvPIKR44cYc6cOYwcOZIlS5bg7e2Ni4sLN2/elDKXrly5gp6eHmPHjuWrr76isrISS0tLJk6cSJMmTbh37x5WVlYYGxujUCjQ1tYmICCAy5cv88EHH1BUVIRMJiM+Pp6AgACKi4ulYND27dsxNDREoVDQs2fPR87ncdvqGotKpeLo0aNYW1ujra3Nrl276N+/v7QVTD23XC6npKSEvn37cuHCBXx9ffnuu++YNWsWVlZWDBw4EF9fXx48eEBFRQUPHz7kyJEjLFmyBFdXVw4ePMjUqVMZOXIklpaWmJmZATVfA99//32jnY8gCIIgCIIgCMLjiGCO0CiCg4O5evUqQUFBbNq0iYMHD3LmzBmMjY359NNPcXJyonnz5tja2jJp0iQWLlzI6dOn8fLyYufOnRw9epSYmBi8vLw4e/asdNxmzZqxZs0aXF1d0dbWZvPmzbRs2RItLS0uX76Ml5cXRkZGnDlzBmg4OODk5MSnn34qvW9jYyNtn6mtoY5cja1+F6mSkhJCQkLIzc19JBPl/fffZ/LkyfTp00f6WPPmzQGYP38+7u7utG/fnj179vD8888DEB4ejo+PjxSYcnJy4sqVK/j6+mJlZYWWlhbx8fHMnDkTgJSUFN544w0OHjxI27ZtWbRoEcOHDycyMlJaz/jx41m3bh3nz59n4MCBfPDBB9L18/Pzk9ZmaGgI/J6hpFAo6nQee1pbzmpn9+zdu5fq6mrmzZuHh4cHOjo6ZGZmcvv2baKioigtLeXrr79GJpMRGRnJqFGjuHfvHqdPn2bx4sXSFjClUomXlxcHDx7EyMiIO3fu4OrqSnV1NR06dCA1NRW5XI6enh5ZWVkAuLq6UlFRQUlJCUZGRn/rHCqrlWhXN7x17o/o597922MArlXbaTQOoKmth0bj5E8Qt9PRbTh77M+o9E01nlOrJEezOTVcK4BdVKjGY3X9IjQaZ+TRROM55S16aTQuoOMOjecsuFeg0TiLgnKN58yr+vtfm2pyMyuNxuk7Omk8p7W+rkbjFEV5Gs+pLMrXbM6qao3nNHax12hcxonLGs+Zc+OBxmN1TQw1HqupkqyS/+o4ACP78xqNK0hO03jOB/GaPy86RjoajbMNctR4zuu38zUaZxOg+ddowZkTGo27s0fzrxc/I32Nxj3Jdpjq8kqNx5Y9yNdo3JOs17iqTKNxlQ+yNZ6z8Jxmz6lV4N//Gq3I+f8/s2Xyf76blezZrGn5bG4eE/7rgoODOX++5gf41q1bSU5O5sKFCwwePJjp06fj4uLC2LFjefCg5geus7Mzx44dIyMjg44dO7J371769OmDh4cH9+/fl44bFhbGzZs3kclkDBo0iISEBLp27crkyZOZMmUKAO3atWP8+PHAX8/0aKi2TmMHcpRK5SO1bdSZIVpaWqhUKoyMjHBxceH27dt1HldcXEx5efkjRYALCwsB+OSTT9i5cyf5+fncvHlT+ryDgwMFBb/f7ISFhXHhwgVpPTdv3iQ7O5v09HSWLFnCmjVrMDQ0pGPHjhQVFVFeXo6Xlxfwe/BFLpczbNgwvvjiC6Kjo+sEwhq6jmpyubzRMm/UWT0NkclkVFVVkZSUhLOzM3l5Nb/sfPLJJ2zcuJHr169LncUqKyu5evUqnTp1ws/PT2px7unpyeTJk5k2bRqrVq2iqKgIBwcHHj58iIGBARYWFhw8eBBtbW1SUlLw9PSkoqICY2Njbt++TWVlJdbW1ujq6j7yXAqCIAiCIAiCIDQ2kZkjNIoWLVpIbaNDQ0O5du0aANHR0ezYsYOKigp8fX1JSkoCarofubm58dZbb0nHSE5OpmnTpiQnJ1NZWYmuri7u7u4olUoKCwsJDAxk4cKFZGRk4O/vL22R8vb2/tMtUvU15vYedcDmz7pWlZWVceHCBY4ePYq5uTkDBw7E2toaBwcH4uLi8PLykurgZGZmEhwczM2bN/Hw8GD//v3MmjWLjIwMZs6cycCBAzl79ixz5szBz88PAwMDoCZzp3ZmU2xsLF999RWTJk2SMkYyMzOxtbXl5MmThIWF8dprr+Hu7o6WlhbW1tZYWlo2eJ4NdcpqjOtYVVVFYWEhVlZWj1zL+tuygEcyXxITE+nbty+urq7Y2NiQm5sL1BSALiws5Pnnn8fR0ZGDBw/SoUMHTpw4wWeffYaFhQWVlZVkZmYyefJk+vfvz61bt3j99ddRqVS0aNECXV1dMjMzefPNN/nuu+/Ytm0bcXFxjB49Gj09PSIiIqRuV9ra2uzdu1e0HhcEQRAEQRAENa1/QWbOPz3/UyKCOUKjCAsLk+rW+Pj4cP36den/ZWVlpKWlERAQQGVlJdXV1fj7+xMZGcn48eMpLy8nISGBgQMHMmnSJAYPHkx+fj62trYAUuaJSqXCy8tLyhypraFCt09D7UwbdYChfhvw6upqUlNTOXfuHFevXmXo0KH4+flx6NAhduzYgb+/P3fu3OGHH37grbfekrJnBgwYIAVzTE1NMTMzIy4ujm7duhEYGMjPP//Mli1bOHDgAAMHDqR///5MmjQJbW1tqYtSSEgI8+fPl9bTpk0b9PX1+eWXXxgwYAARERFSsKZ223eo2SY0Z86cx557Y2Yuqbe0lZSUsHXrVkxMTHjuuecaDNqot02ZmpqyceNGJk6cSN++faXHffbZZ8ycOZMBAwawZs0aVq1aRWlpKY6Ojjx48ACFQsFbb73FTz/9hLGxMTExMWRmZmJhYYG7uztXrlzB3t4eW1tb3Nzc6NWrF7q6ulhaWqJSqbh48SL9+vXDxMSEq1ev0qNHD1q3bg3Aiy++WOe8RCBHEARBEARBEIT/BrHNSmgUbm5uVFZWUlpaKtUOyc/PR09PDy0tLRISEoCa7BR1O/BVq1YRHR1N+/btWbZsGW+88QYAy5YtkwI5tamDNQ1tt2nsQI5KpXpsq3H1G0BpaSk7duxgyZIl0nawKVOm0KlTJ+Lj48nKymLZsmVcuXKF7t2789FHH9G0aVOSkpLYtm0bubm5tGjRQromtYs2t2zZki1btvDw4UMcHByws7PD2tpaKgIdEhLC66+/zp07d3B2dgYgMjKyTjBH/bFPP/2Uzp0718m6aaj19x9tm2rM66gODBkZGTF06FCpRblSqWT8+PFERETw3HPPcebMGbS1tdm/fz+nT59m8+bNUiBHfcy4uDicnGrqS/Tv3x9bW1uSk5Nxc3OjqKiIjIwMunbtipaWFh999BGBgYHSdXBycuLYsWNkZWUxYMAAgoODycjIIDIyEmdnZxYtWkT37t1RqVR07tyZSZMm0aVLFykTqvY6BEEQBEEQBEEQ/ltEZo7QaIyNjbl8+TKenp5SLZfIyEhat24tZSwcOXKkTmbNsGHDHjlOQ22/a3sagRt1Roz62OraNrWVlJRw+fJljh8/zpYtWwgKCiIiIoKrV6+SkZHB5cuXWbVqFYGBgWzevJnp06cDNcWK169fT3BwMDNnzqS6uprIyEgSEhK4du0a4eHh0mNrZ6b06dOHuLg4JkyYQEVFBYWFhejq6jJ37lwAdHV1cXJyonv37tK2NF1dXakYcm0NbZFqqCDxk1zbqqoqdu7cWSdrpqHrqL5Wv/32Gw8ePKB9+/acOXOGuXPncvDgQfT09Ni7dy9nz55l9uzZLF++nJYtW2JsbIyV1e/FRNWvE09PT86fP0+rVq0oLS2lsrJS6hB28OBB0tPTcXZ2pn///gwcOBB7e3tpe9+rr75KVVUVdnZ2bNmyBX39usX61POpr0tDW+qeVmFnQRAEQRAEQfhfJ9PSeqJC0Y21hmeRCOYIjaZDhw7k5ubSqlUrPv30Uzw9PQGYNm0aUHPzHRAQUGeMSqWq040IGj9YU3uu2p2k1GoHHKqqqtDR0eHy5ct8+eWX3Lx5Uwq2lJeX880335CSksLGjRtZt24d06dPJyMjg+zsbMaMGUNqaiotWrSgurqmQ0dpaSmtWrXiyy+/JC8vjw0bNpCTU9MlJywsjLS0NNq0aUNGRkadNt9Qs2Vnzpw5/Prrr5SWlhIeHi5dU4D9+/fz9ttvM3fuXHR1f+9eog5M1dbYxZ3rd/5SqVTo6OgwZ84cYmJiMDc3R0dHh+TkZJYsWcKxY8fo1asXkydPJjExkY8++ohevXrxySefcOHCBeLi4lCpVBw8eBAvLy+sra3p3r0727Zt4/jx4/j6+nLjxo0G19KtWzf27t1LdHQ0SUlJPHz4kBMnTtCyZUuUSiVVVVUAtG3blhMnTuDo+HsHijZt2kj/19fXf+xrRE0EbgRBEARBEARB+DcQdyZCo1m+fDk9evQAICgoSGpVDUg3yPWpb5obM4CjviFXb0eqPZe6k1Rt6enpjB49mpCQEF5++WWqqqqoqKigdevWfPXVVzRv3pwJEyZgZWWFt7c37u7uODs7M3ToUOlYhoaGWFlZkZSUhL+/Pzk5OTx8+BBDQ0Pi4+Nxc3PDwMAAd3d3Fi5cyPTp09HW1pY6d/Xo0UMq3Fv/XHr06MHzzz8vBXLU52VhYcGcOXNo165dnTGNGXBoqCMX/B4cqqys5O7duyiVSuLj40lNTSUiIoIXXniBu3fvcvLkSYKCgrhw4QK5ubksX74cV1dXXFxcCAwMxNDQEEtLS3R0dEhNTcXb25vExERpHjc3N+7fv09gYCD379+nsrLykTUMGTKEgQMH8tJLL3Hs2DFmzJhB3759sba2ljpwARgYGBAUFFQnuweo8zp53GuksagzrGq/CYIgCIIgCIIg/F0iM0doVPUzNtSexs2xOsigUqnqzFk7y6e2oqIiZs6cyalTp2jSpAmzZs3C1dWVDRs2YGdnx+7du7G2tkYmkxEZGUlGRgbTpk0jMTGRkpISoKbGSmFhIZWVlTg6OiKXy3nw4AE2NjYYGxuTnp6OTCbDysqKGTNm4OPjw7p161iwYAH6+vp88sknbN++ncDAQL777juaNGkCwLffftvgOdbe3lO7VThARERE41zIP1D7eSssLMTU1BSAlStXcvDgQbKzs8nOzmbatGn06tWL9u3bY2VlxeLFi7l//z579uyhqKiIkydPsmfPHgYNGkRxcTEhISGUlZUBNUEpU1NTbt26RZs2bdi0aRMPHjxALpdz584dXnzxRSwtLblx4waFhYVSFzM1XV1d+vbtW2d719/R2FlLf2TOnDnMmDHjvzafIAiCIAiCIPyjRDerp0Zk5giN6mncGKuDNtnZ2SxZsoSTJ08Cvxcjrj1ndXU1R48eZePGjXTu3Jm2bdty5swZAA4cOMDDhw/56quv6NKlCy+99BIAa9asYezYsTg6OqKrq4u2tjYJCQls2rSJ5557jv379wNw7949XF1dKS0tJSsrC6ipqXLu3DmgZluUuvNW27ZtKSsrw9jYmClTphAeHg7UtApfsWIFr732GgEBAVIhXXU20eM0VjDs7xbr3bdvH+3bt8fX15eJEydy/PhxAC5evMi9e/c4cOAAs2bN4qeffkJPT4/+/ftL16CwsJCqqiqaNWvGyy+/zLVr11iwYAFeXl6YmJhI19Dc3BxTU1OuXLlCeHg448aNo1evXnTo0AFdXV1at26Nh4cHK1eufGzbdDV1QeenWZS4vLycxMREKioqgL93TadMmUJBQYH0lpKS8rSWKQiCIAiCIAjCM0xk5gj/Og8fPmTRokX079+f0NBQKZBhY2PDK6+8IhVTPnr0KGVlZXz99dcUFxezZMkSfHx8WLRoEcXFxXz00UcYGhoybNgwzp07x88//8yLL75IYGAggYGBfPzxxzx8+BBdXV0p86a6uhptbW127tyJi4sLgwYNIjk5mZKSEhISEvDw8CA3N5fbt2/j4uJCixYtpKDE2LFjpdo1zs7O5OXlMXLkyEfOT6lUolKpHim43Ni1gv6oWK96a1FGRobUCas2dR0jPz8/lixZQtOmTfn222/58MMPOXToEFFRUdy5cwcAX19fLC0tSUxMJCgoiOTkZKCmMLGvry9yuZxWrVoBcOHCBfz9/dHT0yM+Ph6o2aLm6upKbm4uSqWSYcOG0a5dO5ycnOp0MFMHxP6IOrDXmNdS/XyptwSePHmSH3/8kUmTJtG0aVPpmiYnJ6Ovry911mqInp6eaF8uCIIgCIIg/N+hpfXPZ8Y8o3UvRTBH+Eeob47r/x/AzMyMpKQkcnJyePDgAQkJCYSFhWFiYsJPP/1EcXExb7zxBlOnTsXGxoZRo0ZRUVHBa6+9xtq1a4mMjOTu3bu0aNECXV1dnJ2duXnz5iP1Xzw8PEhISKBz58788MMPzJkzB21tbYqLi4mKiuLHH3+kbdu2hIeH4+vrS0pKCh06dODll1/G398fgC+//BKoCY7U7tLVrl07du7cKX2udvZQY9e00dLS4s6dO9y/f5+WLVuip6f3SBHkkpISjIyM2L17NykpKbzyyissX76cgwcPsmnTpkeeA/X/XVxc2Lx5My+99BLl5eVUVVVRXFxMUFAQpaWlADRp0gSlUkl6ejrt27ensLCQsrIy8vLyeOmll/jwww+JjY0lKysLfX19du7cSevWrQkPD5euTf/+/euclzrAVLs4dv01Nqb8/HwOHTrEqVOnSExMZNiwYfTt2xdtbe1Hni87Ozvs7OzIyMigadOmbN++nVmzZklZRLGxsbRu3fqprFMQBEEQBEEQBAFEMEd4ytTdqurfENcPHJSWlpKSkoK3tzc6Ojo4ODjw66+/8tlnn5Gamkq/fv2YOnUqKpWKhw8fAtCyZUsqKyvp2bMnUFPH5dy5c7i4uKBQKMjNzcXe3h4vLy/i4uLo1q0bO3bsoH379ujq6uLg4ADUtKdeuXIlUVFRZGVl8cILLzBr1ixMTEy4efMm0dHR0mOBR27UlUqlFKxRBxy6du1K165dgcbZetZQNg/8HhgqLS3ll19+QU9PD1NTUwICAjh37hwTJ06koqKCdu3a8f7776Orq8uWLVvQ09Nj3759zJ8/X3oOGuqClZSUxG+//cbOnTuxt7fH399f2m4GNVlU6jpDN2/epH379owbN47o6GiCg4P56quvWLhwIbdu3cLT0xN7e3uABrdLNRSsaSjA9CRKSkrIzMzEyckJfX19KZi0b98+5syZQ58+fejbty/btm0jMzOT119/nW3btrF9+3ZcXFyYNGkS9vb26OjokJ2dTUFBAadOneLXX3/FwMCATz75hBkzZkhb8wRBEARBEARBEJ4GEcwRnlhBQQHXr1/nwoULmJiYSLVooOHtQ/n5+Zw5c4aCggJcXV1ZuHAhN27cwNbWlvHjx9OvXz98fHzYtGkTa9aswdXVlcGDB3P06FH8/f2Jj4+noKAAJycn8vPzKS8vR19fn9DQUC5cuMBzzz3HDz/8QEREBPb29piYmJCXl8drr73GgwcP6NatGwUFBXTr1k0KzEyePJmBAwfi4eEh1bEJDg4mODhYWrc62FE/6FC/zbmmKioqOHLkCCdPniQjI4MuXbpIGSsNZfOkpqaSlpbGgQMH0NXVZc2aNezZs4eoqCiWL1/OunXr2LhxI9bW1syYMYO5c+cyb948rK2tGTVqFO7u7nWyiR43h66uLkZGRqSkpHD79m2uXbtGYGAg1dXVXL9+nbZt29KpUycpm2bq1Kl1ivyqM1nqe1w2UGNSB8GgJqi2f/9+tmzZwrRp06Ti01CTgRQTE8Mbb7yBubk5FRUVHDhwgEGDBrFo0SIGDx5Mbm4uffv25cCBA5iZmZGdnY2WlhYrV67kwIEDqFQq3NzceOGFFxr9PARBEARBEAThf5FMLkf2X2w48rg1PItEMEd4YgEBATg4ONClSxc2btxIVVUVL730EiUlJZw+fZp79+4RGxuLq6srCxYs4OzZs+jr69OnTx+srKxYunQpNjY2/PLLL6xfvx4/Pz+aNGki1VsB8PHx4eLFiwwdOpTKykoyMjIICQnhk08+4bnnniM8PBx9fX3MzMyws7NDJpOxadMmpk2bhoWFBR9++CF6enq8+eabdOjQgSZNmtTpimRiYkJgYCBQN8hQO1tF/e/T2uqzceNGKQjVvHlzUlJSpLUcOXKEgwcPUlVVxUcffYSWlhYTJkzAwMCAzp070759ey5dusSoUaPo2LEj5eXl/Pzzz1y9epXi4mKqq6vp378/RUVFhISEAHD58mUSEhKkLWNz586le/fuBAcHSxkrLVu2ZOvWrTRr1oxmzZoxdOhQqSbM+vXrcXR0RKVSMWTIEOk81HWD/mgr3dO4jn9UI0jNx8cHHR0dqUaS+vPu7u4UFBTw8OFDzM3NKSkpwcDAgC1bthAREcGYMWNQKpXs27ePK1euYGNjQ3x8PCYmJujo6LBjx44GA1aCIAiCIAiCIAhPgwjmCE8sNDSUMWPG0KdPH77//nsuXLjA3r17OXz4MBkZGdjY2JCfn8+oUaOIiIhgx44dzJw5U8qK2bRpE5988om0RejixYu0aNGCiooK6abbz8+P/fv3Y2dnh7a2Nvfu3SM0NJT8/Hx++OEH3n77bXR0dPj1118pKyvDzs6O2NhYPvjgA9zc3KS16uvr07x58z88n8dl3WhKHchQKBSPbJNSy8vLY+rUqZw4cULKcCkuLkYmk5GSksL8+fOJjIykqqqKMWPGsHr1apo2bUpWVhajR48GwNHRkTt37lBSUkJRURFhYWEMHjyYIUOG1DmPn3/+mX79+iGTyfjss894/vnn6datG/Hx8djY2BAcHCzVqDEwMOCjjz5i6tSp2Nra1lmzi4tLnffrb9N6mlk3CoVCKkisVvv/lZWVFBQUsGXLFq5fv46lpSXTpk3D1dWViooKcnJy6qzL3t4ebW1tZs+eTWVlJWlpaaxZs4Zly5YRHR0t1Ryys7MjNzcXGxsbysrKUCqVdO7cma+//prBgweTnZ3NuXPneP7553F0dPzL59NJlYipyujvXwfjpn97DID97IkajQNIeZCv0bj8uwUaz+nQ3O3PH9QAXdO/f03VzP09NRqnZWSq8ZxyK3uNx1ZcO63RuKK76RrPeWZMV43GdVryosZzairSzlXjsXIzK43Hvhb6ikbjHPU1//XMUlezvz6+/Iu7xnMqcjI1GvfgUpLGc+pbafa1ZmhrofGcdqGa/06gY6Sv0biCO9kaz+nRLVCjcSaumv9xorKwVKNxrj3bajynS5dyjcfKLWw0GvfguGbfcwFGr52o0TiZjo7Gc6bvPqjROBNHY83nPH5Vo3F7N8ZrPGeon+bfr6PXzNZoXNJnCzWeU2ftIo3GVZVo/prPunhPo3FWIb5/f5C2CDU8bc9mWWfhvyokJITDhw8DYG1tTWpqKh4eHsyePZuFCxfSpEkTdu3axbFjx3B2dsbNzU3Kirl9+zZr165l69atnDlzhujoaG7fvo2TkxNVVVXk5eUBNcWKz549i7a2Ntra2uTk5GBjY4OFhQXdunVj8eLF7NixAx0dHUxNTSkrK6OqqqpOIEdNve3maVBv66k9hzpgIJfLHxvUOHbsGB06dJCuS3V1NcbGNT9Aly9fTrt27fjoo4+YPXs2SUlJXL58GWdnZ/z9/aVr5OjoSFZWFnp6etjb22NhYUF6ejpaWlrk5OSwb98+7t69y8GDBzExMeH9998nNDSUixcvkpmZiZeXF35+fgB1gk5WVlZSIKd+EenaGrOwc+25GppPLpfXmU+pVErb8rp168by5cs5d+4c6enpdOzYEblczrJlyzAyMsLU1JSsrCzpuOrnytHRkYKCAnr06MG3336Lu7s77u7uHD9+XGpDnpaWRlFREa6urhQWFnLlyhVWrlyJlpYWw4cP5/3336e6uhp9fc1+aRcEQRAEQRCEZ4qW1r/j7RkkwmXCE4uMjGTatGkcPnyYn3/+GT8/PwICAtiwYQPLli3Dz8+Ppk2bcu7cOXr06IFCoZACEJaWlly/fh09PT2SkpI4evQoFhYWGBoaUlVVJRU7DggIkAogq7N4AKqqqgAICgoCfs8OGTlyJB4eHg0W9X3SLBF1sEalUj1S3Lj+XCkpKVy7do2YmBgWLlzId999x8SJExk1ahRGRkbSdqa0tDTs7OzIy8vDwcEBbW1tqqqq0NHRITc3F3d3d+mYISEhnDt3joCAACkTycLCAi8vLw4fPszmzZuJjIzk/fff5+uvvyYkJITKykq6d++Oq6sro0aNkmrlvP7660BNFtCgQYPw9PzjbITGDtjA4zOX/miu+fPns3PnTqqrq5k9ezZt27Zlz5493L9/n88//5ygoCAqKytxc3Pj8OHD/Prrr1haWjJixAhcXFxIT0+nvLwcQ0NDqYC1lZUV7dq1Y/DgwdI8/fv3Z968ebzxxhuUlZXh6elJp06dePjwIV26dMHY2Bg9PT3effddpk6d2ujXRhAEQRAEQRAEoSEimCM8sebNm3P16lXWr19PREQEgwcPprKykgULFrB582YcHR35+OOPuXv3Lnp6eujq6pKRkYFSqcTc3JypU6fSuXNn6Wbb1NQUpVLJihUrMDc3B2pq2qgLy+rp6UlBkLFjx0o1XOD3AIC6k5SmVCqVtLXm7t27vP3221RVVbFu3TqMjY0fCQiVlpby4MEDDh48iFKp5NKlS6hUKnJzc7lx4wZBQUG0b9+evXv38v7772NhYcGwYcOk87C3t+fatWtkZ2fj4OAgFXUGiIiI4PTp07z88svI5XLMzMyoqqrC3t6etLQ08vPzcXR0pEOHDmRnZzNz5kxeeOEFPvjgAz7++GPKy8uxsXl8GrFCocDY2BhfXw3SJ//mNW2oFlHtzKXaTp06RUZGBuvXr+fSpUt8+OGHDBw4kJs3b3Lt2jXmzZsHwJQpU1i2bBmtWrXCwMBA6rSVkpLCF198gYODA2+88Qa//fYbiYmJ+Pj4cP78eUpLSzE0NJTmc3FxYdeuXdy5c0dqt25vb8+7777L7t270dfXp3379hgYGODi4lIn6KP9/9NI1ZlZjdHBTBAEQRAEQRAE4XFEMEd4Yk5OTjg7O7NixYo6H9fX1+fXX3/FzMyMy5cvk5OTQ0lJCV5eXsjlcumGftiwYQwePBidenuB1YEctdoBAPXNcu3Cu09CpVJJN+La2tosWrQIX19fYmNj2b17N61atWLcuHEYGxuTnZ3Nnj17uHLlCn369CEmJoY1a9awa9cuXF1dmThxIvfv3+fkyZNs2LCBsrIyRo8ejb6+Pl5eXgQFBXH06FGGDRsmzR8WFsaJEydYv349ISEh6OvrU1FRwdGjR+nevTu3bt3ilVdeQSaTkZeXx4wZMygsLCQsLAxT05q6AUZGRowePVqqoQM1QTATE5NHrl9tjRl4yM/PJyEhgUuXLnH16lUyMjJYt24dBgYGdYohq9dx+/ZtsrKycHV1ZfHixWzdupV58+bRu3dv9u7dy549e5g4cSIrVqxg4MCB2NrakpiYiJubGy1atACgSZMmHD58GF9fX27evElJSQlmZmZs376dyspKZs6cSUpKCsuWLSMtLY0mTZqwYcMGcnNzpbbqUFP7qaysTGqbrl6jnZ1dnQ5taurtWY1dY0kQBEEQBEEQnhla8pq3f3oNzyARzBEahZGREYcOHaJ9+/ZUVlaiq6vLihUrmD27ppjYq6++irOzMwYGBkyZMqXOWC0tLanlt/oGuaGb4sa+Ua6dKSKTyeoENSZOnEh5eTklJSXs3buXhIQE4uPjefvttzlw4ACHDx8mNDSUb775htzcXNq1a8eWLVt4/vnn8fX1pVmzZiQlJWFhYUFZWRmtW7emtLSmKGDz5s3ZtWsX8Hsgxd3dnREjRvDyyy8za9Ys8vLyuH79OsHBwXTu3JmPPvqIFStWYGlpSXR0NAYGBhgYGPCf//ynwfNSbx16mtevvldffZVTp05RUFCAqakpY8aMkTpuZWRkcPfuXfz9/TE3N+f111/n3r176Ovrk5qaiq+vL/379ycqKkoKisXExHD9+nXCw8OxtLSkXbt2XL58GSsrKxITE6V5g4ODuXbtGj169ODnn3+mqKgIqLnOR44c4d133yUnJwcHBwfi4+Np3749MTExUrBQfV08PT0fu81M/dpsrDb0giAIgiAIgiAIT0IEc4RG0aFDB+kmWt2a2t/fnx9++KHBxz+uVXVj3SDn5+dz8OBBzp49y6VLl4iOjmbixIlSFot6PrXLly+zfft2cnNzefHFFykoKGD9+vUMGzZMKjL86aefkpaWxvHjx/nyyy+xs7Pjxx9/ZOXKlaxduxYHBwdpO5OXlxe5ubkUFBRgaWkpZfRATRbO7du3gbpZMUFBQezYsYOFCxdiY2PD5MmTiYyMBMDY2PixgZv651I/MPXfMn/+fIyMjNi/fz+XLl1i+PDhmJqaMmXKFA4fPoy9vT3t2rXjzTffRE9Pj9zcXI4fP86uXbuYN28egYGBuLu7ExcXx6VLl2jVqhVWVlZSoeLQ0FC+/fZb5s2bx8aNG7l8+TIhISHk5OQQGBiIoaEh6enpUqeqqKgo3nnnHbZt28bAgQOJjIyUAjgTJkxo8Bwel73UWK/NiooKqZgyQGFh4RMfUxAEQRAEQRD+rWRacmT/cGbMPz3/0yKCOUKjWLZsGfBokEadJaK+Ga6dCdMYSkpKyMzMxMnJCX19fakGzb59+5gzZw5dunRh8uTJhIaGYmJiQmpqKs7OzlRWVvLTTz9RXl7OsGHD+OCDD2jRogURERE4OjpK25zc3d154403uH79Ora2tuTn55OSkoKdXU3bztjYWKZPn46JiYm0BQpqgjlVVVVkZWXh4+ODoaEh8fHxVFZWYmdnh7OzM4WFhXWCSwC2trbMmTOnwXNVZ4c8jevYGIyMatpA6+npkZ6eTmpqKhkZGVRUVHDq1Cn27NnDZ599hpubGx06dODkyZNAzTn7+flJxaydnZ1JSkrihRdeIDMzk82bN0tdonR0dPDw8OCVV15h4sSJFBQU4OzszMaNG9HT02PKlCkEBwcDNRk3UVFRREVFPbLWhoKJ6jFP05w5c5gxY8ZTnUMQBEEQBEEQhGefCOYIjUYdSKmtsbNE1HVtoCarZf/+/WzZsoVp06bRpEkT6XHOzs60b9+euXPnSh87e/Ys//nPf9i1axd6enpUVlZy584dCgoKOH36NIsXL8bGxgZjY2MMDAyoqqri3r17hIWFUVhYyO3bt/H29kapVHLlyhWCg4N5+PAhjo6OqFQq9PT0uH//vtSFSiaTkZaWho+PD61atSIoKEgKIFy4cOGx56gOgNXu7KS+lv+m4M3jODs7o6WlRUZGBmVlZSxevJjTp09jYGBAixYtCAkJQaVSkZWVBdQEvsrLy3nw4AE+Pj44Ozuzb98+DA0NMTc358aNG3Tt2pWUlBS2bt0KQL9+/fDz88POzg4rKyug5rpFR0c/sh6FQoFMJnuqW6T+auHjKVOmMGnSJOn9wsJCXFxcGnUtgiAIgiAIgiA8+0QwR2g0jb21R729pvZNeP3MCR8fH3R0dCgpKanz+SZNmpCWlsbo0aPJz8+nurqa1atXS62+XVxc8PDw4Pjx4zg7O/PSSy8xc+ZMZDIZOjo6fPXVV5iZmZGWlkZUVBQWFhbcu3cPDw8PXnzxRRYuXIiLiwunTp3i9ddfRyaTERwcXKdr1LZt26RslcDAwEfO73HZIf/UNqnGYmtri76+PmlpaXh5edGpUyf27NkjfV593hUVFZSXl2Nubk55eTl37twhOjoaOzs7zM3NUSgU2Nvb4+7uTteuXesE61QqFQEBAXXmlclkDV7Tp3Et62/H+qsZPXp6eujp6TX6egRBEARBEAThX0mmBf90kxDZs9mkRARzhH+FhrInav+/srKSgoICtmzZwvXr17G0tGTatGm4urpSUVEh1UlR38jb29tjZGRERUUFL774Ik2bNsXa2hq5XE56ejouLi7Y29tTWVlJZmYm8+fPByA3N5egoCDi4+NxdXUlOTkZAENDQ65evUr79u157bXX2LhxIwkJCbz22mt07twZgNdff73OOakDOWr1Aw3/C1k2mjAyMsLU1JTCwkLCw8O5f/8+O3fuxNnZmRMnTmBhYcGQIUPQ19fn+vXrREREMHToULy9vYGa2jhffvklgNTG3t7eHuCRbWb1NeY1VQcToe5rsX4gp6ioiMOHD3P48GE8PT158cUXMTY2brR1CIIgCIIgCIIg1CeCOcJ/zeNujuHR7AmlUsnmzZspKipi/fr1dOvWDR8fH1JTU+nYsSNXrlxh2bJlTJgwAVNTU7KysqRtXuobfnNzc1q1akXv3r2l47q6uhIfH0+LFi3IzMwkPz+fzMxMCgoK2Lt3L6WlpURHR+Po6IiLiwu5ubkAfPjhh5iZmUnHef755x97jo/L0nhWgze1qa+9kZERd+/epbq6mm3btjFnzhySk5NxdnbmlVdeASAuLg5jY2OUSiW9evWqcxz1czlw4ECpVg48nWv4V+vnlJeX8/DhQ5ydnTl9+jSHDh3i1VdfZffu3Xz99df07t0bX19faRugIAiCIAiCIAj/u5YvX878+fPJyMggMDCQL774gtatWzf42M2bN7NixQri4uKoqKggMDCQ6dOn07Vr16e2PhHMERqd+uZYoVDUqfvyR1tR5s+fz86dO6murmbOnDm0adOGPXv2cP/+fT7//HOCgoKorKzEzc2Nw4cP8+uvv2JpacmIESNwcXEhPT2diooKDA0Npbbcrq6uJCUlkZubi6WlJQDdu3dn165dXL58merqaql2i5aWFqdPnyY4OJipU6dibm7O4MGDpfX5+/s/suY/yyb6vywyMhI/Pz8AvL29+eabbx55jDp7RX3NagdV1MG9pk2bNtqabt++zY8//sj169cpKCjghRdeYOjQoVKgSD1/dXU1xcXF5Ofn88svv3D58mUcHBwIDw9nw4YN/PLLLyiVSm7evMmNGzdIS0vDzc2NMWPGYGho2GjrFQRBEARBEIT/df+r3azWr1/PxIkTWb58OdHR0Xz11VfExsZKOzjqO3r0KJ07d2b27NmYm5uzZs0aevXqxZkzZwgLC2uM03iECOYIGqt98107I6X+DbnaqVOnyMjIYP369Vy6dIkPP/yQgQMHcvPmTa5du8a8efOAmiKxy5Yto1WrVujr60tfLCkpKXzxxRc4ODjwxhtv8Ntvv3Hjxg18fX05d+4cpaWldW6mnZ2d2b17N0VFRVIwp2/fvhgaGnL48GG6d+9OQECAVEBXvV3qcedYP4Pjf7muzdOivj7qluq1qYsE1w+A1R/7NOTn57N06VIqKioYNmwYlpaWPHjwgOTkZPT09MjMzKRVq1ZkZWXxxRdfEBERga6uLh9++CF79+4lPDyc06dPU15eDtTUalIXqu7Rowf79u3jvffeIz09nTFjxjzVCLwgCIIgCIIgCE/XggULGD16NC+//DIAX3zxBXv37mXFihUNdh/+4osv6rw/e/Zstm3bxo4dO0QwR/hn5Ofnk5CQwKVLl7h69SoZGRmsW7cOAwODOkEO9c357du3ycrKwtXVlcWLF7N161bmzZtH79692bt3L3v27GHixImsWLGCgQMHYmtrS2JiIm5ubrRo0QKoKV58+PBhfH19uXnzJiUlJZiZmbF9+3YqKyuZOXMmKSkpLFu2jPT0dNzd3Vm/fj25ublYW1tL6woNDaWsrAxzc/M659S1a9cGb7YVCgVAnWyi/ws1bp6W+sGvxshaqn/Mx22Rqv/5Y8eOcfToUc6fP//IY9avX8+iRYs4efIkcrmcQ4cOMWvWLK5fv46VlZWUSunp6Ul+fj5VVVVYW1ujq6tLVlYWLVu2ZM+ePZSWlrJ06VI2bNhA8+bNpQDiX6G09URpYvI3rkSNfJlmmUC5NzM1GgeQdztPo3H3U4s0nlPfQl+jcdZNNe8UVpaRpdE4k9BH/1LzV2XWKhT+d9m2azjl989UXk3SeE7/vo9mLP6lOXPzNZ5T19xUo3GlCVc0nlPf0UnjsY76mv2alV5erfGcDyo0G1uVdlfjOVW1tlH/HWmn72s8p6G1Zt///F54tOvhX6VjpNn3IoCi+5p9TzGw1rwGW0V+sUbjzDw1f80beTT58wc1QMvEXOM5886c0XiszoNcjcZd+/HR3yf+qjZB3hqNK0zS/OvF1N1Bo3HppxI0ntOsia1G48IDbf78QY+Reydf47FKG81euw7RQRrPadi0mUbjSi6f1XhOAw1/p5Lp/v1xMh3Nv2c+LYWFhXXef1xzksrKSi5cuMB7771X5+NdunTh5MmTf2kupVJZJ6ngaRDBHOGxXn31VU6dOkVBQQGmpqaMGTOGCRMmYGBgQEZGBnfv3sXf3x9zc3Nef/117t27h76+Pqmpqfj6+tK/f3+ioqLYtWsXrq6uxMTEcP36dcLDw7G0tKRdu3ZcvnwZKysrEhMTpXmDg4O5du0aPXr04Oeff6aoqOYmsHnz5hw5coR3332XnJwcHBwciI+Pp3379sTExEhBG3XQwNPTE09PzwbPraEtUiLTpnE1ZvArNTWVuLg4evbsKdXTaWiOqqoqEhMTycrKomPHjtK2qYSEBKkuT+0sspKSEgYNGsTq1as5fPgwAQEBGBoaUlZWhru7O66urmRnZ2Nra4uDgwPV1dVkZGTg6urKnTt3uHXrFqmpqdy6dYvk5GQuXbpE+/btn+o3bUEQBEEQBEH4n6GlBf/wNit1Ny0Xl7p/6Js2bRrTp09/5OEPHz5EoVBgZ2dX5+N2dnZkZv61P4p+/vnnlJSUMHDgQM3W/BeIYI7wWPPnz8fIyIj9+/dz6dIlhg8fjqmpKVOmTOHw4cPY29vTrl073nzzTfT09MjNzeX48ePs2rWLefPmERgYiLu7O3FxcVy6dIlWrVphZWUlFUIODQ3l22+/Zd68eWzcuJHLly8TEhJCTk4OgYGBGBoakp6eLnWqioqK4p133mHbtm0MHDiQyMhIKYAzYcKEBs/hcQWJReDm36uhbJvExEQ++ugjevbsKT136gBKp06dkMvlrF+/nl9++QUtLS1CQkLo0KEDMpkMbW1t8vPzsba2pqysDAMDA0aOHMmRI0fo2bMn8+bNY9q0afz44484ODjQu3dvFAoFpqam2NvbEx8fj62tLXp6evj5+TFjxgwCAgIoLCykpKSEgoICDh06RGZmJp07d+a55577Jy6bIAiCIAiCIAh/ICUlBVPT37N8G8rKqa3+Pcmf7QpQW7duHdOnT2fbtm3Y2mqWpfZXiGCO8Fjq1tp6enqkp6eTmppKRkYGFRUVnDp1ij179vDZZ5/h5uZGhw4dpJQzW1tb/Pz8qKqqAmpq1yQlJfHCCy+QmZnJ5s2bef/996UuRR4eHrzyyitMnDiRgoICnJ2d2bhxI3p6ekyZMoXg4GCgJuMmKiqKqKioR9b6VzsSCf8etWvo1G43Xv95VCqV+Pr6YmRkRGVlJfn5+QwdOhSZTIaDgwNXr17ltddew9LSkosXL3L48GGcnZ2lsVpaWtjb25OSkkJeXh4GBgZMmzaNq1evcvToUW7evEl0dDS7du1i7ty5LFmyRPomb2pqyqlTp2jXrh1Qs/d13bp1yGQyvvrqK3x9fTEwMGjUQs2CIAiCIAiC8MzQ0pIyY/7RNVDzu33tYM7jWFtbI5fLH8nCyc7OfiRbp77169czevRoNm7cSKdOnTRf818ggjnCn3J2dkZLS4uMjAzKyspYvHgxp0+fxsDAgBYtWhASEiJ1hQLw8vKivLycBw8e4OPjg7OzM/v27cPQ0BBzc3Nu3LhB165dSUlJYevWrQD069cPPz8/7OzspILEKpWK6OhH97Y3tEVK1LP592ioro36rXZGVEOBtvLyck6dOkVkZCRGRkYMGjSIl156ifbt26Orq0tycjL+/v5s2bIFbW1tjh8/zqRJk2jXrh3Ozs60b9+enJwcnJ2dUSqV0jrat2/PZ599xqZNm3jjjTdwd3envLycgwcPUlpaCkD//v25fv26VOQYYPz48XUi9k5OTkyePLnB827odSkIgiAIgiAIwv8WXV1dIiIi2LdvH3379pU+vm/fPnr37v3YcevWrWPUqFGsW7eOHj16PPV1imCO8KdsbW3R19cnLS0NLy8vOnXqxJ5ahTrVN+8VFRWUl5djbm5OeXk5d+7cITo6Gjs7O8zNzVEoFNjb2+Pu7k7Xrl1p0qRJnWMEBATUmVcmkzWYcSO2SP075ebmsn79el555ZU6z1HtrJvarl27xtq1azEzM2PdunWsWrUKV1dX5s+fzwcffEBUVBTm5uZSLSYnJyfi4uLw9/dn/fr1LF26lKZNm6Knp8epU6d48cUXMTU1JT09nZCQkDrzBgUF0a9fP9asWUNcXBzZ2dkUFxfTqVMnIiIigJo26La2tnUCiA115VJ3sapdKBvE61IQBEEQBEEQnhWTJk1i+PDhNGvWjFatWvH1119z//59xo0bB9R0YE5LS+P7778HagI5L774IosWLaJly5ZSVo+BgQFmZmZPZY0imCP8KSMjI0xNTSksLCQ8PJz79++zc+dOnJ2dOXHiBBYWFgwZMgR9fX2uX79OREQEQ4cOxdu7plp/aGgoX375JVAT5czIyMDe3h6gzjabhoiMm/8dW7ZsYcKECVhYWDBw4EC0tLQoKysjPT2dkydPsmXLFnr27MmgQYMwMjJi1apVlJSU0KFDBxYvXszRo0eZNGkS3t7e3L9/n6ioKPz9/bl16xZQU9D61q1blJSUcPbsWZYsWUJMTAzTpk3jypUrmJmZYWxszP37DXd76N27N+Hh4ezcuRMfHx/CwsKkQsXV1dWMGzeOzMxMQkND64yrX3dJJpOJwI0gCIIgCIIg/AUyuRzZP/y7sybzDxo0iJycHGbOnElGRgZNmzZl165duLm5AZCRkVHnvuOrr76iurqaCRMm1KnnOmLECL799tsnPoeGiGCO8IfUwRYjIyPu3r1LdXU127ZtY86cOSQnJ+Ps7Mwrr7wCQFxcHMbGxiiVSqlzkJq6A9HAgQOlWjkggjXPAvVrJCEhgdjYWBISEjhy5Ajt27dn//79rFy5Ent7e/r27cu+fftQKpV06NCB/Px8PvnkE5ydnRk7diynTp0CaqrE37lzB4CAgAAOHjyIUqnEz8+P/fv3o1KpqKioIC0tjWPHjnH16lXi4+OBmn2wlZWVQMOvLRcXF8aPH//Ix7W1tYmJiaFFixaPfK4xt01VVFRQUVEhvV+/PaIgCIIgCIIgCP8Or776Kq+++mqDn6sfoDl8+PDTX1A9Ipgj/CWRkZH4+fkB4O3tzTfffPPIY4yNjYHfb35rb5FSZzKIQrHPLrlcTocOHTAwMOCHH36gffv2eHl5YWBgQExMDMOHD0cmk7F9+3a6detGWVkZJiYmAHTp0oWffvoJAHd3dzZu3AiAhYUFx48fJzc3lyZNmnDy5EmMjY0ZN24c48ePx8fHhzFjxkh1b956660/Db6oa+nUr+szatSoJzr/v1Ldfs6cOcyYMeOJ5hEEQRAEQRAEQRDBHOEPqW9OG6odUrsbUUM30CLr5v8GmUxGWloaCoWCoUOHoq+vz9mzZ7l+/TrOzs64urpKQZvIyEhmz56Nk5MTCoWCkydPEhsbS25uLnfv3gWgc+fOrFixgv79+2NiYoKfnx+5ubn4+/vz0UcfoVAoaNmyJZcuXXpkLX8li6YxX6u1t2D9lWNMmTKFSZMmSe8XFhbi4uKi0dyCIAiCIAiC8K+nJa95+6fX8AwSwRzhL6ufeSC69ghqcrmcvXv34u3tzZUrV9i/fz9GRkYsW7YMIyMjcnJyAPDx8aGgoIDq6mpGjBjBkiVL+PHHH3F2dsba2pr09HQcHR354osvSE9PJyIiAkdHR2meQYMG1ZlXoVCgpaWFSqVq9NfjgwcPKC4uxtXVFblc/sjrv3Ygp7CwkBs3btCkSRNsbGwee0w9Pb063bEEQRAEQRAEQRA0IYI5wl8mMm2Ex9HT0+Phw4fs2bOH8PBw1q5dy8iRI7l3757UYSovLw8LCwt0dXW5evUqvXr1wsTEBIVCgaenJ1euXCE1NRVHR0ciIiKkLlO11Q+oqLfvPclrUx2UUSgU0hzqtudGRkY4Ozsjl8uRyWRUVVWRmpqKpaUlZmZm/Pjjj6xevRoPDw9OnTrFc889x8cffyzVhBIEQRAEQRAEQXgaRDBHEIQnFhcXx5AhQ/j888+lj/Xp04dt27ZhY2ODp6enFHi5evUqxsbGKBQKdHV12b59O3PnzqV169Z1tvPV7yIFjRNQVAeEkpOT2b59Ox06dCAkJOSRDlV9+/YlNTWVyspKdHR0WLZsGfPnz8fNzY3o6Ghmz56NgYEBFy9e5NChQzx48IBJkyZx/Phx2rdv/8TrFARBEARBEIT/eWKb1VMjgjmCIDyxhw8f4uTkRHV1NVDTHeqTTz7BwMCgzuNUKhXGxsaoVCrkcjllZWXY2toyY8YMwsPD6zz2SbdNXbt2jZSUFGJjY6VuavB7QMjT05OJEydK7x8+fJilS5dSXl7O8OHDadGiBRMmTOCzzz5DT0+P7777jrt371JcXMy4ceP48ccf6dKli7RtSl9fH09PT+7du/dE6xYEQRAEQRAEQfgzIpgjCMITGzBgwCNZM7UDOepsGPVj1P927NiRjh07PvH86mDN1atXWbVqFS+//DJ6enpoa9d8i6uddVNUVMSuXbvw9/fn1KlTFBYW8uabbzJ37lxef/11nJ2dcXNzQ1tbG1tbW3Jzc7GwsMDIyEg6r5EjR7Jp0yaGDRuGrq4uRUVFmJiYYGhoSGFhIRUVFaI2jiAIgiAIgvB/nkxLC9k/XGv1n57/aRHBHEEQnphMJvvD1tyNtT2qflBITR2s8fT0RCaTkZqaSmxsLFeuXKGqqoqPPvqI5s2b069fPwA++ugjzpw5w+nTpyksLERXV5fTp0/zwgsv4OLigrm5OVBTCygzMxNzc3NsbGzIyMjAwcGBtLQ0Kbjj5OREXFwcrVu3xsjIiDt37pCTk1OncPOfuacwwVhh+reviVyp+NtjABwivTUaB1BdlqDROHe55j9EDa2NNBon19W8dpGBg51G47QsHl8A+8/c+U2zawtgZG+l0bjqknKN58yKy9BonFVgE43nrCoq1mhc/s0Ujee01tfVeKylrmZp3Q8qqjWes0ql8VCN6TXx1Wichcc5jefMv1eg0biCO5q9bgFK0h5qPLaiULOvtcqSKo3nVFRq9jPCxFWz738Axha2Go0rSbiq8ZyK8gqNx1aVlGk0rrpc86/RrJOXNRonf4LvRdUaXiNTV2uN57Tw0axbZ9H9BxrPWfpQs+cToNxIs9e9vqvmP9O0nHw0Gie7dl7jOfWtTDQap6r8+9/DVFWa/44h/DXPZohKEIT/usYskK1UKlEqlY8cX0tLq8F5EhMTGTFiBC+++CIPHjyQumcNGzaMiooKOnbsyJo1ayguLkYul2Nvb4++vj7Ozs4UFBRQUVHBmjVruHPnDosWLSImJoa0tDS8vLxIT0/H39+fnJwctm/fjkKhYP/+/fj5+QFgaWnJ+fM1P1RbtmxJz549MTMza7RrIQiCIAiCIAiCUJ8I5giC8I8qKipi9uzZ5OXlSR/T0tJ6pGbOnTt3OHToEBMnTpRq86jNnz8fX19fPv74Y65du8atW7cACA8P5+rVq3Tq1Im8vDzOnDnDoUOHaN++PQqFAktLS7S0tEhMTKRv377MmDGD1atXY25uztGjR/Hw8CAhIYGKigqWLl1KXFwcvr6+mJmZ0bVrVwDWrl3LW2+9hUqlIiIignbt2klZO4IgCIIgCILwf5pM/nsR5H/qTSYKIAuCIGhEvUWqoaLGJiYm9O7dW8pmqa6u5sCBA5w4cYKQkBD69OlDeXk5PXr0ICoqioCAACoqKqR6OGVlZdy7d48333wTf39/RowYwcOHNanwXl5eXLhwgVatWjFq1CguX77MqVOnaNmyJUZGRhgbG6Orq0t2djaJiYl8+umnlJaWIpfLadeuHdnZ2ZSVlVFdXY2/vz9Lly6tU39HqVRiYWEB/J6Z9EfbzQRBEARBEARBEBqDCOYIgtCoHtdSvH6Ao7y8nCtXrqBSqYiLiyMvL4+YmBh27tzJmjVraNGiBatWrSI/P5/Ro0djampKaGgor732GvB70OTu3btERkby4EHNHmtPT08SEhIoLi4mIiKCa9euATWt0jds2MDWrVsJCgoCwNTUFENDQyorKzEwMMDb25uwsDAiIiKwsbHBwcGBkJAQac1yuRyVSiWdY0PBKRHIEQRBEARBEAThaRPBHEEQNKYOqNTORqkf4FAoFFy/fp1Lly7RsmVLfH19ef/997l//z7V1dWMHz+e48ePk5OTQ0xMDBs2bKB79+6MHTuWzZs3c/z4ca5du0ZsbCz5+fkAVFVVoaNTU9zW0dERXV1ddu/eTYcOHVAqlRw9epSMjAyaNm3KihUrgJraNm3btiU2NpYuXboA4OrqyvTp06W1Tpky5ZFzrB+ckslkdbJzBEEQBEEQBEF4DJkMZP9wdZdn9I+tIpgjCMIfUqlqWqPIZLIGAxu1/01PT+fMmTP4+/tLBYK/+OILjh07hpubG0lJSQwYMIDw8HCOHTvGypUr8fPz4969e1y8eJHMzEz8/f0xMamptB8cHMzVq1fJzMwkMDCQHTt2AHVbjZuZmdGnTx+mTJlCjx49kMvldOnShezsbFq1asWMGTOkx/r7+7N9+/bHnqtSqXwki6ih7BtNVVRUUFHxe0eJwsLCRju2IAiCIAiCIAj/d4hgjiAIf+hxgY2SkhIuXLiAl5cXFy9eZPXq1ZiampKSkoKnpycjRozAxMSEe/fusXjxYlJSUpgyZQrl5eW89NJLWFtb4+zsDIC3tzfbt29HpVJhY2PDiRMnGDJkCDY2Nuzfv5/Ro0dz//594uPjH1kTQEhICIsWLeLOnTuEh4djbf17K81BgwbVeaxCoZA6Y9XXmIGbhsyZM6dOcEkQBEEQBEEQnmkyrX9BZs6z2ffp2TwrQRD+lDrj5o9UVVVx4cIFdu/eTXl5OVu2bGHcuHEAZGRksHHjRs6cOYOTkxO3bt3ihRde4ODBg8TExLBgwQJsbW1Zvnw5Y8eO5YsvviA2Npbx48djYWFBcXExJSUlAPj5+VFYWIhSqSQ2NpazZ8+yYMEC3n77bUJCQnBycsLT05NWrVpRXV3dYF0ab29vunTpIgVy1OdXv8W5XC5/6kGbx5kyZQoFBQXSW0pKyj+yDkEQBEEQBEEQ/reJzBxBeIbVrmVTv8vSnxXqvXnzJmPGjEEmkxEWFkazZs2wtLTkwoULAFhbW+Pu7k5mZiZt27bF2tqapk2bAjXFhmfOnImtrS22trbs3r1bOq663o1CoSAzMxM7OzssLCzIzc3l7t27REdHs3r1atatW0dYWBj9+/dHJpNhZ2fH4sWL//L5Pq6GT2MrLS3l2LFjtGnTBgMDgz98rJ6eHnp6ek91PYIgCIIgCIIgPPtEMEcQngHl5eUoFAqMjIzqfFwd0Khf66a4uJhff/2Vzp07Y2lp2eAxb926hampqVSnBmpq2KiLEJuYmGBjY0NiYiKWlpZoaWmRnJyMi4sL+vr6GBoaolKpiI2N5b333qN58+Zcu3aNiooKZs+ejb29vdRCHOD777/H09NTmic4OPiRNTXUKauh821M6rbqDXXkAjA0NOTrr7/G09MTAwMDnJycGn0NgiAIgiAIgvC/SCXTQvUPb3P6p+d/Wp7NsxKEZ5xKpUKhUAA1tWuOHDnCpUuX6jymoqKCuLg49u7di5aWFlevXiUqKori4mLu3r3L/Pnz0dXVfewczZo1IzExkdGjRzNt2jQOHDiAhYUFenp63L59G7lcTl5eHjk5OQC4ubmxePFijhw5wpQpUxg6dCgymYyvvvoKS0tLNm3aRHFxMd26dQNg7dq1dOzYUTqfgICAOlkrSqUShUJRZzvY086yUSqVj2zLUtfXqR3IKS0tJSUlhdWrV3P48GGuXLlCly5d6NWrF6mpqU91jYIgCIIgCIIgCCIzRxD+hSoqKqTAhlKpRKVS1engVLs9tpaWFsePHycxMZHTp08TGxuLo6Mjw4YNQ0dHB2dnZ27cuMGECRMYO3YsAwcOxM3NjXfeeQdjY+PHrsHW1parV6+SkpLCjz/+yOzZswkNDSUqKootW7bQv39/rl+/zv3798nMzMTb25vExER27txJcXExr776qrTGd955p8E5/ijj5WkFbv4ou6f+x1UqFYmJiZw6dYqSkhIGDx6MlZUVr732Gvn5+bi6utKpUyfatGlDYGAgkyZNeiprFgRBEARBEARBqE1k5gjCv4BKpWLFihV07NiRZs2aMWbMGCnDQ0tLq04gByA+Pp5vvvmGIUOG8PLLL7Nx40auX79OQUEBtra2zJ07l7fffptvvvmGNm3aMGvWLFJTUxkxYgShoaGsXr2a0NBQAKqrq+v8q1ZaWkp5eTkGBgZEREQQGBhIVVUV06ZNIyEhgQEDBuDr68ukSZOwt7fHwcEBY2Nj5s+fz9dff42Xl1ed46kzbWpnvjyNbVG1qbdIqbN7hgwZws6dOxt8bF5eHocPH2bOnDlS16xTp07x2WefkZiYyN27d/nhhx8AaNWqFeXl5bz77ru4ubkRGRlJamoq1dXVf6mwtCAIgiAIgiD8n6DuZvVPvz2DRGaOIPyXKJVKTp48SUxMzCOfO3DgAIcPH+add94hNDSUlJQUcnNzcXZ2Zt++fSxatIj79+8zceJEXnrpJZKSkvj000+ZM2cO/fr14+jRo+zdu5epU6eir69PYmIia9euxdvbG3t7ez788EOpno6enh52dnb88ssvvPDCCzRp0oQFCxZQWFjI9OnTpWwZuVzOwoULWbduHR4eHowcORJ7e3sAVq1a9cg5eHp68uuvv1JSUoK+vv4j7b+f5hap6upqiouLMTAwqLNVq36wyMbGhnv37knvq7N0PvjgA/bv309MTAyZmZmkpaUxZMgQoqKi8PPzIz09neXLl7N582Y6d+6Mp6cn5ubmWFhYAODr68u+fftQKpVoa2s/Umz6z7hnnMG0yPBvn7fKJehvjwEod2i4TtJfEfz2EI3GKUuKNJ5TbmGj0bjEL9dqPOfeBYc0Gjdkk63GcwYdOKDxWOOqQo3GmSaf1XhOxx45Go3T9o3UeM6ygxs0Guc2/jWN51QU5Wk89uVf3DUaV5V2V+M5NfWfl77TeOyIdm4ajcu7k6/xnA+LKjUap9xxVeM5TZ1NNB57+0y6RuMcfDT/fq2p9JMJGo+1Vyj//EENkOtofkuiZ67586JtpK/RuJhpvTSes7KoVKNxacc1f16cYvw1GmcS4qfxnKrKco3GeQ3vrfGcFYWa/YwA0Dn8rUbjHpy5oPGcBgmaPady/ceXSfgzbu9O13js36WbkQnM/a/N93+RCOYIwlOi3h6lrreipaVFbGwsycnJ2NrWveH7+OOPefXVV+natSsAdnZ2QE2Q4vvvv2fAgAEMHDiQTp06YWZmRkBAAH5+fri4uACgo6NDaWkpJ0+epEOHDtjY2PDyyy8zbdq0OvMkJyfz4MEDvv/+e06dOsVbb73F1q1bcXBw4Pjx49K65XI5enp6vPfee0ydOvWx56empaVFTEwMrVu3bpyL9wfUgZLc3Fy++uornnvuOfT19blw4QL9+vWTHlddXc21a9e4c+cOgYGB+Pj44OfnR0JCgnQMdRZN06ZN2bZtG1OmTMHKyoply5bx9ddfExUVxbJly7hw4QK+vr74+flx6dIlOnbsSE5ODsXFxejr6+Pv709paSnXrl1DV1dX6uolCIIgCIIgCILwNIhgjiA8gaysLGxtbblz5w46Ojo4OTlJGSi1M1HUGSAhISEkJiZia2srBRTKysqQy+U4OzsDoFAopG1Vp06dwsjIiJiYGAwNDRk4cCA3b97Ezc2NoKAgsrOzgZo24QYGBpSX1/wV5LnnnuO7777j559/xsrKimPHjhEVFUVOTg4pKSm0b9+egIAAfH19pa1ZLVq0AKizpUsul6NSqaTATe3P1c+0aewtU7dv30alUuHp6Ul1dTXa2tp15jE1NeX111/H2NiYgwcPsnr1an799VciIyPp2rUrixcvJjExEVdXV86fP8/UqVOJiIjgt99+o6ysDENDQ+kcAgMDkcvlWFlZoVQq6dy5Mz///DMVFRUsXbqUrKwsAPr27UtGRgb29vYUFRWRnZ2NtbU1dnZ2DB8+nHHjxmFtbc3mzZvR19fsr32CIAiCIAiC8MyQyWre/uk1PIOezc1jgvAUqDtIqQMbJ06cYMuWLchkMo4ePcqFCxek4EBeXh4///wzY8aM4d133yU5ORmAJk2acOFCTTqm+jgPHz7E399f2v6jpaUlZYwoFApMTH5PH/bx8SE+Ph43Nzf09fXJyMgAajJ53N3dWbhwIXPnzsXb25sPPviAdevWsWzZMuRyOd7e3vTr149t27ahUqmws7Ojf//+mJmZ0bZtW959990Gz1u95ap+3Z7GplQq69TtuXDhgnRN1IGcvLw84uLiKCkpQVtbm19//ZXZs2ejr6/PlStXqKioIDQ0FEdHR2bOnMm2bdvo3bs3hw4dYufOnfj6+pKfny+1V1cHhvz8/CgoKODmzZtoaWnx4MEDHBwc0NPTw9ramtWrV7N48WIKCgpITk5GJpMRFhZGZeXvaf6DBg3i7Nmz7Nq1SwRyBEEQBEEQBEF4qkRmjiA0oKCggE2bNtGpUyfc3GpqAdTuIAUQHR1NWFgY1dXVXLlyhV9++YW3336bmTNnEhQURFJSEgMGDCAhIYGVK1cyb948WrRowdmzNTUq1AEbc3NzbG1tOX36NEOGDKGiokIKBtjZ2SGTydiwYQPvv/8+1dXV5ObmYmNjg0wm49atW0BNlsrzzz9PSkoKTk5OODo6YmpqyrZt2xo8P3UQQ50xpA6W/LcoFIoGa+rUfr93794kJSUBsG7dOnbv3k1ycjLa2tqEh4ezcOFCVCoVt2/f5v333+eNN94gICCA6OhoAE6fPs20adOwtbXFzc2Nq1evMnDgQHR1dcnIyMDR0RGoeR50dHSwtbXl888/JyYmhu+++44333wTgK+//pqvvvoKZ2dn5s2bJ70eli1bVuec1Gv/o25ZgiAIgiAIgvB/ipZWzds/vYZnkAjmCAK/B1bUQQ4dHR2ioqKk2jalpaUkJSWxc+dOrK2tGTVqFOnp6Xz++ec0b96c5s2bc/XqVT766CNat25NdXU15ubm7Nixg507d5Kbm8vNmzeJjIyUOiKpb/hNTEzo0qULo0ePJi4uTuoytXXrVtzd3RkxYgRTpkyhRYsWUg0dgH79+tUp9mthYcHHH3/8yLkpFAppvvpboZ520EE9d/2snoayfLZs2cL3339PcXEx06ZNw8DAgCFDhpCYmMiDBw84fvw4t2/fBiAqKopjx47h6upKcXExCoUCbW1tkpKSyM/Px9zcnHfeeYcVK1bQvHlz5s2bJwW+HBwcuHHjBhEREdIatbW18fDwQFdXl4KCAgYMGEC7du2AmqCdOkBUX0OBGxHIEQRBEARBEAThaRPBHOGZV1RUVGerUn21a9SUlZWRlZWFvb09Dx8+5NatW7Rs2ZLJkyfz8OFDQkNDuXz5Mq+++iorV67E1tYWpVJJz549OXToENbW1tJxZs2ahZOTE+PHj2fXrl3cuHGDjh07kpdX0xml9k1/q1atmDRpEp988gmpqamUlpbi7e3N4sWLcXJy4osvvgDAw8NDGuPv/2hnAnXR5fp1b562+sWe/2hupVLJrFmzOHjwIGVlZWzZskUKUg0bNoywsDCsrKyoqqrCzs6OwsJCfHx8iIqK4uHDh1hbW9OvXz/i4+Np1qwZ2traZGZm4uzszK1btzA2NgbAzMyMw4cPo6WlxYkTJ6iqqiI7Oxt/f39pmxX8HsDz9PSkqKiI1157tOvN485PBG4EQRAEQRAEQfgniGCO8D+voTbQ+/btY+bMmaSmphIaGsrIkSN57rnn6jw2OTmZ3NxcmjdvLrX9vn79OjExMUybNo0rV64QHx9Pr1690NHRwd7enlmzZvHw4UMGDhxIUlIS1tbW3Lt3DyMjI8rLy0lNTcXf3x8dHR3Wrl1LUVFNO+aZM2cSEhKCkZERhYWF3Lp1Cy8vrzrn8PLLLxMZGUl1dTV+fn4YGhpKn6sdxPkj/63gQv2MlMfN+9VXX7Fjxw4qKiqYN28eYWFh7Nu3j5SUFObNm4ePjw9mZmYsWLCAgIAA+vfvL41VKBQYGRmRnJyMvb09pqampKSkYG1tTUFBAQqFAldXV0xMTEhKSpKydTp16sQrr7zCvHnzWLJkCb/99psUJDIzM3ukNpD69RAZGcmOHTsA6hRc/qPz+7sqKiqoqKiQ3i8s1KydtCAIgiAIgiD8L1DJtFDJ/tk/gP7T8z8tIpgj/M9KSEggOTmZnj171gku3L17l+XLl/Puu+/So0cP9u/fz/Tp09HV1aVbt27ExcUxZswYZDIZUVFRNG/enC1btuDn58fmzZsBqKqqwsfHR6pv4+zsjIODA5WVlVhbW2Nra0teXh5WVlbcunULLS0tLC0tyc3Npbq6Gn19fWJiYhg7dqz0uZKSEgDefPPNR4JP6jbZwcHB0sfUgafG7hLVGNTXOjk5GU9PT/bv388333zDnTt3mD59Op06dSI5OZljx44xYcIEAN555x2++eYbNmzYIF13dRHoBw8e4OHhgVKpRKlUoq2tjVwup0mTJly/fp3evXtz/fp1fvnlF7y9vblz5w6dO3fG0tISExMTEhISaNeuHcOGDePixYs0a9YMHx8fvv322wbXXzuopz6X5557jueeew7gqdUQmjNnDjNmzHgqxxYEQRAEQRAE4f+OZzNEJTxzFApFnU5SAJcvX+bzzz9/5LEJCQnk5eXRs2dPZDIZHTp04O2332bhwoUATJs2jU8//ZSzZ89K25e2b9/O4MGDgZqsDB0dHWxsbCgrK6OkpARHR0cuX75MVVUVALdu3UKpVOLi4kJeXh5paWmMGDGCdevWYWdnx4kTJ/jiiy/w9vama9eu/Pzzz0yZMgWAKVOm4Onp+ci61cGF+vV7/hsUCoU0b0NycnJITU2VHjtx4kSGDx/O888/z9mzZ9m8eTPR0dF89dVXzJkzh+PHj7Nnzx48PDyIjY0lNjYWW1tbTpw4gaOjo9RSXd1KPSIignPnzhEXF4e2tjaVlZWUl5fTpEkTjhw5gomJCVFRUdy8eZM+ffpgY2NDnz59kMvlzJgxg/HjxwM1tXRee+01fHx86pybepuUWmNd29qvR7U/uo5TpkyhoKBAektJSWmUdQiCIAiCIAiC8H+LyMwR/pXqb+NpqPZKcHCwdONc+7GXLl2iY8eOdcZGRkYyY8YMCgsLSUtLw93dHaipbWNgYIBSqZRq2aizMszMzDA2NubevXv4+/uzcuVKPv/8c6mGi7+/P+np6QQHB1NWVkZYWBjLli3DwsJC2iLl6+v7l86vtqcRxFGpVCiVSuRyeYPb0tTXt7KykrS0NJydndHR0eH+/ftMmjSJy5cvExAQwKuvvkrXrl25dOkSfn5+XLx4kX379qFQKBg8eDCWlpbExMRw4cIFjIyMpG1mUBOwuXDhAj169GDevHlMmDABU1NTCgoK6NChA0VFRXzwwQcUFxdjYmLC/Pnz6dChA3Z2dlRXV+Pg4ICZmRnvvfdenbUbGBjUeV+pVNbJaNK0ZlBVVRU6OjrS9WroutV+DmvXWHocPT29OkWrBUEQBEEQBOGZJtOqefun1/AMejbPSvhXU6lUdbIXGspkUN8kZ2RkAPDtt9/y0ksv0bJlS9avX49CocDJyYmqqiqysrKA37Mk1DfztYvcGhgYYG9vz7179/D19eXatWvSxwF69uzJ2rVruXbtGpmZmVy8eBG5XI5cLufatWtYW1vTunVrVCoVjo6OTJkyBTMzM/z9/XnzzTel+jdOTk5SIEe9loayN55WbRt10Kb+Na3dVl0dkHj48KGUafT111/z/PPP06VLFwYOHCh1zPrxxx9xdHQkKSmJ3r17s27dOu7fv0/nzp2loFd+fj5aWlpSkKJZs2acP3+eNm3akJCQIHWRKi4uxs7OjqioKGJjY+nTpw9hYWEMHjwYIyMjRo4cyXvvvcf8+fPZuHEjAQEBRERE8OKLL6KtrY2+vr60ja2hc1RrqGvXX1E78ystLU3K2lIfS/3v3bt3KSgooLq6mpkzZ/Lrr78CNRlfZ86c+dvzCoIgCIIgCIIg/F0iM0d4qmpvGVKpVHz33Xf07dsXMzMz6TEymYzS0lKys7Nxd3enoqKCd955h9LSUk6cOMHJkyfR1tZmyJAhREVF0adPH+zs7GjXrh2WlpbEx8djZ2cnZbv4+Phw6NAh7t27h7m5OQBXrlzBwsICDw8P/P392bJlC8HBwSQlJaGvr8/bb7/Nt99+y9ixY8nNzWX48OG89tprvPvuu7i4uJCamopCoSA6OppOnTo99hzre5oFibOystDX13/kWtZfR1lZGcnJyezatYugoCDkcjmTJ0/GxMSECRMmMGTIEC5dusStW7e4dOkSFy9eZPny5VhZWWFqaioFgTp06EB2djZnzpyhefPmfPnllwCEhYWxbds29u7dS79+/VAqlVRUVODv788LL7zA+PHjKS0txczMjE2bNqGrq8vrr79Oq1atcHZ2xt7eHqi5jm3atHnkPNXdxgYPHoyhoeETd+dSB7yAx3b9srKy4tNPPyU6Opq8vDx69OjBqlWrWLlyJXp6ejRv3pyZM2cSGxvLyJEj0dLS4vLly8ybN++J1iYIgiAIgiAIgvBXiGCO8MQKCwsxNTVt8HO168DIZDK2bNmCUqnEzMyM9u3bI5fLeeWVV7hx4wbu7u689dZbtGnThsOHD9OzZ0/i4+MB6NatGz/88AMrV67kyJEjdOjQgXbt2tGkSROuXr1K+/btpTm7devGyZMn+fTTT1m7di0Ae/bswcHBASMjIyZMmMCWLVvo378/5ubmDBw4kNatWzN8+HCGDBmCrq6udCz1edna2uLs7Cxlo9TeJvVPFSjesWMH7u7udYJLiYmJHDp0CAMDA4YPH86NGzf49NNPKSsrw9HRkePHjyOXy7ly5Qq7d+9m9uzZUpDs5s2bADRp0oT27dtz5MgRIiIiyMnJAcDBwYHr16/TqlUrrK2tyc3NBWpaer/00kssWLCA5cuXU1BQIF33l156CV9fX6ysrOrUsYGaDJ7a1AE/9f/V1EGWP2ov35D09HRWrVrFjRs3ePjwIW+++SY9evSok6VU2y+//EJ1dTU///wz1tbWVFdX88EHHzBw4EDu3r3LnTt32Lx5M05OTgQEBODt7c24ceNYs2YNffv2ZcSIERgZGf2tNQqCIAiCIAjCM01ss3pqRDBHeGKBgYFS1kftuiIPHz7k/PnzPHjwgF69elFeXk56ejozZ84kLCyMFi1a8Ouvv9K9e3fWr1/PokWLWL58OY6OjnTo0KFObZHffvuNs2fPsmTJEtq1a8fhw4cB8Pf35/r168DvwQBTU1Peeustli1bRmhoKCUlJQQHB7N06VIALCwsGDVqFKNGjapzHuptVbXry6iZmJjwn//8R3r/aW+TUq/ncRQKhXQ9OnToQP/+/XF2dmb69Ol4eXlhYGDAf/7zH+bPnw+Aj48Pn3zyCVu2bGHWrFkANG3aFENDQ7KysggKCqK4uBiouT6ZmZk4OTkRFhbGxx9/zNixY8nJyeH+/fv4+Pigq6tLfn4+ubm5WFpa0qlTJ8zNzZHJZPj5+UlBDZVKRatWrf7y+TdWYEylUrFgwQLKysro168fnp6eXL58mbKyMvT19Vm6dCl79+7F29ubyZMn4+TkxKRJk4iJiWHSpEm0bt2amzdvMm3aNNq2bcu+ffv47bff2LJlC2ZmZnh4eEjt4m1sbLC3t+f69escOHCAjh07StlEgiAIgiAIgiAIT4MI5ghPLDg4mCtXrhAUFIRCoUBbW5tLly7xxRdfoFQqMTIyIj8/n7FjxzJmzBhu377N3LlzAbh69SobNmzgyy+/RKlU0rVrV0xNTWnatCknT54EajJ/kpKS8PPzw97eHl1dXY4fP45KpcLNzY3Vq1cDdWuluLm5MWvWLCZMmICbm9tj166uvVL7xvtxmRuNqaFiun9n7uzsbAoKCigvL+f555/Hzc2NdevWERERQYcOHdi4cSOrV69m8uTJuLq6St2zQkND0dfXR6VS4eLiglKpJCMjAzc3N65du8aBAwdo1qwZhw4d4r333iMwMJD333+fF154gfz8fN555x3s7e2RyWQcPXpU2uKlUqkeybRRn8/TUL/IcX3Hjh3jypUrrF27Fmtra+ncZTIZmzZt4uLFi7zzzjts2rSJ+fPn88UXX9CmTRtsbGxo3bo1AEFBQezatYu2bdtSUlJC8+bNeeWVVwgNDa0z1/79+2nRogUDBgxgxowZVFRU0L1798c+xw0piTuF3ODvF0bWvXvjb48B0HV6/NfEn5Hpa5Z99CThz4o7iRqNc2zl/wSzaqYk8brGY/VaPq/xWK2CPI3GVedlazynTFv3zx/UAOU9za9RdXmlRuMUT3CeyqJ8jccqcjI1GqdqoNbaX6XXpOHC+39mRDvNvy98d/ieRuP0tTT/GTGkUxONxtmGOGs8Z+5NzZ5PAEt7Db93yjW/RgZWhn/+oAbIdTX/HejGhrMajWs5d7zGc1bcS9J4rJaOZrdCOq4+f/6gx9DNuKvRuKwrRzSeM+DVgRqNK7uTrPGc2vqa/Ywov6X582nl76jx2MyDJzQaV3j/ocZz2rfQ7PvCwyuaPy/G4Tc1GqfR73/5D/7/YJGZ87SIYI7wxEJCQjhz5gxDhw6VPubr68uyZcsoLy/nq6++YuPGjcTExBAWFsauXbsoKSmhoqICV1dXRo4cyaefflrnmL6+vmzcuBEAQ0NDYmJi+PDDD7l8+TL6+voEBQWRk5NDixYtmDlzJvBo4EBHR0cK5Dzu5v9p1rSB34M29eevv/1M3TkpNTWVuXPncuvWLSwtLVm7dm2DQQEHBweWLl3K888/T1RUFADnz58nJSWF8+fP07RpU7Zv3y51gMrJyaGsrAwHBwf09PS4efMmvr6+6OvrEx8fT3BwMO3bt2fJkiUUFxcTHBxMcHAwAC+++CIjRox45Nzq1+qpfT5Pori4GCMjowavm3oO9fNWXl6OQqGQMoHU2982b95M69atsba2RqFQoKWlJa3t0KFDuLm50aZNG+zs7Pjmm284cuQI7dq1Y//+/dI8zZo1Y9OmTQC0bt2aU6dO8d133xESEsKvv/5KVlYWsbGx/PTTTyxfvhwfHx8+/PBD7t69W+eaCIIgCIIgCIIgNDYRzBGeWGRk5COdf/T19Vm5ciXr1q3D09OTJk2acO7cOQYNGkRBQQEqlUpqYz1mzBjef/99Hj58yIkTJwgJCcHJyYmUlBQpyNGxY0fKysowMTEhLCysTo2e7t27/+kan2bQpqSkhOrqaszMzB7ZXqO+HrXnz8rKorCwkJKSEkJDQ6VW55mZmaxbtw5ra2tGjhyJpaWldIyGWplra2ujUqlITEzE19cXY2NjXn311TpBNagJ/Fy7do3c3FycnJyQy+VcunQJX19funTpgpWVlVQ42tPTkwkTJkhjawdn1Nu//uhaahLAUKlUUkbXjh07yMnJoU+fPpibm9eZq7S0FENDQ2QyGVu3buWzzz6jsLCQQYMG8cILL+Dp6Ul1dTW6urrY2Nhw+fLlOutSX0d/f38ePqz5K4q1tTVWVlakp6fXKeoMNa/rzz77jO3bt6NSqXjnnXeYOXMmwcHBODg40LFjR2xtbVmyZAn+/jUZIB07dvzb5y8IgiAIgiAIgvB3iWCO8MTCw8O5d68mxVodzCgvL2fWrFncv38fgFGjRpGZmYmZmRl2dnZ8++23AIwbN44PPviAnj17UllZiYuLC5GRkbi5uXHw4EF0dHSAmhv+nj17Njh/Y2SD/F3Hjh3jk08+IScnB7lcTvfu3Zk2bdojW6Ti4uLw8PBg//79JCUlsX//fiIjI6msrMTa2hp/f39MTU3R1dWVtpPJZDLS09Px9/eXzq2hAIqFhQVmZmZkZ2fj6+vL8OHDWbVqFcnJyRgaGnLw4EE+/PBDfHx8SElJkYIxK1aswMHBAYDXX39dOp6lpaXUsr2yshIdHZ061/VJA2KPqwckk8mkwtK9evWSiiDHx8ezZ88esrKy+Omnn+jfvz8zZ86kpKSEGzdusGnTJmxtbZk6dSozZsyQ2qkDtGjRQsqqkclkVFdXo62tjUKhICAggClTpjB9+nSsrKw4cuQIH3/8Me7u7ly6dEk6RkBAAOPGjWPLli307t0bKysr5s+fX6dANtTUHqqtocCbIAiCIAiCIPxfpJLJUP3D25xUz2jGvAjmCE/M1dWV6upqAOlG19DQEAMDA9avX49cLuf27dsolUqKior46KOPWLBgATo6OhQVFTF48GAGDBggBW7U7OzspP8/rtNRQ+83lqSkJCoqKh65WX/48CGfffYZo0ePpk2bNtjb27Nq1SpUKhWrVq0iNDSU8PBw5HI5gwYNYuvWrWRmZvLzzz/zww8/0LRpU1avXk1mZib5+fnY2dnh5OTE2bNnmT17NqtWreLUqVN89NFHjB07lnHjxnH+/HlkMhkRERF1th7FxMQwefJkQkJCeOONN5g5cyZLly6luLiYl19+mYCAAMzMzGjevLm0fnX9HDV18OG1116Tgir1AxZ/lfpY6lpEtQNRDdUDKi0tJSEhgUuXLnH69Gnc3d0pLCykT58+yOVyvvzyS95//33i4uJYuHAh3333Hf369WPhwoXs27ePvLw8jIyM6NOnT511R0ZG4uzszIIFC5g0aRJaWlpUVVXxww8/MHLkSLy9vRkyZAjp6en4+PgQEhKCXC5n9uzZlJeXo6+vD8Brr71WZ73q4zdUa0lNBHIEQRAEQRAEQXjaRDBHaBQmJiZ88MEH6Orqsnv3bkaOHMmiRYv45ptvMDQ0ZOrUqXh5eWFkZERAQACrVq2qM15HR0fK3KhdyLi2p5l901Dw4ZtvvsHMzAw/Pz8pyAE1LaxtbGzo37+/dDP/8ssvAzUZLd9//z1mZmY0adKEZs2aoa+vj6+vL82aNZOCAZaWlty9e5cHDx5gZ2dHUFAQx44do1OnTrz33nsAODo6Spkiu3btIjs7m4iIiDqZSCNHjsTPzw9XV1cCAgLQ0tLi888/f+T8/ih7SX2+5ubmf+ua1Q6uxcXFsWHDBp577jlatmzZYEAjISGB7777jps3b+Lv78+sWbPIy8uTtkstWrQIbW1tli9fTm5uLjExMTg6OtKyZUusra1p2bIl27dv59VXX6Wqqorvv/8eJyenBtdmamrKnDlzmDJlCteuXSMrK4v09HRef/11Kei2d+9eHBwcCAsLQy6Xo1Qqeeeddx45lkKheCQ7SgRs/h979x0dVdU9fPyb3ntPSCchhSRA6E2KFGkCihRRkaKIgIKoIChFBBVEREEQEaWDCij8aFKldwKEFkJCIL33OjPvH3nnmkCwDAR8cH/WmkUymXPPPTfDJLOzz95CCCGEEEKIR0mCOeKB6NatG3v27KF9+/aMHj2aTp064ezsTNeuXWt8fE2Bm4fRRUo7t1ZNNW20/Pz8yMjIIC8vD3t7e2Wrzs6dO3nqqaeUc9VoNFy8eBEzMzNef/11Xn31Vfbu3UtISAhubm74+vpy+/Zt7O3tyc3NBcDHx4fff/+d9PTKKu8lJSVcvVrZsef999/n5s2b3Lx5U6l/Y2trq3RlqnqNnJyc6NWr113r02bvVM2KuR81FSKu+rGVlRWlpaXk5OQAld22pk6dSlRUlNJpKzExEX9/f5555hnOnj3LlClTmDlzJj4+PhQVFVG3bl2gMqsrMTERW1tbDA0NKS8vB8DV1ZW8vDwMDQ1p2LAh+/btY8CAAaSkpPD777/To0cPpZaSRqOhfv36LFq0iD179lCnTh3Cw8NxdnYGKms6Pf3009XWqM0ounOd0mJcCCGEEEIIHUk3q1ojwRzxQMydO7fG+6sGFu7s5vSwAjdVux9p59YqKSmhvLyco0ePsmnTJm7dusXIkSPp0aMHbm5u3Lhxg8zMTOzt7ZUgkKenJ2fOnAEgPT2d+fPns2DBAnr27MmaNWvo06cPJ0+e5KeffiI/Px9ACSJkZmYCEBQURGRkJBMmTCA0NBRLS0ul7pC3tzdhYWE0atSIunXrUlZWhq+vL02bNr3nGquu636u7b22st0Z7CouLuby5cukp6fTpUsXXFxcMDExUQoLf/fddzg7O7N06VJcXV0BaN++PQArV67kyJEjWFhYUFFRgbOzM/r6+hQWFmJhYYGdnR1ZWVlAZXbS9evXCQsLw97envLyci5dusQPP/zAxx9/zLx58ygvL6dv377VAofa8/f09GTIkCF/e621nXFTWlpKaWmp8nleXl6tzieEEEIIIYR4PEkwRzwwFRUVSsDmz+qk1IaaOi1ptxZp36xrgwVXrlzh8OHDHDx4kNzcXEaOHElubi6dOnXCwcGBPXv2oKenR0hICHv27CE9PZ2AgADlOC1btlS6HtnZ2fHRRx8xYsQIhg8fjkqlomPHjhQWFjJs2DCmTJkCVGaVFBYWkpKSAoCZmRmDBg3C2toaLy8v6tevr2zl0m7Z0jI2NqZnz573XLuuHaS0/9YU6Kq6LevmzZucPn2a2NhYJkyYwPHjx5kwYQJOTk44ODiQnp7O4MGDsbGxUTKNVq5cyc8//0xQUJBy7EuXLrF69WpatGjByy+/zMSJE4mLi8PHx4fz58+Tm5uLhYUFzs7OnDp1ipKSEuXjPn36YGtrS+vWrSkuLiYkJISPPvoIExMTpb7NvdyrC9eD3LanbX/+V8ecPXs206dPf2DzCiGEEEII8a+mp1d5e9Tn8Bh6PPONxCNhaGiIgYFBrWU3aN+Ua7NtqtLX11fmLSoqAirfrEdHR9O3b1/q1q3LhAkTuH79OiYmJqxbtw47Ozs2bdpEly5d6NSpE7m5uSxcuJANGzZw4sQJ3Nzc0NPTU7JNtMdv164dnp6evPXWW0oARpthUVxcjJGREd27d8fX15d27doBYGNjwzvvvMOAAQOqnXOvXr1o0KCB0mZcuz7tWh8Ebevvqse8M+gGlVujdu/ezbZt25SghDZT6aeffiI3N5fi4mLq1avH/v37+eGHHwgJCWHZsmVkZGTg4eFBTk4OxcXF+Pv7k5aWBlTWEQJYv349np6evPLKKxgYGJCamkpcXBzu7u4kJiaSnJwMgIeHB87OzhQWFvLqq6/y0ksvAeDg4MD48eOVItA2NjaYmpr+5fWq+ty43+uora10JwMDg78VHJo0aRK5ubnK7datW/d9XkIIIYQQQoj/HsnMEf86VVs7V80QubP+i7aGTWZmJgcOHODUqVNs3LgRf39/xowZQ9euXdm2bRuBgYFs3LiRb7/9lldffZXffvuNwMBAQkJClONs27aNgwcPMnz4cPLz81m+fDlmZmZYWFiQnZ1dbX4XFxdmzJjBhx9+SMuWLSksLMTe3p7hw4djZmYGVNZkMTQ0xMnJSVmHl5fXXWututWn6jap+8kaubPYcU3ZUbGxseTl5fHzzz8rhZNXrVqFra0t+vr6aDQaunfvzqRJk+jduzevvvqqMtbc3Jz333+f7du3ExYWhkaj4cKFC/j7+3P27FmKiooIDg5m8+bNtG3bFmNjY9RqNU8++SQ//PADvXv3xsnJCT8/P27cuMGAAQPo3bs33t7eALRt25a2bdsClQGcO93Z+vt+r1dNSkpK2LNnD05OTsr2tqrzaK9xbm4uOTk5bN68maKiIiZOnPin52JiYoKJickDPVchhBBCCCHEf48Ec8RDVfVNsLYl9cWLFzlx4gTPPfccb7/9tvJGXaVSKUGI9PR0Dh06hJOTE6ampjz//PP4+vqycOFC7OzsWLduHQUFBVy5coUjR44watQoIiMjOXfuHGPHjgWgX79+LFq0iMLCQhwcHJRjGxoasmLFCqZNm0aLFi345JNPyMjIoLy8HDMzM+Lj4ykuLlYCNVBZwHju3LkkJibi5+eHubm58rWkpCReeeUVGjdurNTKudcb/H8ahCgrK+PUqVOcOXOGK1eu8NZbb+Hr63vPYyYlJZGRkcHOnTs5d+4cEydOJCwsjA8++IDc3Fw6duxIhw4dMDAwoFevXpSVlTFhwgRWrVpFmzZtsLGxQaVSAZCfn4+VlRW7du0iJSWFQ4cOYWpqyosvvkhMTAzdunWjtLSU27dvM2LECL766is6dOhAamoqTz31FHPnzsXMzIyzZ8/Svn17/P39lcymbt261fg8ufNjeHB1bUpKSoiLiyM4OPiurViGhobUqVNHCTBBZTeuU6dOAfDCCy8AEBYWRp8+fbCwsODMmTM4OTnxwgsvSMBGCCGEEEIIkALItUiCOeKh0b4pP3LkCOPGjcPc3Jz09HQiIiL44Ycf8PPzIy0tjejoaEpKSnjqqaeIiYmha9euDBo0iIsXL5KSkkK7du3Yu3cv+/fvZ9KkSWzYsIHAwEAly6VFixYEBgYSHx9PTk4OpqamqFQqbGxsKCgooKSkBFdXV7KzsykoKMDS0pInnniCL7/8kvnz5+Pq6oqxsTGpqal07NgRlUpVrTW5lp2dHXZ2dsra1Go1BgYGODg48MUXX+Dr6/vAt5x9/fXXbNmyhbCwMDw8PJR58/Ly0Gg02NnZceDAAc6cOcObb77J22+/TVxcHAMGDCA0NJQFCxYwfvx4unTpwubNmxk+fDhWVlYUFBTwwQcfcPLkSdzd3TEyMiI6OprIyEh+//13Ro0ahZWVFVDZRj4vL4/Tp09z69Yt4uLi0NfX56WXXsLU1JSMjAwiIiKYPn06Fy5cICgoSOnE1axZM5o1a3bXc6KmbKKaPn4QtHNdvnyZEydOEBwcXO37lJSUhJubG/r6+hw9epQOHTqQnJzM+PHjcXd3JzMzk8zMTN58803Cw8OxtbVl+vTp/Pbbb2zfvp2bN28SGBj4QM9ZCCGEEEIIIaqSYI54YLKzs7G1tUVPT6/GorPaN+XNmzfn+PHjAKxYsYK8vDxCQkK4cuUKY8eOxcXFBQcHB3Jycujfvz/l5eU0b96cDz/8kHHjxlFaWoqHhwedOnXi66+/pqioCGdnZyoqKsjNzcXGxobCwkLUajVt27Zl2bJlzJgxg6ysLOrVq4e+vj4WFhZcv36dnJwcLC0teeedd9iwYQMGBgZ07NhRCT7UqVPnb6296lYmExMT/P39H9h11SooKODQoUPMmzeP8PBwoHKLmL6+PqNGjcLT05NPPvmEvLw8YmNjSUtLo23btiQnJyvZSbNmzWLDhg089dRTmJubY2xsDMCRI0c4evQohw8fRq1W07t3b7KysmjTpg2rVq3ihx9+IDs7m8zMTD788EPS09MZMWIE7dq1Y+rUqVhaWmJiYlKtq5mNjQ2tW7e+ax336m72IOTm5pKYmEhISAhTpkzhpZdeIiAgoNpjtHM1aNAADw8PSkpKKCoqYsSIEVy+fBk3Nzd++uknjh8/TnR0NJ07d2bmzJl06tSJ8ePHc+HCBebMmcPFixcJCQlRsnCcnJwwMjLi1q1bEswRQgghhBBC1CoJ5gidFRUVsXv3bqAy4+Lpp5/m119/VVpNa2VlZWFvb698rv2atpistiX3tGnT+Pjjj3F2dmbx4sV88skn9O/fH2dnZ9zd3QEIDAykoKCArKwsnJ2dsbKy4saNG9SrV48PP/yQNm3a0KRJEyoqKigrK+Ott95i5syZdO7cmZycHGbMmIGDgwOdOnWiU6dOynENDQ0ZNGhQjeu8M2vkUVGpVLi6uvLTTz+RmpqKo6MjYWFhALRp04a9e/cClVvAjI2NSUpKIigoqFrB3mbNmvH1118zZswYMjIyKCgoUIJPKSkpnD9/niNHjpCamsrJkyfp3r07S5cuZdq0aTg5OdGkSRMAnnvuOZ577rm/POearl1tFMjWbsnbtm0b+/fvZ86cOYwdOxZ7e3vUajWZmZlYWVlhamrK9u3biY6Opm3btsydO5fx48dz/vx5QkND+fnnn5Vjenp6EhMTQ1paGl5eXkqR64CAAOrVq8e5c+do2rQpGzZsACrr+1haWpKYmPiPz9+69VNYW1n843FqE6t/PAZAkxav0zgAVfo/Xx+AKjdT5zkNrW10GleQmKHznBqVbkXIzep46jynYfRvOo/Vc/TQaZymtETnOcsSb+o0zqDKttR/SqNjcfiSS6d1nlNVXqHz2PSzMTqNSzyWoPOcdn4ndRqXHZej85ym+rr9jCxR311Q/u+KPpmk0zgDY91/BuXdztd57LWEPJ3G+RWrdJ4z4ZJur7sudXT72QJg463b63Xh1Wid50w7dVXnsXm3dfu+FGfv0HlOhwD7v35QDaJSC3WeM+KEbq+BGpXuzz9z17vrHv4d6vt4zU2Luq3z2JAXntBpnK4/lwAsvd11Ghe75YzOc7qcOarTOCOLP+8eW5PSrFwANHr6aB7xNqdHPX9tkWCO+EulpaVs374dBwcH2rRpo9xvbm5ObGwsubm59OrVC0tLSyXIEhcXx+jRo7l9+zahoaF89NFHd9V20dfXx8nJiZKSEgoLC0lOTqZ3796EhYXh7e3N5MmT0dfXp06dOkRFRdGwYUOcnZ1JTEwkJycHe3t7XFxcOHHiBG3btsXd3Z3PPvuM06dP8+yzz9K0aVMMDQ15++23eeONN6ptidIGcarSdsmqzRbW98PGxoa+ffsyfvx4jh07hpmZGWVlZaxdu5YWLVrw1VdfAZUFmo2NjUlISKB169bEx8dz9epV6tWrx+3bt/Hx8cHW1pb09HTS0tJwcHDA39+fyZMnM3LkSJo0acKcOXOUgs3+/v6sXLnyrvPRbvHSFkyuKUjzoK5d1W5VNc2jzYqytLTE1taWrKwsoqKiKCgowNvbmxUrVtC9e3eefvppTpw4QUlJCU2bNsXLy4usrCzq1KnDsmXLyMnJoWvXrjRq1IiAgAC2b9/O7du3CQ8P59tvvwUqM6+Sk5MJDQ3F39+f6OjKX0Ctra3R09MjPj7+gaxZCCGEEEIIIe5FgjkCqCwGa2JiwooVK+jWrZvShQkq37wePHgQf39/WrVqhb6+PufOneP8+fMUFBRQXFwMVNaQuXHjBkFBQaxYsYK3336bdu3aMWXKFObPn8+kSZNwdXUF/sjYcHBwQF9fn+TkZMLDw+nfvz+jRo2qdm6RkZGcPHmSIUOG4ODgQGpqqlJ4uFmzZhgZGWFqaoqvry+tW7dm3bp11cZbWFhgYVGZ9XBnJ6SqaqMr0oPWvn17zp49S3x8PJcvX2b9+vXMnTuXadOmKS3UnZ2dOXXqFJ6enjg4OGBqasrXX3+NRqPh8OHDrFq1SmmLXrVQ79ChQxk6dGiN82oDN1XbmVfdWvYgr5u24LK+vv5dncxqUlFRwdSpU1mzZg0REREYGBhQXl5OXl4e+/bt47vvviMqKooff/yRp59+GicnJ65fvw6Au7s7J0+eZOrUqbi5uXHt2jVWr17N+++/z9GjRzE2NiY9PZ0WLVowZ84cli1bprRRf+qppygvL1ee0zY2NgwbNkypLSSEEEIIIYQQtUWCOf8xOTk5FBQUKLVgcnJy8PLyYty4cUyfPh0XF5dqXZtu3LhBTEwMenp6lJaWUlRUxPXr1xk3bhwhISEkJycDlV2W/Pz8iImJoby8nJMnT7Ju3TqcnJzIzc2lT58+NdbPcXR0VAoht2/fnu+++07Jljh//jyvvfYaDRs2ZMmSJUBl96BXX32VevXqAfDaa68BkJaWRl5enrIVpmonrKpqY4vPo+Dj44OPjw9RUVGkpaVhaGhI48aNmThxIpaWlqhUKuV74+npia+vL0FBQQwdOlTZejV16tS7jls1aHNnTZuaruf90LaW//nnn8nMzGTQoEFYWlrWOE90dDQ7duxQtjDNmzdPCQgePHiQU6dOERcXx8mTJ3njjTe4fv06TZs2Zd26dWg0Gp588kkOHTrE/v37KSsro2HDhsp13L59OwANGzakYcOGdOjQgR49eqBSqVCpVFy7do1u3bqxZs0aPvzwQ5ycnHj77beVNuN79uxRztPNze2BXiMhhBBCCCH+p+npw6N+DybbrMTjIDAwEBcXF/bu3YuTkxMnT57E19dXyWRwcXEhKiqKVq1acfToUd59913q1q3L7du3SUpKYty4cXzzzTd07NiRKVOm8Msvv7Bhwwbi4+OpX78+UVFRpKSkEBwcTIsWLZg8efKfno+NTeXe6mPHjjFu3DhsbW2ZN28eDg4ONGvWDHt7e7p3706PHj2AyrokDg7V9+Cq1WqcnZ15/fXX8fCorBvxoAMP/xYpKSlcuXKFlJQUbty4wc6dO/noo48AWLRoEcuWLcPa2ppFixYpATt7e3tKSkro0qWLchxtByntx1Xvf9DXTlsbqWqmDaB0CHvmmWcAlPM5duwY06dPByrbyQ8dOpTY2Fjefvtttm7dqmz10x6roqJCKeQcGBjIs88+y7Vr12jfvj2FhYUkJiYSEBBAv379WLx4Menp6axYsQJA2bZXUVHBW2+9xaFDhygpKWHMmDGYmZkxbNgwpd6Tt7e3stWqqn9LTSUhhBBCCCHEf4cEc/5jevXqxdq1azl27Bg9e/bk/PnzeHp6Ym1tTUVFBdu2bSMxMZFWrVqxceNG2rZty8yZM1m3bh0bN24kKiqK4OBgJQMmNDQUPz8/YmNjqV+/Pr/++is2NjaEhIQohWFTUlI4deoU9evXx8fHp9r52NnZ0adPHyWo06FDBzp06PCna7jzzbM226Z+/foP6jL9a1lbW7Nz506uXLlC/fr1+eCDD5RW397e3syYMeOuMX369CE/v7JoY9VtZg86AKFWq7l9+zbl5eXVunndmQ2lUqmIjY0lISGBPXv24OXlxaVLlxg2bBj+/v58/vnnDB8+HDc3Nz788EPq1KlDy5YtMTc3p1u3bnfNa2Vlhbm5ORqNBhsbG9LT09HX18fU1BQrKysSEhKoU6cOffv25bPPPuPixYtKDR53d3c6d+5MeXk5o0eP5r333sPFxUU5dkhISLW57rXdTAghhBBCCFEDPf1HnxnzqOevJRLM+Y8JDAzEz8+PjIwMTp8+ja+vL0ePHkWlUnH79m1atWrF8uXLyczMxMXFBVPTysrljRo14uTJk6SkpODt7a0UxHV3d+fAgQPUrVuXli1bcuvWLYqKiujXrx+3bt2iUaNGAPj5+TF//vy7zsfAwICmTZtWu0/7hln79Tv9l988m5ubM3v27Ht+vWpRYu116t+/v/L1B7nNrKaC0VeuXFFazGu3UW3evJk9e/ZQXFzMrFmzMDExYcyYMdjb2zNo0CBCQkI4cuQI+fn5FBQUcO7cOdavXw/A8OHD2bx5M507d8ba2pr8/Py7atI0btyYCxcucPToUVq2bMmFCxcwNTVFrVZjaWnJtWvXaNGiBXp6ekybNg2ozMiByuflm2++CVCthfm9aivVRuaSEEIIIYQQQvxTj2eIStxTcHAwNjY2hIeHM2PGDPT09HjqqacoLCwkKSmJgIAAUlNTKS4uxt7enmvXrgGVb3r37dtHSUkJbdu25cqVKyxfvpyvvvoKc3NzoqOjsbGxoX79+pSUlGBpacnkyZPZs2cPZ86c4aefflK2/dSkavts7RtmedN8b9p6Luo72iFqr92DDnhV/f5UnUsb8EhKSqKsrIxVq1YxZ84c2rdvz+bNm4mPj+fo0aN07NiRIUOGMGDAAKytrQkMDMTd3Z2ePXvi7++PlZUVKSkp5OTk0LhxY6U2jr29vbKWgIAATp8+Xe181Go1hoaGfPrpp8ycOZP69evTpEkTBgwYQHFxMQsWLOD5559XtpVpW9JXLfxc09pqq7ZSaWmpUtupao0nIYQQQgghhPgnJDPnPyY8PJz09HQiIyNJSkriww8/5ODBg3z88cckJyfTtWtXVCoVBQUFPPXUU8ybN4+ff/6ZnJwcAK5du0bPnj1Zv349c+bMwd/fn88++0xp9V21poiBgYHSDlylUt1VM6Wq/3K2jS5qK9BVtfhxVdrPs7KyMDExwcLCgpycHAYPHkxiYiJGRkb89ttveHl54evry4IFCwgLC2P8+PHo6elx48YNtm7dyv79+0lNTcXBwQEPDw8l08bZ2ZmUlBSefPJJ8vLyOHToEP379+fo0aNYW1sDYGtry969e2nXrh1qtRoDAwMl6NKjRw/atWuHpaVltfPWdjGruoY7s24e5nNv9uzZSj0gIYQQQgghHnuyzarWPJ6rEvfk7e1NYWEhxcXFTJ8+nTZt2mBubo69vb2SDaFSqbh06RJubm4sXLiQDRs2EBMTw4IFC3j55ZfR19cnJCSE5cuXM2XKFEJDQ5WgDdSc6VAb2SLiwdMG3EpKSpRW5wA7duygefPmtGnThokTJ5Kdnc2WLVto2rQpBw4c4MSJE9jY2DBmzBgCAwMxMjICIC8vj4sXL6Kvr8/TTz/NrVu3cHV1xdnZmdTUVEpKSoDKrlI3b97E2tqal19+mc2bN9OiRQt27dpF165dAXj77beVQtg1BbO0gRy1Wn1XxtKda6wNfzan1qRJk8jNzVVut27dqpVzEUIIIYQQQjzeJDPnP8jKyopTp07RrVs3mjdvjp6eHs7OzmRmZqLRaJgxYwZ+fn4APPHEEzzxxBM1HudeXYokaPPoVS0Sfa/6L3dKSUlh9erVHD9+nEuXLuHv78+MGTOIiIhg6dKlTJw4kd69e9O7d282btyIpaUlhw4dIi4ujmeeeYbw8HDMzc0xNTXl3LlzBAUF4evri6Ojo1KXpry8nNzcXOrVq8fKlSvJzc3FyckJLy8vzp49S2pqKn379iUsLIysrCzCw8MxMzNDrVbTunXrv7X22m4/X/XaVv3478yrbWcuhBBCCCGEEPdDgjn/QR06dCA7OxtAabv8/PPPK1+/802zNmhTtUYK1P6bZvH3/dnWIe39WVlZSrClJhUVFaxYsYLu3buzYcMGpk+fzvr168nMzMTHx0fp8jR06FDOnDlD//79WbhwIVevXuXrr7/GzMyMOXPm4OXlxe3btwF4+umn2bBhA/369cPIyIi4uDhef/11unTpQpMmTZQuZu3bt6/WxaxqMeKqa/i7gan7pVKpKC0txdjYWGmhrnWvwOWRI0coLCykU6dOtX5+QgghhBBC/E+QbVa15vFclfhTCxcupFevXndtC6m6Parqx/r6+tXqk4hHR6VS1Xj/nd+b+Ph4UlJSUKvVjB49mqCgIHr16kVUVNQ9j21vb0/Tpk1xcHAAKtvY29vbc+LECZydncnNzQXAycmJixcv4ubmRkBAAD169GDmzJnY2tpiampK69atWbx4MZ07dyY7O5v333+fHj160LdvX1auXMngwYNxcnLi9ddfx8nJCag5m+thFiaGykCR9voeP36cffv2KYEc7f+VW7dusWfPHmJjYwGYPHkyH374IQDff/890dHRtXZ+QgghhBBCCKElmTn/USqV6q66I7JV6tGoulUnNzeXS5cuoaenR8OGDe/qunTn9ywpKYm4uDiys7MpKiqiY8eOODg4MH36dBo2bEjDhg0pLi7m4sWL1QIT+vr61eaFykBJeHi4klXj7OzM9evX6devHzExMSxZsoSuXbsSFxeHgYEBVlZWTJs2jY0bN2JsbEzv3r1xc3PDzc2Nbdu24enpiZmZGQAvvfTSXev+qyybB/0cLC8vx8jI6J7bA6ueS1JSEqtWreLEiRP4+fnx0ksvsWTJElasWIGXlxeBgYEMGjSIZ555hmXLlvHqq69SWlrK2LFjH+g5CyGEEEIIIURNJJjzHyVtv/899PT0iI6OZty4cSQnJ+Pm5oavry9qtZqWLVtWe9zhw4dJSkoiMDCQzz//nOLiYiIjIzE2NiY6OprGjRvj4OBAkyZNuH37Ns7Ozpw7d44xY8bQo0cPAgMDlS1MdwZLTE1NcXBwYM6cOXz88cekpaVx9epVmjdvTuPGjbl69SphYWHY29vz1VdfYWBgwEsvvcSoUaNwdnaudqzAwMBqn2s0GiWAolXbmV4XLlxg3rx5XLhwAVNTU0aPHs2AAQNqnDcrK4vdu3dz8+ZNzpw5g6enJ0eOHMHQ0JDmzZsTFxfHrl27OHz4MKdOnWLatGkUFxfz6aef4uTkRFhYGM8880yNQTIhhBBCCCH+qzR6emge8TYnzWP6u7kEc4R4CDQajdJO+05FRUUsW7aMJ554gsmTJwMQFxeHqakpe/fuZc2aNXz11VdKYeGoqCjatWtHQkICPXr0YPz48SQlJTF58mTy8vIACAkJYcuWLcyaNYvly5dz+fJldu7cyfDhw0lOTiYuLo61a9fy3nvvVTsXX19f/Pz8eOaZZ4iPj+eNN95Q2nvPmjWLzz///K7Ha/1Zpk1N7c4fhHsFTjIzM/nqq68ICQlR1njlyhWgssPWBx98wPHjx/Hx8WHOnDlYWlqyZMkS3N3d+e6774DKLKmxY8cSGhrKlStX2L17N02aNMHe3p6GDRvyzDPPoFKpsLCwIDQ0lPPnz3Py5EmaNGnyj9dR5FYfw//fgv2fUN+9E+3v2b1Ox4GgKqvQaVxefLLOc9oFeuo0rrywWOc5Dc10/PGor3ugXJWd9tDHph48ofOcxtYWOo2zDQ386wfdQ+bFOJ3GWfu66TynpaerzmNNHf75/2sAc0dznefMuZmr07iM/DKd5xz0pO9fP6gG0SeTdJ7zeHaJTuNCy/668+C9qFW6jzXS8Wdgdo5u6wQwM3j4b14c69fRaZyRec31/P4OXf+f3c/YvISMv37QPZjY6vba2SLUUec5zZxsdRpn4qr765+hk4dO41TZ6TrPWbH5lM5jTcNa6DTO6T5eF0zr6zZnxCjd5zRp0UOncXrlRf94jGlyGvD5Xz5O6E6COUI8QOXl5WRlZWFqaqoU94XKYMadgRxtIOLixYucPn2abdu2KfdpgyQVFRW4urqycOFC3nrrLdLS0ujRowcWFha4u7vTsGFDAKU1fFZWFlBZ/yY/Px+VSkV4eDjh4eH079+fQ4cOkZSURF5eHidOnCAzM1OpkaM9jp+fH+PHj6d+/frVzle7ZUqtVtcYnHkYNZXuVej5zqBOdHQ0J0+eZMmSJcp92oyk3bt3U1hYyIoVKzh9+jSDBw9m//79BAYGEhgYqKwT4Pz58/j5+WFiYkLLli1ZuXIljo7Vf5maPHkyb7zxBqampkyZMoVXXnmFZ555plbWL4QQQgghxP8UKYBcax7PVQnxEGgL5qpUKqVYb3Z2Njt37iQt7Y+/kqtUKvbt28dnn33G119/fddxrK2tiYmJUTJgMjIyWLNmDbNnz8bT05PXX3+d77//nrKyMn777TeaNGmCubk55ubm5OTkoFKpMDMzw8PDgxMnTqBWqzl16hSJiYmkpKTw+eef07RpU6UIsru7OxcvXqRjx47KnFpWVlaUlpZy8+ZNoDKYdKc7a808aPcqxK2dW0ulUnH58mW2bNly1/mcOnWKbt261XjclStX0q9fPwICAhgwYADJycncunULNzc3rKysKCwsBFCKPpuZmeHr64u+vj6LFy/mxIkTfPHFFyxZsoQjR45QUFCAs7MzvXr14rXXXqNOHd3+KimEEEIIIYQQf5cEc4T4GzQaDRUVFaxcuZJJkyYBf3T5MjAwUIIJZWVlfPfdd7z++usMHDiQxMREjh8/zsqVK4HKrTuffvop8EdWiaenJyqViqKiIvT09Pj99985dOgQU6ZMISEhATc3N1q3bs23336LWq1WAixOTk4kJSVRUlKZgv3KK69w4cIFgoKCiIuLo2/fvmg0Gvr06cPatWu5cuUK06ZNA6Bhw4Y8++yzd7Upd3Z25pNPPlHaa9/Zlvth+LNC3F988QUVFRXExsbSvHlzRo8ezdq1aykqqkz91AZsioqKMDU1JScn567jl5eXU15ernzu6+vL5cuXqVevHsnJycr1bNy4MRcvXmTgwIHs2LGDdevWoaenx7vvvsuZM2fw8fEhJCSEb775hnbt2qFSqejduzfNmjV70JdECCGEEEIIIaqRbVZCVHGvTk/abUUWFhakpKQAkJyczOLFi7lw4QJ6enp89dVXGBoaUlJSgpubGyNHjsTDw4MXXniBsWPHYmJiwqpVq7h8+TJDhw7F0dERtVqNhYUF1tbWHD58mE6dOtG3b1/69u3LtWvXOHbsGF5eXkyaNInBgwfj6emJra0tAG5ubuTm5irBHS8vL7744gssLCyqbRWqShvsCAkJqfHrRkZGjzSzJC8vj6tXrxIcHIylpSWrV68mLS2Nl19+GVtbWz788EM6d+7Mjz/+yMsvv8zIkSOrZetU3aZ27NgxUlNTsbW1Va6RoaEh7dq1Y+vWrbRp0wYjIyNcXV2xs7NDpVIRExNDXl4eDg4OdOvWDX19fY4ePYqTkxNWVlZMnjxZqWt0JykqLoQQQgghxB309Cpvj/ocHkMSzBH/eVUDN9rAwJ0ZIUuXLuWFF17A09OTwsJCiouLKSwsxM/Pj379+hEXF8eMGTP47LPPGDduHCkpKUonqpKSEmbMmEG7du1o3bo1U6ZMUequaIMrEyZM4Msvv6S4uJgmTZpw/fp1rK2tlW1QXl5edOnShdjYWKysrAAYOXLkXZkzVeu5qNXqamuqaV0PWtVrWVNxYu19KpWK6OhoTExMqFu3LgYGBsybN481a9ZgbGxMkyZNmDx5MmZmZqSnp5OTk4OtrS1t2rTh4sWLdOrUiffee4+DBw/SrFkzGjduTOvWrZXr2aFDB44ePcoXX3zBokWLMDQ05MiRI6SkpDB8+HC+/fZbunbtSl5eHt27d6dJkyakpKRgb2+Ph0dlwT4jIyN69uxJz549a/WaCSGEEEIIIcQ/JcEc8dgqKChQ2njfq2gvVAY4ioqKyMnJ4eDBg/Ts2ZOoqCh++eUXxo0bh4uLC9OnT6d+/fp4e3tjaGhIfHw8wcHBZGVl8d1333HkyBFyc3OJjY3F3t6e06dPExMTQ0hICMHBwURGRjJq1ChlTm3hYW2g5ZVXXqFu3brMnz+f9957j/r169OrVy+eeOIJZYyRkRGhoaFAZVDkr7ZA1WZBYm1QRhs80V7XmrZI3bx5E5VKhZeXF4aGhuzbt485c+ZQWlqKj48PL7zwAnXr1uX8+fN88803NGrUiJdeeokVK1bQpUsXjhw5Qnp6Oj4+PkRGRrJr1y6WLl3Khg0bSEtLY/78+WzdupVt27ZhbGyMWq3Gzc2N1157jXnz5tGlSxdSUlIwMjJi9OjR2NraMnr0aDp16oSPj49SqNrV1RXX++jaIIQQQgghhBAPiwRzxGPh0qVL7Nq1i4sXL2Jubs7UqVO5ePEi6enp+Pr6YmRkpDz2+vXr2NvbY29vD8Dbb7/NTz/9RL9+/ViwYAG7d+/GysqK/Px8kpOTcXFxoW3btly6dInGjRtjY2NDbGwsfn5+rF69Gk9PT1avXs3nn3/O8ePHadeuXbXCwV27dmXDhg3k5eWRkpJCeno6Y8aMwcHBoVoQpGPHjjzxxBN3BWnKy8uZO3cuW7du5ddff1Ue/yhogzg1BW8Arl69ir6+Pvb29ixfvpwjR44QFxeHu7s7o0aNonv37pw6dYoRI0bQp08fhgwZwnfffad06PL29gagZ8+ebN26leeffx6oLAoN4OLiwt69ewEoLS3F39+fHj168NNPPynXTRvECg0N5auvvuL48eP4+/vj6flHe2tTU1MiIiJq8UrVrLS0lNLSUuVzbSt5IYQQQgghHkvSzarWPJ6rEv8pqampzJo1i4sXL/LEE08QHBxMXFwcLVu2pG3btujp6bF9+3amT59O37596dSpE7NmzSI5OZmzZ8+Sk5PDsWPHmDJlCq1bt+b8+fN4e3tjampKYmIiAOHh4Zw8eRIjIyMcHR1JT0/n/Pnz3Lx5kwkTJuDr68uVK1e4du0adevWxc3NjX79+jFixAg6derEjBkzSEpKwsvLi5EjRxIZGVnjWgwNDdFoNEqXLKjMyJk4cSKHDx+u1kb8QdNoNMrWrHvRbpG6cOECcXFxJCYmsmjRIqKiogD4+uuvmTVrFg4ODhw8eBB3d3fOnj1Lr169WLZsGSqVioMHD/LWW2/RqlUrsrOzefbZZ/H09CQjI4OCggIAvL29uXDhAm5ubjg5ObFjxw4uX75MbGwsp06dAmDatGk0b96cb7/9lv79+9eYiWRmZka7du2qBXJqi1qtvqv71p1mz56NjY2NcnsY5yWEEEIIIYR4/EhmjvifN2XKFNzc3JgzZw7wRxHjs2fP8sUXXzB69GgAduzYwdSpU+natSvjx49n69ateHt7U1paiouLCwADBgxg//79jBo1CisrK27dugWAv78/69evByq7T12+fJlBgwbh6elJly5dsLW1JTg4WMkgGTp0KKGhoYSGhmJra4utrS0LFiz4W+vR09O7q5jug8rEKSsrIyoqinPnzpGZmclzzz2Hn5+fMsed8yQkJFBeXo6/vz8AP//8M9OnT8fQ0JA33niDVq1acfHiRfz8/IiIiODJJ59k/vz5AERERCiFmJs0acJ3332HSqXCycmJL7/8ku7duyvzaLdcLViwgNdff52dO3fSu3dvAF577TUGDx7Mm2++yciRI6lXrx4ajYavvvrqrm5ctU2j0aDRaO4KHGmfc39l0qRJjB8/Xvk8Ly9PAjpCCCGEEOKxpdHTR/OIM2Me9fy1RYI54n9aeXk5+vr6BAcHA5XFhrVv8B0dHfHy8iIlJYV69erh7++vdGqKjIzk8OHDdOjQgfj4eOV4JiYm3LhxAwA/Pz82b95M165duXbtGhcvXgTA3d2dU6dOYWJiwvvvv8+OHTto2LAhISEhShBG2w2pKm3mhr6+/iPbJjVr1ixmzJjB+++/T2xsLJcvX2bWrFl4eHhw+fJlDh8+jJeXF35+fgwePBhDQ0MaNmxInz59iIiIYOnSpWzevFkJAGVmZmJjY6O0AI+MjCQ2Nhao7Lal7fwVFhZGdnY2gBLw8fPz49atW+zatYt3332XadOm8c477zBkyBC8vb35/PPPAbC2tla2l1VVm4GcsrIysrOzcXBwqLbtraaAV0FBAZaWlly/fp1vvvmGTz/9tMbiz1D5/DIxMam18xZCCCGEEEL8NzyeISrxn6FSqbC2tla2B1V9g29ra4uVlRXx8fG4uroqhY4BAgMDuXHjBn5+fjg6OrJ8+XISEhKIiYlRsmsGDx6MtbU1Q4YMwd7eniVLllBRUUG3bt345ptvAHB2dubFF18kLCwMAwODatts7txyo6+vj4GBwSML5AA0aNCATp06MX36dD799FPMzMzYsmULX3zxBcOHDyc1NZXCwkJ++OEH1q5dy969ewkKCmL8+PEYGxsr16yiogK1Wo2DgwPm5ubk5OSg0WhwcHCgvLycwsJCPDw8KCgoIDc3FyMjIwoKCrh48SIDBw5kwIABjB49mvnz5yvfMzMzM7788kt+//13Vq5cWa0z18NQdZtUWloaS5curRbIqaio4PDhwyxevFgJLi1ZsoTBgwdTWlrK4sWLcXZ2Bh5dTSMhhBBCCCHEg7Fo0SJ8fX0xNTUlMjKSgwcP/unjDxw4QGRkJKampvj5+bF48eJaPT/JzBH/04yNjbGxsSEuLg6ozNQxMDBAX18fCwsLHB0diYuLw8rKClNTUyVQ4+XlRVxcHPn5+Xz11VeMGDGC5cuXM3DgQBwdHUlISMDLy4vvv//+L8+haqesmro5/Zs0atSImJgYoDLDKDY2lu7du5OSkkJZWRmTJ08GKlulb926FQMDAzw8PBg0aBDGxsZYWFiQnp6Ok5OTcsy6deuyf/9+UlNTuXr1KhkZGVy+fBlnZ2dyc3NJTk7GxsaGiRMnKq3Whw4dyrBhwx7aujMzM1Gr1Tg5Od1zq1TVzysqKli2bBmJiYkUFhayYsUKfv31V3766SdCQkKIiorC0tKSV199lTNnzjBr1iyOHz/OL7/88tDWJIQQQgghxL/e/2gB5PXr1/Pmm2+yaNEiWrVqxZIlS3jqqae4dOkSXl5edz0+Li6Obt26MWLECFatWsXhw4cZNWoUTk5OPPPMMw9iFXeRYI74n6avr88TTzzBW2+9xSuvvKJ0Qzp69ChOTk5YWlqSlJREeXk5JiYmJCQkUFZWhpOTE2PHjqWsrAx3d3c2b96MoaEh3333HZ07d8bW1laZQ5v1o9Fo7qploz2H/xVeXl4UFRWxevVqYmJiMDMzo0OHDuzZs4dWrVopgRojIyMWLlxIy5Ytq4339PTkhx9+oH///pw6dYqQkBAGDhzIiRMnaNmyJUOGDGHUqFEYGxsTERFBSEiIkjk1duxY5TgPI9B169YtRo0aRVxcHEZGRnTr1o2PPvqoWtBN2yIeKgsqW1tbs3nzZsaNG4eRkREGBga88MILACxdupQJEyZga2vLmDFjKCkpoWHDhixZsoSwsDBsbW2rPVf+jcE8IYQQQgghxF+bN28ew4YNY/jw4QDMnz+fnTt38vXXXzN79uy7Hr948WK8vLyU+qHBwcGcOnWKuXPnSjBHiHtp06YNDRs2ZObMmdjY2JCQkEBGRgZffvklQUFBFBUVUV5ezpQpU7C1tcXY2BiA119/HaisszNjxgx+/PFHgoODmThxItbW1srx/5eCNX+Hu7s7S5cupUePHkyfPh0LCwtsbW3R19cnJSUFJycnOnfuzE8//YS1tTUVFRXs3buXZ599lu+//5558+bRu3dvHBwceOedd6hXrx4zZ87ks88+u+taaVvC19Y1TEtL4/fff+fZZ5+962sTJ06kW7du9O/fH3t7e3799VfKysowNjbmjTfeYN++fVhZWTFx4kR69uzJ1atXKS4uZu3atXh4eLB9+3aefPJJOnXqRGJiIqWlpbz11ls0btyYfv360a1bN2xtbUlPT6dZs2bcuHGD5cuXM2HChH8cyDHNTsC0wvIfr19tavWPxwAYtun+1w+6B83/77L2T5ndvKzznAYObjqNKy8s0XlOPQPdnrPpR0/qPKfJ21/qPNa+4JZO45wL83WeU5WXo9M4QycPnedMv5is0zhLD6e/ftA9JB+O0nmsubOdTuOCBrTSec7cON2ukXrLBZ3ndI6oo9M4A2PdfzaElv1598V7+W7XDZ3n9Lcw0nmspaFua71WUPbQ5zS+kaPznK6JGTqNO/vtcZ3ntPe11XmsU4hurw3GFsY6z3l9+zWdxrlHuuo8542tuv1ssqpjq/Oc6rIKncbZ+Ov+MyL3lu4/0xLXrdFp3K2D13We03zTUZ3G2fk76zyni7FuNSf1Lf7575wV6Vk6zVWb8vLyqn1+r3qWZWVlnD59mokTJ1a7v3Pnzhw5cqTGYx89epTOnTtXu69Lly4sW7aM8vJy5X3RgyTBHPFYWLJkCVu3buXMmTP079+fpk2bKl2CwsLCADA3N682Rrs9ytTUlGnTpjFr1qyHft6PQr169ejevTuDBw9W7nNwcECj0RAfH09YWBjTpk3j559/5pVXXsHAwID27dujp6eHvb0906dPZ+bMmdWOqd0+VZu0NW309PSU4NCNGzdYunQp7du3r9a2/fr166SkpNClSxfs7e1Rq9X06tULqOzIpdFoOHjwINeuXePjjz/Gw8ODli1bkpCQoBzHx8eH48eP07t3b8rLy2nSpAnNmjWjb9++1c5r48aNmJubs379et577z2GDBnCDz/8INk5QgghhBDiP0+jp4fmEf9OrJ3/zi6yU6dOZdq0aXc9PiMjA5VKpXQ81nJxcVEavNwpJSWlxsdXVFSQkZGBm5tuf5z8MxLMEY+NHj160KNHj7vuv9eb6qrZItpsnf+CBg0a8PPPPzN48GCl+5e9vT1+fn5KUMbe3p5hw4YxYsSIu8bXtNXsQVP9/+yPqnPVlN3j4uKCh4cHN2/exMHBgYqKCgwNDfntt9+IjIxUMqz09fWViPjp06cxMTHBxsaGJk2a0KBBA3bv3k1kZCRRUVHKPCEhIWzatAmoDOyEhYXx5ZdfUlpaysmTJykrK2Po0KFcvnyZp556CicnJz799FOlG5oEcoQQQgghhPj3uHXrVrUdGH/VZfbO3+f/6o+1NT2+pvsfFAnmiMeKSqWqlrkB8qb6Tm3atFEKRms7Sbm5uTFmzJhqj6vt7WXaQsQ1tWuvKWC0b98+Vq9ezcWLF+nTpw8jR47EyckJa2trYmJiaNSokfKCaW9vz+nTpyktLVXm0namqlevHj/99JNyXFdXV65cuUJAQACpqakUFxdjbGxMkyZN2L59O126dMHPz4+vv/4aV1dXli9fTmhoKM2bNyc8PFzZFwtgZ2dHZGRkbVwuIYQQQgghxH2wtrauFsy5F0dHRwwMDO7KwklLS7sr+0bL1dW1xscbGhpW20HwID1exUDEf562k5W4t5YtW9Z6m7yqqrZo1xYIBpSg253t2ktKSli+fDlt2rThueeeY//+/cpxunTpwq+//oqxsTEffPABlpaWODk5ERsbqxwTKrNqioqKuHr1qnK/np4e6enptG/fnpSUFKKjo8nOzubUqVN06tQJOzs7EhISyM7OBsDDw4MJEyYwbNgw3njjDQCefPJJVq9ezXvvvUeHDh2qtS4XQgghhBBCVKfR/Dtu/4SxsTGRkZH89ttv1e7/7bff7moQo9WiRYu7Hr9r1y4aN25cK/VyQII5QogHJD09ne+++44RI0YwcOBA5cVMG2BRqVTVAm1xcXGsXLmSIUOG0Lt3b+XxFy9eJCYmhl9++YURI0awaNEi4uPj6dChA8XFxYwePZovv/yS48criyV6enpy+/Zt4I9soqCgILp27cqECRPIzc0FIDo6mvnz5+Pl5cXMmTMZNWoU7du3R6PR8OSTT2JlZcX69eurtRoMCAjgueeeIygoqJavnhBCCCGEEOLfYvz48Xz77bd89913XL58mXHjxpGQkMDIkSMBmDRpEi+++KLy+JEjR3Lz5k3Gjx/P5cuX+e6771i2bBkTJkyotXOUPysLIe6bWq1m6dKlnD17ls6dO2NpaUlRURE5OTkUFRWRl5dHUFAQO3fuZPHixWzatIk1a9bw/fffs3z5cmJiYpg4cSKdOnXi7NmzbNmyhcLCQo4dO4ZarSYpKYnc3Fw2bdrEhAkT8PX1JTg4GKhst64NBGmDOUZGRrz44oskJyfTp08fkpOTsbS05JVXXqGsrIwuXbrQpEkT7O3tlTVoNBoJ2gghhBBCCPEAqTUa1P80NaYWzuGf6t+/P5mZmcyYMYPk5GTq16/Ptm3b8Pb2BiA5OZmEhATl8b6+vmzbto1x48axcOFC3N3dWbBgQa21JQcJ5gghHoADBw6wceNGDh8+XK2QWH5+Pt9++y0qlYrp06fj6+vLlStXAAgMDMTBwYHWrVvTvHlzvv/+e27cuEFGRgZhYWG0b9+eN998E19fXwAWLFiAv78/rVq14tKlS+Tn53Pr1i3c3NxISUkhISGhWlYNwLvvvsvzzz+Pm5vbXXV4qgZy4OHUViotLVXq+MDd7RGFEEIIIYQQ/w6jRo1i1KhRNX7t+++/v+u+J554gjNnztTyWf1BtlkJIe5bUlISAQEBmJiYUF5ertTJsbS0xMvLS6mVExgYSGlpKXl5efj4+ODn50d+fj6GhoaYmZmRnp5OgwYNUKvV9OjRA19fXxITE0lMTKRp06bcunWLDh06sHTpUvz9/UlJScHHx4f33nsPOzu7Gs+tTp06D6UD198xe/ZsbGxslNud7RGFEEIIIYQQ4u+QYI4Q4r4VFhbi4eFBSUkJRkZG6OnpKa37bG1tKSkpITk5GagM8Fy5ckUJssTHxwOVBYcvXLjAU089RWBgIP369aNly5Z06NCB33//nebNm/PGG28wYcIEpkyZQkxMDE2aNMHExIT27dtjZWX1SNauVquVVup/ZdKkSeTm5iq3W7du1fLZCSGEEEII8eho/iW3x5FssxJC3DdfX1+OHz9OVlYW7u7ulJaWKtut3N3dycnJIT8/Hzc3NwCOHTtGZGQkGo2G8+fPExYWho+Pj9LO7/333+fcuXOYm5sTHBys1MK5V/X4h0XbSl3bHQv+WQt3ExOTatvQhBBCCCGEEEIXEswRQty3xo0bs3TpUn766SfGjh2LiYkJt2/fJi4ujvDwcNzd3Xn99ddp1KgRhoaGpKenY2BgwHPPPacUEXvvvfeU7VBGRkY0adLkoa9DG6hRq9XKx1WDNVWDOADl5eXs3LmTS5cu4ezszJAhQx76OQshhBBCCCH+eySYI4S4b3Z2dgwcOJBVq1Zx/fp1srKyiIuLo1+/frRp04aRI0fi6elJ3bp1effdd5Xiw7169VKO8Sjq2mgDNnl5eXz//fcYGhoyatSoGrNtysvL+f3338nKymLdunU89dRTuLu7s2XLFsLCwrh27RqrVq1i8ODBD30dQgghhBBC/BupNZW3R30OjyMJ5gghHog+ffrQuHFjVq9eTZMmTWjSpInS6tvNzY3hw4c/kvNKT08nOjqavLy8asEj+KODlXbrU2ZmJgAxMTF8++23XLp0CXt7e7766iusrKxYtGgRFRUVvPfeezRr1ozmzZszbdo0ysvL2bhxI5cuXaJnz57Y2Ng83EUKIYQQQggh/lMkmCOEeGA8PT2ZOHHioz4NAIqLixkxYgTHjx8nKCgItVpNdHQ0kyZNAuD27dtcvnyZyMhI7O3tcXZ2JiEhgfLycrKzs4mIiOCVV15h586dfPbZZ7z//vs0bNiQjIwMIiMjKS0tRU9PjxkzZtCyZUtefPFF2rdvL4EcIYQQQgghRK2TYI4Q4n+WRqNBrVajr69frZYNgJmZGaampnzxxRd069aNGzdu0KtXL0aNGsXq1av5/vvvsbe3x9HRkU8++QRPT0+OHDlCcnIyTZs2paCggHnz5rF//34cHR0ZPnw4rq6uABQVFWFqakpERAQdO3akX79+yrzZ2dn3bJN+LyprZ1TW1v/8Apz+v38+BtB4B+s0DqA0+rhuc5YU6TxnUWyMTuPSTl/VeU4TW0udxpk5/bPvfVW2Gt2vkX5ZoW4D1X+vE1tNDB1ddZuyRMdzBUysdSsgnn8rVec5M6+k6zzWpYFuTUONLEx1nrMwMUOncdZ1dO8ImHUtRadxebfzdZ5TrVLrNM7fwkjnOWMLy3Uea6qv99cPqoGxjuMAkkoqdBpnpPuU+O6O12mcUz17nedMuZKl81gDY93+j9p46/6Hm2sZur3W+1ga6zxnmY7P3bK8Yp3ntHDV7edh0lHdf3YbGOu+Zd/C1UGnccYWCTrP6f1khE7jKkrKdJ5TV5ryf/4c0lRUvgZpG4g8So96/toircmFEP9qVV981erqv7zr6elhYGBwVyBHO8bV1ZWbN28C4ODggKOjI9u3b+fUqVMsWrSIHTt2oNFo2LRpE2ZmZhgbG5OSksLt27dZt24dLVq04IcffiAsLIzo6GiCg4PJyMggJycHY2NjmjVrxsqVK5k/fz4jRozg5ZdfJiNDtzdSQgghhBBCCPF3STBHCPGvUzWAUzVQoy1MnJCQQFxcHJcvX2b06NG0a9eOY8eO3TW+Tp06JCQkcOzYMT755BPatm2Lvr4+jo6O2NraAvD000+TnJyMkZERJiYm5OfnExUVRXx8PIMHD8bNzY3jx48THx+Pp6cncXFxSm2dl156iffff5/r16/TsGFDXn/9dfz9/Wv78gghhBBCCPE/QVsA+VHfHkeyzUoI8UhoUy7vbPcN1QM4165dQ61W4+/vz4IFCzh48CApKSm4urri6urK008/jaenJ6tWraJOnTrUqVNHCeZERETwww8/sHv3bpo2bcqYMWMoKyvj0KFDpKWlUbduXVxcXDh48CAzZszAwsKCa9eu0b9/f1asWEHPnj2VDJzMzEzq1KnD0KFD8fHxASqDS9piz0IIIYQQQgjxsEgwRwhRK/Lz8zEwMMDc3ByVSoWenp6SWXNnEKeiooKsrCycnZ1JTU1l48aNBAQE8OSTT7J06VJSUlJYuXIlUVFRGBkZcezYMZYtW8Znn33G4sWLCQwMZNGiRVy5coU6deoox3VxcSEoKIgZM2bg6ekJVNa78fX1ZcGCBdjY2LB79246dOiAgYEBdnZ25ObmYm9vzyeffMKhQ4do0qQJgYGByjGffvrpR3A1hRBCCCGEEOIPEswRQtyXsrIyoqKiOHfuHBkZGQwaNAhnZ2fGjRtHhw4dGDRoEAYGfxSkKywsxMLCgtu3b7Nr1y7Onj3Ljh07qFu3LpMnTyYiIoK4uDhlTIcOHfj8888BaNq0KRcvXgSgUaNGmJmZAWBra4uxsbFSr0YbNPLw8ECtVnPp0iU8PDwAMDc3Z/To0WRlZfHmm2/i7+/PRx99BMCIESMwNKx8WfTx8VEycIQQQgghhBC6eUx3OT1yUjNHCHFfZs2aRbNmzbh9+zYXLlzgww8/JC4ujpCQEJKTkwHYuHEjrVq1okGDBkyaNImMjAyMjY3Zvn07eXl5xMTEMGrUKCZNmoSVlRWurq5KXZoGDRooRYx9fX0pKqrsAlG/fn3y8vIoLS3FwcEBS0tL0tLSlCLJGo0GExMTLC0tKSurrPqvDfIYGRnx4Ycf8ttvv7F48WIcHCo7GGgDOUIIIYQQQgjxbybBHCHEfWnQoAGdOnVi+vTpzJ07F319fU6ePImnpyfx8fEA+Pv7s3btWo4dO0a9evWYNm0azs7O1K1bl/DwcAA6d+6sPN7JyYm8vDzUajVubm5kZmaSlpaGl5cXZWVlpKenY2RkRFFRERcuXADA0tIStVqtBHu026IWLlxIz549lUDOo1RaWkpeXl61mxBCCCGEEEL8U/JnaCHEfWnUqBExMTEAuLu7ExcXx9NPP42JiQlZWVkAhISEMG3aNHbt2kVFRQVWVlZUVFTg6OiIoaEhxcXFmJmZYWpqys2bN2nYsCHr1q3jxo0bqNVqsrKyuHDhAqGhoZSXl3Pz5k2cnJx49913sbKyAuD1119/6Jk12to/FRUVqFQqTExM/vTxs2fPZvr06Q/p7IQQQgghhHi0/g3dpB71/LXl0f+pWgjxP83Ly4uioiJWr17NtGnTMDMzo23btri4uFBeXk5WVhbbt2+nuLiYTZs2sXfvXkxMTEhMTMTb25vc3Fwl6GNvb8++ffuoX78+TZs2pWfPnnzxxReMHTsWJycnXF1d+e6772jcuDFqtZqxY8dSr1494OFtkbpy5Qpbt27l8uXL6OnpkZKSwueff86aNWsAlG1eNZk0aRK5ubnK7datWw/lnIUQQgghhBCPF8nMEULcN3d3d5YuXUqPHj2YPn06VlZWWFtbY25uTl5eHmfOnMHW1pY6deqwfv164uLiuHLlCi4uLuzevZv09HQ8PDwYMmQIdnZ2ALz77ru8//77d22PsrGxAXgo26YqKio4evQoFRUVtGjRgjFjxnDmzBk8PT1xdXXl5ZdfplmzZjRr1oz58+czePBgjIyM7nk8ExOTv8zeEUIIIYQQ4nGh0WjQaB5tasyjnr+2SGaOEOK+1atXj+HDhzNhwgQaNmwIVNawsbS05MSJEwwfPpy4uDh8fHzYt28f/fv3R19fn8aNG/Pee+8pdXNee+01nn76aTQaDaampg+9zs3Vq1eZNGkSxcXFABQXF3PkyBG2bduGqakpL7zwAqdPn2bz5s2Ehoaydu1aABo2bEhoaCirVq16qOcrhBBCCCGE+G+SYI4Q4r41aNCAn3/+GYCSkhKgsgV4o0aNAKhTpw6zZs3i4MGDLF68mI8++ohOnTphZmaGl5fXXUEbbfHi2pKamsrs2bO5fv068Ee03sLCgv3795OdnQ2AlZUVzZs3Jz8/H4C2bdsqjy0pKcHV1RW1Wo2VlRUtWrTg+PHjFBQU1Oq5CyGEEEIIIYQEc4QQ961Nmza4uLgAYGpqCoCZmRlDhw7lueeeA8DNzQ1PT8+Hdk4ajQaVSlVjWqWLiwuHDx8mNTUV+CN4VKdOHSwtLSksLCQvL4+TJ0/y66+/kpWVpQR0tLZv307r1q2VQJSfnx9lZWVKG3UhhBBCCCH+69T/ktvjSGrmCCHuW8uWLWnZsuUjmVu7D7em7B4DA4Nq9xUVFbFnzx4SExMxNTUlIyMDtVqNvr6+8q+Xlxe9evXC3Nwcd3d3LC0tUalUxMfHExYWhp6eHosWLcLf31/ZUgZgZGSEg4MDGRkZD2XdQgghhBBCiP8uCeYIIf6n6enp3bUtq6ioiGvXrrFnzx7c3Nzo2bMnVlZWLFmyhO3bt9OtWzeuXLnC6dOn6dmzJ4ASzPHw8OC5555TWoirVCqmTJnCtWvXCAsL4/bt25w4cYJ33nkHCwsLZc7i4mIMDAxwdnb+x2swTI/FsMTirx94h9LMlH88BkDP0FincQD8SbeuP1OUlKbzlEZW5jqNKyso03nO1PM3dBoXPLCZznOiuY+/G6krdBqmKsj/6wfdg6lfqE7jKm7H6jynhbOlTuOsfdx0ntNYx+cfgJGFqU7j8hNSdZ6zNK9Ep3E3jifpPKe96z9//QK4lpCn85xGOm7HtTTUPSndVF/3LcAlOvbF1XXc/bifa2Rdx0qncU71df8/mn41S+exxdm6/X8pzdP950tdG91eFzKuZOo8p4WLbv9H9Qx0f84b6vj6dz9OJuTqPLahjr/fFKYV6jynrswcrHUea2DnpNM4fSu7fzzGUE/3n5/i75FtVkKIf52ioiK++eYbunTpwqZNm+5Zgb6iooKoqCiWLl3K6dOnAbh16xYjRoxg4sSJ5ObmsmTJEn766ScAjh8/zptvvsmbb75J//79ycjIULZPaQNCfn5+ZGRkUF5eDkBOTg42NjYkJCQAsHz5cs6ePculS5cYPXo0y5cvV8ZfvnyZ4ODgx7ZivhBCCCGEEP+ERvPvuD2OJJgjhHgkSkpKyMv746+y165d45VXXuH69euUlZWRnp5OVlYW169fp7Cw5r96zJs3j7fffptr166xfv16Nm3ahKenJwUFBTRq1IgZM2YwYMAAzpw5w5UrV6hbty7m5pV/JWjTpg1FRUVKwWJtMCcsLIykpCSlkLO2K9e1a9eoqKjgwIEDuLm5sX//fho0aMATTzwBgLW1Na6urtWOJYQQQgghhBC1QbZZCSEeKo1Gg56eHm+88QYBAQGMGzcOAwMDpcbNzZs3qVu3LpMnTyYgIIDz589TVFSEpeXd2yvGjh3L8OHDiY2N5YMPPiApKYk+ffrQqlUrJeMmLCyMAwcOYGhoiLGxMWfOnKFdu3Y4OTnx22+/8d577wFUK2SckJBAdnY2VlZWmJiY0L17dzp06IChoSG7d++ucV1FRUV88MEHtXTVhBBCCCGEEOIPEswRQtSKexUmVqvVGBgYKBkw2iLFAQEB1KlTh+vXr9OxY0egsrvUnj17yMvLq7EWTUpKCq+88gqurq4EBQWxdetWALy9vZWgS0hICFlZWZiYmNC5c2feeustTExMiI+Px87Ojtu3bxMYGKgc087Oji1btuDu7q7c5+vrW21elUoF/FGvR09Pj3r16t3vJRNCCCGEEOKxotZU3h71OTyOJJgjhPjHVCoVycnJ2NjYYGVlpRQPrvp1bbYNVAZd7OzsMDExUe4LDQ1lx44dfP/998TExHD27Flu3rzJ4MGDleN4e3tTUlJCdnb2XeegVqvZuXMnoaGhfP755+Tl5bF48WKgMgiUkZFBSUkJ9vb2ZGZmkpCQQKtWrXj33XfZvXs3bdq0YeTIkXcFaoBqgRwtbUYRcFeXLCGEEEIIIYR4mCSYI4T42yoqKjA0NOT06dMsXbqUIUOG0KpVKyWQk5mZSVFREZ6eniQmJjJq1CiuXbtGvXr1mDt3LnXr1lUCIvXr1yc5OZkdO3bQvHlz3nrrLW7dusXhw4eV+ZydndHT0yM9Pf2uc9HX18fQ0JCSkhJ+/vlnYmJiKC0tJSYmBk9PT3x9fcnKysLd3Z2VK1fi7+8PQK9evejVq9c/XvuDqINTWlpKaWmp8nnVmkFCCCGEEEI8brTZ+o/6HB5HEswR4j9Om3GSk5ODra0t6v/fmvHO7VEAhoaVLxlOTk7Y2NgodWlOnz7NyJEjMTY2JjQ0lLfeeoubN29ib2/P5cuXqx1DGxRxcnLC1taWefPmKZkwJ06cYO/evcq5GBkZ4efnR15eHunp6djY2GBsbKyc87Bhw7h69SrLly/nxRdfZPv27Xh4eGBubs68efOAygyekJCQauegUqmqbZF6WGbPnq20PBdCCCGEEEIIXUk3KyH+o9RqNRUVFejp6XHixAlatmwJVAZxqgZyMjMzycnJAWDHjh1EREQwbNgwLl26RFZWFgBff/01W7du5fDhw9jZ2fHpp59iamrK4cOHmTBhAps3b+b27dvV5obKzJtjx44pNWgsLS0xMjIiLi5OOe6cOXMYOXIkzZo148SJE0D1LJlPP/2UrVu38txzz9GlSxelWxVQY80eqNwmpa+v/0ADOdo1/ZlJkyaRm5ur3G7duvXA5hdCCCGEEEL8d0gwR4jHnEajQaVS3ZVeqN2mBBAcHEx5eTkAubm5TJs2TXnc66+/zq5du1Cr1cyZM4cFCxawd+9eMjIyuHnzJvn5+Rw+fJgOHTrQtGlTTp8+TaNGjWjevDnr1q3jiSeeYMmSJUyZMoXY2FjgjwLCderUITo6WqlBY2lpiY2NDRkZGQB4enqyZs0arl69yo0bN2jdunWNaZIqlQq1Wn3X1x5ksEZ7HWsK2txZM+heTExMsLa2rnYTQgghhBDicaX+l9weR7LNSojHQF5eHkZGRgBMmDCBhQsXKl/TtvyuqqioiI0bN3Ly5ElcXV2ZNGkSxsbGXL9+HU9PTzZu3MigQYMIDAzE29ubgoICZduUi4sLAC+99JKSXdKiRQuefPJJBg0apMxRWFhIo0aNaNSoEe7u7qxbt47CwkLlnACaNm1KcnKysm3K09NT2R6l0Wjo0aNHtfOuWoS4qgddkDgpKYmSkhJ8fHyUIE1N1zEhIQGNRoO3tzeLFi0iMTGRjz766J7nKYQQQgghhBAPgmTmCPEYGDVqFNevX8fMzIxhw4Yp92dmZnLgwAHee+89vvvuOyWYsnLlSv7v//6PwMBAWrRoAVRmyZw/fx4TExOCg4OVWjeurq5kZ2dz8+ZNQkJClO1SdnZ2XLt2DUdHRzw9PdmzZw+lpaWcPXuWdevWce3aNT7//HOCgoIYNmwYLi4uhIeHA3/U3unXrx9jx45VAh/af6sGQ6pmwjzoTJuaPgaIiopi48aN1bJtrly5wjvvvMPLL7/Mr7/+SkVFBYsXL+aDDz7g6tWrbNu2jRdffPGBn6cQQgghhBBC3EmCOUL8y6nV6hq3ScEfQYiioiIsLS0B2L17N2fOnCE7O5shQ4bw+eef4+rqyvLly9m0aROAEnh4/fXXadeuHVDZKvzMmTMA+Pr6cuHCBaAyyHPp0iV8fHwwNDRkw4YNAKSnp3P69GkSExMZN24c9erVo0mTJrz++uucO3cOd3d3nn32WQ4cOMC5c+eYMGHCPdd3p6rBkL+zfele1Go10dHR7Ny5k5s3b1abTzuHthgyVGY4Xb16lYyMDGbNmkWLFi0YOXIkAGvXriUsLIyBAweya9cujh49ysyZM/H29mb8+PH4+vpSr149nc9VCCGEEEKIx40G0Gge8e1RX4RaIsEcIf4ltHVk7qSvr4+BgQF6enpUVFQowQht9sqRI0cICwujoqICgMOHD7Njxw7s7OyoqKigadOmjB07lr59+3LhwgUuXrxIWFgYdnZ2ABQXFwPQuHFjJYBTr1499u/fD1QGP37//XfKy8sZMmQIJSUl1KtXj6NHjzJ69GhMTEywtbXlrbfe4vz58xw5coSPP/4YFxcXPD09lW1Z9yoQfD/Bmj+zfv16QkJCGDp0KN9++y1btmxR5isrK+P8+fOcOHECAwMDUlJS6NatG9OmTWPOnDm4uLjg4uLC9OnT+eqrr7hx4wY//vgjarWaHTt2sG3bNg4fPoxGo2HGjBls376d/Px85XsghBBCCCGEELVJauYI8ZBpgzB3Fs3V1mPRfj07Oxtra2vi4+P58MMPOXr0KO3bt2fy5Ml4enoqj8vIyCA/P18JznTu3JkjR44A0KZNGyVIFB4ezunTpzEzM8PExIQ9e/bQvHlzzMzMAIiMjOT9998HoHv37uzcuZP69esTHBzMgAEDgMqCxF9++SVGRkbVukZVPX9tIeI768s86KCNNqOmpuPGxsby8ccf89tvv+Hp6QnA2bNnAbh16xb9+/fHxMQECwsLhg8fTu/evSkqKsLU1FSp2ePn54ebmxuGhobcunULGxsbTp8+TfPmzXnllVeoV68eenp6bNy4kbfffptz587x/fffM2jQoLuuzV/RGJmhMfpnYwCM/EL/8RgAVep9dNFS1xx0/Csl2fk6T1lRXKbTOKs69jrPaWim24/HrOg4nee0L9X9GpVdOaPTuMz7OF+LrDydxpm7Oug8Z8q5FJ3GGVqY6jzn/ciNS9NpnJmjpc5zlhWW6zTOLVD3/y/6BrptLfUr1u31BCA7p0SncdcKdHs9ATDW130LbYn64f9d2N/CSKdxqvs41ZybuTqNs3Cx0HlOl/pOOo91a+Kj07j8hHSd58y+kaPTuPu6Rg19dBpXnKnb6zyAvoFuv/eZWJvoPKenmW7PedD99xRDU93fTmtUupXl1aulP4T+GX1bx388Rq/4cS07/O8hwRwhHoCqNV5UKhWxsbGYmZlVC7poaT/WBiGys7PJyckhMTGRGzdu8OKLL3Lo0CFWr17N0KFDuX79OkZGRly5coXy8nKl0LH2OK6uriQkJCjHa9y4MUuXLgXAy8uLw4cPAxASEkJ6ejoWFhb07NmTN998k9LSUmJjY2nQoAFvv/02vr6+lJWV4ezszMKFC1GpVDg7O1dbq42NjbJm7doe1Laoe1GpVNUKEcOfFz0+evQoTZs2Va6/Wq2mYcOGAHz88ceMGDGCl19+mRMnTvDuu+/SoUMHvL29adSoERUVFRgaGmJnZ0dUVBRhYWG4urri5+fHqFGjCAoKAiqDQh4eHqxevZohQ4YwceJEhg0bRnp6OpMmTXrg10AIIYQQQoj/NWqNBnUN5SIe9jk8jiSYI8R90gY0du/ezZQpUygoKMDBwYEuXbowaNAgfHx8lMeq1WqioqIoLy9HrVYzatQowsPDiYiIwN7eni+++IIXX3wRV1dXpUW3mZkZ27dvZ82aNYSGhhIcHIyJiYkS1AgICKCiooLbt29jb29PWFgY2dnZAHh4eJCcnIxarcbNzY2MjAwSExOJjIxk/vz5/N///R99+vShdevWQGW9HS0HB4dq531n0ObOzx/ENVSpVDUGaareV15ejr6+Phs3buTgwYPVAiza4xw/fpzw8HDKysowNjbGwMBA+Tg6OppevXoBld20bG1tuXjxIkFBQcTHxytBIz8/P6XYc7169WjUqBFTp07F0tKS8+fP07NnT9q2bUurVq2IiIjAzs6OH374ASsrqwdyTYQQQgghhBDiXiSYI8TfdK9MFD09PWJiYvj222+ZNGkSTz/9NACXL19GrVbz22+/sWvXLubMmUNWVhYrV66kbdu2+Pv7K12TfHx8iI+P56OPPgIqs20MDQ3JyMhg4MCBFBUVkZKSwrfffktYWBgLFixQ5rezsyMiIoLDhw8TEBCAubk5GRkZ3Lx5Ex8fH+rXr092djYODg78/PPPeHl5AdCgQQMaNGhw1xq1a6qqNrJttNfyqaee4uOPPyYiIuKuQE5eXh7W1tZ88803qNVq/u///o/ExERGjx7NrVu3KCsrY968eYwfP56goCAqKiowMjLC1taWjIwMiouLMTY2pqKiAmNjYwDq1q3LqVOn6NKlCwCOjo5kZWURFBTErl27lCygvn37snDhQtzd3XnjjTd499132b9/P1evXuW1114jLCwMExMTpYC0RqORQI4QQgghhBBVaHj0BYgf9fy1RQogC3GH1NRUCgsLiY6OZtGiRcAfmSn6+vrVAh3a4MeVK1dITk7m6aefVu4LDg7Gz8+POnXqsG/fPnJycjA1NeXo0aN0796dgIAALCws8PHxQa1W4+PjQ1FRUbXOVJmZmZSWljJo0CDGjx/PF198QUZGBmlpadXmf/755zl16pRSwPj333/H3d0dX19fZs6ciYODgzJH1cCMWq2+q/X3g2yrra2fU/Vcq84FYGpqyq1blTVcVq9ezaVLlwD4/vvvmTZtGgDbt2/n119/5ZtvvuG1117jq6++4rnnnmPx4sXo6ekpW8m0czRq1IikpCSio6OBylbohYWF3L59m+eee46TJ09y4MABfvjhB8rLy+nYsSMODg6kpqZSXl5ZbyIiIoIZM2Zw9uxZ3n33XTQaDe3atePVV1+lcePGmJiYKHPeuZVOCCGEEEIIIWqTBHPEf1ZOTg6FhYUASheihIQEPvjgAw4dOoShoSG//vorUPmG/dy5c3z77bdMnz69WgaLWq0mNTWV0NBQ5b7U1FR27drFzp07CQ4OZuDAgXz22WcUFxdjampKQUEBpqamODk5ERMTowRYrKysiIqKAuDSpUtcu3aNW7duMX36dNq2bcuAAQPo3r27UsdGO39gYCBBQUFER0ejVquJjIxUautogw01Zdfo6+s/kKwb7Rx3duSqGvzS09NTrltqairr16+nsLCQ8PBwJQi1du1apfW5s7MzBgYGZGVl0bZtWxwdHXFzcyMkJIROnTqRn19ZqK5evXqcP39emQ+gW7duBAUFMWHCBOLj4zl58iSff/45GzdupHPnzowZM4b333+frVu30rNnT8zMzGjdujUbN25Uihfr6enh5uamdOPSrqNqgEp7vwRyhBBCCCGEEA+TbLMS/xnaLBRDQ0OSkpIYO3YsEydOpHHjxhgaVv5XcHZ2xtnZmczMTDp06EBZWWXXiwsXLjBmzBgaN26Mp6cnxcXFypt+fX191Go1pqamZGVlYW9vzyeffMLJkyextrYmJCSEt956ix49ejB58mT69OmjBAMCAgI4deoUAQEBAEyaNIlp06aRnZ1NYGAgERERmJub07lzZ7p160b9+vWV7lNa2gDGK6+8Qk5OTrXMHrh7y9T90hYUrtpJqqaixCkpKRw4cIDMzEwGDRrE119/TV5eHrNnzyYpKYk9e/bg4+NDWFgYO3fuBKBr165Klo27uzsqlYrbt28TGhrK//3f/wHg5uaGWq0mPb2yk0RQUBC///57tWthYmLCyJEjcXBw4Nlnn8Xa2pqwsDBlC1zHjh3p2LFjtXX93aBWbbVSF0IIIYQQ4nGj1lTeHvU5PI4kmCMeOzUFG6B6Foqbmxs2NjbExsZy9OhRzp49yzvvvENQUBBWVlakpKRgaGio1KbZuHEjHTp04OWXX65W0Fi7vSYwMJC9e/eSkJCAvb098+bNQ6PRMGbMGC5cuICnpycDBgzgrbfewtvbG3v7yhaw/v7+nDlzhoEDBwIwePBgWrRoga2tLU5Of7Ta1Na5+TM2NjZKp6kHQZttc2ebcT09vbtq28THx3Pu3DmuX79OTk4Ozz77LHPmzKGoqIimTZtiaGiIu7s7J06cAMDFxYU6depw69YtQkJCWL58OVDZHn3ZsmXKY4qLi0lKSiIiIoKUlMqWxK6urujr65OYmAiAj48P169fB6oHWszMzHjxxRd58cUX77lGbSbRn3XGepBKS0spLS1VPs/L073lpxBCCCGEEOK/S/7ELP6nqdVqVCrVXdteDAwM7sqg+Pnnnxk7dizPPPMMpaWluLm58euvv5Keno6zszMff/wxKSkpeHt7k5eXR0pKCvXr1wegX79+XLt2jffff5+hQ4eyZs0aZS6Adu3a4ejoyKeffkpmZibl5eVs3LgRfX193NzcgMqtP4MHD1YK8QLMmTOHOXPmKOevr69PQECAEsipuq47a848CNnZ2WzZsoWpU6fy888/K/VitGvT19e/K9ARGxvL6NGj6dq1q1Kw+cyZM7z88stYWFgwatQoTp48SXl5OZs2bWLSpElYWlrSsGFD4uLigMrtZI6OjsTFxeHj40NhYSGpqanUr1+fpKQkoDLgduzYMa5du4abmxvx8fFkZGRgbm6Op6cnTk5OqFQq6tWrx65du/50nTU9T6AyiPOwAjkAs2fPVoJuNjY2eHp6PrS5hRBCCCGEEI8PCeaIf7U7MxcWLVrEsmXLlBo32mBD1a1E165dY9q0aXTp0oW5c+dSUlLC0aNH2bhxI/Xq1WP48OGYmppSp04dCgsLGTduHB9//DEajYaTJ0/i7+9PYWEhOTk5QGUgICwsjLVr17Jy5Ur8/f3ZsmULN27cAP7I7pg0aRKNGzemc+fONGjQgPXr19O8eXPCwsKAyuBISUmJ0kUJqFafpSZ3ds3SlfZ6VVVQUMDUqVNZuHAhJSUl/Prrr7z++usAFBcXs2fPHjZv3ky3bt2YPn06AGVlZWzfvp2OHTsyd+5crKysmD59Ou3atcPe3p6+ffvi7u5Obm4unTt3BqCkpASAkJAQCgsLKSkpwcrKioSEBNLT0zE3N8fExITY2FisrKwYMmQIrVu3plOnTjRs2FDJNlq/fr2yxWz06NH06dNHCca4u7v/6fprep7cj6oFqO+sofNnJk2aRG5urnLTFn4WQgghhBDisaQBzSO+Pa7trGSblfhXCw0NZevWrURERACVAYi8vDzy8/Oxs7Nj69atrFu3jpSUFMaPH0+3bt1Ys2YNmZmZfPjhh9jZ2WFqasqyZcsICQlRghVQWR+nbt26FBcXY2dnR2BgIOfOnaNZs2aoVCoyMjKAykBAUVERly5dIi8vj9LSUhwcHPDz86u2BcnDw4Nx48YxdOhQbG1tq62jrKyMAQMGYGpqSnh4eK1fN+32r5KSEr755hvy8vKYMmUKarVayVjasWMHJ0+e5OjRowBcv36dqVOn8t133/HUU0/RuXNnpk6dyvDhwzl69CjvvfceU6dO5dNPP2X48OFs3ryZc+fOERYWhr29PRqNRqnVY25urgS7TE1NgcqOUmFhYXzzzTeEh4dz/fp1NBoNFRUVeHl5kZWVBcDUqVO5ePEivr6+1baade/evcY11rY7C0jv2LGDr7/+ml9++aVa8eOSkhIMDQ2V+ks1MTExUbpgCSGEEEIIIYSuJDNH/KuFh4cTGxurfB4ZGUlhYSH5+fmkpqYqhYlnzZrFwYMH+f777zEwMODWrVvY29sr21iCg4OVN+PaDlZ+fn5KhoT2MZcvX8bJyYnS0tK7sia2bt3K/Pnz0dfXZ9iwYcDd2TJ6enpKIKdq229jY2M2btzIL7/88sCuTdWAU9X24lXPy9DQEBsbG1JTU6vdX1payunTp5V6MiqVirp16/L000+zY8cO3NzcqFu3Lq1ataJv3768++677Nixg8LCQiUY8eKLL7Jt2zZWrVoFgKOjIxcvXgQqt6WdPHmS+fPn8/XXXzN9+nTS0tJYvHgxp06dYv78+Tz33HNMnToVPT09li5dSo8ePYDKQFDTpk1r3GpW0xofJO337M527VW37Dk7O2NhYaFc+0WLFvHEE0/QpEkTFi9erASlhBBCCCGEEKK2SGaO+Fdr0KABa9euxdjYmMOHD7Nr1y6sra0ZNWoUR44cYdWqVZSXl3Ps2DFu3LjB22+/zYABA8jIyGD+/PnEx8fTr18/GjZsyEcffcSkSZOwsLAAKgvn5ubmkpaWRnBwMD4+PsTExKCnp0fDhg2rFTo2Nzdn2rRp/+jc76zZo51XV9rtPNrgQk5ODtOnT+fLL7+sNtf169e5fPkyHTp0wMLCAi8vL6VblDYAYmJiQnx8PA0aNECtVivZRV5eXhQVFVFRUYG9vb0SmHJ0dMTOzo709HRCQkKIjIxUukFdvHiR+vXr4+HhwYEDB2jWrBlOTk4sXLiQZcuWkZGRQc+ePbGwsMDCwoIVK1bUuL57ZdrUVvZNTcWP7/ye5eXlcerUKU6cOEGHDh1o2rQpDg4OGBkZkZCQQGlpKRUVFaxYsQJvb286duyoFL5+WJlDQgghhBBC/Fup0aB+xPucHvX8tUWCOeJfrU2bNsyePRsvLy/8/f1599132bt3L9euXcPX15fk5GTCw8Pp2LEjjRo1UmqqfPHFF2g0Gn788Ud+/vln1qxZw/z583njjTdIS0ujqKiIX375hZCQECXIEhERwZ49ewAYPnx4jedzZ0ClthQWFrJ48WI6deqkbMu6cz4jIyOWLVuGl5cXBgYGjBw5kgEDBlBcXIy3tzeHDh1i8uTJSovvpKQk5WMDAwMcHR25ffs2JSUlSu2eoqIipbBwcHAwK1euJDIyktTUVOrUqYOZmRkjRoxg06ZNLFmyhISEBIKCgli2bBmvvvpqtcBIYGAgn3zySY3rU6lUyhYlbcCjNgIfVTty6evrV5vjzsLH5eXlREVFcfToUXbv3s3kyZM5ceIE+/bto2nTpmzYsIGkpCR69+6NlZUVGRkZpKWlsXTpUjZu3EhxcTHFxcU4OzvX2nqEEEIIIYQQAiSYI/7lQkJC8Pf357PPPlPuO3PmDMnJyTRs2BAHBwd69eqlBDrOnj2Lg4MDGzZs4MaNG0RHRzNx4kQMDAxYt24dK1asoH379jRs2BCgWraNgYEB1tbWyuc1ZVY8yADOnbVYqrKwsGDw4MFKYABgw4YNHDhwgNLSUj777DN+/vlnrKysuHDhAi+//DIAq1atQk9Pj7i4OLp160aXLl1o2rQpZmZm3LhxA3d3dyUTp23btuzcuZNDhw4pxYp37NiBvr4+JiYmhIeHs2zZMmbOnMmPP/7IM888g5eXF15eXgQHB3PlyhWCgoLw9/cHoGvXrjWusaY28bXRQUo7V9WgTdVgUVWFhYWsXbuWNWvW0Lx5c0aNGoW9vT2fffYZmZmZzJ07F39/f8LDw+nduzcXLlxg+vTp5Obm0rt3b1xcXIiJiaFVq1aYmZmxevVq3NzcajXAJ4QQQgghxP8apQjxIz6Hx5EEc8S/mpeXF8XFxeTm5ipdjSwtLUlNTcXa2prhw4fz4osvkpGRQXx8PC+//DLPP/88enp6NG7cmBEjRtCgQQOgcqvUyJEj75qjNrf35ObmEh0dzenTp5VOTVWPf+ccOTk5HD9+nMLCQtLT07Gzs6N3795ER0dz4cIF+vTpQ2xsLHPnzmX69OkcOHCAHj160L59ewA2b97MrFmzCA0NxcbGhoMHD9KhQwccHBy4fv06rVu3VgIO/fr1Iz4+njlz5nDz5k0uXLjAzZs3lQBXeHg45ubmPPvss3Tp0kW5jgD+/v5KEKcqbdZP1TXWVuDmzkBYTXMlJCQomTZFRUW89tprtG7dmgMHDrBlyxY+/PBDdu/ezdixY/nxxx8JCAjA2NhYyYa6dOkSY8aMITw8nA4dOrBp0yag8nl5/vx5hgwZgouLC0ePHuXZZ58lJiaGkydPMmjQoH+0ngq7OlRUCST+XUaF2f94DIBeaCudxgGo4s7rNM4h0kjnOfUt/vm1ASjdtU/nOY0sTHUa59Ghic5z6pUV6zzWoGn3v35QDVxNdFsngIGDq07jSs4f03lOl3Dnv35QDfISdK9lVZhaqPNYv66hOo0rzSnQeU5VmUrnsboyczDXaVzCpUzd5zTQ7We0paHuQfekkrs7Q9Y2fwvdXztjC8sf4Jn8PW0b6/a6cD+2HryPzpA6jvUw0/0t1IXcUp3GPems+3b95NMpOo0zdzTTeU63Rm46jbuf17BClfqvH3QPVl4uOo0zNI3Rec6KkjKdxiVtP6nznI7103QaV164+x+PSc7T/een+HskmCP+9aysrIiKiqJt27YA2NjYkJ+fT2ZmJu+++y6HDh1Co9EQFBSkFM196623ajzWvYIAtSUkJAQ3Nzc6d+7Mjz/+SHl5OUOGDKGwsJBjx45x8+ZNnnrqKby8vJg3bx4nTpzA2NiYoUOHEhUVRUJCAs899xyrV68mMTERPz8/fv75ZzIyMnjhhRcIDQ1l586d9OvXj8TERA4dOsSYMWN44YUXmDdvnlIrx93dnWvXrt213nHjxhEREcHKlSsJDw9n8ODBStZSUFAQsbGxBAUF1bi2moJgDypwk5iYyMWLFzly5Ah16tRh4MCBSqcs7Rq0cxcXF5Ofn49Go+GDDz5AX1+fN954g6CgIJYuXcratWv56quvSEhIYNasWSxcuJDY2FgCAwNp1aoV3t7ezJw5k71799KoUSNSUip/4SkrK2PXrl00bdqU2bNnk5CQwPz584HKYM6mTZswNzdn5syZzJ49m48++giAZ555hvLycoyMdP8FXAghhBBCCCH+jARzxL9ehw4dyMnJUT4fMWKE0u5ao9HQunXru8ZogzZ3Zr/ca9tNbWnQoAEjRoygd+/erFixgtOnT7Nz5072799PcnIyTk5O5OTkMHToUCIjI9myZQvTpk3jiSeeoLy8nC1btnDz5k1cXFzYtm0bTzzxBG+88QZNmjTB2dmZkJAQpUOWpaUlhoaGJCcnc/LkSY4fP86ZM2eAyrbp2iBF1UCWoaEhnTt3VrZZVeXu7s7w4cMpLCyssXjzg76OMTExzJo1i9OnT5OWloaxsTGvvPIKISEhSiAnNTUVFxcXkpOT+eGHH8jOzmbr1q14eHgoW8pyc3MZMWIEBw8exNvbGzs7O7p27UpFRQWpqals3ryZsrIyIiIi0Gg0uLq6oq+vj0ajwdHRkaKiIsrLyzE2NsbS0pLo6Gi+++474uPjKSkp4fbt23h7e1O/fn2ysrKIiIhgwYIFWFtbK89LIYQQQgghBKg1lbdHfQ6PIwnmiH+9hQsXAn9kglR9w6wNKNyZJfKwgzb3EhERwf79++ndu7dScNjPz4/OnTuTk5PD2rVr2bhxIwEBAURERODt7a1kF9WpU4eCggJyc3MJDQ3F39+/2jaxxMREmjdvTn5+PhMnTsTFxYXXXnuNgQMHcvz4cZ577jn69esHQP/+/RkwYMA9z1Pb2alqvRmNRsPHH3/8wK+Jtoj0nVk8rq6uTJw4ET8/P3777Td+/PFHpkyZglqt5sUXX+T8+fP4+PgwbNgwOnXqxN69ewkODiY6Opovv/ySRYsWcfnyZQDmz5+PSqWiXr161K1bl4qKCgwNDbG3t0ej0eDk5MS2bdsYNGgQhoaGHD58mFdffRUzMzMyMjKIi4sjMDCQ4cOHc+PGDfbt28egQYM4cuQIrq6uGBoaMnPmTGU92tpGf1YHSQghhBBCCCEeFAnmiP8Jd9ZiudO/IXBTk6ZNmzJ16lT279/PunXrCAoKIiQkhA0bNrBw4UKCgoKoX78+J0+epHv37qhUKiULydvbG41GQ05ODk8++SSLFy9m9OjRpKWlERcXx9SpU+nRowdz5szh2rVrtGnTBm9vb44cOXLXefzV9anp2t7PNdUG1zT/v9pY1WPdK9BhZWVFvXr1AHBzcyM2NhaAtWvX8vTTT7NixQquXLlC8+bNyczMpG7dujRq1AiAli1bcvz4cTIzM3FwcMDKyoqYmBi8vLy4cuUKly9fJiwsjIMHD9KzZ08GDBjAwYMHGTBgAAkJCXTq1ImgoCCKi4sZOXIkdnZ2ynnNmjXrnmu8cz3/liCiEEIIIYQQ4vEmwRzxP6E2iug+DE2aNOHChQusX7+eyMhIBg4cSFlZGfPmzWPjxo24u7vz4YcfEh8fj4mJCcbGxiQnJ6NWqzE3N6eiooKkpCQMDQ356aefWLFiBc7OztSvXx8/Pz8AunTpQpcuXarNq239DQ+2A9e93Bm0qand+I0bN7CxseHs2bMsWrQIGxsbvv322xq/t15eXpSXl1NcXMzOnTu5dOkSH3/8MUZGRrRu3Rq1Wo2dnR2lpaVUVFTg6OiIoaEhcXFxODg44Ovry9mzZxkwYAC2trbMmDEDQ0NDsrKyiIyMxMDAgA8//JCzZ89iY2NDZGQkRkZGmJiY0Lt377vO52G1UhdCCCGEEOJxIt2sao8Ec4SoRR4eHtSpU4evv/662v2mpqb83//9HzY2NkRFRZGZmUlhYSF169bFwMCAiooKjI2NmTt3Lk5OTujr62NsbMzw4cNrnEfb/lsbYKit4Nef1SKq6tixYzRu3Ji4uDi++OILUlJSuHr1Ko0aNcLb25sxY8awcOFCVq1axcCBAzE2Nq423tbWFhsbGxITE7GwsODZZ5/lnXfeqRaY8vT0JCUlheLiYqytrTEyMiIqKorGjRvj6+vL+fPnGThwIJ07dyY7O5vnn38eDw8PHB0d0Wg0ODs73xUE067xzjU9qOtZWlpKaekfXSzy8vIeyHGFEEIIIYQQ/y1S2EGIWmZhYcG+fZUtksvKKlsQfv311/z+++9s2bKFUaNGsWTJEszMzJg0aRK9e/fG2NgYjUaDi4tLtQCGRqNBrb677WLVWjf3Izv7j1bXKpXqrrn09PSUuYqKiigqKgIgKiqK+fPnk5VV2f73mWee4cyZM5ibm7N161ZeeuklLly4wKVLlzAyMqJ9+/b06tWLuLg40tLubpFoYGCAj48P0dHRdO7cmatXrxIVFYVGo2Ht2rVcvHiRgIAAYmJiyMvLw9LSkk6dOlG3bl0APv74Y2bPnk1xcTEmJiaUlpYSERGBo6Ojsg7t9dTcEaqvza1Ss2fPxsbGRrl5enrWyjxCCCGEEEL8G6jR/CtujyPJzBGilnXo0IH8/HwAJQMlODiYlStX1vj4mjJftB5UoCE3N5fo6GhOnz6NlZUVQ4YM4fTp00ydOpXVq1djY2NTLRtFrVajr6/P8ePHOXfuHLt37+bo0aMMGjSI9957j8LCQi5dusTt27ext7enVatWXLp0iSZNmtCyZUsliNW0aVPlmB4eHly8eJGMjAzq1KlzVxFrPz8/tm3bxpIlSygpKWHcuHFkZGTg5+eHl5cXrVq1IiAgAA8PDwCee+45Zay2+5apqSlt2rQhICCgxuvwIIM22mv0ZyZNmsT48eOVz/Py8iSgI4QQQgghhPjHJJgjRC27sxuXljbL5lHUYgkJCcHNzY3OnTuzfv16ACIjI3FxceHWrVtYWVkxY8YMduzYQWlpKRMmTOD5558nPT2d77//nlGjRvHjjz/y0ksvsWbNGgYOHIiVlRWJiYmEh4cTFhbG6dOnGTJkCAEBAdy8eVOZY9u2bUBl63O1Wk1qamqN59iyZUvl44EDB9K9e3esra2rPcbLy6va53cGVPT09GjSpMn9X7D/717dqv6qQLeWiYkJJiYmD+x8hBBCCCGEEP9Nss1KiIegakFiLT09PQwMDB7YFql/okGDBkyZMoVZs2bxyiuvcPbsWdLT03F0dOT69evo6+vTqVMnduzYwcaNGzl69CibNm0iIiKCoKAg3NzcAGjevDmHDh3Czs4OS0tLEhMTgcpg0YkTJ4DKDJxbt24Bla3ajx07BoCzszN6enoUFxcr16Oq1q1b88477yifawM5arW6xq1m8OCKPZeUlJCWlkZJSUm1+7XbzKrKzc3FwMCAU6dO8f777wPctXVLCCGEEEKI/yJtAeRHfXscSTBHiIfg39aNKyIigv379wPg4OBAYmIiTk5OODg4EBMTA4CjoyOjR4+md+/e7Nu3j9OnT+Pg4ICdnZ0SgGncuDFXrlwBKjNtDh48CEBqaipnz55Vjn/79m1l3mHDhqFWq3FwcODjjz+usXuUlkqluus+fX39WunQVTVIdOvWLTZv3oyhYWXyokajoaysjL179/Lll1+yadMmAJYsWUL//v0pKipi8+bNmJmZAdLpSgghhBBCCFG7JJgjxH9Q06ZN2bdvH/v372fdunUEBwcTFhaGo6Ojkl2zbt06GjZsyMmTJ5k7dy7R0dGYm5tjYWGhFDoODw9XgjkDBw4kIyODiIgIUlJSGDVqFKWlpXTt2pXly5cDlUGt6dOnK8GYvwpyPaggWEpKirKd687MHm0WTdUgUVpaGkuWLOH5559nxIgR6OnpsWXLFr7//nsKCgo4duwYmzdvZujQoTRv3pw33niDU6dOMXbs2AdyvkIIIYQQQgjxZ6RmjhD/QU2aNOHChQusX7+exo0b079/f6Cy3bc2Y2f//v18+umnGBsbs23bNm7cuEFFRQWGhobcvn2b4uJizMzMlCCOo6Mja9aswcbGptpcVWvE6Onp/a1CwQ9CXFwcr7/+OrGxsVhbW9OtW7dqgSSoDNo4OztTVlbGggULlOybXr16UVBQgJOTE/3790etVjN37lzmz59Pbm4un376KTdu3KBz585MmzaNkJAQzMzMlEweIYQQQgghBKg1GtSPeJ/To56/tsg7DyH+gzw8PKhTpw5ff/11tfudnJzIyckhLy+P0aNHM378eAoKCujTpw8tW7YkPz+fl156CTMzM8zMzNBoNCxbtgyozHjRBnK0xZ1ryqx5kIEcbUHiO7t8lZeXM3nyZPr27cvzzz+PmZkZu3fvpry8HCMjI1577TWOHj2KhYUFb7/9Nr179+by5cskJyezadMmpZhz69atadOmDfn5+RQXF/PGG2/QqFEjnnnmGTp16oSpqSk5OTm0aNGC6Ohovv/+ewYPHoylpeU/WodeeSl65SV//cA7lN+88o/HAKQ1GaTTOADnxj46jTPKS9Z5To2BsU7jXHWeEdT5OTqN01SU6Txnnp2/zmPNDXT7JcUwsLHOc+qXFeo0zqxBK53nNDp9VbdxVuY6z1mYqts6Aay8XHQaZ+Pv8dDnTDpyWec5DYx1y6J0qWOl85y6Mr6Ro/NYo/vYQWtpqNvPPtX/2PuPxMuZOo1z9ND9uZBRdveW7L8rwka3pgR2RrpnDjeyNdVpnHOAnc5zOgTY6zRO30j3t4r2wd46jcuN0/33BXdT3c9XVaLbz29bH5u/ftA9aFQ114D8Kza+zjrPqafj7+GGpv/8dzHDUt1/JxJ/jwRzhPiPsrCwYN++fbRv314JctjZ2REeHk56ejrPPPMM9erVw8XFBScnJ2Wcnd0fv0zo6elV26ZU9f4HWSeoauevO+epqT5NYmIi165dY8GCBZiZmaFWq3nyyScB2Lp1K3p6euzfv5/s7GwGDhxIaGgoDRo0wN3dXanTY2NjQ3R0NK1bt8bExIQGDRowcOBAunTpAlTW89HX12fx4sV4eXkxc+ZMJk2axIULF5QOZkIIIYQQQghRGySYI8R/VIcOHcjPzwfAyMgIAG9vb2bOnAlUBlDq16+vPL5qG/WqHmSxX22WTWZmJuPHj2f58uVKt687g0NFRUXExcXx+++/c+nSJd5//32cnSv/UnHgwAFat26tPFZfX1/ZIrZr1y6CgoKwtbXF1tYWPz8/jh49ip+fH8nJyZSWlirX4uLFi1hYWGBsbExERATffPMNCQkJREVFYWhoSL9+/SgoKKBBgwa4ubnx0UcfkZeX98CuhxBCCCGEEP/LVOrK26M+h8eRBHOE+I/SZo9oAyhV1XRfbdW5qVpDRzuniYkJV65cITY2loCAAE6ePMmBAwe4cOECw4YNo23btpw8eZKPPvoIf39/Bg8ejLW1tXIsIyMj9PT0yMrKwtHREY1GowSDXFxclO5aAEFBQVy+fJmXX36ZrVu3UlBQgIuLC02bNiUqKooWLVrQsWNHPv30U8LDw1m1ahUhISG0bt2axo0b06pVK2UdHh4eeHjovj1CCCGEEEIIIf4OCeYI8R+mUqlq3A71oLNtNBoN+vr6fxkk0hZWDggIoG7dukRHRxMQEMC+fftQq9X07duXbdu2kZubS7t27TA0NKRFixZKQEW75SsgIICDBw9y6dIlAgMDlTkLCwtp3749c+fO5ffff6d+/fqkpaXRrVs3TE1NSU5OJicnRznGyJEjad68OY0aNQKgY8eOdOzYscY1atdR0xqFEEIIIYT4L5ICyLVHWpML8R9WG3Vtqrb9BqrVudEGOWJiYrh8+TK5ubksWbKELVu2ALB06VLmzZsHgK+vLxcvXgTgtddeo1mzZhw/fpzNmzdz9OhRLC0tiYyMVAI42m1gAA0aNKBZs2bMmDGD7OxsAA4dOsT8+fNp3rw5o0ePZvLkyXTo0AGNRkO3bt3w9PTkiy++UAI3AH5+fvTt2xcfHx/lPrVajUqlqrbOqsEbCeQIIYQQQgghaptk5ggh/jFtIOOvihEXFxcTExPDgQMHCA8Px8nJiWHDhlFQUMALL7zAoEGDSEpKIiMjg549e9KsWTPWrFmDWq0mKCiI7du3A5U1cBYtWkT//v2ZMGECy5YtQ09PDzs7O1JTU+86FyMjI1566SVycnLo06cPKSkpODg4MGTIEPT09OjQoQONGzfG2tq62vl7e9/deeHOTJuH0VZdCCGEEEIIIf6MBHOEEIqqgYubN29y48YNgoKCcHNzq/a1mgIaCQkJ/PLLL+Tl5fH0009Tv359vvjiC9atW8egQYPIyclh+/btvPLKK7z88stAZbCnbt26nDhxAoDg4GDS09PJzs4mMDCQ5cuXA/Drr7/y8ssv069fPzZs2EBmZmXrUxsbG86cOVPjdjE9PT3efPNN+vfvj5ub213nqw3kVK3ZU5MHmWlTWlqqFFgGpFiyEEIIIYR4rKk1GlSyzapWSDBHCKHQ09MjLi6OsWPHcv36ddzd3QkMDOSZZ57hySefRK1Wk5aWxqlTp7hy5QodO3akYcOGZGRk8NVXX2FpaYmjoyNffvklU6dOxdnZGZVKxTvvvENpaSlz5sxhypQpVFRUoKenh5mZGa6uruTm5gKVW6tu375NSkoK3t7elJSUUFZWRmhoKNu2bePYsWMYGxuTnp5OamoqERERWFtbU15efs8tY9pATk3ZRDV9Xptmz57N9OnTH9p8QgghhBBCiMeT7BcQ4j8oJiaG+fPnk5CQUO3+srIyVq9ejb+/P5cvX2bPnj2EhSHbUr4AAQAASURBVIXx/vvvU1ZWxk8//UTHjh3Ztm0biYmJvPvuu6SkpHD9+nXOnz9Ply5dKCgo4Ndff+XgwYP4+fkREhKCWq3GxMSE/Px8srKyMDQ0VIIvoaGhXLx4kfj4eFJTU7l9+zbR0dHY29ujUqmIjo7mjTfeICQkBBcXF4YPH05cXBwuLi40btyYfv36YWpq+pdr/n/s3Xdc1dX/wPEXe++9lwoCCiIg4ja3ZmpqZK5cqamZKzVz5SxnpeZquLMy994DNygORBQUZMiUPe+9vz/43U+AaHnTrL7n+Xjw0Iv3fM45H67offM+77e6uvorDdxUrxVUkylTppCTkyN9JCYmvrL1CIIgCIIgCILw3yUycwThP0p5LKpyNyklNTU1wsPDadGiBc7OztJzc3Nz+fnnnzl8+LB0/GjkyJFs27aNs2fPYmlpSVpaGitXrgTg448/ZseOHWhoaJCRkcHSpUupV68eW7duJTQ0lLt376KhoUFCQgKurq506NCBpUuXMmzYMLKysgBo0qQJffr04a233sLT05NBgwZRq1YttLS02Lt3r9RafOLEic/d599J1dbtOjo66OjovKplCYIgCIIgCMI/ilzx+o85yf+bp6xEMEcQ/u0KCwspKirCwsKiSpCh8q/K36empmJra4uzszOGhoZSQEX555aWliQkJGBgYFCllbi3tzcPHjygQYMGtGjRgoSEBJydnWnWrBn37t3D2NiYtm3bMn36dPT09AAoLi7GwMAAbW1t7ty5g6urK5999hnfffcdQ4cORS6X89FHHwEwevRoRo8e/VSgw9LSUlqfsluWurr639I9qnKXrJrq8VQWHx/PlStXsLS0pGnTpmhpab2SNQmCIAiCIAiCIIA4ZiUI/yoKhQKZTIZMJpMeR0ZGcvToUeD3IENhYSFnz57l+PHjXLhwgQ4dOuDv78+gQYO4cuUK2traGBkZkZqaSnl5uXQtAFtbW27cuAEgFestLi4mPz9fqj9z7do1AB48eMCTJ0/o378/OTk5fPTRR8ydO5cOHTqwdu1azM3N8ff3R1tbGwBDQ0NGjRrF2bNnCQ8P55133gF+z1h5Vntz5d40NDT+tiwcZRCsciBHed9v3LjBr7/+ikwmY8WKFbz77rv8+uuvJCcnVylwLAiCIAiCIAjCf1d2djb9+vXDxMQEExMT+vXrx5MnT575/LKyMj755BPq1auHgYEB9vb29O/fn+Tk5BeeW2TmCMI/kDKoAVQJJlQPLqipqXHu3Dn279/PkSNH6NOnDwcPHiQ3N5cnT57Qq1cvbGxsWL9+PQ4ODqxfv55vv/2WJUuW4OrqSnJyMsXFxRgaGkoZKN7e3hw5coTGjRtLtWjy8vJQU1PD1taW8vJy1q5dS3FxMYcPH6Zv377o6+szd+5cduzYwb179/jggw9o0qQJJiYmjB07tsrelMeR/mx785clOzub8PBwbty4waNHj3jvvfcICQl55nyJiYnExsZy9OhROnTowPr162nYsCFjxozh5s2bXLhwAQ8PD+7fv897773H6NGjX8m6BUEQBEEQBOHfSiav+Hjda3hV+vTpw6NHjzh48CAAw4YNo1+/fuzZs6fG5xcWFhIREcFnn32Gn58f2dnZjB07lq5du3LlypUXmlsEcwThNbp9+zaHDx/m5s2b6OvrM23aNKytrZ8K2kBFG+uEhASOHz/O3r176dOnDwMHDiQmJobU1FRCQkJo2rQpN27cICIigu+++w5nZ2cA1qxZw+rVqyktLcXKyoqYmBg8PT05fvw4+fn5GBoaSpk5Y8aM4auvvmLBggX069ePH3/8ETMzM8LCwiguLqZTp04cPXqUe/fu0a9fP7p16waAmZkZgwcPrnGfNbX/ftnFiJVHwqrPpQyMzZo1i5s3b9KiRQt8fHyIiYnB0dERU1NT8vLysLe3JzMzk8WLF9OrVy927NjB5s2bmTBhAiEhIRw7dkzKWHJ3dycyMhK5XE5wcDCff/459+/fx9ramq5du+Lr6/tS9yYIgiAIgiAIwl+Tm5tb5fFfrWcZHR3NwYMHuXDhAo0aNQJg7dq1NG7cWHq/VZ2JiQlHjhyp8rmvv/6a4OBgqZTFnyWCOYLwmjx+/Jh58+ahq6tLixYtyM/PJyEhAWtra1JSUvjtt984cuQInTt3ZsiQIRw9epRvv/2W+vXrM2LECLZu3YqBgQFLlixh8eLFdO/eHW1tbezt7alXr54U0AgPDyc8PJxdu3ZhY2PDhAkTiI2NJSgoiJ07d5KXl4etra0UPGrRogU2NjYsWLCATp064e/vz/vvv4+VlRVyuRwLCwt0dHSYOnVqjfuSyWSoqalVCai8yi5SlQs89+/fn9DQUIYPH15lHUuWLCE5OVk6jgZQUFCAgYEBU6dOJTs7m1WrVhEbG0tqair+/v7cunULXV1dRo4cCUBoaCgzZ84EKo6iqaur8+jRI8LCwujVqxfnz59n27ZtzJ8/n82bN7/YHiIOoDDQe+G9l2ekvPAYABv1ApXGAagVqHaMTL04T+U5ZY9iVRqnpql67SJFsWr3qDgzR+U5HzxR/YiekY7GHz+pBi5mjirPqZb5QKVxMmc/led07NRatYF/4bVgYPtiPyWrrDS3ULU53d1UntPQzFqlcbZ/4ceWd7ZfUmmciYuJynNa+qr22rVNylB5TrejD1Qea+xopNK4Jw9V/57SPNBWpXFJ0Zkqz3ksXbXX/AdNnVSe8z1d1d/OOLesrdI4q2DVv4+lX7qu0jhZcanKc+pZmak07kms6l03M2/GqzQu657qr7+63euqPDYv4bFK42SlMpXnzH2g2v/jFH/h+7WOqWrfi7T1DF54jNb/Z+HLFYp/QAHkivmdnKp+r5kxY4b0/3tVnD9/HhMTEymQAxASEoKJiQnh4eE1BnNqkpOTg5qaGqampi80vwjmCMJrMm3aNOzs7Pjyyy+lzynr1xw/fpz09HRmzJjBli1bWLRoEWFhYWzYsIGWLVvSpUsX4uLiOHz4ML169aK0tJTIyEgaNGiAi4sLhw8fliLPpaWlREdH4+joSGRkJOfOnUNPT4+uXbuSmpr6VBFkAC8vL3744Yen1qyuro6DgwP29vYUFxejo6Pz1DGl6hlFL0tNXbmqr9vV1ZXr169Lz9fQ0EChUJCXl0fduhX/wMtkMjQ0NDAwqPhHKSwsjDlz5hAfH4+BgQG3bt1CTU0NPz8/iouLpWv7+/uTlJQEgIuLC7du3aJu3brk5uaSnZ2Nnp4eNjY2f/qbtiAIgiAIgiAIf5/ExESMjY2lx3+1y2xqairW1k//EMXa2prU1NQ/dY3i4mImT55Mnz59qqztzxAFkAXhNSgrK0NdXV0KMCiDBpqamsTExHD69GkKCws5fvw4v/32G1euXKGwsJDatWtLwZLg4GCpELGZmRn5+fkA1KpVi+LiYjIzK36yERISQqdOnXB3d2fy5MkMHjyYevXqYWhoyMqVKwkODn7mOuVyOTKZrEpB4pCQEBYuXIiuru4rq2+TlZVFbGysVHAYeCrbByA2NpZjx46RlpYmrU0ZzFHKy8tDXV1dCt6UlJTwySef0KlTJ+bPn0/9+vUJCwvjk08+ITc3l8DAQADq1atHeXk5paUVPwmzsbHBxMSEn3/+mT179pCWlkZcXBxJSUl8+OGHTJ48mfT0dHr16vVK7okgCIIgCIIgCKozNjau8vGsYM7MmTOlWp7P+lDWt6np/VDlDsPPU1ZWRlhYGHK5nJUrV77wfkRmjiC8BjKZDGNjYylIoqurK/2l19fX5/bt2zRo0AA9PT02btxIcHAwxcXFaGtrS0EaPz8/UlIq0jODgoKYMWMGly5dYtiwYejp6UmBEF1dXT755BNGjx6Nubl5lXU4Oj4/Tf1VHo9Skslk0jyVW6hv2rSJefPmARVBpQsXLpCVlcX58+f54IMPGDduHFlZWbi7u2NgYMDy5ctp0KCBlD2jDHoZGRlhbGwsfV5fX5/AwECcnZ25ePEiBQUF9OjRg2+++YaxY8cyZ86cKmuLioqSAjzfffcd8+bNw8rKimnTpuHn54ejoyN79+595fdJEARBEARBEP5tZAoFstd8zOpF5x81ahRhYWHPfY6rqytRUVE8fvz0Eb309HRsbGyeO76srIzevXsTHx/P8ePHXzgrB0QwRxBeC21tbUxMTIiPrzhPrMzU0dDQwMbGBhcXF9q3b0/nzp0BuH//Ph4eHmhra/Po0SOKi4sxNjZGoVCQnJxM69atSU5OxsDAgICAAJo3b15lPl1dXakz1bOOK/0daqqnU/lYVmlpKdra2qSmprJ69WrOnz+PhYUFmzZtomnTpsyePRs/Pz9sbW1ZvXo1enp6xMTE0L59e/r27UtQUBByuZysrCzMzc2lAFlISAjTpk3jxo0b1KtXj169epGamsqFCxdISkqiTp06jB8/njFjxlRZ77Bhw6o8DgoK4rfffqtxb3K5XLqvf1f7dEEQBEEQBEEQXi5LS0ssLS3/8HmNGzcmJyeHS5cuSacdLl68SE5ODqGhoc8cpwzkxMbGcuLECSwsLFRapwjmCMJroK6uTosWLRg/fjzDhg3DxcUFqCiiZWVlxZAhQ1ixYgU7d+7k0aNH5OXlsXfvXho1aiR1nQJ48OABWlpayOVy+vbt+6fmfpXtv5WeFTCqXk9HJpOxZMkSbGxsWLFiBZqammzZsgUDAwNsbW0ZOHAgXbt2RVdXFyMjI9544w0aN24MwNmzZ/niiy+wtbXF2dmZa9euERQUhIODA9euXaN169bSvQoNDcXb25tFixbh7+9PRkYGUVFRtGjRQiqEFhgYSOfOnTE0NAQqgjMzZsyQ9qO8Z8ruWJXTLOHvyWISBEEQBEEQBOGfoW7dunTo0IGhQ4eyevVqoOKHwV26dKlSR9PLy4v58+fTvXt3ysvL6dmzJxEREezduxeZTCbV1zE3N0dbW/tPzy+COYLwmjRr1owGDRowZ84cTExMSEhIICsri3nz5tGyZUtMTEy4du0arq6u+Pn5YWpqSocOHapcQ0urokOLurr6355xo2wBXlJSwt69e+nQoYNUl6ZykCMnJwcTExMUCgWffPIJFy9eRENDg0WLFhEQEMDy5cvp3bs3u3fvZt26daxevZp58+bRqFEjbG1tMTOr6MBQq1YtCgp+7zD0448/MmHCBLp3787EiROJjIwEwMfHh/Pnz0vBHOU6vvnmGw4ePMgvv/xC3bp1mTx5MgEBAejp6VFeXs7SpUspLS2lSZMmVe6jsmCyUk1t4wVBEARBEARBeJockL/eU1ao3v/rj23evJkxY8bQrl07ALp27co333xT5TkxMTHk5FR0J3z06BG7d+8GKhqsVHbixAlatmz5p+cWwRxBeI1Wr17N3r17iYiI4J133qFRo0Y4OjqiUCho0KABDRo0eGqMMohS3avKuHlWkEj5WEdHhx9//BFra2sMDQ3x9fWlsLCQESNGcPPmTTw9Pfnuu+84deoUPj4+TJ8+nevXrzN37lxWr15Ny5YtcXFxwcbGhmbNmrFjxw5SUlJwc3MjIiKCVq1aoa2tTWBgIBcvXqRNmzYUFxdjZ2dHVFQUvr6+XLt2TQpsBQQEcOPGDWmNle9Jhw4dngqIQcW51qKiIrp37y7dS6WXGbgpKSmhpOT39tPKjmOCIAiCIAiCIPz7mJubs2nTpuc+p/LJCldX1yqP/woRzBGE16xLly506dKlyueUwYTKx3mUXkXmTU5ODrdu3eLq1asYGRkxcODAKmupHiSKi4vj0qVLaGpq4ubmRnx8PO+99x6Ojo789ttvfPvtt9SpU4cffvgBhUKBjo4Ov/zyC7dv3+bgwYPcuXMHAwMDZDIZzs7OUjcqS0tLtLS0SEpKwsfHh2PHjkmphg0bNmTLli18+umn6OrqMmTIED755BOuXLlCly5dCAkJoby8nA8//BB4dhX5mmrb2NnZsXz58pd+X6ubP38+s2bNeuXzCIIgCIIgCMI/gUyuQPaaU3Ne9/yvigjmCMI/QE2FgeHvq8Pi7e2NnZ0d7dq14+eff6a8vJy+ffuiUCg4e/YsDx48oF27dri4uLB9+3a+/vpr3NzcaNq0KW3btqVLly4YGxszZcoUABISEmjdujXa2tpSa+/atWvz8OFDFi1ahL6+vnR8ql69emzfvh2oaLGup6fH9evX6dWrF8ePH8fNzY1evXoxduxYYmJipDU3aNCAw4cP17if57UDfJn3VBlsU2ZL/VFm1JQpUxg3bpz0ODc3V6rZIwiCIAiCIAiC8GeJYI4g/AO87hos/v7+DB06lG7durFx40bCw8MJDQ1lx44dHD9+HDs7O27cuMGoUaOIiYmhfv36rFixosr4w4cPI5fLSUlJoVatWpSVlQFUOf50+PBhHBwcgIoOXSUlJQQEBEhdpExMTHBzc0NPTw9jY2M+++wzxo0bh7u7OwCLFy9+au3K9u7AUy3OX6aaMnqU8/3Zr5+Ojg46OjovfW2CIAiCIAiCIPxvEe1XBEHAz8+PkydPAhXZMfn5+Zw+fZpbt25x/PhxNm/ejK2tLevWraN79+6Eh4fzwQcfMGXKFMLDwwkMDCQpKQmZTIaDgwMeHh6sWbMGgKKiIqKjo2nbti2dO3embdu2NGzYkN69e/Pw4UM8PT359ttvUSgU6Ovr8/777xMWFgaAjY2NFMiBigym6tTV1aWPv0rZqQrgt99+44cffqCwsFCaR0NDo0qg6OrVq+zevVsqprxnz56/vAZBEARBEARB+K9QKBTIX/PHy6pR808jMnMEQSA4OJgZM2Zw8uRJtm3bRr169QgNDWXVqlVARVbKW2+9xQcffMAXX3xBZGQkd+7cYd++fYwePZqrV6+ioaHBkSNH0NbWpkePHty6dYuQkBCKiopo2bIlixcvZtKkSbRv3x5HR0csLCyk+d9+++0q63nWMamXmcGUl5fHvn37aN68Ofb29kDV+kDt2rVDX19fenz69GnWrl1LWVkZgwYNol27dmzZsoWDBw+yaNEiPD092b9/P1ZWVoSEhLy0dQqCIAiCIAiCIFQngjmCIBAUFMSNGzf46aefCAoKok+fPhgYGJCdnU15eTmampokJSXh6OhIfn4+SUlJZGdno6urS+vWrQEYO3YsX375JUZGRoSEhDBz5kyGDRsmHauCiiCNn59flcdqampPBW9e1jGp4uJidHV1awwOaWho4ObmhrGxMVCR9RMVFcWdO3fw9fXF1NSUhQsX0q1bNzw8PNiwYQNNmzaVuncZGxvTpUsXzp07R8eOHcnOziYpKYmoqCgRzBEEQRAEQRAE4ZUSwRxBEHBwcMDR0VHKxFFq1aoVs2bNonbt2mzfvp0xY8agp6fHzJkzyczMxMPDgwkTJgDQtm1b2rZt+9R14fegTfWAivLxywrepKamcvr0aVq0aMGJEyfIy8tj6NChT10/JyeHsrIy9PX1OX/+PG3btmXcuHFcvnwZLy8vHBwcMDY25smTJ5SWlnLnzh0iIyNZt24dUBEI2rx5M5999pnUXlxHRwczMzOpM9eLUG/QAXVjoxceV6pl/MJjAPJlqqeaGhqoNqeGoZXKc2LjpdIwrYw4lafUtHNTbc7sF//6K9UyU72eUm6p/I+fVAOFppbKc5bH3VBpnLr3i7/WpTnLSlUaVxR/X+U5c+4nqTzWuUsLlcapG5mqPGdBtGpfFw0t1f9LGLJghErjCmJuqTynlr6uSuMi111UeU4rT3PVx/raqTTOwMZA5TlVZemg+t/RD5qqVtR/9W8xf/ykZ+jfXPVGAiVP8lUal3xC9ddRxu1UlcZZetuqPGdRerZK43TNVfs3H0DP2kylcc6dmqo8Z+rZCJXH2jQLVmmcVXGBynOmXVDt+3Vh+hOV5ywrKFJpXHHmi//7W5hbcW9kioqP1+l1z/+qiGCOIAgAGBgYcOLECVq1akVZWRlaWlqsW7eORYsWcfz4cbp160aTJk3Q0NBg69atz7yOTCZ76jjUqyhIXJOysjLOnj2LtrY2YWFhlJeXU1RUREREBIaGhvj5+XH37l0WLFjA+++/z/Xr17l79y716tXj/PnzHD16VMrUyc3NxcDAgIcPHxIaGirtobS0FC8vL/bt24e1tTXl5eXk5eVhZGSEhYUF9+7dkzKCBEEQBEEQBEEQXgURzBEEAYDWrVuTl5cH/N6BSktLS2o3Xp2yGHH1ltyvojOX4v8Llz2ryLFcLufWrVvcuHEDExMTcnNzSUlJoU+fPnz//fdcuXKFM2fO8Msvv2BsbMyVK1f47rvvyMvLIyIiAltbW+rVq0evXr1o2LAhJiYmTJo0CWNjYx4/foytrS15eXncv38fDw8Pjhw5gre3N1ARQLp+/TpNmzbF2NgYAwMDcnJyRDBHEARBEARBEIRXRgRzBEEAkFqN11RfRhm4qRyoeVlBG7lcTkJCAhYWFhgZGSGXy6sEbZSPlWt69OgRtra2aGr+/u1rw4YNLF++nKCgIKKjozE2NsbGxgY1NTXKysoYPXo069atIzExkbKyMtzd3SkuLsbBwYH8/HyysrJYv349aWlp3L9/n44dO/LGG2/g5OREbGwsWlpaDB06lFmzZpGdnU1OTg7Lli0DYOLEiVIx544dO9KpU6eXcl8EQRAEQRAE4d9O2VHqda/hv0gEcwRBkNR0RApefraNXC5HoVCgoaFBVlYWe/bsoWfPnhgZGUmBnOzsbIqLi7Gzs6O0tJT27dsTEhLCuXPn2L59O7a2v58dnzt3LufPn8fS0pLRo0eTkpKCuro6pqam3L9/n9q1a/PWW2+xc+dOCgsLeeONN1BTU8PU1BQjIyMSEhLQ09Pj8ePHmJub06JFCzQ1NTEzM6O4uJgHDx4wYcIETp8+TX5+PkFBQVhZWSGTyRg5cqS0jr/rOJkgCIIgCIIgCP/bRDBHEATJqzgiJZdXFGatnG1T+fcmJiYMHDiQsrIyAB48eEC/fv3IycnBw8ODOXPm4OPjw+XLl3n77bc5ffp0les/efIEPz8/UlJSsLS0pHPnzhw6dIj8/Hw8PDy4d+8eAB9++CHffPMNa9eu5csvv0RHRwctLS1kMhkPHz4kKyuLyZMnY2pqSrdu3ahbty4+Pj507twZqMhYat68eY33q3o2kSAIgiAIgiAIIJMrkMlfb2bM657/VRHBHEEQ/pLK9WySk5OJiIigS5cu0p9XDnIoM3/2799PZmYmP/30E02bNiUyMpIWLVowcuRIpk2bxuDBgxk4cCCff/45q1ev5quvviIwMFA6zqQs0KxkbW3NjRs3qFevHnl5edy+fZucnBzq1q3L1atXKS8vx87ODk9PTwoKCigtrajIb25uztixY7G3t8fKyopLly49c5/KrJuaAjcikCMIgiAIgiAIwt9JvAMRBOFPU2bZVKampiYFM8rLy/n555+5c+cOiYmJAGzdupUOHTpQt25dqfV5ZGQkq1ev5sMPP2Ty5Mk0atSI3NxcioqKUFdXx8CgohXru+++i7a2Njdu3KB58+Zcu3YNqBo8MTU1pVatWvz000+cO3eO8PBwysvLpeCOmpqaVPOnZ8+ePHz4kKFDhwKgq6uLv78/1tbWUrBGJpNJz6/JXwnclJSUkJubW+VDEARBEARBEAThRYnMHEEQnqL4/yJh1WvAVA9klJeXc+vWLS5cuEDnzp356aef2LlzJ6dOnWL06NG0adOG7OxsFi1ahK+vL926dUNXV5fmzZsTHR2Np6cnAA4ODkRERPDo0SN8fX15+PAhANra2hQUFKBQKAgICGD16tVV1qc0fPhwzMzMmDFjBl27dmXIkCE4OTlhbGxMUFCQ9Dx9fX309fWfu/dXcdRMaf78+cyaNeuVXV8QBEEQBEEQ/klEAeRXRwRzBEF4SuUgjrK7VXJyMmfPnsXS0pImTZqgo6PDuHHjiIiIwNHRkaCgILp06cLDhw9p0qQJ7777Ljt37uSHH35g79695OXl8ejRI9555x309fWlzlUAtWvX5vjx42hqalK3bl1mzZrFhAkTuHHjBo8fP6Z+/fqoqalx/fp14OmAi76+Pu+//z7vv//+U3upqTvXyyCXy1FTU3tuy/TqpkyZwrhx46THubm5ODk5vfS1CYIgCIIgCILw3yaCOYLwP+LPFunNzc3l2rVrpKen07RpU2xsbIiMjGTatGloa2ujpaXF9evXadu2LWVlZSxcuJAmTZoAUFpaSu3atYmOjgYqjkCVl5fzxRdf4ODggJmZGVDRXrykpIQnT54A4OzsTEZGBklJSXTs2JGEhAR8fHywsLBg9OjRANSrV08K5jwrOKM8HlW5lbmqgZyysjI0NTWlY1qVj5Mp56h8/dLSUrS1tZ97TR0dHXR0dFRajyAIgiAIgiAIgpII5gjCf5AqRXrz8/P57rvv2Lx5Mx4eHhQVFXHq1CmWL1/O6dOncXR0ZPXq1Vy+fJlFixYRHByMs7MzH3/8MW3atMHY2JgxY8Zga2vLzZs3AQgICMDOzo4HDx7g6+tLZmYmp0+fpnv37mRlZZGcnAwgZfuYm5ujqanJyJEj+fDDD59ao5WV1XP38FeOSMnlcuRyOZqamly5coXTp0/Tp08fbG1tq1xXeW8vXbrEtWvXuH37Nr/88gvDhw9n7NixGBoaqrwGQRAEQRAEQfgvkSkqPl73Gv6LRAFkQfgXk8vlUjepyqoHbu7fv8/evXultt41FTLW19enqKiIgoICtmzZwo8//kh+fj6bN29GJpMREhICQJ06dXB1dSUnJ4cpU6Zw4sQJ3njjDbZt28bx48dxd3cnJSVFOiL12WefsXnzZgIDA2nevDnnzp1DoVAwdepUKaMHYNy4cXh7ewNVO0fVtNaX4auvvuL8+fPSY3V1dTQ1K+LbAQEBjBs3Tuqede7cOTp16kRISAjLly8HIC4ujuXLl9OkSRNOnTpFdnY2mzZteiVrFQRBEARBEARBqEwEcwThX6SmoI2amlqV4AfAnTt3WLlyJQALFiygZ8+ebNu2jfj4eGlcderq6tSrV08qSqytrU2TJk1ISUlBTU2NhIQEAExMTDh58iQ2NjakpKTw+PFjTExMqFWrFpaWlgQFBWFvb88HH3zAuXPnCAkJYfHixRw4cIBbt26xaNEi1NTUCA4OloIlyr3VtD9VukeVl5eTnJwstSCvfl2AN998kwYNGgCQk5PDzp07mT59Otu2bUMmkzF58mQ2btyIQqHgl19+4e2332b9+vU8ePCA+fPn07JlS6ytrQkJCcHDw4OAgAApI0kQBEEQBEEQBOFVEsesBOEfIisri/DwcG7evEl+fj49e/bE39+/ynMq139JTEwkJSWFgwcP4uDgwI0bN+jduzehoaFkZWWxfv16hg8fztatW9m/fz8ODg5/uAYbGxsKCgrIyMjA0tKSy5cvExoaStOmTRk0aBBOTk6Ul5fj7OyMh4cHZ8+eZdmyZejo6NCmTRt8fHwAWLNmTZXr2tvbS79/Vu2ev1qkOCcnh59++gl3d3fs7OwIDw+nT58+aGtrP3Xf8vPzkclkfPHFF0yfPp1vvvmGCxcuEBQUhIWFBeXl5VhYWFBSUkJ6ejqHDx9m6dKlQEXnrIEDBzJ58uQqQSJ7e3upBpAgCIIgCIIgCKKb1askgjmC8DerqbtSdnY2o0ePJisri8DAQGxtbTly5Aj+/v4kJSVJgZjCwkI6duzI4cOHGTVqFHp6erRp04bWrVtz+vRpKZhQu3ZtdHV1kclktGnThn79+tGwYUOsra0ZNGiQlBEjk8nQ0NCQ1mRvb8+9e/dYs2YNQUFB3L9/n759++Lu7s6cOXPYtGkTBQUFjB8/HlNTUzp37kyXLl1q3KcyS+hFa/eoysTEhOzsbMLDw5k+fTqOjo6UlZVx6tQpHjx4wIABA8jKymLRokWEhobi6OjIkSNHmDZtGqdOnWLUqFG88cYbGBgYAGBhYcH9+/extrYmKytLmsfe3h41NTXkcjlmZmY8ePAAJycnLC0tyc/PJyEhAWdn5xdau1xHH7mOwQvv2ej20RceAxDn3FKlcQD6Wqp9/bTKClWes0zr+e3kn0W7vFjlOeWFuSqNU7dzV3nOUrnq/9GIzSxSaZzCXE/lOU0b9VJpnG5xtspzqptY/PGTaiC7d1/lOdNvp6s81qmdaq/B7IsXVZ5TVlyi0jgdUyOV5yx5GKvSuLQrMSrPqWthrNI4czdTledMvZP1x096hvQY1cba+D6/Vtzz7D2TqNK4jFKZynO+p6vaW4v+zVXv7LjhtGr7BEDFsTY6qtfo8zPRVWmchrbqc+an5Ks0TvYXXguOIY4qjUs4fkvlOR9Gpqo89q1ePVQal3/xnMpzGjqq9ve75IlqX0+A21sjVBpXkPvi/7ZklpeqNJfw54lgjiC8YspASXZ2Np999hl9+/aV6s9ARdDjxx9/RFNTkwMHDkifT0tLA6BHjx7SsZ709HQMDAzQ0NDA29ubjIwMhgwZAlQUB05NTaW4uBgrKyuMjIy4du0aixcvJi0tjYSEBMLCwjAzM2PIkCF8/PHHdOjQgfbt2yOXy9HQ0EBTU5PevXtz/fp1Hj16JAWBAJo2bUrTpk2r7E0ZlKqpi9RfCdq8SDvxsrIyDhw4QGxsLOXl5eTk5FBWVka/fv0YNWoUJiYmzJs3jwEDBmBqasqFCxeYPXs2BQUFyGQy5HI5/fr1Y/Xq1Rw5coSMjAyWLFmCjY0N165dA8DLy4tt27YRFhbGwYMHCQ4ORkNDAy0tLaKiomjWrBnm5uY0bNiQkhLV3kgJgiAIgiAIwn+NXK5A/hd+YPWy1vBfJGrmCMJLVFOxXmVQwszMjNzc3CpZHlAR9FizZg0TJkyo8nlra2sAFi1axPfff09KSgqnT5+mVatWaGpqYmxsjLe3N9nZFT/ldnJyIjk5GYVCQXl5Odra2ty7dw+AjIwMHBwcaN68Ofr6+pSUlKCpqUlBQUGVNerr62NmZoa/vz8rV66kf//+6On9/pN7hUIhBUAq09DQQEND44WPSpWXl3Pt2jXu3LkjXb/yeirPU1xczPnz50lKSqpyjYMHD7Js2TIKCgq4fPkyKSkpaGlp4ezsTG5uLo0aNcLLy4vffvuNsrIy9PX1ycnJwd7eHj09PW7fvk2/fv3Yt28fCxYsIDk5mb1792JiYoJMJiMuLo5FixZx5MgRgoKC+OKLL+jatSsAY8eOpUOHDgA4ODjw2WefUbt27Re6B4IgCIIgCIIgCC9KBHMEQQVyuVzKRqmspi5Sx48fp6io4giEtbU1qampUmFe5TV0dHRITKxI9U1ISGD27NnUr1+fvXv30qxZM9TU1Dh37hw3btyQAhwODg6kp6dL127QoAGpqals27aNHTt2kJGRwc2bN4mLi2PAgAGEhYXh7OxMt27dSEhIQFtbmzfeeKPKunV0dLCzs5OCPOXl5VX2o6amhoaGxl/OulEGbTQ1NUlKSkJHR0e6fllZGTdu3CA8PFyaJygoiM8//5wvv/xSylhSXmPWrFnMmzeP6dOnExYWRnl5OdnZ2djb20uBn5EjR3Lu3Dm+/vprOnbsKAWLnJ2diYmJobi4mP3793P48GEsLCxwcHDA2dkZKysr0tPTadiwITNmzGDTpk1cuXKFNm3aIJPJCA0NxcPD46n9CYIgCIIgCIIgvErimJUgPIey9beGRtVzytWDGYWFhaSnp3PixAkKCgrw9fXl22+/JTk5GUtLSx4+fMj777+Pu7s7ycnJFBUVVSnM6+Pjw/nz5+nUqROlpaW0aNGC6Oho9uzZQ5cuXRgwYAAHDx7k4sWLDBs2DAB3d3cOHz7MkydPsLe3p3nz5pSWljJ9+nRatWrF7NmzcXBwwN3dncuXL1dZr7u7O9OnT5eCKEqampr07du3yuMXvV/q6urSMamajktVfpyamkqDBg3IysqirKyMgoICwsLCKCwsREdHh/fff58+ffpgYmJCfn4+O3bskMYqr+3s7CwFeAIDAzl58iQPHz6kTp06XLt2jaysLNq3b8/ly5eZO3cukydPxsmp4my+paUlN2/eJDQ0lE2bNqGjo0OPHj1o1qwZRkZGzJw5U5qrch2cyq+J6nv8q4WcBUEQBEEQBOG/Qq4A2Wv+Wed/9JSVCOYIAlS8IVfWjamspgyUtLQ0Dh48SFRUFN26daNp06Z8//337N+/Hzc3N/r06YOTkxNr167F0NCQ77//nh07dlC/fn28vLzYuXMn+fn5mJiYSFkcLVu2ZNu2bTx58oRatWpRq1YtdHR0GD16NACtWrUiMzOTH374gdatWwNQp04d/Pz8MDb+vQhkmzZtaNOmTY17VAam1NXVpWNRf5VcLpdaoxcUFLBhwwZGjBjxVCAnMzMTNTU1zM3NOXbsGNeuXePYsWN4eXmhq6tLWVkZc+bMYe7cubRo0YIpU6Zw5swZVq9eTXBwMH5+flLR5rKyMrS0tKSvjaenJ2fPnqVr164UFRVx+/ZtUlJScHNzY/fu3aSnp2Nubk779u2le6w0ceJEdHR0MDExYcuWLTXu8Y8CUiJ4IwiCIAiCIAjC300Ec4T/OZXrsCgDAsrjQ/D7m/esrCxu3rzJrl27CAkJoUePHmhoaLBu3TquXr1K/fr1+e6778jKyqJly5b89ttv9OrVi9DQUAA2b97MokWLsLW1RU9Pj8uXL9OlSxdyc3PJycnBwcFBCgT06NGDuLg4hgwZwptvvsmdO3eIjY2lf//+0jrffvttpk6dKrX5tra2ZuLEiU/tTxmYqry3yntVxbMKEle+poGBAb/++itGRka4urrSuHFjjh07xsKFC0lPT6dVq1aMGzcOdXV1tm3bxrhx43j33Xc5duwYhw4dIi8vDx0dHekImjLL5uLFiwQGBrJ3714A6euk3GPbtm1ZunQpX375JSkpKVhYWBAZGcnIkSPx9vbGyMhIut7Nmzer7EdZl6jyfVNTU6uyLxGsEQRBEARBEAThn0YEc4T/HLlcTkxMDJGRkTRs2BBPT88qLbirBzXKy8t5+PAh27Ztw9vbm+7du3Po0CGWLVuGpaUltWrV4tChQ8TGxvL+++9z9epVVqxYga2tLZs2bWLt2rVs2bIFOzs7KXvk4cOHbNiwgaNHj2JhYcG0adNITEzExsYGmUxGRkYG8HswxNzcnLlz57J+/XoOHz5MYGAgHTt2lLpeZWVlsWrVKnr16kV5ebl0/Kl6wWDl719G1k1lNQU0UlNTuXDhAkVFRfTs2ZN9+/Zx+/ZtZsyYwfDhwzE2NubevXt8/vnnhIaG0rdvXxYsWMD48ePx9/eXAilmZmbIZDIePnyIn58f27dvB0BbW5v8/HzU1NTw8fFhyZIlVeZX3rvWrVtjYWHBqlWraNGiBRMnTsTCwgJtbW0mT5781B4qB7qq7/Fl37fqSkpKqnS7ys1Vrf21IAiCIAiCIPwbyBUK5K+5puTrnv9VEcEc4T/h8OHDrFy5ktTUVB48eICjoyM+Pj5SW20NDQ3pTXxMTAzbt28nLy+PEydO0KlTJywtLYmJieH27dsYGRnRoEEDqcDtiBEjuHjxIlOmTOG9997j0aNH2NraAtCxY0dmzpyJkZGRlM0DYGdnR1JSEvHx8cTExHD58mU0NTXR0tJCR0eH/Pz8GmutDBkyRGo1Xtn9+/dJSEhg1KhRVerY/JWskWcFNarLzMzk+vXr6OvrExISwpMnT1i6dCnHjh3Dx8eH+Ph4YmNjmT59OtHR0RQUFDBx4kRu3brFTz/9xOrVq9HR0UFTU5Nhw4ahpqaGmZkZhYWFANjb26OpqUlGRgbBwcHMnj2bixcvkpyczN27d5kwYQKamppS166a1uzn58e333771Odryij6KxlKz1I5G+p5X5P58+cza9aslz6/IAiCIAiCIAj/W0QwR/hXqdwJSV1dXcq4sbS0ZMCAAWhpaXHy5En69u2Lv78/Dx48oHPnzuTk5NCiRQvmzp1Leno6M2bM4OzZs7z77ruEhYUxYcIENmzYwKZNm9i9ezetW7fG2toaX19f5HI5AQEBZGVlYWZmhkKhICoqivr165ORkYG9vT0KhQIdHR0SEhKktuBffPEFH374IZaWlgwbNgxLS0vkcjnffvvtcwsLKztcVQ4MBAUFERQUpPJ9qylw82eCGr/++ivz5s3Dw8MDV1dXbt++zaBBg8jPz8fIyIjVq1dz6dIlPvnkE6ZPn46Pjw/r1q0DKjJr9PX1WbRoUZW1l5WVoaurKwVnrKyskMlkREdH0759e9avX8+nn36KgYEBvXv3xsrKCkBqs/68PVbf16s8IlX9KNufyeqZMmUK48aNkx7n5uZKxZgFQRAEQRAE4b9GplAge82ZMa97/ldFBHOEfwRlBkXlbkjKj8pvkpXFdpWUR6cCAgIICAggPz+fM2fOcP/+fby9vVmzZg3z58/H1taWlStXsmDBAsaOHYuBgYFU2yY0NBQ3NzdkMhkeHh7s2bMHNTU1TE1NOXv2LM2aNUNdXZ3CwkLKy8sZNmwYS5YswdnZmfPnzzN69GjU1NSoX7++FHgA6NSpE506dXpqr38URPkrR32UNV+U9+pZc96/f5/o6GiMjY1p3rz5M7N0OnToQKdOnXjy5AmrVq3im2++YdCgQQQEBEiFhF1cXNDS0iIpKYlatWpJR8hq166Nv78/mzdvpl69esTFxbFv3z4mTJiAuro6KSkplJSUoKOjQ4cOHbC2tkYulxMcHMyRI0deeO8vO+NGGTSs6Whe5fnkcjnh4eGcPXuWkpIShg4dKtU1qk5HR+epDmKCIAiCIAiCIAgvSgRzhNeqchepixcvsm7dOtauXftU0EYpISGBAwcOEBkZSVZWFtu3b5eep1Ao0NPTQ09Pj8zMTIqLi/nhhx9ITU0lOTmZxMRE3nzzTXR1dbG0tOTRo0c4OjpibGzMo0ePUFdXx9LSEk1NTdLT0/H09GT79u3o6upy/vx53nnnHQwNDRkyZAgmJiZER0czatQo2rZtCyB1nqpOJpNJ+3nZmSLVjxFVDzoogzR37tzh+PHjjBw5kgULFvDTTz/h4+ND27Ztad68+TMDIdra2gwaNIiEhAT8/Py4f/8+UBHAKSgooLS0FBsbGzQ0NEhKSqJhw4aUlpayceNGrKysGDNmDN9++y3NmjVDU1OTwMBACgsLGTlyJIaGhlJgo6YOXMoMpVddx+ZZxZ2rB8VKS0spLCzE1NSUJ0+esGLFCjp06EB5eTnz5s0jJCSE2rVro62t/UrXKwiCIAiCIAiCIII5wt+mcmvsym+UlW/WGzVqRKNGjaTnX7x4kfnz55OWlsbw4cPp168f9+7dY9q0aXz33Xe0bNmyyvWV1zI1NSUnJ4ekpCR8fHzw9/dnxowZODk5SUELd3d3Ll++jKOjI3Z2diQkJFBYWIiJiQnl5eXcvXsXZ2dn/P39UVdXp02bNrz55pvSG/VevXo9c4/VAyOqBiOysrIIDw/n5s2b5Ofn07NnT/z9/Z/as1JiYiIpKSkcPHgQBwcHbty4Qe/evQkNDSUrK4v169czfPhwtm7dyv79+3FwcPjDNRw5cgQNDQ1OnToFwMaNG4mNjcXFxQWZTEZcXBxeXl6oqakRFRVFcHAwI0aMYN++fbRu3Zp27drx6aefPlUnxsDA4Km5qgdVXnYQJzMzk59//pnIyEju379Phw4dGDRoEObm5k89t6ioiMePHxMREcHly5cxMDAgJSUFXV1dFi9ejEKhIDU1lZSUFB49eoRCoWDChAno6+u/1DULgiAIgiAIwr+ZXK5ALn/NBZBf8/yvysuvBCr8z1MoFMhksiotwKEia0RDQ6PKG/YLFy5w4cIFhg8fzoULF6hTpw5JSUkALF68mLfeeotff/2VxYsXc/ToUdzc3HB3d6dOnToYGRlJR2GU8wLY2NiQn5+Pvr4+dnZ2GBsb4+Ligrq6OhcuXADAzc2NQ4cOSb/X0dFBJpNhYWHB/Pnzadq0KUZGRhQVFREWFsawYcOws7Orsp9n7VGV+1VdVlYWo0aNYuXKlRQUFGBnZycdPXr06JH0vMLCQlq0aEFJSQmjRo1iyZIlODg40Lp1a7Kzs6WjULVq1UJXVxeZTEabNm3o168fEydO5MsvvyQzM7PKnuD3+jOFhYXo6+tz8OBBtmzZQk5ODpGRkVhbW2NjYyMVfJ4zZw6dO3cGYPDgwWzbto1hw4ahrq4uBcDkcrl0/Zq8jKwlhUJBTk7OU58D2LBhA4cOHaJp06bMnj0bOzs74uPjSU5O5syZM9LzZ86cyeLFi4mPj2fq1KmYm5szbdo0OnTowOPHj5HJZOjr6+Ph4cGtW7d4++23MTMzY8SIEQwdOpQvvviiyj0UBEEQBEEQBEF42URmjvCX1dSVqaasip07d3Ls2DHS0tKYPXs2np6eDBw4kODgYFq3bk1ISAgWFhbcvXtXqp/TvHlz7OzsGDRoENevX8fCwoLGjRvz4MEDPD09a1yPg4MDFy9eRCaTMWLECOnoVmZmJqGhoQQEBDBmzBgKCgoAeOedd6qMd3d3B8DDwwN7e3uKiopqbAGuauaI8n5lZ2fz2Wef0bdvX6kFOVQEATZs2ICWlhb79++XPp+WlgbA22+/zfz582nZsiXp6ekYGBigoaGBt7c3GRkZDB48GKgoLJyamkpxcTHW1tYYGRlx7do1Fi9eTFpaGgkJCYSFhWFmZsaQIUP4+OOP6dChA+3bt5f227NnT+Li4vj0008JCwvjxx9/JDg4GB0dHb755hugIgAUEBBQZY81FSN+VV2kKtdW+uKLL0hJSWHZsmXSn6upqXHy5EkOHTrEt99+i6urK1BRVFpLS4tt27bx3XffsXXrVvT09JDJZDRt2hQXFxdsbW1p3749AD4+PqSlpZGTk4OxsTFubm7s3r0bKysrtmzZQnFxMVeuXKFTp05MmjTplexXEARBEARBEAQBRDBH+AOlpaVcuXKFiIgI7ty5w/jx43Fzc6vynMoBjuTkZDIyMjh06BDXrl1j6tSp+Pj4EBsbS1RUFJ06daKsrIwVK1YwefJkOnbsSFlZGQMHDgTA29ub6OhoLC0t8fLyIi8vDwBnZ2fCw8MxNzfHwsKCuLg4oOZ6JzY2NhgaGpKenk7jxo1xc3MjNTUVT09P9PT0AKhfv36VMTVdx8XFhdmzZ/+l+1fTsSvlPGZmZuTm5krZLUrq6uqsWbOGn376qcrnra2tAVi0aBFr1qzB09OT06dP06pVKzQ1NTE2Nsba2prs7GzMzMxwcnIiOTkZhUIhddi6d+8eQUFBZGRk4ODgQPPmzdHX16ekpARNTU0pwFV5zZMmTWLSpEk17q9ygerK9/BVBDKUAaLKtYeq1yHy8fHh9u3blJaWoq2tLa0pJyeHrKwsXF1dKSsrQ0tLCy0tLcrLy+nevTtPnjxhwYIFzJ8/nxMnTvDpp59SXl4uFcIGpNd9YmIifn5+3Lt3j7y8PIqLiwkPDycpKYmHDx/y3nvvUVRUJL3W/oxyNU3K1V7827GGs+8LjwEo+wupptpqqmUclWmpfgRN1eUq1P/+f+LKLd1VHmuW8fyObc9jbeiq0jgTHdX/rqr6WtBIU32fcgNjlcaVFRSrPKeWgZbKYzXMrP74STXNmZ71x096hrKCIpXGaRroqjynupZqf9dyH+WqPKeuhWqvBStv1b4mABraqv99KcpW7TVoF+Sq8pycSVRpmJ+J6oX6nVvWVmlcyZN8lefktGr7/CsMNVV/LWSVPjtL+Xl0bqSrPKe6lmrr1f0LrwUNXdVqCDq1qKvynH+Fms6f/39bZTqmhirPqWlsotK42J1XVJ5Tx1i1r0tiRuELj8n+//+7ywDZaz7lpNrfun8+8aNj4blWrVrF9OnTuX//Pg4ODlLB4idPnkitpU+dOsXSpUtRKBRMnDiR4cOHo6Ojg4+PD8uWLSMmJoadO3cSERHBgwcP+OGHH9i3bx+JiYm4u7tXOXoTEBBAREQEXl5eFBcXs2vXLqDiuE9cXByurq7o6elx/fr1p9aqfFPv6enJnDlzpPo7tra2+Pv7o6enV+VIU+VjMH/1iM+zjhDV1EXq+PHjFBVV/Gfb2tqa1NRUSktLgd+POeno6JCYWPGfk4SEBGbPnk39+vXZu3cvzZo1Q01NjXPnznHjxg1pHw4ODqSnp0vXbtCgAampqWzbto0dO3aQkZHBzZs3iYuLY8CAAYSFheHs7Ey3bt1ISEhAW1ubN954o8b7IZfLpY/K97B6RtbLUlBQwPXr16Ujd1BxLyvXW8rPz+fIkSMsX76c3bt3AxVf+5SUFCkIqLz/pqamUnBFQ0ODFStWEBwcTGBgIDo6OvTv35+jR48SFxeHmpoa5eXlGBoaYmBgQEJCgrS/li1bsnLlSubOncudO3d4/Pgxubm5nD59msOHD6OmpsbkyZNfKJAjCIIgCIIgCILwokRmjvBM+fn5nD17liVLlkiZLOXl5airqzNy5EicnJxYuHAhubm53L9/n7S0NJo3b05KSgpjxowBYN68eWzevJng4GC++OILunXrxqBBgwgKCsLGxoYnT56wc+dOac6goCDWr1+PlpYWvXv3Zs6cOTRp0gSFQiEdnXnzzTcpLKyIDv/ZDBBlhsbzOj/9GcpgRvUjVtWvVVhYSHp6OidOnKCgoABfX1++/fZbkpOTsbS05OHDh7z//vu4u7uTnJxMUVER2tra0vp8fHw4f/48nTp1orS0lBYtWhAdHc2ePXvo0qULAwYM4ODBg1y8eJFhw4YBFcfDDh8+zJMnT7C3t6d58+aUlpYyffp0WrVqxezZs3FwcJCKP1fm7u7O9OnTn9k2+1UeGVK2U6/8tZHL5Zw8eRIfHx8cHBwoKCjg9OnTlJSUsH37dsLCwnj48CGXLl3C19eX/fv3Y2NjQ3BwMGVlZaSnp2NhYSFdz9HRkczMTPLy8jAyMuKNN96gX79+NGnShJs3b+Lr68vbb7/NBx98QEBAgBSw0tPTIyoqiqZNmwLwySefsGzZMjIyMvjggw9wdnbG2tqamTNnvrL7IwiCIAiCIAiCUJ0I5gjPJJPJsLW15ZdffuHx48dYWlpSr149AJo1a8bx48cBcHV1RVtbm+TkZLy8vKpkboSEhLBixQr69u2Lm5ubdJwKID4+noCAAK5duyZ9zsfHR8pOCQ4OZunSpeTn5+Pp6YmubkUK+LNq5TzPi2aNVG6ZXllNQY20tDQOHjxIVFQU3bp1o2nTpnz//ffs378fNzc3+vTpg5OTE2vXrsXQ0JDvv/+eHTt2UL9+fby8vNi5cyf5+fmYmJhI965ly5Zs27aNJ0+eUKtWLWrVqoWOjo7U/rxVq1ZkZmbyww8/0Lp1awDq1KmDn58fxsa/p563adOmxrbfULW7mIaGxitvAa6cs/o9rPz44cOHODk5UVBQwNdff41cLsfMzIxt27YxefJkAgMDGTVqFMHBwRQXF9O9e3du3rzJzz//jImJCY0aNcLCwoL4+Hi8vLyAiq+lh4cHJiYmrF+/nrFjx0p/5uTkRFxcHL6+vkyZMoUjR45gZGSEkZERAMOGDasSFNLQ0GD8+PE17k35uq2cPSQIgiAIgiAI/8vkCgXyGhq+/N1r+C8SwRzhmUxMTOjRowfjxo3jwoUL6OnpUVpaytatW2ncuLFUANfGxgZtbW0SEhJo2rQpDx48ICYmBk9PTxITE3Fzc6NOnTr4+/szaNAg8vPzuX//PiNGjGDIkCEMGDBA6ppkYGAgHaFSvgmvSU01blRV+biVMrBQuYizcq6srCxu3rzJrl27CAkJoUePHmhoaLBu3TquXr1K/fr1+e6778jKyqJly5b89ttv9OrVi9DQUAA2b97MokWLsLW1RU9Pj8uXL9OlSxdyc3PJycnBwcFB2lOPHj2Ii4tjyJAhvPnmm9y5c4fY2Fj69+8vrfPtt99m6tSp2NvbAxVHtiZOnFjjvaocRHmVdW2qz1v9a6ScMz09HVNTU7S0tFizZg3Z2dns27eP5ORkJk2aRJ8+fejSpQv6+vp89tln6Onp4efnh4eHh3Q/4+LimDVrFpaWljRv3pzc3Fzy8vKoU6cO9+79XpNDGZSbN28eGzdupF+/fpSWlvL48WPq169P48aNgYpATYcOHaQ1ymQy2rZtW+PeZDLZU0GbvyMYJgiCIAiCIAiCACKYI/yBVq1aERkZyYMHD4iOjuann35i0aJFzJw5k4yMDKAiiHDlyhWcnJywsLBAV1eXVatWoVAoOHfuHFu2bAFgzZo1bNmyBUNDQ3x8fKRAzZIlS2qcW/lGuaagwIsEcuRyOTExMURGRtKwYUM8PT2RyWRoaGhImSmVlZeX8/DhQ7Zt24a3tzfdu3fn0KFDLFu2DEtLS2rVqsWhQ4eIjY3l/fff5+rVq6xYsQJbW1s2bdrE2rVr2bJlC3Z2dlJWx8OHD9mwYQNHjx7FwsKCadOmkZiYiI2NDTKZTLqXyrWYm5szd+5c1q9fz+HDhwkMDKRjx45S16usrCxWrVpFr169KC8vR1NTU7pX1e/Ps7qL/RWV53lWYE1NTY2ioiLu3LmDp6cn+vr6LFiwgN27d1NWVsa7777LRx99RGJiIuHh4WzZsgVtbW2GDBlC06ZN6dy5M+Hh4Tx+/BhXV1esrKwwMDCQAlMrV67E09OTefPmcfToURYuXEh2djZeXl6cOXNGWpdy7y1atMDLy4tdu3ZhZmZGYGCgVNRYWZT7+PHjbNy4Efg9OFNTNpEI3AiCIAiCIAjCH5MpFMhec2bM657/VRHBHOFPcXV1xdXVlevXr5OWloampiaBgYFMnjwZQ0NDZDIZKSkpQMXRFTc3N7y8vBg0aBB16tSRrtOnT5+nrl1TzZTKVMnAOXz4MCtXriQ1NZUHDx7g6OiIj48PDRs2BCrejCvfpMfExLB9+3by8vI4ceIEnTp1wtLSkpiYGG7fvo2RkRENGjRAJpMRGhrKiBEjuHjxIlOmTOG9997j0aNH2NraAtCxY0dmzpyJkZGRlM0DYGdnR1JSEvHx8cTExHD58mU0NTXR0tJCR0eH/Pz8Glu8DxkyhCFDhjy1v/v375OQkMCoUaOkQI6q9+pZcnJyuHXrFlevXsXIyKjKEbmaCh/HxcVhbW2NoWFFVf8xY8Zw+vRptLW12bhxI6WlpRgZGbFr1y6srKxo0KABLi4uBAUFkZOTg66uLpaWljg6OhIZGYmfnx85OTlkZmbi6uqKt7c3UVFRUmeuBg0asGvXLnbu3MnevXsBuHnzJv7+/ty+fZvy8nK0tKp2obGxsZFqDFWmpqaGq6srn3zyifS1VHqZGUwlJSWUlJRIj3NzVe/kIgiCIAiCIAjC/y4RzBGeKzU1lTt37pCamkpcXByHDh1i7ty5AKxcuZL169djbGzMypUrcXR0BCqySoqLi2nfvv1T11MoFE9lw/yVN8vK6ymvo8y4sbS0ZMCAAWhpaXHy5En69u2Lv78/Dx48oHPnzuTk5NCiRQvmzp1Leno6M2bM4OzZs7z77ruEhYUxYcIENmzYwKZNm9i9ezetW7fG2toaX19f5HI5AQEBZGVlYWZmhkKhICoqivr165ORkYG9vT0KhQIdHR0SEhKk4MMXX3zBhx9+iKWlJcOGDcPS0hK5XM63335bJSBTXU21WIKCgggKClL5vv0Z3t7e2NnZ0a5dO37++WephbxcLicqKorLly/Tu3dvfvnlF9auXYuenh5du3Zl4MCBnDhxgrKyMq5evSplsaxbt45Vq1axadMm5HI5Ojo6ODo6kp9f0Y5U2YWrdu3a3Lp1i86dO6OmpsajR49o2LAhrq6ubNiwQSoW/e6771JWVsamTZvo1q0bTZo0wd7eHh0dnadaz1emPFZX+XWnqalJt27dXtGd/N38+fOZNWvWK59HEARBEARBEIT/NhHMEZ7L2NiYQ4cOcefOHXx9fZk+fbrU8tvFxYXZs2c/NaZ79+5Sa+jqR1Sel4FTmTJLRTleGbSp3kmq+vWUR6cCAgIICAggPz+fM2fOcP/+fby9vVmzZg3z58/H1taWlStXsmDBAsaOHYuBgYFUiyU0NBQ3NzdkMhkeHh7s2bMHNTU1TE1NOXv2LM2aNUNdXZ3CwkLKy8sZNmwYS5YswdnZmfPnzzN69GjU1NSoX78+VlZW0to6depEp06dntrrHwWzXteRHn9/f4YOHUq3bt3YsGEDkZGRbN++nStXrnD79m06d+7MgQMHKCoqIjw8nMLCQgYMGICGhga2trYUFxejoaFBfn4+hoaG2NjYYG1tze7du6XsHYC7d+9SWFjIkydPcHJyonbt2uzYsYN58+bRvHlzPvroIzZu3MiCBQsYMGCA1HHL2NiYUaNGMWrUqKfWXtPRKKWXlWlT+biXt7c3zZs3/8NrT5kyhXHjxkmPc3NzcXJyeinrEQRBEARBEIR/GrlcgUz+mgsgv+b5XxURzBGeS19fn/nz5z/zzysX11UGVd555x3pz1/0jXPlLlIXL15k3bp1rF279plBoISEBA4cOEBkZCRZWVls3769Sq0dPT099PT0yMzMpLi4mB9++IHU1FSSk5NJTEzkzTfflI73PHr0CEdHR4yNjXn06BHq6upYWlqiqalJeno6np6ebN++HV1dXc6fP88777yDoaEhQ4YMwcTEhOjoaEaNGiUVzVV2nqpOJpNJ+/kndz3y8/Pj5MmTdOvWDQsLC5KTk3F3d+fQoUP4+voyZswYjh8/zpgxY/j5558pLy/HycmJBg0aoFAoSE5OBpACN/Xr18fMzIxdu3bx3nvvcf78ee7fv0/v3r15/Pgx6enpQEUQSZkl8+abb9KxY0e0tbUBqFWr1lPrrOl+vsyjUcrAYvV6RMo52rVrx+zZszEwMPjDbCkdHZ1ntn8XBEEQBEEQBEH4s0QwR/hTlEd91NTUnsq0UTVzpHJrbOUb5MrXa9SokZQFBHDx4kXmz59PWloaw4cPp1+/fty7d49p06bx3Xff0bJlyyrXV17L1NSUnJwckpKS8PHxwd/fnxkzZuDk5CTtxd3dncuXL+Po6IidnR0JCQkUFhZiYmJCeXk5d+/exdnZGX9/f9TV1WnTpg1vvvmmFGTo1avXM/f4by2eGxwczIwZMzh58iTbtm3Dy8uLwMBA6tatK9WisbW1xdDQkPDw8Cpjs7KySEhI4PLly1KB7G7dujF79mw+//xzFi1ahL6+Pr1790ZbW5ulS5fi4uICgKOjo9T+W11dHW1t7acytSp7GfezrKwM4KkaO0CV12ZlZ8+eRVdXl8DAQKysrDhx4sQrP/omCIIgCIIgCIIA8Gp7Ewv/GRoaGmhoaKiU8aBQKJDJZFVagEPFG3UNDY0qb5IvXLjAhQsXGD58OBcuXKBOnTokJSUBsHjxYt566y1+/fVXFi9ezNGjR3Fzc8Pd3Z06depgZGQkZU8o54WKorf5+fno6+tjZ2eHsbExLi4uqKurc+HCBQDc3Nw4dOiQ9HsdHR1kMhkWFhbMnz+fpk2bYmRkRFFREWFhYQwbNgw7O7sq+3nWHv+tgoKCuHHjBj/99BOBgYGMHDkSLS0trK2tycnJASrq6ri5ubFp0ybS0tI4fvw4a9aswdzcnB9//JGZM2cSFhbGtm3bePLkCT4+PqxevZrIyEjOnTvHRx99BFRk3FQOpFS/jy8740aZAaYMUm7dupUrV6489bzExEQuX75MUVERsbGxTJo0iePHj/P48WMWL14s1fvp1KkTSUlJ3L59+6WsTxAEQRAEQRD+C2T/f8zqdX/8F4nMHOGlq6krU03ZEzt37uTYsWOkpaUxe/ZsPD09GThwIMHBwbRu3ZqQkBAsLCy4e/eulJXRvHlz7OzsGDRoENevX8fCwoLGjRvz4MEDPD09a1yPg4MDFy9eRCaTMWLECOnoVmZmJqGhoQQEBDBmzBgKCgqAqsfEoCJrB8DDwwN7e3uKiopqbAH+b8m4+bMcHBxwdHRk1apVVT5vZmZGREQEmZmZWFhY8N133/HFF1/w1VdfYWBgQP/+/SkqKiI4OJhdu3ZVKe4sl8sxMTGRfl+9BpLSywjaVM7mqSkDrPLXLjY2lu3bt9OvXz+sra1p2bIlH3/8MeHh4bi7uxMSEsLIkSPx9fVlxYoVNGjQQHoeVAS19u/fT1xcHN7e3n957YIgCIIgCIIgCM8jgjnCCyktLeXKlStERERw584dxo8fj5ubW5XnVH6TnJycTEZGBocOHeLatWtMnToVHx8fYmNjiYqKolOnTpSVlbFixQomT55Mx44dpa5JUPEmOTo6GktLS7y8vKTCys7OzoSHh2Nubo6FhQVxcXHA04EkqMjMMTQ0JD09ncaNG+Pm5kZqaiqenp7o6ekBPNX9qKbrPKvg83+ZgYEBJ06coFWrVpSWlqKtrY2VlRXOzs5Si+1atWrx9ddf11gLRlNTs0pdpZfVxawmR48e5fvvv+fevXu4uroyYcIEgoKCapwnMTGRX3/9FXV1dU6ePImtrS0nT57Ey8uLrl27cunSJWQyGZcuXeLQoUOMHTuWgIAA+vfvj6WlJV26dGH//v3S9ZSFrsvLy1/qngRBEARBEARBEGoigjnCC1m1ahV79uyhXr16ODg4SG/Uc3NzUSgUmJmZcerUKSIiIhg7diwTJ04kPj6esLAwfHx8WLZsGRMmTGD37t1ERERgZWXFkSNHuH79Ou+99x7u7u5VjqoEBAQQERHB0KFDKS4uZteuXfj7+1NYWEhcXByurq7o6elx/fr1p9aqDMZ4enoyZ84c6fO2trbY2toCVYM2leux/JMLE/+dWrduLQXQlPWBmjVrRrNmzao8TxnIqant91+pq1STmgJt0dHRrFq1ik6dOjF16lRKS0tJTEwEKopkT5o0ibS0NJo0acLnn39OYWEhn3zyCYsXL2bjxo0UFBRw8uRJFi1aBMDq1av59ddfOX/+PObm5vTu3VvqOqWurk79+vVZt24dISEhmJqaoqmpyePHjzE1NVVpT4/ySjGk9IXH2RnaqjSfh4bqr2+t5CiVxqmnJ6s8J3UaqzRMkaX6nGrqqr1m1YtyVJ6zJHyPymNrd/xApXEa2Y9UnpOsJJWGlWenqT6nisoKilQea13PXuWx6WcvqDTu5qanj33+WeXFqgWVm854U+U5tZzrqDSuKPugynPmJmSoNE7bQFvlOU1cTFQeW5L74t/jAfIS0lWe00FPtf/mm2mp/m+2VbCfSuOST1xUeU4bHdXXa6ip2g+W7heUqTxnWICFSuP0LfVVntPI3vCPn1QDLSPV53Ro30Klcfl376o8Z8r1xyqP9asVotI4PZVnBHVDU5XGubWPV3nO1Cv3VBrXQIXX0OOiYjgW94845vS6539VRDBH+NPy8/M5e/YsS5YskTJZysvLUVdXZ+TIkTg5ObFw4UJyc3O5f/8+aWlpNG/enJSUFMaMGQPAvHnz2Lx5M8HBwXzxxRd069aNQYMGERQUhI2NDU+ePGHnzp3SnEFBQaxfvx4tLS169+7NnDlzaNKkCQqFgmXLlgEVHY8KCwuBP5/toQwIVA4K/Jvr27wqK1asAGoOoNT0uZd5D+VyeY0dv2oKtB09ehR9fX0GDx4sfa5BgwaUl5ezcuVKAgMD6dSpE8uXL2fu3Ll8+umnuLi40KpVKwwMDDAwMKC0tJSEhAScnZ0pLy9n8ODBzJ49u0p3NKh4DW/ZsoWNGzcycuRIJkyYQEBAAAUFBRQVqf6GURAEQRAEQRAE4c8SwRzhT5PJZNja2vLLL7/w+PFjLC0tqVevHlCRrXH8+HEAXF1d0dbWJjk5GS8vrypFiUNCQlixYgV9+/bFzc1NOk4FEB8fT0BAANeuXZM+5+PjIxWpDQ4OZunSpeTn5+Pp6Ymuri7AM2vlPI/IvPnzZDJZjZk1L+seFhYWkpOTg52dXZUAUfXAkEKhIDMzkzNnzmBkZESbNm2AiqDPwYMHmTJlivQ8ZStxTU1Nfv75Z06fPo2DgwNjx45l0qRJlJSUYG5uLh0VA7C2tiYxMRFnZ2e6devGgAED2LJlC/7+/uzatYvQ0FASExOpW7cu1tbWzJ8/nx9//BFdXV3y8/MJDAyU6gEJgiAIgiAIggAy+evPjJHJ//g5/0YiFUH400xMTOjRowd79uzhyy+/ZObMmbz55ps8efKExo0bS8ejbGxs0NbWJiEhAV9fXx48eEBMTAxQUavEzc2NOnXq4O/vz6BBg+jduzcNGzbk2LFjWFlZMWDAACnTxsDAQDpCpVAo8PDwwM/PTwrkKFUOGAkv18s+IlW969eDBw/YunUr8HuAKDMzk0OHDrFu3TqKi4sBGDZsGJMmTeLw4cNA1db2+fn55ObmVrmG8lcPDw8SEhIAMDc3x9jYmMzMTHx9fYmIiJDW0bJlSzZu3MisWbNIT09n5cqVHD16lGHDhnH37l2MjY3p0KEDy5Ytw9LSEoABAwbg7e1Neno6gYGBhIaGvrR7JQiCIAiCIAiC8CwiM0d4Ia1atSIyMpIHDx4QHR3NTz/9xKJFi5g5cyYZGRXn162trbly5QpOTk5YWFigq6vLqlWrUCgUnDt3ji1btgCwZs0atmzZgqGhIT4+Pnh4eACwZMmSGueufNzlzxy9EV4vuVzODz/8wOeff05cXJx0ZKp6cCgiIoLvv/+eGzdu0Lx5c9555x3GjBlDXl4ehoaG3Lp1izlz5uDp6cnJkyf55ZdfpGCeMmuodu3a3Lx5k7Zt26KlpYVMJpMyczw8PNizZw+NGzcmKioKXV1d7OzssLW15fjx4wwZMgSAMWPG8NNPP5GZmYmxsTHu7u58//33z92j8rXo6uqKi4vLq7mRgiAIgiAIgiAI1YhgjqASV1dXXF1duX79OmlpaWhqahIYGMjkyZMxNDREJpORkpICgJOTE25ubnh5eTFo0CDq1Pm9UGKfPn2euvazaqUoicDNP9O+fft466232Lt3L+3bt0ddXZ0DBw7w8OFD6fhSamoqa9eu5eTJk7z99tuMHDmSO3fuUFpair29PT179mTjxo3Y2NiwefNmADp37syxY8dwd3cnOzubgoICKZijfC306tWLTZs2sWHDBgYPHoyGhgZHjhxBT0+PMWPGsGzZMpo1a0ZxcTHDhg1DTU2Nd999l9TUVGn9tra2fPTRR0/tS5kBpKam9tTRr2e1OhcEQRAEQRAEAVEA+RUSwRzhhaSmpnLnzh1SU1OJi4vj0KFDzJ07F4CVK1eyfv16jI2NWblyJY6OjkDF0Zbi4mLat2//1PUUCoV0VEZJFCL+d9LR0aFhw4asWbMGT09P3NzccHNzw9zcnJs3b+Ls7MyPP/5IYmIiCxcuZO7cuRQUFDBt2jQUCgUtWrTAyMiI1NRU9PV/757QtGlTzp49y4ABAzhy5AgFBQVYWFR0glC+Vtq3b09ZWRnr1q2TajqZmZkxb9486taty+eff869e/fw9fXF2NgYhUKBj48PPj4+VfZQuY36s2r3CIIgCIIgCIIgvG4imCO8EGNjYw4dOsSdO3fw9fVl+vTpNGrUCAAXFxdmz5791Jju3btL7a0rt/8GkdHwT/asDCnl17C8vBxNTU0pa8XIyIi33nqL3bt3c+XKFcrLy/Hx8SE0NJSrV6/SqVMn7t69S9u2bQkMDGTQoEGcOXOGa9euYWZmxqVLl2jXrh3e3t5s3bpVmsfExISHDx9iZ2dHTk4OmZmZODs7P7XeLl264O3tTXR0NPXr15daiUPF0T9ra2vpcU3t6JWff5k1gqorKSmpUnRZWedHEARBEARBEAThRYhgjvBC9PX1mT9//jP/vKbMhnfeeUf6c5Hl8M9Que6Qshhx9a+N8nF5eTnx8fGoq6vj4eGBuro6s2bNorCwkIULFyKTydDU1MTMzAxtbW38/PzIy8vj559/Rl1dncGDB7NhwwYKCgqwsrKSsmo8PT3Zv38/urq62NjYcOXKFaCiEPHx48eZPn06bm5uHDt2jOnTp6Orq4uZmdlzg3/u7u64u7v/4Z6r7/HvMn/+fGbNmvW3zikIgiAIgiAIr4s4ZvXqiHfWgkpkMtlTXYng98wGkW3zz6EMsCkdPHiQqKgo6bG6uroU1MjPzwcgIyOD7du3M3jwYPr27ctHH33E/PnzuXv3LlBxpMrBwUEaD0hBGg8PD2rXrs2GDRtIS0sjKCiI2NhYDAwMsLKy4tdffwXAysqKEydOULduXQIDAzlz5gx9+vTh+PHjLFy4kNzcXC5dukSPHj2oX78++vr6rFixAn9//z/cb01e1Wuypg5dzzJlyhRycnKkj8TExFeyJkEQBEEQBEEQ/ttEZo6gkld5FEVQ3bM6fVX+3K1btzhw4AATJkygrKyM5ORkJk2aRH5+PiEhIYwfPx5nZ2eOHz9OXFwcJ06cQC6X8+OPP7Jo0SLWrFnD7du3mTJlCvB7MMfExARDQ0PS09Np0qQJbm5uNGnSBHt7ewoKCigoKKBPnz4MGzaMPn36cP/+fcaOHYuWlhZ169Zl5syZaGlpERoairGxMV999dWf3mP1/b4Kynk3b95Mbm4uI0aMkLpp/dm/Dzo6Oujo6LyS9QmCIAiCIAjCP438H5CZI/+PZuaIYI4g/As9K6BRU32b2NhYbt26RaNGjdDW1ubXX3/l5s2bpKenM3ToUNzd3dmwYQNubm789ttvTJgwgT179uDt7S0FatTV1enduzerVq0iPj6eS5cu4eXlVWUuTU1NLC0tiYmJoaSkhO+++w4DAwMAtLW1uXv3Lg0aNGDp0qXcvn0bV1dX6tevL+2na9euT+1HJpMBVYOHf1fWlzLDp3LHKoCcnBx27NjBiBEjUCgU3Llzh507d5KdnU3fvn2pV6/eHwacBEEQBEEQBEEQ/goRzBGEfzjlManKrbFrChQ8fPiQu3fv4uzsjKenJ/v27WPRokXY2NiQn5/Pd999x969e1mwYAGfffYZW7ZskcbOnTuX3377DQ0NDdLS0igrK8POzo7ExESKiorQ09PDwMCAAQMGMH78eLy9vcnLy8PY2LjKGoyNjdHU1CQjI6NKAeKIiAj09PSQy+XUqlWLWrVqVRn3rILErzoDTC6Xc/HiRZKTk3n77berzF/9HickJGBnZ0erVq34+uuvAcjLy2PNmjU4OzsTHBzM1KlT2bJlC0ZGRq903YIgCIIgCIIg/G8TNXME4R/iWbVXlHWIlEGGvLw8Lly4wP3796XnrF27loEDB7JlyxaWLFlCUlISenp63L59mw0bNrB3717i4+OJjo6mQYMGlJeXk5KSAsCpU6dISEhg8+bNXLx4EWNjY+7fv4+zszNlZWU8fvxYWt+HH35IRkYGXl5eTwVyAFq3bs2XX36Jk5NTldo1enp6wO9HspQt6at71QWJ5XK5lO0DFZk/N27c4MCBA9L8RUVFACQnJ/PJJ58AUFxczEcffcSxY8fw9PQkJycHgIsXL5KUlISzszMxMTEcPXqUU6dOvdI9CIIgCIIgCMK/hUyhkIogv7aPZ9TU/LcTwRxBeE1u3LjB0KFDgd/bgFcO2gCkp6dz+fJl5syZQ9euXYmKimLUqFFMnjyZ4cOHk5ubS05ODqdOnWLjxo3MmzePU6dOsX37dszMzGjWrJlUZNff359bt26hr6+Pubk58fHxAFy9ehVTU1Pq1KnDmTNnSE1N5dq1a9ja2pKbmyuNVwZfWrduLWXMVA88aWr+nuz3R3VtXuUxpMjISJYtWwZULYisrq5eZe1aWlrUqVOHvLw83nvvPby9vfn444/JyclBU1OTffv2kZWVha6uLk5OTmRmZqKuro6RkRFxcXE8evSIpKQk9u/fj7GxMWfOnKFDhw6vbF+CIAiCIAiCIAggjlkJwt+i+vEhAF1dXa5evQpUBBlu3brF7t27uXr1Kh988AFt27Zl3bp1HDlyhO7du9O6dWu6du3Kt99+S4cOHWjevDnh4eGYmZlx8+ZN2rdvj5ubG126dKFdu3YYGhpibm5OXFwcHh4euLq6cu/ePTQ0NHBxcWHHjh2Ympri5+fH0aNHcXZ2pkePHrzzzjtoa2vj7OzMrFmzsLe3ByqCIr/99htXr16V2mu/7lbzsbGxHDx4kNGjR1f5/OPHjzlx4gRjx46tEjS6evUqs2fP5t69e/Tv359Ro0ZhZ2dHREQEU6ZMYfPmzYSFhbFx40b69u1LrVq1iI6OpkmTJlhbW5OUlARA7dq1uXHjBs7OzjRp0oSpU6diYmICQHZ2NmZmZi+0j+S8UgwUJS+8f3fDFx4CQFqh6sfXbI3tVBqnZmil8pzqT1Tr+lWWmarynPK8JyqN01RxHICWm4/KYyl/8dcPAE9Uv0dYOP3xc2pQEnFG5Snj919WaVzWvWyV57wV90TlsYO3jFVpXPN6tVWe83H4dZXGleYVqjyndsoDlcZZ1DZXeU4dUwOVxt07cFflOe9mqH6PapnoqjQu+y+8/m7kqPZ9IcBUtbUCpF9S7fWXcVv170V+Kt5bgKxS2R8/qQZhARYqz7ktQrW99m+u2vdcgMTzSSqNM3UxUXlOfeuoP35SDbSN9FWe062li8pjZUe/V2lc2vU7Ks9p06mzSuOK0lX/N83C20HlsS+qPLcAjv1t0/1PEpk5gvCSKGvbPO/4UHZ2tpTp4ujoiImJCffu3QNg586dGBgYMG3aNL7++msuXbpEw4YNMTQ0pFevXowdOxZvb2+pfXhISAjx8fEUFhbStm1btmzZwt69e1m0aBE+Pj7o6elhY2NDTEwMAC4uLly6dAmAAQMGcPfuXb755htcXV2ZNGkS58+fZ/ny5Xz11Vf06NEDNTU1nJycpEwWmUxGWVkZvXv3pkGDBq/2ZtagpiNojx8/5sCBA9I9UXJ0dMTQ0JBHjx4Bv2cQrVy5knbt2nHr1i2OHj3K5s2bMTU1xdXVFRsbGwAGDRrE48ePSUxMpE6dOly/XvEfU2tra+leBgcHc/r0adq1a4eamhrDhw9nypQptGzZkm+++QZ4dot0QRAEQRAEQfhf8dqPWP0Dumm9KiKYIwh/UuWAQU1v1JUFitXU1CgvLyc7uyJqnpGRwZdffill1wwZMoRTp06hp6eHlZUVDx484MqVK8TExFBYWMiBAwc4cuQIly9fRlNTE19fX9LT0wFo0KABN2/eBKBu3brcuXOHwMBADAwM+OKLL4iKiuLLL79k4cKFaGtrY2lpKa2jc+fOjB07FoCgoCB2797NypUr8fDwwMzMDEdHR2lvlevKKGlra9O7d2/69ev3Stt/K33//fcUFv7+U9DKR9DKysoAsLW1xcrKiocPHwK/B21MTEzQ09MjLi4OqAimJSQkoFAopEDUkCFDSE1N5eHDhzRt2lTKujExMSErKwsLCwscHBw4efIkUFGr6MqVKzx58gRfX18OHz4MwNSpU+nYsSPGxsZ89tlnUpaQ6GYlCIIgCIIgCMKrIoI5gvAcS5YsoWPHjnh5eTF+/HiysrKAqm/U09LSyMzMJD09nfXr1/Puu+9St25dhgwZwsWLFzE0NGTnzp3Y2dkRGRlJ9+7d2bZtG4mJiVJARk1NjTt37pCVlYWtrS3nz5/nww8/xM7OjrKyMjIyMgDw9PTk7t270u8vX76MhoYGY8eOJTAwkNGjR3P//n08PDwwNjZm1KhRfPbZZwA4ODjQvHlzad3KoE31wJSyds+rdOvWLW7evFljsWflejZv3szhw4dJTk4mNzeX7du388Ybb1C3bl0WLlzI48ePsbGxwdDQUMpuUo41NDTEysqK2NhY6doZGRk4ODhQXl4OgJOTEw8fPsTe3h51dXV++uknADIzM3n06BH29vZSu3Rvb28iIiLo168fxcXFdO7cmb179wIVHbz69+/PlClTeOONNzA1NX11N04QBEEQBEEQBAFRM0cQgIojPNUDGGfPniU+Pp7x48cTGhpKfn4+BgYGPHz4kMuXL9OgQQM8PDwYN24czs7OTJs2jU2bNuHp6UlsbCxfffUVK1euZNGiRbRo0ULKKmnVqhWZmZlERkbi6+vL8ePH6dmzJ3Xq1KF///74+voCFa3GHR0dKSoqko5mubm5kZycDFRk6YwaNQoNDQ1MTU35+OOP+fjjj5+7z+qtt1910EZJGWRRKBSoq6uTmJiIra1tlaBYbGwsd+/eJSAggOLiYpKSkhg0aBAdOnRg6tSpeHl5sXjxYvz9/Zk+fTpffPEFixcvxsrKqkpnL6jonmVvb1/l8wEBARw5coQff/yR5s2bU1paSlxcHI6Ojjg5OZGQkECPHj2Ii4tj+vTpQMX9Xr16NTo6OujrVz3D7eLy+7ls5RE7ZWaWIAiCIAiCIAj8I445ve75XxURzBH+ZxQXF3PixAlq165NrVq1UCgU0hvvykENZWDn8OHDaGtr06ZNGwB0dHTQ0NAgISGBY8eOYWFhgYeHB61ateLQoUPo6+vj5+cn1V5p27YtSUlJXL9+HV9fX06fPg2AnZ0d9+7do2XLlmhraxMXF4etrS0dO3Zk8uTJODo6EhMTg42NDdu2bSM4OJg6deoA0KRJE06cOAFUBCz69OlTZY/Kmj3KI1/VvayCxZXvnUwmIykpCVtbW7S1tSkvL0dDQ0P68+oBpKysLHx9fcnNzSU3NxcTExMWLlzIwYMHsbe35/bt27z55puMHTuWffv2sWXLFqDimNPixYv58MMPSUhIwMPDA6jIOFIePVPOqa2tjZOTkxTMiYuL4/bt27zzzjtMnTqV4OBgSktLpY5X7dq1IyQkBBsbm6eKF1d+rOw6Vj1g83cGxgRBEARBEARBEEQwR/hPU2aEqKmpUVJSwo4dOwgODqZWrVpV3pCfP3+ey5cvM2bMGCmY0759e+bOnUtoaCiNGjUiODiYDh064OPjg6GhITk5OQAEBgaydOlSoCJbQ1lbx9XVlejoaPr3709ZWRm//vorn3/+OSkpKcTFxeHl5UVxcTHJyckUFhby3nvvYWlpSWJiIgMHDqR+/foA9O/fX1pn9WBM9S5Zf1d3KTU1NdasWcO8efOwsrJCoVDQv39/xowZI7UnLy4uprCwEHNzc+7cucMvv/xCUlIShYWFeHl5ERUVxfz583n48CHXrl3jxIkTHD16lHnz5qGjo8Nbb70l3dfS0lIuXLhATEwM+/fvRyaTScEcFxcXzp49W2X/6urqmJmZsXr1an7++WeMjIywsLBg//79LF++nPz8fNzc3KT92NvbS127oGqwqrK/en9LSkooKfm9u0hubu5fup4gCIIgCIIg/JOVyxVovObMmHKRmSMI/z7KN+R5eXnEx8cTFBRETk4ON27cYOLEiRw8eBCoqOESHR0NIAUjQkNDmTVrFhcuXCA9PZ2vv/6aZcuWce7cOXR1dXny5AlQcRRH+XtbW1tmzZrFqFGjKCoqIi0tDVtbW+RyOYGBgXzwwQckJyczdOhQzM3NUVNT49SpU+jr6yOXy2nfvn2N+3hVwYU/olAopICYci5lsKuoqAgnJyfOnDlDeHg4ixYtwtXVlaKiIubOnYu2tjbNmjVj9uzZGBkZcfz4cerXr8+qVavIzc1lzJgxZGZmUl5ezs6dO2nSpAlmZma0atWKdu3aYW9vLwU7tLW1iYyMxN3dHRMTEw4ePEhOTg6ZmZnY2NiQnJxMWloa1tbW0tobNmzIlStXcHNze+qIlJWVlbS/mu7rqzoqNX/+fKmtuyAIgiAIgiAIgqpEAWThX0FZrLd6wdzqSktLiY6OJiUlBYDDhw/Ts2dPBgwYwPfff4+trS0PHjygTp06uLu78+OPPwJw7tw5hgwZAlDlSFBQUBCjR49m8uTJhIeHc/fuXZKSkvDw8CAiIgKAqKgoMjMzuXfvHq6urvj4+DBgwADatm3LsGHDsLCwwNjYGGdnZyZNmsSFCxcYPHiwFDAwNzevMm9N7c1fdnBBeX3l/VTWfKnexUp5XKty0Ei5liZNmkjBljp16mBiYkJeXh7+/v6cP3+es2fPoqmpyVdffYWDgwNOTk6EhoYCFUWD1dXVSU1NRV9fn+bNm3Pu3Dn27t3LZ599Rq1atdDS0sLIyIijR48SFRVFs2bNiImJwc/Pj6NHj9KsWTOys7Px8vLiq6++wsLCosraDQ0N8fHxQV9f/7nFnl/mPf2jduRTpkwhJydH+lDWQhIEQRAEQRAEQXgRIjNH+MepKRukppokiYmJ6OjoYG1tjUKh4Mcff2T58uXY2dnh6enJjBkzKC0t5dixYyQmJmJoaMiZM2fIyMhAU1OTCRMm0L9/f3r37s3t27elWjeVpaSkYGdnh76+PgUFBbi7u1NQUMC7777LiRMn8PT0JCwsjA4dOlBSUoKhoSG1atXizTffpGnTptJ19PT0ALh37x4hISGUlZWhpaVV4/5fZbaNMmijoaHBxYsXWbduHWvXrq2xDgxAQkICBw4cIDIykqysLLZv3y49z8fHh8zMTACePHnC3bt3mTp1KnZ2dowZM4YrV66goaFBnTp1kMvlmJubU15eTmlpqdQ2/fHjx3Tu3Jni4mK++uor/Pz8OH/+PEZGRnz44YfMnj2bBQsW4ObmxqJFi1iwYAEAtWrVqrLOunXrPnffL7OmTeVsHuXvn5XhU52Ojg46OjovZR2CIAiCIAiC8E8nCiC/OiKYI/xtKr/xTUxMxNnZmfLycin7Q/lmuHpgoaSkhEePHnH8+HGioqIYN24cn376Kbdv36ZOnTps2bKF/Px8zp49y5kzZ9DS0qJRo0bUrVuXwMBAGjVqRH5+PoaGhpiZmaGurk58fDy1atXC1dWVJUuW4OHhIbWsruzChQts2bKFpKQksrKyGDFiBHXq1EFTU5OFCxcCFUerlKKjoyksLCQ1NRVACtpYWFgwd+5cqZjuswI5L5Myw6f6vVUGNRo1akSjRo2k51+8eJH58+eTlpbG8OHD6devH/fu3WPatGl89913tGzZUrqGQqFAT09PCtaYm5vz7rvvUrt2bRYvXoybmxvr168nKiqKuXPnkpGRgYeHh1QfSFtbGzMzM6KjoykuLuaXX35h+fLlzJ07F3d3d8LCwlAoFLzzzju888470hpNTEyk3yuDfq8q+FVYWAjw1BGt6oEc5efy8vLYsmULgwYN+lu+voIgCIIgCIIg/O8SwRzhlcvNzeXixYu0bduWyMhIevbsSUBAANu2bZPq01QWFxfH1atXOXz4MCUlJTg7O3Pt2jUaNGiAhoYGb775JkuWLKFdu3YEBARw/vx5dHR0OH/+PEFBQVhYWODt7Y2vry/GxsbY29sTHx+Pra0tJiYmmJqaSsGcTz/9lMGDB+Pi4oKrq6u0BuUb9YCAAHR1dXFzc8PT07NKkKlyEEdZiNjd3Z1PPvlEqsmifFOvoaGBpaXlK7m/ymyb6h2sagpyXLhwAYAffviBgQMH0r9/f06cOIGDgwOLFy/mrbfeokOHDnTo0AE7Oztq1aqFu7s7derUwcjISLovyuweT09P+vbtW6VI8/Xr1/Hy8gLg4MGDREdHc+/ePRwcHDhy5AiFhYWYmprSrl078vLyUFNTw8rKijlz5jxzjzW1jn9WNpGqKgeHcnNzOXr0KHXr1q2S9ZObm8utW7d48uQJHTt25OrVq3z44YecPHmSqKgoNm/ezMCBA1/amgRBEARBEARB+OfKzs5mzJgx7N69G4CuXbvy9ddfY2pq+qfGf/DBB6xZs4alS5cyduzYF5pbBHOEl+ZZR0327NlDZmYmbdu25ebNmwwZMoQPP/xQOurz1VdfcefOHT7++GP69OnD7du3mTVrFh999BFDhw5l8+bNXLlyhfHjx2NqakrTpk2lLJrQ0FCptXe7du3o378/DRo0kOZWFsW9d+8ejRs3Rk9PDy0tLaKiomjbti1169bl7bffJjIyEvg9aKDch4uLCy4uLn+4R2XgREdHB0dHx5d3U2tQfQ3POkK0c+dOjh07RlpaGrNnz8bT05OBAwcSHBxM69atCQkJwcLCgrt370oBmubNm2NnZ8egQYO4fv06FhYWNG7cmAcPHuDp6fnUHH5+flLh6IKCAgwMDPjoo49YtmwZzs7OdOrUiQ8++AA9PT3atWtHs2bNpKBWw4YNn7res1qrv4wjUoWFhVKWjUwme2qO6sGhvXv3cuDAAezt7Rk8eDAaGhoMGTIEExMTzM3NSUtLIywsjF69ejF69GgeP37M3LlzxTEqQRAEQRAEQfh/8n/AMSv5K5y/T58+PHr0SGqsM2zYMPr168eePXv+cOzOnTu5ePFila66L0IEc4S/pHJr7OpBDuWb8k2bNrFo0SKys7NZtWoVsbGx7Nu3jy1btrBx40b8/f1ZtGgRYWFhaGho0KhRIykTBsDIyIiGDRuSmpqKqakpQUFB3L59m06dOuHp6cmdO3fo0qULR44c4YcffsDd3Z39+/dTVFREt27dMDIyIi4uDqgovDtw4EAMDQ2Bii5Xubm5dOnSBag5aFD9OM2rVFpaypUrV4iIiODOnTuMHz++Sgvt6mtITk4mIyODQ4cOce3aNaZOnYqPjw+xsbFERUXRqVMnysrKWLFiBZMnT6Zjx46UlZVJ2SPe3t5ER0djaWmJl5cXeXl5ADg7OxMeHo65uTkWFhbS/VPeC+UafH19WbduHQC6urpARZBm+fLl6OrqPnVEycDAoMrjV9laXSaTsXDhQg4ePEhubi5BQUF88cUXmJmZ1fh1Pnv2LHFxcezYsQMrKyvOnTuHmZkZzs7O2NnZMXz4cCZPnkz9+vVZu3YtS5YsoVmzZowfP55hw4Zx+vRplixZUuO+BEEQBEEQBEH4b4mOjubgwYNcuHBBKl+xdu1aGjduTExMTI0/DFdKSkpi1KhRHDp0iM6dO6s0vwjmCM+kLEJcU40QpcpvWGNjYzE0NMTOzq5KVx8zMzMePXqEj48P/fv3l+qwZGdnU1BQQKdOnbCzs6N3797cvXsXT09PGjRoQFZWFgD29vaUlpZKxXY9PT25evUqAF5eXuzcuRNjY2PGjh3LypUradasGW5ubnTs2BFjY2M++ugjKXijra0tZe7IZDIWLFjA+fPnmTRp0jPvw6sO4FS2atUq9uzZQ7169XBwcJCOUOXm5qJQKDAzM+PUqVNEREQwduxYJk6cSHx8PGFhYfj4+LBs2TImTJjA7t27iYiIwMrKiiNHjnD9+nXee+893N3duX37tjRfQEAAERERDB06lOLiYnbt2oW/vz+FhYXExcXh6uqKnp4e169fr7JO5df9nXfeoWvXrkDVQJiyQ5fydfCs2jYvI+DxrNo5W7Zs4cGDB8yePZvAwEAuXbpETk4OZmZm/Pzzz6xfv57k5GQmT55Mnz59uHHjBuvXr2f27Nl06tSJrVu3kpqaypgxY9DQ0CA1NZVevXoREBCAnZ0dkyZNktInbW1tMTY25tdff2XgwIHY2Nj86aLIAM30szE2KHvhvcvUnV54DICNZrFK4wAUGPzxk2oie/H9KZVbmPzxk2qgoW+m8pyyUz+rNE7dtZ7qc8ZdU3msmrpq/5yr66n49QRKrp9UaZxc9vyuhM9Tq0fTP35SDdKu3FF5TivvbJXHqqlYPys3NkHlOTV0tVUal3Q2WuU5H0edUmnc9ccFKs/Z2Ee1o8v2DW3/+EnP4Gqo2r0FyLiTqdI4AxvV/462sVZtrHXtv/C9s7hUpXGW3qp/XTS0Vc/e1bmRrtI4fUv9P37SM/Rvrtq/3RtOq94Bc9LYUJXGPYnPUHlOVRn5NfjjJz1rbMJjlceW5+aoNq5A9f9TFVy/pNK47WsuqzxnpzdrqzROocK/3TmFqt+bV0XZiVfprzYnOX/+PCYmJlXqkIaEhGBiYkJ4ePgzgzlyuZx+/foxceJEfHx8VJ5f/OhYkCjbN0PF0ahbt249dZwHKjo8lZWVkZ6ezvz586U6LB9//DEXL16s8vz09HTc3Nx48uQJAEFBQUBFJ6rMzExMTU3R1q74z5G3tzd3797FwcEBPT09qYiwnZ0dZWVlPHr0CABXV1fpaE9AQACdO3emvLwcR0dH5syZQ1RUFLt27WL48OFoampKgZzqe9XQ0GDu3LkcP378qYyR10FZxHnJkiUsXbqUKVOm4OzsjLq6OiNHjpQ6OeXm5nL//n3S0tJo3rw5urq6jBkzhqlTp+Lm5sbmzZupW7cu586dQ09Pj0GDBhEeHk6jRo2oU6cOd+/eleYMCgoiIiICLS0tevfuzdWrV2nSpAkrVqzgk08+AeDNN9/kgw8+AJ4Ovujq6kpFnWuizOJ5WUGbmlrTV7++MoD01Vdf0a1bN1q2bImhoSGtW7fG1dWVzMxM9u3bx+DBgzlx4gRr165l165dBAYGUqdOHZydnYGKjLCUlBSuXbsGVHTMGjFiBAcPHuT777/nvffew9zcnKtXr/L48WN27NhBQUEBH374IcXFxX9rEFAQBEEQBEEQ/olkCsU/4gPAyckJExMT6WP+/Pl/aW+pqalYW1s/9Xlra2vpvWxNFi5ciKamJmPGjPlL84vMnP9Bld8UV86mqFx75erVq5w/f562bdtibW2Nj48PM2fOZOvWrTg6OjJo0CDeeust5HI5W7duZffu3bi4uNCtW7enjiUZGBiQkVER2bewsEChUJCSkkJISAhqamr8+uuvTJ48GQ0NDRISErCxsUFDQ4N79+4BYGVlhZubm1RUuFWrVgQHB0vXGzdunLQH5Zt6ZVDqWbVW/olvtGUyGba2tvzyyy88fvwYS0tL6tWr+Cl/s2bNOH78OFARzNLW1iY5ORkvL68qWVAhISGsWLGCvn374ubmVqUYb3x8PAEBAVJwAiraiyvvVXBwMEuXLiU/Px9PT0/p2NTz0gNfpU8//ZQxY8ZILeNrKnick5NDTEwMJ06coGvXrtStWxc1NTViY2OpVasWFhYWQMW9VXb1OnXqFIaGhrzxxhuYm5vTrl07Ll++zHvvvYeDg4N01MzBwUEqLA3QokULli9fzv79+yksLOTatWu0atWKuLg4SktLCQwMxN3dnUOHDv2Nd0kQBEEQBEEQhD8jMTERY2Nj6fGzsnJmzpzJrFmznnuty5crMqRqel/5vAz9q1evsnz5ciIiIv7ye1IRzPkPu3XrFr/99huRkZGYmZnx8ccf4+PjU2PB3KysLG7dukV0dDQZGRnk5+ezcuVKzp8/z/jx4yktLaWgoICYmBjCw8OZM2cO1tbWfPrpp2zatIkRI0awZs0aoOqL18TEBBcXF86fPw9UHEfR19cnKSkJY2NjBgwYwLRp02jdujVZWVmsXr0agPbt20uBGW1tbT766CNprdXT4WqqT/IyCub+3UxMTOjRowfjxo3jwoUL6OnpUVpaytatW2ncuDHffPMNADY2Nmhra5OQkEDTpk158OCBdCYzMTERNzc36tSpg7+/P4MGDSI/P5/79+8zYsQIhgwZwoABA6RiwAYGBtIRKoVCgYeHR41re5EjQy/qWfVl9uzZQ4MGDejZsyf5+flcv36dixcv4uPjQ/v27UlPT2fq1KnExcXRoUOHKu3ACwsLsbS0lIKIla9vYGBAcXGx9Px69eqxevVqPv30UxQKhXScz8XFBTs7O2bMmEGDBg0YMWIE8+bNY/bs2RgZGREQEEDdunUJDQ1l6NChKBQKqUW7IAiCIAiCIAgg+wcUQFbOb2xsXCWY8yyjRo0iLCzsuc9xdXUlKiqKx4+fPt6Xnp4u/UC6ujNnzpCWliadBoCKHzyPHz+eZcuW8eDBgz9cn5II5vxHJSUlsWjRIoyNjenXrx8FBQXExcXh4+PD48ePWbNmDXfu3KFRo0aMGTOGW7duMXjwYHr06MGIESNISUkhNjaWXbt2AbB582bWrl3L+fPnKSwslNp+A9SvXx8tLS327dtHz549q7yp1tLSonXr1nzzzTcUFxejq6uLtrY2BQUFlJSU4Ofnx5dffklhYSGenp7ScSc/P7+n9vRHnaT+C1q1akVkZCQPHjwgOjqan376iUWLFjFz5kwpMGFtbc2VK1dwcnLCwsICXV1dVq1ahUKh4Ny5c2zZsgWANWvWsGXLFgwNDfHx8ZECNcoivdU9rzbSywrkKDPCaip6rJw3JSUFOzs72rVrx9WrV+nZsydbt25lz549BAcHEx4eTmxsLKNGjQIqaipNnDixyjVsbW0xMjIiMjKSzp07U1ZWJh3nc3d3RyaTSfVt8vLyMDMzQ09Pj+LiYuk4n7m5OX379qWoqIjatWtjZmaGnZ0de/fufe79EwRBEARBEATh38vS0lLqwPs8jRs3Jicnh0uXLkknRy5evEhOTg6hoTXXqurXrx9t2rSp8rn27dvTr18/3n///Rdapwjm/ItkZWVhbm4uvSGu6diJ0u7du0lLS+P777+v8nmZTMauXbuIj4/nrbfe4uTJk8ybN49x48ZhY2NDq1atcHFxwdrampycHGJjY3F2dkZDQ4OuXbvy9ddfY2JStRjplClTOHDgAGvXrmXs2LFMnToVBwcHoOLNu52dHe7u7uzevZuePXsyZcoUNDU1pT/38vKqcQ81teD+X+Hq6oqrqyvXr18nLS0NTU1NAgMDmTx5MoaGhshkMlJSUoCKs59ubm54eXkxaNAg6tSpI12nT58+T11beXToWfdT1fuszN4yMzOjvLwcdXX1p2rZVH6cnZ2NmZkZZ8+eJT4+nn79+nH48GF+/PFHVq1aRVBQkPT67dOnD2+99RY3btxgxYoVZGVlMWrUKIKDg4mKigKgvLxcel3Z2NjQtm1bPvzwQ9599108PDwoLy/nhx9+oF27dowYMYLZs2ezcuVK1NTU2L59OwCDBw/Gzs5OWqONjQ3Tpk1T6X4IgiAIgiAIgvDfVbduXTp06MDQoUOlEybDhg2jS5cuVUpVeHl5MX/+fLp3746FhYVUCkJJS0sLW1vbFy5v8d9JafiPUgZu1q9fLxWhVRZ8VVNTo7S0tErNFKhot33z5k369esH/F4/Bire8K5atYp58+bRu3dvJk2axC+//CK1kba1tUUul6Onp4eenh6ZmZno6OjQunVrbty4wd27dyksLGTPnj2cOXOGQ4cOoaenh52dHevWrUNPT08KMijXCjB16lQKCwu5desWmpqa0porZ2VU978UvFFKTU3l5MmTbNu2jXnz5nHgwAF69OgBwMqVK9HW1sbY2JiVK1dKBYrNzc0pLi6mffv2T2U01VQ0WPnaedk+++wzqX6Rpqam9LXNy8ujqKgINTU1oqKieOONN/Dy8uLjjz+mpKSE+Ph4Nm/eDFRkzWhpaZGWlkZAQAD379+XrjF48GC2bNlCs2bNuHnzJlBxFEpZXFsZyFFq1aoV77//PlOmTKFhw4bUr19fKgodHBzM8uXL2blzJxcvXsTFxQWFQkGDBg2wtVW9o4YgCIIgCIIgCL9THrN63R+vyubNm6lXrx7t2rWjXbt21K9fn40bN1Z5TkxMDDk5qnVMex6RmfMaKTMJZDLZM2u8KN8Qe3p6StkDampqfPnll/z6669ARfRv0KBB0hgjIyMeP36Mnp4ecrlcurZcLkdHR4cnT55I11W2nk5LS8PFxYXY2Fjq168PVEQajx07RlRUFN26dWPZsmUsWLCAmJgYzMzMmDVrFq6urixduhQnJycUCgWLFi2qsn5l0MDHx0fK1qn8+Wc9/l9lbGzMoUOHuHPnDr6+vkyfPl1qdefi4sLs2bOfGtO9e3epaG/1+jPPy8B52UJDQ/nqq68AuHDhAj///DO3b9/m0aNH9OjRg1mzZnHmzBmaN2/OjBkzpHH169dn/fr1QEWWkZqaGg8fPuSNN96goKAAuVzO0aNHcXR0ZNWqVUBFNlh6ejpOTk7k5ORIR7Mqk8vlTJw4kevXr6OlpYWnp6f0d6Gm+kB/x30qKSmhpKREely9PaIgCIIgCIIgCP8e5ubmbNq06bnPqSlxobIXqZNTmQjm/I2Ub7RLSkr48ccfSUtLY9q0aU8FcgoKCqTaMXPnzqVPnz64ubmRm5tLSUkJCQkJyOVy9u7di6WlJQ4ODgQEBODv7y/NYW1tTXx8PCUlJejp6VFWVibVsvH19eW3337jgw8+ICYmBldXVzQ0NLCysiIiIoK3334bgI8++ohvv/2WCxcu0LBhQ1q0aEFgYOAz23irqamhUCieOk6jZGpq+hLv5n+Tvr7+c1vkKTNtKmfXvPPOO9Kfv876Qf7+/sTHx/N/7N13WJV1/8DxN/Ow994CskEQQdwrR+40c2vlSEt5cqVky8rMfNIyzSzTMleOcmWiZu7cIYogiCzZe89zzu8PfucOEBsnzZ76vq6L6xI83/t73zdD7w+fAY0/kDZv3sy1a9cwMzPD29ub//znP+jr67Nr1y4MDQ2JiIggKCgIR0dHlEoleXl52NjYIJfLSU9PBxqnlaWkpGBpaUldXR2ffPIJZWVl1NXVcfPmTYKDgwkODqa6uvqe89HU1ESpVLbaf+lRBQ+XLVv2m53xBUEQBEEQBEEQfosos3rAKioq7vt3qgdtmUyGrq4uFRUVxMbG8vnnn0ujzWJjYxk3bpzUFfvIkSPEx8djZWWFgYEBWVlZnD59mm+++YaRI0cSERGBtbX1PfsOGDCAq1evcvToUaCxDu/HH38kLi6OhQsXcvnyZcaOHcuzzz5LWFgYlpaW9OrVi7CwMOlB19XVlWXLlnHgwAFCQ0MBpECOQqG4p3wHfikBE/4cuVyOXC6/5x6rJpH9HTOZXF1dqampoaqqCj8/P3x9fTE0NMTAwICQkBCuXbvGhAkTWLVqFdbW1sycOZNVq1ZhampKfX098fHxAKSlpUnj083MzDhy5AiPP/44vr6+HDt2DA8PD86cOUNYWBimpqa8+eabuLu7t3pOf8V9UiqVyOXy34y4Q2NGUWlpqfSWkZHx0M9PEARBEARBEB6VR11e9XeYpvWwiMwcNdXV1UnTcVS2b9/OTz/9xMqVK+/p35GamsrVq1dp3749bm5u2NjY8OOPP/Lyyy9jY2PDtm3bWLJkCe7u7lhYWJCamoqtrS3t2rUjNTUVmUyGvb09SUlJ6Orq4u/vz5w5cwgMDGy2jyqQMnToUO7evcuGDRs4fPgwqampVFVVsXjxYvr27YuVlRUXLlwgMDCQoKAglErlPV21VeRy+T1BGhGwebj+F0erA1hbWxMXFyc1cE5OTqZ9+/Y4OjqSnJxM165d6du3L9AYGLxy5QpaWlpMmzaNV199FYVCgbOzM8HBwQCsX78eCwsLAObPn/+oLgtoDGCqss5aNub+vZ8vmUyGTCZ7WKcoCIIgCIIgCMK/hHgi/52aZkgcOHCA+fPnS/0uVL+RNzExQVtbWxohrVqzadMmxo8fz5dffsmCBQs4f/48gYGBXLt2jYkTJ7Jx40Yee+wxjh49SklJCXZ2diQmJgLg5eVFUlKS9Ofr168TFhaGUqmUSlEuXbrEoUOH7jnP559/njfeeAMPDw/mzJnD7t27pQdpHx8fJk+eTPv27dHW1pYeTlvLttHS0hLBG+F38fX15cqVK1hbW2NmZiY1MHZ1dSUuLo7MzEzmz59PUFAQ77zzDv7+/mhqajJ27Fi++OILDh06xPbt26WxfH5+fg+9IXFrGTVyuZzo6Gg2b94sfUxTU/OerKiUlBR+/vlnFi1axKhRo6TvSUEQBEEQBEEQhIdJPKG30FowA5pnohgaGqKlpSWVQqkeBq2trQHIzMyU1hQUFHDq1CmioqLYt28fvr6+7N69m9raWh577DHpwbB79+40NDRQUVGBo6OjVHJib2/PyZMngcYmyKdOncLb25vx48fzySefEBAQwAsvvMDNmzfvOU+A9u3bM2/ePCkbp+W1tnyQFUEb4c8IDg7mxx9/BBqzUFRjwzt16oSbmxtWVlY888wzHDp0iKtXrzJhwgSUSiV6enq4u7tjYmLyl51rdXU1e/fulXo9NaWlpUX79u0ZNWqU9LFz587x5ptvsmDBAul7f+bMmbz77ru4urri7u7OBx98wN27d/+yaxAEQRAEQRCEvzO5UoFc8YjflK0/4/+v+9c+ud+vv0VrwYzbt2+ze/duLl68CDQGbbS0tKSHNtWxLCws0NPTa9YHIyMjAxMTE9zc3IDGXjaVlZU0NDRgZmYmBWEcHBw4ceIE7du3l3qD7N+/n7Nnz1JSUkJ2dnazLIXHHnuM9evXc+nSJS5evPirJSitBW1U1/p37L0i/O/q3r07lpaWQGNm2KxZswDo0aMH//nPfzAyMsLf3x8nJydpzV/V16YluVxOUVER9fX10jkUFRVx6tQpKisrKS8v5+OPPyYrK4vi4mLWrFlDXV0dmpqavP766+Tn59OjRw+MjY2ZOXMmCxYsoLa2VhqbLgiCIAiCIAiC8LD8K3rmnDp1CltbW7y9ve+ZBKRUKqU/l5WVcf78eTQ0NOjduzdaWlp89NFHfP311/j4+GBvb09ubi6PPfYYenp69/wG3tzcHCMjIykzBxoDPPX19aSnpxMQEICzszMnTpzg448/Rl9fn08//ZSuXbty+PBhqeSpT58+jB07lt27dzNo0CAmTZqEjY0N9vb2rF+/XjpvBwcH6c/3myAFIttG+Ot07tyZzp07A9CmTZu/fP/i4mLOnDnDoEGDWLNmDZ6engwcOPCegJFcLkcmkxEeHk5OTg7Ozs6MGzeOmzdvYmJiwoYNG6ioqODWrVvU1NSwc+dObGxsePvttwF44YUXOHjwID4+PmRnZwOgq6uLjY0NiYmJDBgw4C+/dkEQBEEQBEH4u1H8DRoQK0QD5L+3iooKsrOzcXd3JzExkaqqKmkCU2lpKba2tgDSaPDr16+jVCoJCwvj9u3bfPrpp6SmplJeXo5MJiM+Pp7IyEgmTZrE9OnTiYuLY+3atWzevJkhQ4ZgYmJCTk6OdExo7Jljbm5OaWmpdF6urq506tSJjz/+GGNjY3788UcGDx6MhoYGDg4ODB06lP3796Ovr8+CBQukdXPmzGn1OlsGo6Axs0Fk2Aj/ZqqgbG5uLps2bcLNzY3IyEiUSiW1tbUkJydjamqKo6MjV69e5auvvuKZZ55h5cqVdOrUCW9vb6ysrDh16pRU6pWUlISFhQU5OTlYWVlx/vx5ab+IiAguXbrErFmz2Lx5M7W1tejr6+Pk5ERcXNwfPn+5iS1yNUrMqhXqfd+bFN5Rax2APE+9MjJNYzO199QwUK/8rub892rvWVtSrtY6vdoytfcsDhqq9tqkomq11oU5BP72i+5D28BCrXWaXS3V3lPrbqxa6xxdfdTes/TCWbXXZn1/XK11Jm72au/ZUFOr1jrHrr5q7+n3/FNqrWt38Yrae+pbm6m17s7BS2rvWVdZr/ZaQ1tDtdbZhripvWf2lRy11lm2Ve97G0Df2lytddX5xWrvWZF9/0myv0VTR71feBo7GKm9Z8ZPmb/9ola89GJntfd874Nzaq3raWWg9p7qfv0Zfvuz2nvKTNQfMuEyfaZa6/J+/kjtPfNjktRa18nf6rdfdB/1lXVqrSvP+uPfZ6V16v17JPx+/7PBHFXpkFKpRFtbmxs3bpCcnEzbtm1JSkri0KFDhIaGUlBQQI8ePbhw4QLe3t4kJSUxY8YM6urqcHBwoEePHsycOZPc3FzMzMzYuXMnN27cYNSoUURGRlJZWcmYMWPQ0tLC39+fM2fOAI2lVqrGxKpAio6ODhYWFpw+fZq1a9cSHx/PlStXOHjwINXV1fz3v//F3t6e1157DYDRo0czduzY+16jaopU02CNyLIR/o1UvazuF7jU0NCgtLSUvLw8nJycKCgo4Pz58xw6dIgnnniCL774AhMTE9566y0SExOprKwkKCiIoKAgMjMzeeKJJ1i5ciWjRo1iyJAheHl50bVrVwwNDbl9+zZhYWGsWLFC2i8rKwtbW1tsbGy4e/cuhYWFODg4YGlpKTVAFwRBEARBEARBeFj+J4I5crkcaD6uuWVQIyIiAldXV0pKSrh58yafffYZV65coV+/fgwcOJAFCxYQExPD/v376dSpE2+//Tapqan06dOHqVOn4ubmhp2dHQqFgoCAAMrKyqirq2Pnzp1ERETw+uuvU15ezu7duykoKMDR0ZHLly+Tl5eHjY2NlDGjepCMjo6mU6dO9O/fHzMzM6ZPn8706dObnbPqGu438vh/dTy1IPxR5eXl6OrqIpPJpCBm0++Ppt/vqr412tq//PhauXIlH374IV26dCE/P59u3brh5+dHWloaLi4uPPnkk7z11ltAYyA2NTUVaJwQt379emxsbNi0aRMZGRlER0czdepUTp8+ja2tLenp6UycOJFu3boxY8YMNDU1SUpKYsuWLZiZmdGzZ0/pPAYOHMjw4cMf+v0SBEEQBEEQhP8FcoUSzUdc5vSoy7welr9NMEeVZfN7gxrx8fH897//JTc3ly5dujB//nymTZvGrFmz6NOnD2vXruXUqVPo6+tz9+5djI2NUSqVxMTEMHXqVOrr63Fzc8PS0pLMzExsbGwoKyujrKwMMzMzLC0tSUtLQyaTUVlZyeHDh7lx4wZZWVnExsbi6OiIhYUFlZWVwC+BmS5dunDkyJFWr/F+QRuRbSP82yiVSuRyOdra2ly+fJlLly4xePBgnJ2dm32/V1dXo6+vT2xsLBs3bsTExISEhARWr14tNQO/efMm+/btIy0tjZqaGp599lni4uIYNGgQDQ0NpKWl0b59e8LDw1m1ahXOzs506dIFAB8fH6ksUltbm4CAAGxsbDh58iRaWloYGBiQnZ1NVVUVa9as4aOPPkImkzFr1iypdLNpxo6uru5fdQsFQRAEQRAEQfgXeyRRBIVCgVwubzZhRvWbeC0trXvKKD777DNGjhzJiBEjuHOnsdfDW2+9RadOnXjrrbeYMGECOjo6uLm5UVpaSlhYGBYWFqSlpQGNjYlVo8StrKxITU2VAig6OjqkpaXh6elJaWmpVCJhaWnJgQMHmDlzJhoaGrz11lvY29vz7bffEhgYiL+/P2+99VarTV6VSiUNDQ3I5fJmo87vd32C8E+m+n5vSkNDQ8qs6dChAzNnzpSmYF27do3OnTsTFhZGVFQUcrkcXV1dNmzYgLe3Nzt37pQCOdDYq6qwsBBo/B57+umnycjIwMDAAD09PbKzszE0NGTq1Kns2bOHL7/8ksceewxozNIpKCggOzubzZs306FDB4YPH06vXr2knlbLly/H0NAQpVLJ7NmzmT59On5+ftL+qiC0IAiCIAiCIAjCX+WhZ+ZkZmZSWlra7OGntUyUW7dukZuby9atW4mLi+Odd96hW7duxMfHc+zYMSZNmkRFRQXPPfcc+/fv5+bNm3h7e9OuXTtsbGwApP4V0DhJ5/Lly/j4+GBoaIijo6PUC2fdunXo6+ujq6uLp6cnPj4+3Lp1C7lcTk1NDQDLly+XGqEuX778vtfXdBqWStMHVUH4N0lNTeXu3bt07dpV+ljL73e5XM61a9dISkriu+++w83Njfr6ejw9PZkyZQorV67kpZdeok+fPrz22mu89tprLF26FDs7O7p163bPntbW1ujq6kolj+np6ZSWllJXV4e9vT2ZmZlUVlbi5uaGj48PGzdu5OWXXwbA2NiYl19+GZlMxrPPPsvs2bObHdukSVNiDQ0NKXDTtHePCM4KgiAIgiAIQusaFKDxiMucGhS//Zr/RQ80M6flb9+h8eGuadlRSUkJW7ZsYebMmTz77LPSGO+PPvqI119/nQ4dOvDee++xaNEibt68ye7du+nQoQPDhg1j/PjxaGpqcuzYMb788ksUCgUbN26kb9++HD9+nLCwMGnCVLt27bh+/Tp1dXUUFhbi7u7O/v376dy5M+PHj2fz5s189tlnPPHEE9jZ2dGlSxeWL19OQEAASqWS8PBwfHx+mX6hyrJp+Vt48SAn/BsplcpmWWcq1dXVrFmzBmgcEw6wY8cORo4cSc+ePTly5AhaWlps3ryZtWvX8txzz7Fw4UKMjIyorW3seH/27Fm6du2KsbExkZGRxMTEUFdXh7m5uXRMFYVCgUwmw9ramu3bt3P37l1iYmLIyMggIyMDR0dHiouLaWhoAOD111/n2rVrhIeHA42BpgkTJmBhYYGhoaF0zNZ+lsEvGYTqft/X1tZK5ZyqN0EQBEEQBEEQhD/qDwVzrly5IgU0WtO010Vqaiq1tbV88803/Pe//8XHx4dNmzZx69YtcnJyGDJkCB07dmTDhg0UFxfTuXNnzM3NGTRoEJ07dyYwMJCYmBgA6ut/GQXZoUMHjh8/Trt27ViyZAnr1q2jd+/e7NmzB3d3d9LS0sjKyuLpp58mOzubdu3asW/fPiZMmCA1Jh0wYAAHDx7ku+++kz7WNJNG9aDW9GFVS0tLeogTARzh36RlSSTQrEFxQUEB+fn5AGzZsoXvvvuO4OBgNmzYQFZWFomJiSxcuJB9+/Yxd+5c0tPTCQoKwsnJidDQUAwNDTEzM6OoqIiqqiq8vLy4ffs20BhsMTU1paysDH9/f37+uXFcZcvz+eyzz0hOTmbQoEF4eXnx9ttvY25uzrRp01i4cCGmpqYAODs7ExgY2OxnVcsAraoc8mFYtmwZpqam0puzs/ND2UcQBEEQBEEQ/g7kCuXf4u2f6HfVAqmmyfTv35/jx48TFBQk/V1ZWRm1tbXo6emxatUqHn/8ccLCwpg8eTJLliyhXbt23Lp1i2nTpjFs2DAaGhqws7Pj0KFD7Nmzh9LSUgYMGIC9vT1ubm7U1dUBEBISwuXLl3niiSdYtWqVVEIB4OLiQklJCS+//DLV1dXcvXuXN998EwsLC3r27ImOjg4ODg58+umn6OnpSefq7e3d7Lpam5LVlGhMLAi/fH/U1NSgpaUl9Zn67LPPSEhIID4+Hnd3d7766isef/xxjh49yueff05gYCCffvopFy9eJC0tjaKiItLT00lPT0dfXx9vb29ycnKkSXJ3795FLpfj5ubGt99+S0REBKdPn8bc3BwrKyusra05ceIETz/9tFTqpPoedXFxYfXq1b/relqWRv6VwdmoqCjmzp0rvV9WViYCOoIgCIIgCIIg/GF/qLFL9+7dOXPmDPn5+Whra9OjRw/eeecdFAoF7733HnK5nF27drF161Y6duxIz549ycrKIj09XXroKi0tZf369cjlciIjI7lw4QKXLl1i5MiRfPDBB5w8eRI3NzdMTEzIy8uje/fu/Pzzz0yaNInq6mosLCzYvXs35eXlODo64ufnR3BwsNSI+Pnnn5fOVxXIUQWjWo44FqO/hX+TpkGMlt8LvyYqKorjx49TWVnJtGnTePrpp9HS0mLHjh0sXryY3bt3M3DgQHbt2sW0adPw8vIiKSmJwMBAysrK0NXVpV+/fgQGBrJr1y60tbU5efIksbGxFBcX4+bmhr29PeXl5aSmprJw4UJWr16Nj48PFhYWvPTSSwDMmjVLytK737mrsul+LYPuQQZv/sh9BJDJZMhksge2vyAIgiAIgiAI/05/KJgTEhLCqVOnqKuro7q6mh49ehAaGsqhQ4cAWLJkCV9//TWzZs3i1VdfBX4pWVBNocrOzubgwYPExsYCsH79ehQKBba2tujo6HDs2DEOHDjAnTt32LFjBwD/+c9/8PX1xcbGBj8/P7S0tDAzM2Px4sX3nGNrD1eq90WmjfBv0vJ7oWkQQ/XxoqIiaerT/Tz11FPMmzcPKysrhgwZgqmpKU8//TTh4eHSKO5evXqRmpoKgLu7OzExMYwYMQJ/f3+SkpLw8/PDz8+PwsJCcnNzadOmDfn5+WRkZBASEoKDgwMuLi7U19fj6urKG2+8wcKFC6VsPIVCgaur629e84P+Hm8aAFOVY6n2aPpnuVyOhoYGd+/exd7eHh0dnQd6HoIgCIIgCILwv0iuUKL5iMuc/qllVr/ryUf1MBMWFkZycjLe3t7k5uYC4OfnR25urjQaOCQkhJqaGk6dOkV9fT22trZYWlpKf+/i4kLbtm2lBsjW1tZkZ2ejqamJra0t3bt3Z+7cuRw9ehQvLy/pHPr160dwcLD08AiND3gtm7CKgI3wb3O/Zr0tvxdSU1PJyclBoVAwa9YsfHx8GDp0KNeuXfvV45uZmREZGUlYWBjnz5/n0qVLAPj4+EjT4/z9/aVgjq+vL9evXwfAy8uLfv36sWDBAnr27EnPnj3Zvn07zs7OPPnkk7Rv3x4ANzc3XnrpJel9Y2NjKZDTMoDyMKl+nhQXF3PixAkpCA3N+wQVFxejoaHBmTNneP3119HS0iI6OprJkyff9/MhCIIgCIIgCILwoPyuzBxVMKddu3bk5ORgaGhISUkJAJ6enmRlZVFaWoqlpSUrVqxgy5YtnDp1iunTp/Puu+8ycOBAxowZw+7du3nvvfd4//332blzJz4+PnTr1g0zMzMAdHV1qaiooHPnzvecg+ohrrXsAkH4p2maEVJaWsrNmzfR0NAgJCSkWZmOUqm8p1wwKyuLlJQUiouLqaqqok+fPlhaWrJkyRJCQkIICQmhurqaGzduSI2/VVk8LfvJyOVyoqOjsbW1Zdu2bfz4449ERkYC4OTkJDUp9/HxITExkaKiIvr27cv69evp1KkTs2fPZty4cbi4uKCpqYmfnx/6+vpAYyPyX7tulYfR30bVyL1pgAZ++ZliYGDAhQsX+Pnnn3n88cdxcHCgoqKCadOmkZmZSWBgIHPnzsXZ2ZmMjAyef/55XF1dGT9+/K9mOQmCIAiCIAiCIDwIf6jMyt7eHqVSiaGhIQkJCVRVVaFUKklOTiYhIYHq6mpu375Nu3btGDZsGFOnTiUtLY3w8HB27NiBtbW19CCq6oMBjQ9WGhoaDBw4EJlMRl1dXbMMHBAjwIV/Fw0NDeLi4pgzZw7Z2dnY29vTpk0bFApFs2CnhoYGZ8+eJSsrCy8vL1atWkV1dTWhoaHo6uoSFxdHhw4dsLS0JCwsjLt372JjY0NMTAyzZ89m8ODBeHl50bZtW+l4TdXU1JCWloabmxsAP/30E3FxcQBYW1uTlpYGNJZWDR06FKVSiZWVFd9995006hsas/pUVEGU3wrc/FkKhYKzZ89y7NgxUlNTCQoKYvbs2ejq6rYaCC4sLCQuLo5z586RmprKgQMHUCqVXL58mcWLF3Ps2DFee+01OnbsyOHDh5k8eTKxsbF88MEHTJkyhejoaBITEx/Y+QuCIAiCIAjC/zpRZvXw/O5gjuo397a2tiiVSmm0uLe3N4MHD8bOzg4DAwPWr1+Pi4sLSqWSDRs2AI0Pb05OTvccDxp/E656sOrbt++Dui5B+NtTKpUoFIpWG3FXVVXx+eef06NHD6k3VEpKCnp6ehw/fpxt27axZs0a9PT0iImJ4dq1a/Ts2ZP09HQGDx7M3LlzycrKYvHixZSVlQGNJZEHDhzgnXfeYdOmTcTHxxMdHc3UqVPJzs4mJSWF7du38/LLL0vnYWhoyKhRo3j++efZvHkzgwcP5qmnnqKmpoZevXoRHh4uvVbVJ0u1TnWNTXvONG1M/LADtBcvXuStt96iQ4cO9OnTB21tbRISEggKCiI2NpadO3eSm5vLggUL8PLyYtu2bWzatInnnnuOAQMGEBQURFZWFm+//TYAEyZMYOfOndTX16OpqUn79u0pLS3F1NQUPT098vPzOXr0aKsZR79FO+Uy2kaGv/3CFgwd/f7wGgBlZZla6wCUdTVqrZPnZ6q9p4Z2vlrrtB091N5TUZeg1jplRanae5rZKX77RffhaqpeRph2Yarae6JoUGuZxvUf1N6yTs2vo+rMLLX3TDn866Wov8bYwUitdVk/xau9p4mLlVrrjNv5qL1ndUqyWuuUf6IsVWZnp9Y6YycztfesK6tWe62Glnr/5lUXqv/z2sBKX611mjp/6He9zZQkZai1Ts/CRO095XXqfx3pmao3lEDH2EDtPc1cTdVaV5JSoPaePa3UO98TBVVq7xlgot69Na+uV3tPl7YWaq8tPb5frXWpP9xWe09zdzO11tUU16q9Z1pyiVrrXNzU+7oVHq4//NM6ICCAmJgYFi9ezMSJE3Fxcbnva1s2DG1KlEgJ/xb19fUUFRWhp6eHqekvPwg1NDTuCeSoAh43btzgypUrHDp0SPqYamJbQ0MDdnZ2rF27lnnz5pGXl8fgwYMxNDTEwcGBkJAQAMzNzYHGJscAFhYWlJeXI5fLCQoKIigoiNGjR3PmzBmysrIoKyvj4sWLFBYWYmlpKZ1T+/bt2bFjBzY2NhgYNP/PgJHRLw8qqgy7+5VFPajgjep+tLafSl1dHVFRUURGRvLEE09I56epqUlDQwPvvPMObdu2pVu3bjz11FMcOnQIHx8fdHR0GDduHMbGxuTk5JCYmMidO3dwd3dHR0eHyZMnM23atGZ7paSkYGZmxqpVq9ixYwdJSUnMnj37gVyrIAiCIAiCIAhCa353REVTU5Pc3FyMjIywsmr8rY8qkKPKMGipZT8KQfinUygUyOVy5HK51OepuLiY6Oho8vLypNfJ5XJ+/PFH3n//fdatW3fPcUxMTEhKSpIyXAoKCti2bRvLli3D2dmZF154gS+++IK6ujqOHj1KWFgYBgYGGBgYUFJSglwuR19fH0dHRy5evIhCoeDy5ctkZmaSk5PDqlWrCA8Pl5ogOzg4cOPGDfr06dOsPErFzc1NCuQ0vbamNDU1H3i2jernStP9VHuo9mvtZ09lZSXZ2dn06dMHaAyAqX4WnTx5Ei0tLV5++WUmTZpEQEAAp0+fRltbm27dukmlYyYmJmhqalJeXg5A165diY+Pp7i4mPr6er799ltu377Nli1bqK+vZ8qUKTz55JOUlZU1+1wLgiAIgiAIwr+VQqFE/ojfFP/QMqvfHWmRy+V8/PHH1NfXM3DgwGZ/J4I2wr+RUqmkoaGBr776iqioKKAxwKClpYWWlpYUdKirq2Pjxo288MILjB07lszMTC5cuMBXX30FNDY4fu+994BfAhXOzs7I5XKqqqrQ0NDg1KlTnDlzhldeeYX09HTs7e3p2rUrGzZsQKFQ0NDQWO5gbW1NVlYWNTWNpTDTp0/n+vXr+Pj4kJKSwogRI1AqlTzxxBNs376dhIQE3njjDaBxEt2TTz75mw18m17bg5Cfn8/Fixele9qU6ueKar+7d++yZ88e8vPzWbduHYGBgTz77LNkZWU1W5+Tk0O7du2kHjba2tpS0CctLY2goCBKSxvLYTp06EBqaio2NjZoa2uTmdlYxqEqHd23bx9xcXFMmTKFtm3b0q9fP9q1a8euXbuoqqpi5MiRUg+wwYMHs3jxYmkSlyAIgiAIgiAIwsPwu8ustLS0WLJkycM8F0H4W7rfpCdViY+hoSE5OTkAZGdn88knn3D9+nU0NDRYs2YN2tra1NTUYG9vz4wZM3B0dGTixIlERkYik8nYsmUL8fHxPPvss1hZWaFQKDA0NMTExISzZ8/St29fRowYwYgRI0hMTOT8+fO4uLgQFRXFhAkTcHZ2libC2dvbU1paKgV3XFxc+PDDDzE0NJSmSLWkCoD4+anXf0Vdqvv6ww8/cPToUTw8PJqVdwHs2bOHzp07ExcXx86dOykpKSE7O5vt27cTFBTE5cuXmThxItu3b2fevHnSOn19fUxMTEhISKBDhw5UVVVJQao2bdpw7do14uLisPv/ngs3btxg3rx5yOVybt++Tf/+/XF3d6dfv34sXLiQ6upqFi5cyPTp03nqqafuOc/WrksQBEEQBEEQ/u3kCiUaogHyQ6F+hzNB+AdrGrhpmR2i8tlnnzFx4kScnZ2prKykurqayspK3N3dGTVqFCkpKbz55pu8//77zJkzh5ycHGkSVU1NDW+++SY9e/aka9euvPLKK1L5oiq4Mn/+fD766COqq6sJCwvj9u3bmJiYSGVQLi4u9O/fn+TkZIyNjQGYMWOGNG5cRXVcaN54XOVhNSK+3/hv1d+pPubq6oqJiQmVlZWcPXuWxMREpk6dipmZGZs3b6a2tpZ27dqRkJDAyy+/zIABAxg9ejQlJSXIZDL69OlDXFwccrlc6kHk5uaGt7c3O3bsYMKECVKJ2JUrVzAzMyM0NJSVK1eya9cuUlNTee+995DL5XTu3BkLi1+a53Xv3p2ffvqp2bmrAjlNe/a09vUiCIIgCIIgCILwsIhgjvCvUlFRIY3x/rUGuhoaGlRVVVFSUsLp06cZMmQI165dY9++fcyZMwdbW1uWLFlCQEAArq6uaGtrk5qaiq+vL0VFRWzcuJFz585RWlpKcnIyFhYWXLlyhaSkJPz8/PD19SU0NJTnn39e2lPVeFgVDJg+fTqenp588MEHvPzyywQEBDB06FB69OghrdHR0cHf3x9oDAK1DOS09LACDaoAVNN72XKv2tpakpOTsba2xtramvnz52NlZcULL7zA9u3byc/PRyaTkZqaSmVlJWZmZnTq1ImkpCT69+9PUFCQlF0zYMAATp06BUBgYCDff/89NTU1GBoaSoGV8ePHExcXx9SpUzE1NSUhIQFzc3M+/vhjQkJC0NfXp6SkhJkzZxIUFAQgNUtueW2tTR37KwJigiAIgiAIgiAIrRHBHOEf6+bNmxw5coQbN25gYGDA66+/zo0bN8jPz6dNmzbo6OhIr719+zYWFhZSVsaCBQvYvXs3o0aNYvXq1Rw7dgxjY2PKy8vJzs7G1taW7t27c/PmTTp06ICpqSnJycm4u7uzdetWnJ2d2bp1K6tWreLChQv07NlTKn2CxmDEzp07KSsrIycnh/z8fGbPno2lpWWz0d19+vShR48e9wRp6uvr+e9//8vBgwfZv3+/9Pq/SmslZyoFBQXo6uqSlZXF8uXLiY2NZebMmXTq1ImVK1cyfvx4evfuTZs2bTh16hTGxsYYGxuTnJxMeHg4O3bsoKysDEdHR/z8/Ni6dSsWFhbIZDIKChrHcrZt25YdO3YA4O3tTUFBAQUFBRgaGkrnYm9vz8aNG1m3bh2lpaXMnTuX9u3bY2LSOP501KhRrV5byzKp1qaOqau2tpba2l/GSarGxguCIAiCIAjCP5FSqUT5iMucWhve8k8ggjnCP1Jubi7vvPMOenp69OjRg4qKClJSUujcuTPFxcVoaGjw/fffc/HiRa5du8bPP//MyJEjmTdvHjk5OZSUlHD+/Hn09fW5evUqsbGxjBs3Dj09PTIzMwkODiYoKIhLly4xZcoUrKysyM/PJzY2lrS0ND788EMUCgUJCQkYGBgwdepU7O3tGTVqFJ07d2bFihUEBASwbt063NzcGDlyJKGhoa1ei7a2drOJcVpaWujo6LBo0SKp8fKDptqrZeaSKoijylzKy8vDzc2NzMxM9uzZw/Xr18nNzeXJJ58kKSkJf39/IiMj8fb2prCwEGtrayoqKgCIiIhg/fr1QOMY9fT0dIYNG4ZCoSA/Px9fX180NTUpKChAQ0MDY2NjKZjj6upKcnIyVVVVWFpa4uTkRHV19T3XoaGh0Sz7qSmlUtnselQeZpnUsmXLRO8xQRAEQRAEQRD+NBHMEf6RXnnlFezt7VmxYgXwS7bFzz//zIcffsisWbMAOHz4MK+//joDBgxg7ty5HDx4EFdXV2pra7G1tQVgzJgxnDhxgueffx5jY2MyMjIA8PDw4OuvvwYap0/Fx8czbtw4nJ2d6d+/P2ZmZvj6+koBiGeffRZ/f3/8/f0xMzPDzMyM1atX/67raS075I9m4rTMpgHIyMhg1apV/Pjjj1hZWTFjxgxGjhx5T0AjJycHGxsbNDU1yc/PZ8GCBfz88894eXkxdOhQRo8ezU8//UR9fT379+8nKyuLpUuXcuvWLekYWlpaaGtrU1JSAjSWR6nujb29PXFxcchkMjw8PDhy5Ajm5uZcuXKFW7duUVZWhrm5OdXV1VRXV+Po6MiaNWuk81Rl6dzvulWf/9YaWKujoqICmUyGjo6ONPb89wSBoqKimDt3rvR+WVkZzs7Oap2DIAiCIAiCIAj/XiKYI/zj1NfXo6mpia+vL9DYbFjVa8XKygoXFxdycnLw9vbGw8MDJycnAEJDQzl79iy9e/cmNTVVOp5MJuPOnTsAuLu7s3fvXgYMGEBiYiI3btwAwMHBgcuXLyOTyXj11Vc5fPgwISEh+Pn5SUEYS0tLBg4c2OxcVU2CWwYaHqSioiKSkpLo2LFjs4BOfX0927dvp7a2ll27dnH37l3ef/99UlNTmTdvHps3byY+Pp5Dhw5haGjIuHHjmDVrFmfPnqVLly588cUXXL58md69ezN48GDatm2LkZERAAYGBujq6krXqKGhgUwmw8bGhtu3bwONgSS5XE5GRgY2NjYcOXKE7OxsFi1axLPPPsuMGTOYNm0aK1asQEtLi+eff75ZadyAAQOaXWdrwSp4MGVSSqUSuVyOtrY2586dIzY2liFDhuDo6NisBK6urk667tbIZDJkMtmfOhdBEARBEARB+F+hUChRPOIyq0e9/8MigjnCP45cLsfExEQqFVIFcgDMzMwwNjYmNTWVHj16SOVCAF5eXnz11Ve4u7tjZWXFpk2b6NOnD0lJSVIGyYQJEzh+/DhPP/00o0ePZv369TQ0NDBw4EAGDx4MgI2NDZMmTZL2bBpkaBlweNAlPU3LsVRTpH7++WdmzJhBUlJSs/0zMjLYvHkzp06dwsLCAk9PT2xtbenZsyfz5s3jypUrnD9/nosXLwLg6+vL8OHDOXr0KCdPnuTjjz/GyMiI0aNHo6GhgZmZGUqlkoqKCszMzNDV1eXYsWM89thjQGNQ5/HHH+eVV15h2LBhhIaGoqenR3JyMv7+/owaNQp9fX10dXXZsmXL77rW+/XtUZcquAY0CwBpaGhIQZvOnTvTuXNn6urqqK+v5+OPP+aLL77A0tKS//znPwwZMuRPn4cgCIIgCIIgCMKvEcEc4R9HV1cXU1NTUlJSgMYMFC0tLTQ1NTE0NMTKyoqUlBSMjY3R09OTAjUuLi6kpKRQXl7OmjVrmDZtGps2bWLs2LFYWVmRnp6Oi4sLX3zxxW+eQ9NJWQ864KBSV1dHUlIStra20vjx1rJQQkNDpY81DR5VVlYik8mkps9KpRJfX1+0tLRISUnBz88PpVJJXV0dxsbG9OnTh1u3blFTU8Pzzz/PtGnTmmXKODg4kJCQQEFBAUZGRrz44ot8/fXXrFixgtTUVN58801Gjx5NZGQkiYmJ9OjRg0WLFkmZLA4ODvfcQ5XWgl4P4l7W1tayadMmKioqmD9/fqv71NfXExcXR0JCAtHR0VIZXmBgIL179+brr7/m8OHDGBkZoa+v/6fPSRAEQRAEQRAE4bc8vE6fgvCIaGpq0qNHD44ePUpaWho6Ojpoamry008/cefOHYyMjMjKyqK+vh6ZTEZ6ejp1dXVYW1sTGRlJXV0dDg4O7N27l5MnT6Krq0u/fv0wMzOT9lAoFCgUCuRy+X3P4UEGbuRyudSwV0VXV5c9e/aQk5MjfezWrVusXLmScePGsXLlSurq6qSMmbS0NOCXbu6lpaV4e3tLJWSqaVs2NjYkJyfj6OiIqakpeXl5QGOmSkZGBk8++STnz5/n1KlTlJWVsXr1amJiYnB1dSU3N5fS0lIAJk6cyNy5c4mKiuLMmTOMHj0ahUJBly5deOaZZ3B3d29WktSyy7yqD82fyV5qes/u18VeR0dHujfp6em88cYbjB49mqlTp1JVVYVCoeDTTz/lk08+4bnnnuPFF19EJpNRVVWFoaEh8fHxbNy4kQsXLlBeXq72uQqCIAiCIAjCP43q/+OP+u2fSARzhH+kbt26ERISwttvv838+fN56qmnWLx4MbW1tfj4+NCtWzfq6+t55ZVXePrpp9HV1UVTU5MXXngBKysrampqeP311/Hy8mLfvn3069dPGmkNvwQaHtTI6qbkcnmzrBRoDKSosnxqampoaGigsrKSffv2MXbsWNq2bUtqaioxMTFoamoyZ84cbt26xZ49e4DGrKOYmBjgl4wXR0dHampqSEhIkPaFxklRlZWVeHp6cvr0aY4fPw409h7S0NDg8ccf56mnnuL999+ne/funDlzhqqqKjp06MDSpUtp166ddN6+vr707NkTa2tr6b6pzqHlD9U/G/xSlZg1PW7TzKimx5fL5WzevBmZTIaLiwtFRUVA41h1Ozs7XnrpJR577DEWLVqEtrY2fn5+ODk50bFjR6l5tWoU+u7du7G0tGTTpk0MHz5c6qMkCIIgCIIgCILwsIgyK+Efa/369Rw8eJCrV68yevRowsPDpclBgYGBQGOj3qZU5VF6enq88cYbvPPOOw/0nEpLS4mLiyMmJoaff/6ZNWvW3NMQt2mASNUXZufOnRQWFnL06FEuXLjAe++9R//+/QkNDUVXV5eXXnoJFxcX7O3tuXr1KkeOHCE6Oprq6mrGjh1Lu3btuHr1KsOGDZOO3aZNG/z9/dmwYQNdunTB1NSUvXv3oqurS48ePSgqKsLLy4vTp0+zdu1aOnbsyJNPPgnA4MGD6d+/f7MyK0Aq2WqqtcbEf7ZXkCrw1LKvTdN9GhoaSEhIIDY2lgEDBnDlyhXOnj1LVFQUMpmMWbNm0bNnT5ycnGhoaCAvL4/27dtTV1fH119/zalTp6iuriY3Nxdra2u8vLzIzs7GwcEBGxsbbt26RUpKCn369KFPnz5Mnz6dp59+mri4OAICAv7Q9dSlJ1JnoPfbL2xB2znoD68BaMhMVmtd46Y6v/2aVmiouQ5AUVWm1jplbY3ae1ZkFqi1Ti+o9Wy93yOlXP3fGpXW1Ku1zl5P/YbcmjV16q1z8VV7Tx3ZH/8+AdC2VX9qnI+hensCZJ25rtY60zY2au9p7qXetSrr1P9+0da7f+P3X2NgZ6n+ntaOaq1T1DWovaehnbnaa7XV/DrS1FL/30v79vZqrbPwdVV7z8IbKWqt07dR/946RTipvVZLza9dx/491N7TwCZW7bXqyr6S89svakWAifr/Rtwoq1Vr3ZN+VmrvadFW/a8jmdW9/4d92ErSStVap2eu/ufFTku9X56aupr+4TU1VTVwA5QKJcpH3ID4Ue//sIjMHOEfbfDgwbz22muMHDmy2Qjo+6XaNS2P+rWpROry8/Nj1qxZpKWlERgYKAVDiouLpbKlbdu2ERERQceOHaXR5z///DPbtm3j1Vdf5dChQ5w4cYL09HSeeuopzM3NMTQ0BCAuLo5Vq1bh5OTE4sWL0dPTIzMzk/DwcOLi4oDGoIfq+mfOnElwcDAjRowgKCiIN954g/Hjx2NmZoapqSnW1tYMGDCAmJgY1q9fL+0DjeVJqilPLTOJmvozGTf3K2XT0tJqFsiprq7m5s2brFu3jjlz5lBcXMyMGTN44YUX2L9/PxUVFdTW1lJUVER2djYAYWFhxMfHY29vj56eHikpKZSUlPDFF19ga2vL559/TkBAADExMXh6elJZWSll8Njb21NWViYF2Hr27EloaCja2to8/vjjal+vIAiCIAiCIAjC7yEyc4R/PLlcLk12UnlYY8B/S3BwMPPmzaN3795AY4+W9evXc/XqVVxdXUlPT+fChQusWLECQ0NDVq9eja6uLn379uX27dv4+/tTX19PmzZtuHTpEr169SIrK4vc3FwsLS25desWqampTJ48mVu3brF8+XKee+45AgMDmTNnjnTtqut3cHDgtdde4+zZs9ja2uLp6Smdq6WlJXV1deTn5zebkNWyofODKDVTlUe1PFZrGTwFBQV8++23/PDDD/Tq1YspU6Zw7tw5li5dip+fH8888wyff/455ubmnDx5UlqXm5uLjo4OmZmZuLm54ePjw+XLl+nfv79UNpWfn09VVRXz5s2jtLSU1NRUbt++TXBwMPn5+dy9e5eAgADs7e2xsbHB0NAQGxsbFi5cSLt27e5p4iwIgiAIgiAIgvAwiGCO8I/3MPraqCs4OJiPP/6YkpISYmJiaNOmDTk5Obi5ubFu3Tq+++47bt++Tbdu3QAYNGgQ3377LcuWLaOqqgq5XI6enh4ODg7Ex8czYcIE6uvrpfHqYWFhALz44ovk5ubi5+dHWloaw4cPZ+rUqSgUilYDJF26dJH+3LQsKjIyEnNz8wc+Qr2llsdXKpXk5eVx8eJFDh06RGBgIGPGjMHCwoJDhw5x9+5dFixYwBdffMGmTZvo168furq6dOvWjdDQUHbu3CmNEi8tLcXU1BQrKysMDAzIyMgAwM3NjRMnTgBI93Py5Mns27ePIUOGYGFhgZeXFxkZGdjZ2TFy5EipPM/Hx4eoqCjpfN3c3B7q/REEQRAEQRCE/0UKhRLFIy5zetT7PywimCMIf6Fu3bqxbNkynJ2d8fb2JjQ0lJycHCl4Ym9vL01WgsZmxIWFhdjZ2VFbW0thYSFOTk7StC1DQ0MGDhzIlClT0NDQ4OTJkyxdupQbN24wZswYAgMDpdKoJUuW3Pe8mgZwmmbeNC1N+6NUx7xfAEmltraW06dPc+TIETp16sQTTzzB9evXefvtt6moqOCpp57i6NGj5OfnM2vWLC5cuIC2tjaXL1/m0KFDlJWV0aFDByIiIqivb+wb4u/vz44dOwAwNW2s8bW0tMTW1pYjR47w2GOPkZWVxZUrVwCws7PjypUrWFtbs2jRIo4ePUqnTp3w8/OTSuEGDRp032tsrS+QIAiCIAiCIAjCwyKCOYLwF/Lz88PDw4NVq1ZJH7tw4QLp6elAY+aOpqYmly5dIiwsjOjoaHr37o22tjYlJSXcuXMHJycnnJyciIiIoLKykqeeeoru3btLJT59+/alb9++9+z9a0GVP9vXprXjqo6p+rvCwkLkcjk2NjZSzx4NDQ2io6NZs2YNPXr0YN++fcTExPDGG2+goaFBu3btePrpp/Hw8GDPnj2cOHGCgoICtLW1qa+vZ9OmTXTu3JmamhqMjY3Jz88HoEePHuzevZsNGzbg5ubGtWvXmD59OuPHj+fo0aOMGjWKkSNH8vbbb6NUKhk/fjyTJ08GwMPDAw8Pj3uup7WATWsBMEEQBEEQBEEQhIdNBHME4S/k4uJCdXW1VPoDjRkjN2/epLi4GHNzc5YvX84777xDSkoKVlZWbNy4EYAPPvhAmpLk5+eHn5+fdNyWvVpUU7maBhn+bKlU0wBMU6rjNs3ESU9P5/z58zg7O5OVlUVUVBR6enpMnz6dyMhI6Tjl5eWcPXuWoUOHMmvWLM6dO8eKFSu4c+cOYWFhUomch4cH2tra6Orq0qZNG7y8vHj22WcByM/Px8jICAMDA2nMuqurK+vWrWPhwoVUV1fj4+ODUqnE3Nycffv23XNtqpKsX7t/ImAjCIIgCIIgCH+MUtH49qjP4Z9IBHME4S9mbGzMtWvX6N69OwAmJiZoampSUlKCubk5gwYNwt/fHyMjI6ysGsczyuVyunbt2uw4v1ba8zB63LS21507d7h27RpaWloMHTqUvLw81q1bx4kTJ+jevTtVVVWcO3eOvXv3NhvXrTpWfX095eXlhIaGAhAQEICmpib19fWYmppy5MgR5syZg4ODA99//z1z5szBycmJqKgorl69SmpqKoWFhRw8eJCAgACpabOuri6Ojo5s2bKl1WtRNXRurekyPJz7B40lZbW1v4zqLCtTb+S2IAiCIAiCIAj/biKYIwh/sd69e1NSUiK937NnTx577LFmr2naUPd+AYcHkSnye3u9VFRUcPHiRXJzcxk6dCiGhoZER0dLE6RsbGxITU0lMjISLS0tFAqF1KPn+PHjvPjii4wcOZKAgAC6du0q7WlhYYGxsTE//fQTnTp1wsTEhMuXL2NiYoKrqytxcXEsWbKEmzdv0rNnT0xNTXF0dGTFihWcO3eOoUOHEhwcjKWlpdQ0uiXVaPOm9/BhN3S+n2XLlv1q7yJBEARBEARB+CdRKpVShv+jPId/IhHMEYS/2Nq1a4FfAiktS3xaelDlPb/W8+V+KioqWLFiBfHx8dTV1WFkZMSBAwfYtm0bXbp04ciRIyQlJbF7924+//xzIiMjadOmDR06dJAyZFatWsWNGzdISEhg2LBhfPPNN/Ts2VPaY/To0bz55puUlZWRmprKmDFjsLe35/bt2wwePBiZTMaYMWPo0qULRkZGAAQGBkqTpX7rGh/0NLM7d+5QWFhIUFAQMpnsD62Niopi7ty50vtlZWV/qsm0IAiCIAiCIAj/TiKYIwiPgFwufygj01VRZ6VSeU/2Scsgx+3bt0lISMDMzOyeEi4VIyMjNDU1yc7O5vTp00Dj+POLFy8SGhrKtGnTSEtLo3fv3pSXl5Oeno6TkxMXL16ksLAQe3t7zMzM6NWrF7169eLy5cvk5uY2O9/27duzaNEioqOjCQ0N5cknn0RDQwMLCwuqqqoYNGgQPXr0uOfcVKVSTa/zYfS1aXlPCwoKqK+vb7bXnTt3yM7Opm3bttjY2Nz3WDKZ7A8HgARBEARBEARBEFoSwRxBeAQeRiAHfn260s2bN7lx4wZPPfUUr7/+OtHR0Xh4eDBs2LBfnXRla2tL7969yc3NxdbWlq5du5Kens7t27cxNjbmhx9+AGDfvn3Ex8fTtm1b6uvrSUlJwd7enqNHj/L+++9z9+5dgoODpf44Tc8zIiKCiIiIZvtaW1sTGhoqBT9aZt08qFKpgoICAKysrJDL5Whqakr7NL0vGhoalJaW4uDgQHFxMTU1NRQWFjJp0iSKi4sJCQlh9uzZvxrMEQRBEARBEIR/E4VCiULxaMucHvX+D4sI5gjC31hhYSHnzp0jPj6evLw8nnnmGfz9/e/7+oSEBGpra9m+fTsjRoxg5syZ7Nq1C3d3d2JjYzl27Bj9+/cnOjqajz76iLCwMGlty2CJ6n1ra2vi4+OlYE51dTXZ2dkEBARQX1/Pjh07KC0tpbCwkDNnztC1a1fs7e2lzJmIiAg2btyIq6vrr16rQqGQsl80NDSwtbXlmWeekf7+QWbdqII0mZmZfPjhh7i7uzNjxgwpyFZfX09RURG2trbk5+ezfv16KioqiI+Pp2/fvhw7dowFCxagUCjQ0dHh8uXLD+zcBEEQBEEQBEEQfosI5gjC31R1dTWRkZHk5+fTuXNnPDw8OHPmDJ6enhQVFWFpaYmuri5VVVU888wzfPrppzzzzDO4uroSERFBeHg4hoaGXL9+HXd3dxwdHTE0NKSmpobu3bszb948QkND8fLyon///ri7u6NUKmloaEBHR0cK5nh6evLxxx+zdetWMjIyyM/PJyAggF69epGRkcFHH33E6NGj+fLLL6U9Xn31VaAxIGRhYYGFhYX0PrQemHmQTYmbNlprOWK8aQmaqakp9vb2VFVVAY3ZRe+88w4NDQ34+vqydOlSHBwcuHLlCvr6+tJY82vXrlFeXk779u25desWzz77LF5eXnTv3p2OHTs+tMwrQRAEQRAEQRAEEMEcQXgkmmbBREREsGPHjmYTrABeeeUVbG1t2bp1q/SxoqIiZDIZo0eP5rnnnmP8+PFcunQJW1tbTE1N6dixI+Xl5bz44osABAcHc/XqVYYNG4aFhQX6+vrExsby3nvvUVZWxtmzZ9m4cSO3b99mxYoVvPnmm4SHhzNw4EApGGJubk67du1oaGhgz549DBw4UBqrPmnSJCZNmvSb16jyMHra3K93Tsu9ampqKC8vx9ramtraWgYOHMgPP/yAmZkZiYmJAPj4+PD9999jYWHB0qVL+eCDD1i1ahUeHh64urpSU1ODnp4exsbGZGZm0r9/f2JiYkhNTWXLli0sWbKE5cuXExwc/IeuQVPPAE19/T987fVHN/3hNQB1JeqPRK/KKVRvXV6J2nvKzI3UWldTqP516hjoqbVOnp+p9p6GLuoHNNsYqRdA1CwoV3tPZXmRegvN7NTf8/+n0/1RWubqlz9q/IlAc/Sum2qta+9vrfae5en5aq3znDhM7T1rbieptU5R36D2nvJi9a7T1MNR7T2zfrql9lp1yUzU77Mmr1Pv+6U0JVvtPYtuq/dvhMvA1nv3/R7px+PUXuvcw1etdRX///8GdegaG6i1zrhdiNp7Gn77s1rrzKvr1d7zST8rtdbtvlmg9p4dsirUXtvmiT5qrdPSVf8XeG36equ17s/8HIvfdkatdfYdvf74opIKiD6FUqFE+YjLnB71/g/Lo5nPKwj/AvX19VRVVdHQcO9/VjU0NKQghK6uLjdu3ACaZ5QkJCTQsWPHZutUGS6RkZHExMSQlZVFSkoKtbW1ADg6OjYbvdehQweuX78urU1LSyMnJweA3NxcnJ2d8fPzw8/Pj/LycnJycjA3Nwd+6etjZWWFvr4+wcHBbNy4kSlTpjTLPFEoFMjl8nvGDj7owM39xhpqamrek9WTkJDAli1b2L9/P7NmzUKhUPD+++/z2WefUVNTg0wmIzY2lqysLJydnamqqiI/Px9vb29WrFhBu3bt2L17N4mJiRQUFODo6Eh9fb10n52dnSkqKiInJwcDAwNcXV0ZMmQIPj4+vzmdTBAEQRAEQRAE4c8SwRxBeECaBjUATpw4wblz5+55uE9MTOTs2bMUFTX+VjsoKIgrV65Ix9DQ0KC4uBhPT0+Ki4sBuHv3LlFRUQwYMIBNmzbx5JNP4uTkxPLly7G3t5eCK2FhYSQl/fIb0o4dO1JZWcnBgwc5duwYubm5JCUlkZqayqhRo5g3bx5VVVWMGTMGQ0ND7t69S6dOnZqdr4GBAYaGhlIwQxWEUtHU1ERLS6vVbBh17+PFixf56aefmn28teOXlpYSHR3Nu+++2yxIFRkZSXR0NMePHyc6Oprc3Fzc3d2Ry+WUlJQA4OfnR2xsLM7OzsjlcsrKyti/fz+VlZVcvHiRQ4cOSQEwLy8vcnNzqaysBMDOzo7ExETKy8tZu3YtoaGhvPrqq4SEhBAQEPCn74EgCIIgCIIgCMKvEb9CFoQ/SNWot2VflJbZIampqXz//fccO3aMLl264OPjw8KFCykoKMDZ2Zn27dszb948wsLCpF4sKlpaWlLAABoDGcHBwVhYWHDw4EGeeeYZRowYwahRo8jKymLq1KlAY2AoISFBOo63tzcvv/wyixcvJjQ0lFdeeQU3NzdcXV2JiYm559p2797d6jVHRUU98Eyb6upqZDIZmpqazUqyNDU1kcvl2Nn9UopRXFxMTEwMJSUl9O/fHwMDA6ZOnUp1dTUmJiZkZGRQWlrKK6+8wieffEL37t155ZVXuH37NikpKdy8eRM3NzdiYmLIz8/Hzs6OoKAgLl68SNeuXdHR0ZEykwoKCpDJZJw+fZqYmBhu3LhB+/btSUtLo7y8sSSlU6dOmJmZ4ejoyPTp04mMjHyg90YQBEEQBEEQ/hH+BmVWPOr9HxKRmSMIrUhLSyMzs7H3RX19fbPyHlUmCjSW/igUClJTUzlx4gTTp09n9erVKJVKioqKOHPmDJmZmVhYWODo6MiGDRs4deoUQ4YMYceOHSQnJxMWFkZycjLwS2mSiYkJERERHDlyhLq6OhwdHRk9ejQTJ04kP7+xT4CTkxMLFy7ku+++k8Z9W1hYMHToUEpLS6Xz7dGjB2fOnOHDDz+kd+/euLu7Nxu9LW/Sg0JPr/U+IQ86kJOXl8e2bdvuGaVeX19PUlISFhYW5OTkUFlZyYULF5gyZQrr169n//797NixA2jsb1NeXs7q1av5+uuvKS0tJTY2Fj09PSmjycnJidDQUK5du0abNm2ora2VMqK0tbW5desWRkZG0kSqMWPGYG5ujrOzM99++y0vvPACDg4O+Pn58cEHH+Dt3Vjb7ObmxuOPP46hoaF0z1reS0EQBEEQBEEQhIdFZOYIwv87ePAgc+fOxd7enszMTKKiopgyZQo6OjrSaxoaGjh48CDXr1+nTZs2TJgwgatXrzJp0iQGDRqEu7s7P//8M5s3b2b27NkkJycTFRVFmzZtUCqV7N27l5UrV0oNiy9fvsyTTz5JWVkZdXV16OrqSnv16tWLdu3aERkZSfv27UlJSSE+Pp7JkyfT0NCAtrY23bp1o1+/flRWVmJlZYVSqeTzzz+/59pUQSdVqVLTLJgHTZVloxr/3Zq6ujq+++47MjMz6dixI7W1tcTHx3P69Gnatm2LlZUVubm5mJqaEhoaypdffolSqWT58uXs3LmTXr164eXlRVxcHDo6OtTW1uLq6sr169fp2LEjS5YsARqDU3fu3MHY2Bg7OzvatGnDypUruXz5MuXl5Vy6dAmAkJAQTE1NMTEx4d1332X58uUYGTVvuts0Uwi45/oexr0UBEEQBEEQhP9lCqUSjVb6Xv7V5/BPJII5wr9Oy+lHqofympoaFAoFJ0+elF576dIlLl68yPHjx/H29qZfv36sWbOGrl27cvToUUpLS5k2bRoWFhZ07tyZ4cOHc/DgQfbs2cPkyZOpr6/nxo0b2Nvbo6enx5tvvsnp06extrZm8uTJZGRkoKWlhampKfHx8bRr167ZuW7dupXPP/+ckydPEhISwsCBA+nYsSPa2tpUVFSwZMkSOnbsiKurK9CY4dLa+G8NDY0HPi77fsGaloGiwsJC5HI5NjY21NfXo6Ojw48//shPP/1EcnIyISEhGBgYcPz4cbp3787ixYtJSkri008/pbCwEG1tbdatW8f+/ftxcXHB0tKSq1evEhISwrp16ygvL8fAwAAnJydiYmIYP3485ubmvPXWW+jr6yOTycjKygLgueeeIy8vDy0tLaKioli2bBkAY8eOlc7f2NhY+rOq6XJr1ymCN4IgCIIgCIIgPCoimCP8I7Q2BlvV20ZTU7PZ37V8CFf9XXh4uJQZU1BQQGZmJufOnePjjz9m9+7deHt707dvX9asWUNgYCAJCQlMmjSJGTNmYGJigoODAwAuLi5UVlZSVVWFra0tZWVlUimOTCbj3LlztG3bluvXryOTNY4cdXNzIykp6Z5gDsCUKVOYMmXKPR+Pi4tDoVDQq1evVq/nQWktOAS/3MemmTjp6emcP38eZ2dnsrKyiIqKQk9PT+oro1ozcuRIampqKCoqYsiQIeTk5ODt7Y2npyeAlBVTWlpKXl4en376Kbdv3wYaAy/Z2dkMGTKEiooK8vPzcXd3x8rKiri4OAwNDfnkk0947733sLGxwd/fn4SEBKqrq9HX12fp0qWtXmdrwakH1dRZpba2VpqIBVBWpv7obEEQBEEQBEEQ/r1EMEf4n9Y0cyI5OZnFixdLPVVay5zIy8vjhx9+4OrVqyQmJrJv3z7pYd3FxYWsrCyCg4PR1tamf//+hISE0LZtW1xcXNDV1SUnJ0cKNPj4+KCvr8/du3fx8PAgISGB8PBwzMzMMDQ0JDU1lR49evDtt9+yd+9e5s6dy3vvvceyZcswMDBg+vTpdOzYEYVCwZ49e9DS0mo1KAVIvViaBqY6dux4z+jyh6G187lz5w7Xrl1DS0uLoUOHkpeXx7p16zhx4gTdu3enqqqKc+fOsXfv3mbTnVTZQXp6epiZmUkTq4yMjDAxMaG6uhoAW1tbjI2Nyc3NxcbGhtraWk6cOEF+fj5paWmYmZmhq6uLra2t1B8oPDycNWvWAKCvr8/UqVOJj4/niy++4Pnnn0dfXx/4peTstxpYPwzLli2TSsAEQRAEQRAE4Z9OqXz0DZCVosxKEB6Nppkfqj+rHrybZk54eHiwfft2ad3Nmzd5//33iY+PZ9q0aUycOJG0tDQWLFjAG2+8wfz586XXqrIy2rRpw9KlSxk4cCAAZ86cwcvLi4yMDExNTfH29iY6OpoZM2ZQWFiInZ0d9fX1uLi4EBsbC4ChoSH6+vrExMQwbtw4ysvLSUhIwMbGhk6dOtG/f/9fvc7WPOgSqV/bq6mKigouXrxIbm4uQ4cOxdDQkOjoaJYuXYqfnx82NjakpqYSGRmJlpYWCoVCClYcP36cF198kZEjRxIQEEDXrl2blWA5ODhIo76NjIwwMzOjuLhYyqDR0tLizp07NDQ0sH79epYuXYqzszNvvPEG7u7uQPPpW+bm5pibmwNQXl7Ohg0bKC0tZdy4cXTt2lV63YMqOVMFElXH/D33Myoqirlz50rvl5WV4ezs/KfPRRAEQRAEQRCEfxcRzBH+lhoaGti2bRtr1qxhzJgxzJ07t9XMifj4eGpqavj6668ZMmQI8+fPZ926dQQHB/Phhx/i6enJq6++yrhx4zA0NKRHjx64ubnh7e2Nra2tFNRQPZT7+PiQkpIiHd/U1BRdXV2ysrIICAhg/PjxHDlyhOzsbOLi4qTSIF9fX+lh3sLCgnfffRcTExMAnnrqqXvOW9W3p2kQ4EGXR6m0Frj5rb0qKipYsWIF8fHx1NXVYWRkxIEDB9i2bRtdunThyJEjJCUlsXv3bj7//HMiIyNp06YNHTp0kBo5r1q1ihs3bpCQkMCwYcP45ptv6Nmzp7SHp6cnNTU1LFq0iF69etHQ0EBVVRWlpaXo6+szePBgdHR00NTUZODAgVKA7fdcn4ODA//973/Vu2FNqIJ8vxVIvN95tCSTyaTSOkEQBEEQBEEQBHWJYI7wSJSVlUnBDrlc3uwhWalUoq2tzSeffML69esJCQkBGrNkvv/+e9LT05k3bx7BwcFMmzYNa2trevbsSZcuXaRGwm3btqW4uJipU6fi5ubGs88+S2JiIh4eHnTv3l0aO97yATw8PJyLFy/ywgsvAGBmZkZ9fb00Onz06NG0bduW7du3M3ToUPr27QvAoEGDGDRoEND4kK+6NhW5XN6sROpBl/SoglGtNettGWC4ffs2CQkJmJmZNctYacrIyAhNTU2ys7M5ffo0AGFhYVy8eJHQ0FCmTZtGWloavXv3pry8nPT0dJycnLh48SKFhYXY29tjZmZGr1696NWrF5cvXyY3N1c6vkKhwNbWlnHjxnHq1Cl0dXWZMmUK5ubmaGtro1Qq7+kfdL+JXA8qCNa0/Co5OZn9+/fTu3dv2rVr1+rnKysri1OnTpGdnc1nn31Gnz59eOedd5o1UBYEQRAEQRCEfzOl4m9QZvWI939YxDgW4ZHw9/fn+vXrQGMJkephuby8HA0NDWJiYrh16xajR49m5cqVJCYmcuLECfz9/Rk+fDhbtmzh1q1bDBkyBJlMxn/+8x8AQkNDuXnzJgUFBXh6ekq9Zjw8PMjLy8PU1FQqDWpKtb+/vz/nzp2TPm5jY8P48eMZPHiw9LH27duzYsUKJk2ahL29vfRxVbZNa7S0tB5a5g38kiXSWtDh5s2b7Ny5E4DXX3+dCRMmsH37drKysn71nG1tbendu7cUhOnatSvp6el8/fXXGBsb88MPP7B48WKsrKyIj4/H2dmZ+vp6KbPp6NGj9OnTB29vbyoqKggNDZWOrTrP0aNHs3btWnr16oW1tTXa2trS9UDz+lZVeVTLhtbqOnToEN9++620T9PyKxcXF+bMmUNQUBAAd+/eZebMmfTt25fXXnsNaOy/tHjxYurr69m1axfGxsZ8+OGHf/q8BEEQBEEQBEEQfosI5giPRFBQkBTM2b17N88//zyhoaEMHjyY8+fPY2lpSVhYGBEREcydO5fvvvuO8+fPo6mpycGDB/n222+Jj4/H09OT+vp66bgdOnTg2rVruLi4oK2tzTfffAM0Bg+uXbuGp6cnhoaGXLt2DeCe7I7evXtz/Phx6XgymYz27dvf09dEoVBIpTcqDzLbprCwkAMHDvDee+8xf/584uLifvX1CQkJXLt2jUWLFknZM3fu3AEgNjaWI0eOUFpaSnR0NB999BFbt27lqaeeQlNT856GYKr3ra2tKSkpkYI51dXVZGdnY29vT319PTt27GD9+vUUFhZy5swZbG1tsbe3lwJEERERbNy4kVu3bvH1119Lk6paksvl9w0q/ZmgTVlZmTQ5qrXjt23btlkD6WvXrvHFF1+wYcMGdHR0+Oijj1i+fDkAu3btwsjIiLfffpva2lrmzZtHYGAgzs7OdO7cGX9/f3r37s2tW7fUPl9BEARBEARBEITfSwRzhEciKCiIy5cvA7B3716Sk5O5cuUKY8eO5Y033sDZ2ZnnnnuO/Px8AJycnDh9+jTZ2dn06dOH6Ohohg8fjru7O+np6dJxQ0JCSExMRENDg9GjRxMfH0///v2ZP38+UVFRAPTs2ZOZM2cC9wYLtLW1f1dDWk1NzQeWIdJSdXU1kZGRfPTRR1RVVeHh4cGZM2eora0lOzuburo6AKqqqhg9ejSlpaU888wzLFu2DDs7O8LDwzE0NJSCZY6OjhgaGlJTU0P37t2ZN28ec+bMYd26ddy5c0fqGaQKiqmCOZ6enty4cYOtW7fy3XffkZ+fT0BAAL169SIiIoKPPvqI2tpavvzyS5599lkMDQ159dVX6dq1K0qlEgsLC1xdXaVj3q+LfNPMrD+jtraW6OhoduzYQWFhIatXr6aoqAhoHmirrKwkKSkJS0tLNm/eDMA333zDc889x4ULF6SmzHp6etKfN27cyJw5c+jYsSMLFy7khx9+QKFQYGxsLGXz2Nra0tDQQFZW1p++FkEQBEEQBEH4J1AoQKFQPuK3R30XHg7RM0d4JDp27Mjq1asBCA4O5saNGwB06dKFAwcOUFtbi7e3N0lJSQAEBATg6urKnDlzpGMkJycTEBBAcnKy1HTXzc0NhUJBWVkZ/v7+rFq1iuzsbHx9fbGysgIaMzLatm37F19xo6Y9eiIiItixYwdubm7NXvPKK69ga2vL1q1bpY8VFRUhk8kYPXo0zz33HOPHj+fSpUvY2tpiampKx44dKS8v58UXXwQa7+nVq1cZNmwYFhYW6OvrExsby3vvvUdZWRlnz55l48aN3L59mxUrVvDmm28SHh7OwIEDpaCLubk57dq1o6GhgT179jBw4EC6d+8OwKRJk5g0adJvXqPKwywxU5HJZOTm5nLmzBnGjBnDokWLaGho4ObNm8TGxjJmzBiUSiWrV69GQ0ODMWPG8MUXX/DSSy+xY8cO5s6dy5AhQ6QR5tbW1lJADBqDZ9DY4NrCwoKcnBw8PT1JTEykU6dO0rj0xMREHBwc/tC5azu0QdvI8A9fs45H4B9eA1Cy5XO11gE01NSpta48s0TtPY1dbNVaV3gzU+09G2qK1VpnE56v9p62WtVqr9UqzlNrXe3PJ9TeU0NbR6112naVau9Z8fN5tdbJzNTvZaXu1zxAsI+lWuuKUkrU3rOqQL2vo9qynWrvaen7x37mqeRdu6v2ng17L6u1rjSjXO09tXTVn4R4Kb1UrXXO+up9nwFUytV7enHQU//xwPcJX7XW5Zy5qvaeaT/nqL1WXdnXcn/7RffRpqerWuuM09XfU2ai3vAFl7YWau9p0dZcrXUdsirU3vNySY3aayeaqvfz2sJTvesE0NLTVWudjqGe2nu69lbve9TQ7o9/LejrilDDwyYyc4RHIiQkROpb4+XlJT3se3l5UV1dTWZmJn5+ftTV1dHQ0ICvry/h4eHMnDmTZ555hoiICPbt24eOjg5jx46lpKREOnZiYiImJiYolUo8PT3p1q2bFMhRuV+WyINQX19PVVUVDQ0N9/ydasQ6gK6urhTEapq5kpCQ0Kz8BxoDCACRkZHExMSQlZVFSkqKVEbk6OjY7Jo6dOggBSIsLCxIS0sjJ6fxPzu5ubk4Ozvj5+eHn58f5eXl5OTkSGO9VZkmVlZW6OvrExwczMaNG5kyZUqzkd4KhQK5XH5P1s3DCNz8Wm8fgLi4OLZu3UpFRYWUuTR16lS+/fZb5HI5S5cuJTMzEw0NDU6dOkXv3r1xdXXFwcGBu3fvMnnyZD777DMiIyOZNWsWN27cwNnZGblcTllZGR07dpT6DsXGxuLs7IyxsTHm5uZcuXIFaGwa7enpKX1OBEEQBEEQBOHfTvWs8Kjf/olEMEd4JFxdXamrq6OqqgoXFxdqa2spKSlBJpOhqalJfHw80FhyFBsbC8CGDRvo0qULvXr1Yu3atURGRgKwdu1abGxs7tmjtSa6Lf/uQWga1AA4ceIE586dk5r5qiQmJnL27Fmp9CcoKEgKBKimNBUXF+Pp6UlxcWNWwN27d4mKimLAgAFs2rSJJ598EicnJ5YvX469vb0UXAkLC5OymKAx86myspKDBw9y7NgxcnNzSUpKIjU1lVGjRjFv3jyqqqoYM2YMhoaG3L17l06dOjU7XwMDAwwNDamvr6e2tvaegIqmpqbU2PnP3M+MjAwSExN/9TWqMqmMjAzu3m3+m9yEhAReeOEFfvjhB3766Seys7Opqqqibdu25OfnExgYSHh4OPv27QPA2NiYwsJCNDQ0sLOz46effmLw4MEcOnSI5cuXk5OTwxdffIGuri76+vpcv36dBQsWkJ2dTe/evXn66afp0KEDZmZmDB48mCeeeAJozGR69dVX6d+/v9r3QhAEQRAEQRAE4fcQuU/CI2NkZMS1a9fw8PCgpKSExMREwsPD6datGzJZYzroyZMnmzXOnTBhwj3HUQVR7hdQeFCBG1XD46bZKXBv4+PU1FS+//57jh07RpcuXfDx8WHhwoUUFBTg7OxM+/btmTdvHmFhYVKAQUVLSws7OzspuKGhoUFwcDAWFhYcPHiQZ555hhEjRjBq1CiysrKYOnUq0BgYSkhIkI7j7e3Nyy+/zOLFiwkNDeWVV17Bzc0NV1dXYmJi7rm23bt3t3rNUVFRDzzTRhUdVwWBrly50mwqGDSWlWVnZ+Pl5YWOjg5PP/00lpaWJCQkMHXqVBwcHKT1b7/9NiNHjmT27NlER0fz2WefcefOHTw9PYmJiaG+vp5p06axf/9+Vq5cSWhoKJaWjam0vr6+0n27evUqOjo6ODs7Y2dnh7OzM4aGhmRlZdGlSxeioqKIj4/H398fOzs7lEol7du3v+f6FArFAx89LwiCIAiCIAiC0JQI5giPTO/evSkqKqJTp04sX74cDw8PoHF8NjQ+9Pv5+TVb0zIQAA82yyYtLQ1tbW0cHR2pr69HW1tbOn7TB3TVeaSnp5Oamsq2bdsICAhg9uzZFBUVcebMGQwNDbGwsMDR0ZENGzZgYWHBjh07eP/99xk+fDhhYWGsXLmy2TWYmJgQERHB7Nmzqaurw9HRkdGjR5OTk8OBAweAxmbQCxcuZPz48axbtw5oLKUaOnQopaWlmJqaAtCjRw/OnDnT6nW2DEzp6bVee/tn763qPjW9d00/d7W1tfTq1YuysjIqKiowMjJi5syZnDx5Emtra8aOHcuMGTMwMDDg5s2b7N69G0NDQ+kaNDQ0cHR0lMrsAgICpACNl5cXJ06cIDs7m4iICFJTU5k9ezbjx4+nQ4cO0r389ttvaWhoYNWqVZSUlNCxY0dGjhyJmZkZS5Yskc7bwcGhWS8c1TW0DN6IQI4gCIIgCIIgNFIqGt8e9Tn8E4lgjvDIfPzxx9KfAwObN3K9X3bDny3pac3BgweZO3cu9vb2ZGZmEhUVxZQpU9DR+aXpYENDAwcPHuT69eu0adOGCRMmcPXqVSZNmsSgQYNwd3fn559/ZvPmzcyePZvk5GSioqJo06YNSqWSvXv3snLlSqlh8eXLl3nyyScpKyuTmjer9OrVi3bt2hEZGUn79u1JSUkhPj6eyZMn09DQgLa2Nt26daNfv35UVlZiZWWFUqnk88/vbWqrVCqloEfTe/egAg6q42tpaSGXy9mzZw89evTA1raxYW3TPcvLyzE2NiY+Pp7z589z/PhxNDU1cXV1paSkhHnz5nHo0CGqq6u5efMmcXFxvP/++3h6etK1a1cKCwsxNDSU7pfqGoKCgti1axfQWEJ17do1bG1t6dmzJ0VFReTm5uLi4kLPnj1xcnIiPj5eWjt06FC6dOmCtrY2O3bs+F3X2/LrTwRvBEEQBEEQBEH4q4mnEOGRksvlrX78YTwgKxSKZn1fVH+uqalBoVBw8uRJbt++zZQpU7h06RJr165l5MiRvPzyy5w5c4Y1a9Ygl8s5evQoa9euJTAwEAsLCzp37syiRYsYOXIkJ06cwMDAgPr6em7cuEFNTQ0aGhq8+eabfP/993z33Xc4OjqSkZGBlpYWpqamUn+gprZu3UpYWBhnzpzBxsaGefPmMXHiRLS1tamoqGDJkiV07NhRGv2tGi/esj+QhoaGNPr7zwbBWt6/pseHxhKxH3/8kV27dnHnzh3KyspITk5m9OjRtG3bljlz5nD9+nU0NDTYvHkzDg4OfPnll4wePRptbW1pDHh5eeOkEQ8PD/r06cPx48cJCQkhJSUF4J5eRN26dSM/P59Nmzbx6aefoqWlxdWrV7G0tMTV1VWaTmVnZ8fp06eJjo6W1lpaWuLl5SW9L5fLm/U/aumvmMolCIIgCIIgCILwW0RmjvBItew/80e1limhKiFqGcBoGSBS/V14eLiUGVNQUEBmZibnzp3j448/Zvfu3Xh7e9O3b1/WrFlDYGAgCQkJTJo0iRkzZmBiYiKV3ri4uFBZWUlVVRW2traUlZVJ5UsymYxz587Rtm1brl+/LvUEcnNzIykpiXbt2t1zbVOmTGHKlCn3fDwuLg6FQkGvXr1avZ4/q7XSKLj3/ikUCuLi4jh37hzW1tY4ODhw8uRJvv76a27cuMGUKVNITU1l5MiRfP3116xfv55Zs2axf/9+vL298fVtHI1oZmaGlpYWKSkp+Pj4kJ2dDTSWfpWVlaGlpYWrq6vUFLrlebi4uPDFF1/w+uuv4+XlxdKlS7G0tERDQ4P33nuv2WuNjIxavV7VvfuzX4+/pba2ttm0q7Kysoe6nyAIgiAIgiA8SgqFEg3Fo50mpXjE+z8sIpgj/E9qGnBITk5m8eLFUplMa1k9eXl5/PDDD1y9epXExET27dsnPcC7uLiQlZVFcHAw2tra9O/fn5CQENq2bYuLiwu6urrk5ORIgQAfHx/09fW5e/cuHh4eJCQkEB4ejpmZGYaGhqSmptKjRw++/fZb9u7dy9y5c3nvvfdYtmwZBgYGTJ8+nY4dO6JQKNizZw9aWlqtBqXgl8ylpoGpjh073jO6/EFqWhqlOq+SkhKOHDlCaWkpvXr1wtPTk3379vH2228THh5Oly5d8Pb2ZvHixezdu5dPPvmE8vJyli9fTlpaGh988AGVlZV0796d2tpaLC0tpcCJra0thoaG5OXl0b9/f/Lz8zl79izW1tYcPXqUuXPnYmBgQGVlJRkZGTg7O99zzm3btmXbtm2tXs/97m3T6/2rLFu2rFkfHkEQBEEQBEEQBHWIYI7wt6V6CFdl2mhoaEiBmqYBBw8PD7Zv3y6tu3nzJu+//z7x8fFMmzaNiRMnkpaWxoIFC3jjjTeYP3++9FpVb542bdqwdOlSBg4cCMCZM2fw8vIiIyMDU1NTvL29iY6OZsaMGRQWFmJnZ0d9fT0uLi7S6HRDQ0P09fWJiYlh3LhxlJeXk5CQgI2NDZ06dbrvyOpfCzY8qEyRpn1zfk1paSlJSUmcP3+ewMBAevToQXl5OW+++SYpKSk4Ozvz3XffsXr1aq5fv86wYcN47bXXpPWhoaFSU2ZdXV2qqqpYsGAB/fv3lxozQ2M2TnFxMbW1tchkMmQymVRGtXPnTpYsWUJWVhaDBg0iNDQUaPy8mpmZ/eo1tpaR9bCCNa014/4tUVFRzJ07V3q/rKys1eCUIAiCIAiCIPwTKBVKlI84M+ZR7/+wiGCO8LfS0NDAtm3bWLNmDWPGjGHu3LmtZtrEx8dTU1PD119/zZAhQ5g/fz7r1q0jODiYDz/8EE9PT1599VXGjRuHoaEhPXr0wM3NDW9vb2xtbaWHcFVvFB8fHymYAGBqaoquri5ZWVkEBAQwfvx4jhw5QnZ2NnFxcXh7e+Pp6Ymvr6/0IG9hYcG7776LiYkJAE899dQ9563qOfOwpnFB62VSqj//WuBI1ZS5X79+aGho8P3332NiYoKZmRmHDh2SRnjPmDGDw4cP07t3b+bPn09eXh51dXU899xzUg8f1VStiIgIzp49y8CBA2loaJB65JiampKUlERRURH29vaEh4ejVCqpr68nJCSEvXv33nPffi2Q0/QaH5S6ujpqa2sxNjZGLpc3Cya2FsQpKSn5zXNUBa4EQRAEQRAEQRD+DNEAWfhLNe0RIpfLmzXUVSqVaGtr88knn7B+/Xopg+HMmTMsXryYiRMnEhMTA8C0adN48803sbe3p0uXLlIj4crKSoqLi3nsscdwc3Pj2WefJTExkbt379K9e3cyMzOlvZoKDw/n4sWL0vtmZmbU19eTnJwMwOjRo3nhhReoqqpi6NChzJo1C4BBgwYxb948oDEoowrkNL3Gpntpamo+kGbEqmtQZaM01TToAHDnzh327t3LmjVrfnVfW1tbsrOzWbx4MevXr6d///7s2LGDuLg4Bg4cSGFhIQCPPfYY2dnZBAUFcf78eV5//XXkcjlbt25FW1sbKysrtm3bxtWrV5kwYQKurq707duXdu3asXfvXvLz8xk+fDgvvvgi9vb2APTp04fHHntMalYMjQGcpmVmD5tCoaChoQGAiooKPv/8c86fPw8gNZEGpKbWubm5rF+/niVLluDl5cWYMWO4fPnyQz9PQRAEQRAEQRD+HoqLi5k4cSKmpqaYmpoyceJESkpKfnNdfHw8Q4cOxdTUFGNjYyIiIkhPT/9De4tgjvCX8vf35/r160DzB+Ty8nI0NDSIiYnh1q1bjB49mpUrV5KYmMiJEyfw9/dn+PDhbNmyhVu3bjFkyBBkMhn/+c9/gMbynps3b1JQUICnp6cUBPDw8CAvLw9TU1NsbGxITU1tdj6q/f39/Tl37pz0cRsbG8aPH8/gwYOlj7Vv354VK1YwadIkKQgB3DPhqSktLa0HmnnTNHCjCtqojl9XVye9RhVsunDhAuPGjWPv3r3k5ORQX19/32Pb2NjQvn17aapU9+7daWhooLS0lIaGBilzSVVWphohnpSUhIGBAQ4ODpiZmTF+/Hj27t3Ljh07MDc3Z/bs2Xz33XfExcVx4MAB2rRpg42NDY6Ojve9Nmj83DyMhsSqfY4cOcKrr77abD/VpCwjIyNmzpxJp06dACgsLOTpp58mODiYiRMnkpSUhEwmY9euXeTk5BAfH8/UqVN56623Hvj5CoIgCIIgCML/KlWZ1aN+e1jGjRtHTEwMhw8f5vDhw8TExDBx4sRfXZOcnEzXrl3x8fHhxIkTXLt2jVdffVUanvN7iTIr4S8VFBTE9evXCQwMZPfu3Rw/fpwLFy5gZGTE8uXLcXR0JCwsDBsbG+bOncuqVas4f/48np6eHDx4kFOnTtG1a1c8PT2bZdJ06NCBTZs24eLigra2Nt988w0RERFoampy7do1PD09MTQ05MKFCwD3lDj17t2b48ePS8eTyWS0b9/+nvNvrUzqQWSNVFdXc/z4cWJjY0lKSqJbt24888wz97xOtWdeXh53797l4MGDKJVK9PT00NLS4rnnnsPY2Jht27axaNEitm/fzqRJk5g4cSLGxsa/eg4ymQwHBwdOnz6Nn58f+fn5VFdX07dvX37++WfWrVtH9+7diYmJYdasWWhpabFmzRru3LlDREQEQ4cOBWDUqFGMGjWq2bEtLCyAX+/d86DLzdLT09HW1sbBwQG5XC4FhlT7RERESI2k6+vrOXr0KBcvXqSwsJAPPviA/fv3s3nzZr799lu+++47TExMOHbsGGfPnmXy5MmcO3cODw8POnTogJaWFj169OCDDz6guLgYc3PzB3otgiAIgiAIgiD8vcTHx3P48GHOnz8vPVd89tlndOrUiVu3buHt7d3qusWLFzNw4MBmk3fd3d3/8P4iM0f4SwUFBUmlKHv37iU5OZkrV64wduxY3njjDZydnXnuuefIz88HwMnJidOnT5OdnU2fPn2Ijo5m+PDhuLu7N0tDCwkJITExEQ0NDUaPHk18fDz9+/dn/vz5REVFAdCzZ09mzpwJ3Bs40NbW/l2NaP9smZSqjKeltWvXsnr1aiorKxkwYABxcXFUVlZSWFhIfn6+lE0yduxYzp49yzfffMOCBQtQKpVMmzYNc3NzKisrKS0tBRrLxlRR4QMHDjBz5kwWLFjA999/L+1ZUVEBNM+IsbOz4/PPP+fYsWOsX78eZ2dnbGxsWLRoEWFhYfz44488/fTT9OjRAysrKz7++GMOHz7MG2+8gZeXl3QcpVIpZUe1vH8PoyGxQqFAoVBw+vRpXnjhBQCOHz8u3Y+mGT6lpaUcPnwYY2Njxo0bBzRmMK1evRpjY2O6dOmCXC7HwcEBPT09lEol33zzDU888QRWVlYMGzaMgoIC7t69i4ODA0qlUprQZWZmxq1btx749QmCIAiCIAiC8OeUlZU1e6utrf1Tx/vpp58wNTVtNmk4IiICU1PTZlUfTSkUCr777ju8vLzo378/NjY2dOzY8Z6eob+HyMwR/lIdO3Zk9erVAAQHB3Pjxg0AunTpwoEDB6itrcXb25ukpCQAAgICcHV1Zc6cOdIxkpOTCQgIIDk5mbq6OnR1dXFzc0OhUFBWVoa/vz+rVq0iOzsbX19frKysgMbx1W3btv1Lr1c1LQtgzZo1VFVVMXv27Ga9Ya5du8a+ffvYtm2bFFDq3bs3hoaGLFu2TArYuLm5UVdXR0NDA+Hh4ezdu5eBAwfi4OCAq6srd+7cIT8/HycnJ9q3b8/Ro0f58MMP2bt3L5WVlbz55pt8/PHH9O/fn6+++oozZ87w2WefoVAopGBHv379uHbtGlevXqVTp06MHTsWACsrK2bMmMGMGTPuucbWxqdraGg8tBKp1oJBqntsZWUllfGNGjWK0tJS7t69ywcffMDSpUuRyWQcOXKE6OhoBgwYwKVLl8jLy+PUqVP4+/vz2GOP0a5dOwAsLS1RKpUUFxcjk8mk4BeAm5ubFG1PSkqiuroamUyGpaUlFy9eJCIi4g9d192vvsJYpvOH74fDoH5/eA2AzYxFaq0DqDO2/+0XtcKhJEPtPTVrStVaZzXeSO096y4dVmtdQ0mR2nteKlQ/0NmNit9+USs0tP/4152KjpuvWuvufvWl2nuWpuSptc5zRFe196zOL1F7bZdN76i1TmHdRu09awxt1Vqnc+ILtffMOX5WrXV+E3uovadeYCe11mXu2Kb2noZ2lmqvDfmVkuxfU1Ncrvaexi7qfS3Ia+rU3rM8PVetdbbdwtXec9ioEWqv1ZDp//aLWtHO84/9O9+U/NgmtdY1lKn3byGAy/SZaq0rPb5f7T1lVhZqrWvzRB+195xoqv736H/6vPbbL2pFN0v1voYA/OTqlf5YhgaqvafdU73UWqc0tv7Da/Syc4APUCiVaCgf7TQpxf/v3/KX96+//jpvvPGG2sfNycnBxsbmno/b2NiQk5PT6pq8vDwqKip49913efvtt1m+fDmHDx9mxIgR/Pjjj/To8fv/bRSZOcJfKiQkROpb4+XlJT2Ye3l5UV1dTWZmJn5+flLQwtfXl/DwcGbOnMkzzzxDREQE+/btQ0dHh7FjxzZrLpWYmIiJiQlKpRJPT0+6desmBXJUWvZleVDu1zenaQmWgYEBNTU1UhNoVRBk586dPPbYY81+uKjOe9GiRdTV1bF//35KSkpwdnbGxcUFLS0tAgMDpR449vb2KBQKqUmxsbExd+7cARpHemdnZ+Pk5ISLiwuampoYGhq2eo4uLi40NDTw0ksvMW/ePBwcHJpdT8um1dCY9fIwegO19rm63x4nT57k9ddf5+TJkyiVSsrLy/nkk0/46KOPMDY25vTp05w+fVp6bc+ePYHGKWZXrlxhxowZlJaWsmbNGoYPH84XX3yBqakplpaWJCUl0b9/f/bv309BQQF5eXk4ODhgZ2eHoaEhycnJ0ue0b9++2Nqq959nQRAEQRAEQRAenoyMDEpLS6U3VQVHS2+88YbUGuJ+b6pqk9aeT35tgrDqWWrYsGHMmTOH4OBgFi1axODBg/nkk0/+0PWIzBzhL+Xq6kpdXR1VVVW4uLhQW1srjXTW1NQkPj4ed3d3qquriY2NpX379mzYsIEtW7agUCiYNWuWlDmxdu3aVvdQfeO09k30ZwMOJSUlXL9+nYCAAMzNzaU9Wuubc/v2bW7cuIGHhweBgYE4ODhw69YtCgoKsLW1lTJiZDKZVJpTWVnJ3r17Wb58OREREXz66af06NGDgwcPcuzYMZKTk2nTpg1paWloampKwRs3Nzfs7e3Ztm0bNTU1ZGZmSv2B1qxZQ0pKCgEBAUydOhVojAhPmDDhnnvi5OSEo6MjZWVlUmCs6d8/jGyb1NRU4uPjGTBgwK+Oa6+pqSE2Npba2lo6duyIrq4uAJmZmaxevZq2bduSl5dHSUkJ6enpBAYGcvz4cQwMDJg+fTpHjx6lY8eO6OjoSGV8QUFBnDx5kscff5wNGzYAsHr1ak6dOkVwcDAODg6cOXOGefPmUV5ezuOPP05lZSVjxozB398fGxsbPDw8pGbOqnsqCIIgCIIgCMLfi4mJyT3Th1sza9YsxowZ86uvcXNzIzY2ltzcezMS8/Pz7/sLXisrK7S1tfHz82v2cV9fX86cOfOb59aUCOYIfzkjIyOuXbuGh4cHJSUlJCYmEh4eTrdu3ZDJZEBj9oSnp6e0prWHZFXmxv0CNH82cKMa/a2pqYlSqZSCJ3V1dc2CDmVlZVy4cAF9fX26du1KVVUVK1euJDo6mjZt2tCmTRvq6+vx9fUlOjpaCiSojtGhQwe+/fZboDFLJiAggPnz57Nx40bq6+vp0aMHubm5rFixAh8fH6Axda+hoUHqG2RiYsL06dOZOXMm+/bt4+mnn5ZKpD7//PN7rm369OnS5KamrK2t2bNnzwO7h/fTNEhUU1ODjY2N9DG5XE5cXBzJycl06tQJOzs7oqKiyMjIQENDg4EDBxIaGioFcz7//HM8PDx49913yc/PJzk5matXrxIeHk5NTQ23bt1i3LhxrFixgldffRUfHx+pGXRERARff/01AIcOHSIvL48bN25gbm5OcHAwcXFxUvbXzJkzGTZsGK6urtK5W1tbY23dPO20abNlQRAEQRAEQfg3e9jTpH7vOfwRVlZW91R4tKZTp06UlpZy8eJFwsMby0UvXLhAaWkpnTt3bnWNrq4uYWFh9/TZTExMxNXV9Q+dpwjmCH+53r17U1RURKdOnVi+fDkeHh5AY80iND7ot4xUqspumk5CetCBhpbBoaZ9XzQ0NGhoaMDDw4OGhgaKi4spKCjgnXca+yHcuXMHS0tL8vLyGDFiBC+88AJRUVGcP3+e1atXU1NTw9tvv42WlhYFBQXAL1ku4eHhGBsbs3fvXoYPH067du1o164dq1atIjc3FycnJ0aPHs3y5cvp3r07SqUSfX19IiIipAa8GhoaGBoasnnz5lavTaFQNMsiai2Q8yDI5XKUSuVvHl91j9PT0zEwMKCqqoqUlBQ8PDx47bXX+OGHH7C2tubMmTMsXLiQoKAgzpw5w6ZNm6QgnypoYmFhIf0wNDY2JiwsjBs3bvDEE0+gqalJZmYmAQEBDBgwgBEjRtC5c2c++ugjANq1a8fLL78MNI5cv3PnDuHh4fTt2xeA8ePHS+es6s0EzYNRf0X2kiAIgiAIgiAIfy++vr4MGDCAadOmsX79eqDxl+aDBw9uNsnKx8eHZcuW8cQTTwCwYMECRo8eTffu3enVqxeHDx/mwIEDnDhx4g/tL4I5wl/u448/lv4cGNi8gVfThsFN3W+ctTpUgaGW+zQ9fklJCTKZjGXLllFaWoqGhgZ37txh//79fPbZZzg6OjJlyhSysrLo0aMHGzdu5Pvvv2fNmjWMGDGC3NxcRowYgaGhIa6ursTExKCjo4ORkRFFRUXN9rOysuL1119nyZIlJCYmkpubS0ZGBh07dsTIqLGBq5GREQ4ODnh6eqKhoYFCobhn/LeKXC6Xru1Bjk9vjarmU3X8L7/8kpCQEEJCQpq9Lj8/n6KiItq2bUtubi47d+7kxIkT6Orq0rlzZ1JTU+nXrx/FxcUkJiZy/vx5AF577TXWrl3L6NGjsbKywsHBQfoaUe0ZHh7Oxo0bAdDT0+PatWvU1NRgZGTULHspJCSEkSNHcvbsWSntMTAwkCtXrgCN/Ynud42/9rXysLKXBEEQBEEQBOF/nVL5N8jMeYgNmLdu3UpkZCT9+jUOJhk6dChr1qxp9ppbt25JU3YBnnjiCT755BOWLVtGZGQk3t7e7Nmzh65d/9jABhHMER6J+5WiPKigg0KhkAJALTMnmgaGVL1hampq+PHHHzl27BjXr18nIiKCLl26EBsby4wZMzhy5IgUFPDy8iInJwcTExPs7OwIDg5GoVDQrl07iouLkcvlfPLJJ0yePJmnn36ay5cvM2fOHCorK7GzsyM/P5/y8nKp1AegT58+WFlZsWXLFmxtbRk8eDBhYWEYGRlRU1PD999/j7GxsdSQWHWfWusL9LCmSKnuXVMtP19xcXFER0czbdo07O3tcXJyIjIyktjYWHx8fBg0aBDDhw/n8uXLaGtr8/XXX1NdXc1///tfysrKcHBwICUlRdpzxIgRzJ8/n4ULF1JaWkpFRQUGBgbNziU4OJiIiAhmzJiBvr4+urq63Lx5E4DOnTvj4uICgI6ODh9++OE919a0TEoulzdrbNbaNf4ZtbW1zUYgqhonC4IgCIIgCILwv8fCwoItW7b86mtaCyY9++yzPPvss39qbxHMER6JBxVw+D1BBg0NDWpra9HW1kZLS4vbt28TGRlJbm4u1tbWvPzyy3Tv3p3ExET279/PlStXMDExYfjw4SxYsIAuXbrQvn179u7dS0VFBba2tty8eROlUomlpSX5+fnI5XIsLS0xMDCgoKAAbW1tsrOzOXv2LHv37iUjI4OkpCScnJwoLS2lpqamWTAHkMqrWqqrqyM5OZnJkyc36yPU2nU/LK3tk5OTQ1xcHJcuXaJv3760bduWGzducO7cOVxdXRk+fDjp6ekEBATw5Zdf8s0337Bo0SI6duxIcHCw1LxZoVBgYWHBnTt3GDJkCHl5edKeRUVFmJqaSgGc7Ozse8b/6erq8uGHH7Jy5UosLCwYNGgQFhaN4zBba1x2v+wvePglUsuWLWPJkiUPdQ9BEARBEARBEP75RDBH+J+gCtq0LI9qrW9JUVERp0+fJjs7m1GjRjFhwgQSExNZuHAh06dPx9TUlPfeew9fX19u3LjBzJkziY6OxtfXl/bt21NXVwc0TnxSBRFsbGywtLQkISEBV1dX5HI5RUVFuLu7k5mZSXV1NSYmJshkMo4dO8by5ct5/vnnOXDgADNmzODxxx/Hzc2N4OBgBg8efN/rVPW20dTUlK7HxMSE+fPnP/B72jR76dcUFhYSExNDdnY2gwcPxszMjMOHDzNt2jTGjx9PcXExL730EkeOHGH9+vX07duX9957D4CXXnqJXbt2sWPHDkxMTHjqqacwMjLC2tqagoICFAoFhoaGWFlZkZaWhoGBAZ06dWLZsmWEhITw+eefM3HiRAAsLS2lAFBLOjo6LFy4sNW/a5m99DBKzn4tQNRUVFQUc+fOld4vKytrNpJeEARBEARBEP5JlAolikddZvWI939YRDBH+NtRTZFqOvK7tabHeXl5xMbGUldXx8CBAwEYNGgQjo6OaGlpkZCQQHR0NEuXLsXT05PHHnuMLl264O/vT3R0NM899xxyuZzU1FSSkpKws7PDzs6OrKwsrKysCA4O5rvvviMkJIT8/Hyqq6tJSEigd+/elJWVcefOHZydnTl16pRUOvPqq69ia2uLlpaW1ATrj3hYvW1a6xP0a6VaKgUFBYwZMwZ7e3vc3Nw4ceIEGzZswN7enrKyMt59912gsTb01KlT9OrVi6qqKoqKirCwsKChoYEFCxbw/PPPNzuulZUVtbW15ObmYm9vj4GBAbm5uaSlpbF161YWL17MunXr6Ny5M7169QJg165dv3mNqnHvTT3I7KX7BW1+7+dNJpNJE9sEQRAEQRAEQRDUJYI5wiPXWk+blg/kycnJlJWVsWfPHvz8/NDU1GTLli2YmZmhqamJQqFg8ODBODs7o1AoWLduHT/99BPvvPMOOjo6mJiYYGNjw9WrV3FxceHs2bMsXryYgQMHMmHCBC5cuMDo0aPR0dEhKyuLoKAgpk6dyldffUXPnj3x8fHBy8uL+Ph4JkyYwLhx43B2diYkJIShQ4dK5xkREdHsvFvrwfIwtTb1C+5tIJ2SksK1a9fIzMzkhRdeuO/xrKys+OabbygpKSEmJoannnqKqKgo3N3d8fX1JTs7G3t7e9q2bcudO3fo1asXVlZWZGVlSSVPH3zwAb6+vrRp04bt27czePBgrKysqKqqIicnB3t7e4KCgqTsJ21tbZYvX37f6/u1UfQPqkyqpqaGH374AR8fHzw8PJpNAoNfgjoKhYKMjAyOHTuGvb29FFQUBEEQBEEQBEF4mEQwR3io6urquHz5MlevXiUhIYF58+bRpk2bZq9p+nCelZVFQUEB0dHRxMTEsGjRIgIDA3nttdcoLS2lT58+9O7dGy0tLYYOHUpdXR3z589n69at9OrVC3d3dyorK4HGCVABAQFkZmYSGBhIUFAQiYmJZGRkUFlZSVBQEFlZWSQlJaGjo8PMmTObTT9q3749jo6O3Lp1C1dXV3bs2CFNb+rfv/99r7lpwOGvGFPddL+WQZu6ujp0dXVRKpXMnj2bNWvWcOHCBf7zn//g4+ODk5MT9fX16Ojo3Pf4mzdvZufOnURERODp6cnVq1cZNWoUdnZ2xMXFYW9vj52dHbm5uQCEhYXxySefEBoaSteuXZk3bx7//e9/ycvLw8vLi8cff5yQkBDef/99DA0NUSqVuLq64urq2mxfuVwO0Kzk7EEGxGpraykrK8Pa2pqGhgYpWKMaQ29qaoqJiYm07927d4mJicHMzIyuXbty8eJF3n//fQwMDKisrERbW5v8/HwmT578wM5REARBEARBEP6XqX7Z/KjP4Z9IBHOEh2rdunUcOHCAwMBAHB0dpVKYsrIylEol5ubmnDx5kqtXr/Liiy+yYMECUlJSGDNmDP7+/qxevZq5c+fSv39/9u7dy9SpUzE2NqaiooLXXnuNS5cu4eDggLa2NvHx8QQGBrJjxw6gMatEX1+f7OxsAEJDQ1m+fDlvvfUWwcHBdO3alQ4dOjBs2DAaGhoAmD9/PlZWVtL519TUcOTIEeLj4ykvL5dKfe7XePl+H1NHdXU1x48fJzY2lqSkJLp168Yzzzxz3/3y8vK4e/cuBw8eRKlUoqenh5aWFs899xzGxsZs27aNRYsWsX37diZNmsTEiRPvacLcUkFBAWfPnuXtt9+me/fu5OTkcO7cOUaNGoWTkxOXLl3isccew9ramtOnT1NWVsaiRYv47LPPSElJoV+/fvTs2ZOePXvec2xVAKm1vkfw8AJhquDVV199RUNDAzNmzEBb+5cfhVVVVRgZGUmZXP379+fs2bPMmTMHe3t7jI2NSU9PZ8iQIZSXlxMREcGcOXM4cuQIH374oQjmCIIgCIIgCILw0IlgjvDQVFRUcObMGVauXElQUBAADQ0NaGpq8vzzz+Ps7Mzy5cspKysmeRpsAAEAAElEQVQjOTmZvLw8unfvTnZ2NpGRkQC888477Ny5k8cffxwDAwN0dXUBOHfuHD/99BNnz55FoVAwfPhwcnJy8Pf3JzMzk/LyckxMTNDQ0ODOnTsAdOrUCT8/PwCef/55RowYgZubW7NzdnJyava+np4ezs7ODBgwgHbt2knBjweZIdLQ0NAsmKCydu1ajh49SlhYGAMGDODixYtUVlZSU1ODQqHAysoKDQ0Nxo4dy6xZs7h+/Tq7du2ie/fuTJs2jYMHD5KdnU1paSnGxsaEh4cTExPDxIkTeeWVVzh37hz29vb07t2bxx9/HGj8nBkZGUllRHV1dTg6OnLs2DGqqqq4desW9vb2QONIcNXkqcGDB9O7d29MTEwwMTFptUxK1dy5ablSUw/inlZUVFBcXIyZmRl79+4lODiYwMBA4JdgkSqINHXqVIqKigBITEzkxRdf5O7du3h5efH1119z+vRpfvjhB/r3789XX33FSy+9xJNPPklMTAxjx45l3LhxWFtbExAQgFwuJyAg4P/YO++wKK6vj3/pVTqCIB2RIgqIFcVuVOw99t7FXhB7b1FjUKPGEmPsvaDYsCMqVREQKUrvvbN73j94Z7JLsawt8Xc/z7OPsjtnzr13Z2fmfufcc5Cdnc1HQzEYDAaDwWAwGAzG14KJOYyvhkAggL6+Ps6cOYPU1FTo6OjwE+u2bdvizp07AABTU1PIy8sjKSkJ1tbWYmFwLVq0wJ49ezBz5kxkZGSgoKAACgoKsLCwQEpKCkJDQ/H48WOkpKQgKCgIP/30ExQUFJCfnw8DAwMMGzYMKioqAAADAwMcPnwYQKVIIyrkCASCGiNB9PT0MHny5C86LqJJdL28vFBUVISZM2dCSUmJ3yYkJAQXL17EsWPH+GpHHTt2hIqKCjZs2AAiwsSJE2FqaoqysjJUVFSgefPmuHDhAnr06AEDAwOYmJggJiYG6enpqF+/PpycnHDz5k38+uuvuHDhAgoLC7F69Wrs3r2bFywePnyI/fv38200MDDAyJEjsWjRImRlZWHhwoWwsbEBUCmGAJUiiWg0E/cetw9OpPkWyZ3PnDmDy5cv4+zZs2jVqhW/dItLyExE8PPzw/Xr1zF//nzUq1cPpaWluHTpEjp06IApU6bwgl3Dhg35YzQ4OBhLly5FRUUFHBwcUFhYiJycHOjp6SE5ORlCoRDa2tqoU6cOoqKiYGdn90l9SAtJQGENgt6HUNT2/2QbAND6jO9CQbPuhzeqgdKIAIl9SsnWvgzwfVBFucQ+0wPCJbJTqactsU9tJcn6CQCUniuRXdHbtxL7VMitubrch6goKZPYp7yqZEJpaU6+xD6lPuP3ErV1u0R29VzsJfapaGz24Y1qIN1f8t9o3rsMiezo/5cuS4KuQDLb+AdvJPYpr/JOYtvCtEKJ7GQVJb9Vl1WMkshOw1RdYp+CMoFEdrolko0PABT4P5LYVkFDVSI7pQ9vUitpIRES2VUUlkjuM+g3iezibkv+e5EUGXnJI7O1LDUltm2rLdm3+iCzWGKfxb6SXYOVNH0l9qlmJtnxp9261SfbCNMrH5qSkL57Nanv7f9rwcQcxldDXV0d/fv3x9y5c/HkyRMoKSmhrKwMx48fR6tWreDl5QWgUjCRl5fHu3fv0KZNG8TFxSEyMhINGzZEQkICTE1NoaGhgfT0dKSlpUFbWxsWFhbw9PTElClT0KxZM2zduhXGxsaQk5PD1atX+TZYWFiItak20eZrLOn5mMpHysrKyMrKQl5eHpSUlPj2nTp1Cp07dxYrW80JJosXL8aqVatw6dIljBo1CkZGRjA2NkZeXh7s7e1RXl45ga1Xrx6EQiFfzrtOnTp48eIFAODVq1eQl5fnc+ZIS0vzohcAsUihJk2a4Pr165/Uxy+ZjBiovTQ954sTjCwsLPjKYlFRUQgPD4exsTHGjx+P58+fQ0pKCnfu3IGhoSHU1NRQr149FBYWQlpaGpcuXYKMjAw6deqEhg0bQkdHB+Xl5SgsLIS+vj4CAgLQp08fAICJiQkSExNhZmaG+Ph4vjS9nJwcnj9//sliDoPBYDAYDAaDwWB8CkzMYXxVOnTogKCgIMTFxSE8PBwnT57E1q1bsXLlSmRkVD7Jq1u3Lp4/fw4jIyNoa2tDUVERe/bsARHh0aNHOHr0KKSlpdG7d2+xss7jxo3DuHHjPqk9X0O0ycnJwYsXL9CoUSNoamq+dynRmzdv8PLlS1hYWMDe3h4GBgaIjIxERkYG9PT0+NLaCgoKiIyMBAAUFhbiwoUL2LRpE1q2bIl9+/ahXbt2uHLlCm7duoXo6GiYmZnh7du3kJaW5sUbU1NT1KtXD8eOHUNJSQkSExPh718ZyeHl5YXY2Fg0atSIj7BJS0vDiBEjauyjaLl4UfHka0TbcMuxakp8XNNSrIqKCowbNw4vX76Eq6srsrKyUF5ejsDAQBARevXqBQ0NDXh7e6NHjx64f/8+PDw8AABaWlp4/vw55s6dC1NTU6Snp2Pw4MEYN24cBg0aBB0dHbx58wYjR47EpUuXUFpaioiICDg7O8POzg4hISFIS0vjcy5t3rwZenp6X3xMGAwGg8FgMBiM/yJCIQHfOTJGyCJzGAzJMTU1hampKT/5lZWVhbOzMxYvXgxVVVUIBAI+UbGRkRHMzMxgbW2NcePG8UuvVqxYUW2/tYkMXwvR5UOc4JCZmYmysjIxwSEvLw/+/v5QUlJCmzZtUFRUhG3btsHHxwdmZmYwMzNDeXk5bGxs4OPjg/T0dN4WAJydnXH+/HkAlYJJo0aNMH/+fBw8eBDl5eVo164dUlNTsWXLFlhbWwOoFMVEq3Gpqalh0qRJmDp1Ki5evIgxY8bg559/BgAcOHCgWt8mTZpUY+4erl1fWgjjxtLHxwexsbF8ifSaBCIuX9CJEyfg7OyMMWPG8LlvTp48CR0dHdy6dQuXLl3CgwcP8O7dOzRq1AhPnz5FUVERZs+eDR8fH5iamsLa2prPlWNvbw9/f3+0a9cO/fv3B1A5bi9fvgQRQV5eHnfu3MGcOXMgJyeHAwcOwMDAgE9EPXToULH2cjmZGAwGg8FgMBgMBuNrwsQcxlclJSUFERERSElJQUxMDHx8fLBu3ToAwO7du3HgwAGoqalh9+7dfPJhLS0tlJSUiJX/lpKSqrGC1NcQGUSp6lPUH1fC2sLCAhUVFcjOzkZGRgbWr18PAIiJiYG2tjbS0tLQv39/TJ8+HR4eHnjy5Al27tyJkpISrF27FjIyMnyUErfv5s2bo06dOrhw4QL69u2LJk2aoEmTJti+fTtSU1NRv359DBkyBJs2bYKrqyuICEpKSmjZsiUMDAz46CAVFRUcOXKkxr5VTUhcm5DzudQUaSM6lp06dRJLGHz16lWcPXsWBQUF8PDwgKOjI3bs2IHs7GwMHz4cffv2hZycHL8k7caNG2jatCm0tLTQr18/+Pn5ISQkBObm5rh37x7i4uLQs2dPBAQEwMPDA+3ateOPNQcHB9y/fx8A4O7uDn9/f1RUVGDGjBmwsLDAyJEjoa5emTugd+/e6N27t1jfvlYeIAaDwWAwGAwGg8F4H0zMYXxV1NTU4OPjg4iICDRq1AjLly9HixYtAFTmHVm9enU1m379+iE/vzJZpWhOlq8ZdSOaRFcUUZ85OTlQUFDAhg0bkJuby1fKunTpEvbv3w9DQ0OMHz8eSUlJaNeuHQ4ePIhr167By8sL/fv3R2pqKvr37w8VFRWYmJggODgYcnJyUFVV5SNFOH86OjpYsWIFVq1ahdevXyM1NRXx8fFo0aIFVFUrk/WpqqrCwMAAlpaWkJKSglAoxKBBg2rsn0AgqDaOX0OIePXqFUxNTaGsrMy/V9UPESEtLQ0BAQEIDg6GjY0NwsPD0atXL9SrVw9nzpzhj5Ht27djwYIF6NatG7y9vdG/f3+xfQOVeXIiIiqTucnLy0NVVRXR0dFwdXWFlJQUkpOTYWtrCzc3N+zevRvp6emYO3cuAMDV1RVRUZUJIocNG4apU6fyCZ6BynL2onyoIheDwWAwGAwGg8H4BxIKQELJkqN/yTb8iDAxh/FVUVZWxoYNG2r9vKaqR0OGDOE//5ITZtHlWNyEnEN0iVZeXh7U1NRQUlICX19f3Lp1Cy9evEDLli3h4uKC0NBQTJkyBTdu3OCXNFlZWSElJQVqamrQ19eHg4MDhEIhmjRpguzsbAgEAvz+++8YPXo0xowZg+fPn2POnDl8ct309HTk5+fzlZQAoFOnTtDR0cHRo0ehp6eHnj17olmzZlBVVUVJSQmuXbuGOnXqwMDAQGysqvYN+PK5goQiFUi4JWdSUlLYtWsXpk2bBjs7OxARKioq8ODBA1y9ehVmZmYYO3Ys4uLisHbtWhQWFmLcuHFQVlZGeno6BAIBvL29IRAIMGXKFABAZmYmzp49i+7du+PmzZtiETxcH9u2bYuVK1ciPz8fxcXFCAsLQ3JyMubNm4f8/HykpKQAqFxS5eXlheLif6oONG3alBdsWrZsyb8vOoai/2cCDoPBYDAYDAaDwfg3wMQcxjdBIKhUQ6tGNHytXCzcvkWp6re0tBSysrKQkZHBmzdv4O7ujtTUVOjq6mLJkiVwdXXF69evcenSJQQEBEBNTQ19+/bFggUL4OLiAicnJ1y4cAEFBQXQ09PDq1evQETQ1tbmxQltbW0oKysjIyMDsrKySE5OxqNHj3DhwgXEx8cjKioK9evXR25uLkpKSsTEHAD88qqqlJWVITo6GqNHj4alpaXYZ18ygokT2wBxQaiqqFFRUQE5OTmEhYVh0KBBaNKkCWbPng0FBQWcPHkSHTp0wOvXr7FlyxbMmTMH0tLSaNy4Mfr27YuMjAw8fPgQ8fHxMDY25gUyoDJ30OHDh/nS9Pn5+dDU1BRrg4uLC8aNG4c2bdpAQ0MDAwYMQG5uLqSlpeHh4QF9fX0AgIKCQo2RSzVVOKsq9H0pSktL+WpbQKVwyGAwGAwGg8FgMBifChNzGN+Er5HXprZy1TVFVGRlZeHBgwdITk7GoEGDMGLECLx+/RqLFi3CpEmToK6ujs2bN8PGxgYvX77E1KlT4ePjAxsbGzg5OaGsrAxAZcUnbplP3bp1oa2tjYiICJiYmEAgECArKwvm5uZITEzky1UrKCjg1q1b2LRpE6ZNm4bLly9jypQp6N69O0xNTeHg4ICePXvW2s+acs6oqalh/vz5X3xMq1Kb2BYeHo7r16/jxYsXePnyJRYsWIAuXbrAyMgIOTk52L17NyoqKrB//34oKipCW1sb/v7+/FIzR0dHfr/y8vLQ1NREdHQ0Ro0ahaSkJD5K6cWLF7CxsYGGhgaSk5ORkpLCizkc8vLyGD16NNq3bw9jY2Mx8cXMzExsW06cEu3T18y5VJUNGzZg1apV38wfg8FgMBgMBoPxPWHLrL4eTMxh/CcQrVpVNfeL6OQ9LS0NoaGhKCsrQ48ePQAAbm5uMDQ0hIyMDCIiIvgkzJaWlujcuTNcXFxgZ2cHHx8fTJ48GQKBAHFxcYiKioK+vj709fWRlJQEHR0dODg44OrVq3B0dER6ejqKi4sRERGBjh07Ii8vDzExMTAyMsL9+/f5CIxly5ZBT08PMjIy2Lt37yf3/Usv7akt2qYm0tLSsHfvXjx9+hSamppYuHAhGjVqhPv372PNmjW4d+8eEhISsHbtWvTv3x/r1q1Djx49oKmpidzcXERGRiIpKQmysrIYMmQI2rdvD0NDQzx79gxv374FUClM6erq4sWLF9DS0sKECRMwYcIElJSUICcnB8eOHYOMjAwmTJjAJyOuCRMTE/7/NUXbAF83YXZtPkXx8PDg8/UAlZE5RkZGX6U9DAaDwWAwGAwG48eFiTmMfyU15bSpOlGOjo5GXl4ezp49C1tbW0hLS+Po0aPQ0NCAtLQ0hEIhevbsCSMjIwiFQuzZswd+fn5Yv3495OTkoKamhrp16yIwMBDGxsZ49OgRPD090aNHD4wYMQL+/v4YMmQI5OTkkJSUhMaNG2PChAn466+/0L59e1hbW8PKygrh4eEYMWIEhg0bBiMjIzg6OopVPRLNxQJUTvq/RSn1mnLnAJ8maAgEAqiqqmLjxo3Iy8vD+PHj4e/vD3t7e2hra8Pe3h7W1tY4ceIEHj16hJYtWyI7OxsVFRVQV1eHoaEhmjdvzpcdr6ioABFBQ0MDz549Q2ZmJr8UraysDOnp6Vi4cCGuXr0KeXl5ODk5QVtbG0KhEDNmzPjovn+tSDDuVXX/VaN9akNBQQEKCgpfvG0MBoPBYDAYDMa/ERIKv3tkDInk+/yRYGIO45tTVlaG58+fIzAwEBEREZg3b1615TCiIkRSUhIyMjLg4+OD4OBgLF68GPb29li+fDlyc3PRqVMndOzYETIyMujduzfKysowf/58/P333+jQoQPMzc1RWFgIoLICVKNGjZCYmAh7e3s0btwYr1+/Rnx8PAoLC9G4cWMkJSUhKioKcnJymDp1KioqKvg8Lk5OTjA0NERkZCRMTExw4sQJPspFtJR6VUSFla+RI4irZiUqEFVdblZeXg45OTkkJCRg48aNePPmDbS0tHDs2LFahZ969eqhU6dO+OOPP/DixQu8ePECsbGxsLS0RN26dfnlUCoqKkhISIC8vDzk5OSQmZkJPT09DB8+HJ6ennj37h1yc3MRGBiIAwcOwMLCAqmpqXwuJTc3N/Tv3x9ApTDi5uYm1g4uybJov74meXl5yMjIgJGREeTk5Hi/VX2npaVBUVERampq+OWXX6CtrY3Ro0d/kzYyGAwGg8FgMBiM/11YaRbGN2fPnj1Yvnw5oqOjYWhoyC/7ycnJQXZ2NgDg3r172L59O4gICxYswJQpU6CgoAA7Ozvs3LkT4eHh+OmnnyAvL48JEyZAX18fSkpKWL58Ofr06YPCwkLIysoiPDwc9vb2iIuLA1BZ8ltJSQnJyckAKqsZ+fj4wNbWFg4ODmjTpg3c3d3Rp08fXmCaP38+Ro0axbe/pKQEN27cwNy5c3H79m1MmzYNwD+RGzXxuZP7wsJC5ObmAvgnmXTVfYvm1ElNTUVUVBSCg4MhJSUltpzn+PHj0NHRwbp167Bu3Tp+H8IaFGuBQICdO3fC0NAQp0+fhrOzM8LCwlC3bl1oaGjg1atXACrzB3FjPHz4cAwaNAi9evWCiooKfvvtN2hpacHBwQG7d+/mx3ratGmoW7cuAIhFq3DLyqq251tEMnGkpqbC29tb7PN3795h7969mDRpEm7evAkAWLhwIZYuXYo3b97gzZs3UFRUZEIOg8FgMBgMBoPB+OqwyBzGN6WgoAAPHz7Etm3b0LhxYwCVS2+kpaUxbdo0GBkZYdOmTcjLy0N0dDTS0tLg6uqK5ORkuLu7AwDWr1+PU6dOoXv37lBWVubLVT9+/Bh+fn549OgRhEIh+vbti5SUFNjZ2SExMRH5+flQU1ODlJQUYmJiAACtWrWCra0tAGDatGno378/TE1Nxdpcv359sb8VFRVhZGSEbt26oUmTJnwFqi89iX/w4AHWrl2LzMxMyMjIoEePHlixYkW1yJ7g4GCYm5vj1q1biIqKwq1bt9C8eXOUlZVBR0cHNjY2UFNTg7y8PPLy8hAVFQUpKSkkJSXBxsaGj8qpKTfP69evkZ6ejpUrV0JTUxM5OTnw9/dHz549oaysDD8/P7Ro0QImJibIyMhASUkJFixYgH79+sHY2JgXaxYtWlRt3x+KtPmcXEGikUbp6emIjo6GiYkJ6tWrV6uNlJQUBAIBUlNTcfHiRRw7dgyHDh2Cm5sbZs+ejStXriA9PR1du3bFw4cPkZiYiMOHD2Pbtm0YNmwY2rVrh6FDh9Ya5cRgMBgMBoPBYPyvQQIBSPCdl1l9Z/9fCxaZw/imCAQC6Ovr48yZM7h58yaCgoL4z9q2bcuLLKamppCXl0dSUhKsra3FoiZatGiBFy9ewNLSEhkZGSgoKAAAWFhYICUlBaGhodi3bx9SUlIQFBSE+vXrQ0FBAfn5+VBRUcGwYcP4HC4GBgY4fPgwgEqRRlTIqRoBw6Gnp4fJkyejTZs21UqJfypRUVF4+fJltfczMjKwdetWjB8/HleuXIG/vz8fxbR//348e/aMb9+QIUOQmJiIlJQUnDhxAtu3b8e6detgbW2NiooK5OTkAAAMDQ3x9OlTrF+/HmZmZvDz84OLiwuflPn58+cICAgQ67u+vj4aN26M4cOHY+zYsahTpw6UlJQAADNnzkTHjh0BAGPHjsWCBQugqKgIDQ0NODs780IOUBllw1Xl4vhakTacmHLlyhU4OTmhQ4cOWLZsGW7cuMFHfgHgS8MDlUv5tm/fjr59+2L58uWIioqCpqYmunTpgtWrVyM4OBg+Pj5o3LgxYmNjce7cOdy5cwcAMHToUKSmpvJjx2AwGAwGg8FgMBhfGxaZw/imqKuro3///pg7dy6ePHkCJSUllJWV4fjx42jVqhW8vLwAVAom8vLyePfuHdq0aYO4uDhERkaiYcOGSEhIgKmpKTQ0NJCeno60tDRoa2vDwsICnp6emDJlCpo1a4atW7fC2NgYcnJyuHr1Kt8GCwsLsTbVVoXoS+e24cQM0SiYgwcPQl1dHdbW1pCV/efnePbsWejq6mLAgAF8OyZMmACgMufQkSNHoK6uDjMzMzg7O0NRURENGzaEs7MzH6mkpaWFuLg4pKenQ09PD/b29njw4AE6d+6MxYsXA6gUszhBzdvbG2lpaWjatCmASlFEU1MTU6ZMgY2NDRo1aoSGDRvyS6JcXV3F+icakVI1OuVLV+TiuHDhAsrLyzFo0CAIhUJ+qVlkZCSOHz+OlStX8smoY2NjUadOHSQmJmLmzJmIjIyEtbU1evbsibFjx/JLxv744w8AlcsBuT7Ur18fN2/eRMOGDaGlpQUvLy9+nIqKimBiYgJbW1t4enryS9c+hXevMqAs/enHm/Pfsz7ZBgAoLlQiOwAQGjWWyE5RTVtinxU65hLZSb24LbFP7ZISiexkVCUXeOeceyGx7YQ2dhLZdR3dRmKf8i+8P7xRDZh0Hi6xT+ncVInsKvSsJPapWl4ssa3csV8lslNu5CyxT2lDyfqqFB4usU/9FioS2amaGEjsU7FRK4nslM/7SezTpHMTiW0lhQSSJ+2sKCn75j7z4pIlskt7Ivn5T7W+rsS2smq1V8l8H9KqGhL71Ovh9uGNaqAw5KnEPtODoySy0zTXkNhnzttciezMujSU2KeMorzEtraCmlMlfIhi37cS+3yeI9m9hsHtWIl92g5Wk8ju7elLn2yTUlAkkS/Gx8PEHMY3p0OHDggKCkJcXBzCw8Nx8uRJbN26FStXrkRGRgaAyhwsz58/h5GREbS1taGoqIg9e/aAiPDo0SMcPXoU0tLS6N27t1i+lXHjxmHcuHGf1J6vVfmIQzSnTVXMzc2RkZGBvLw8aGlpoaKiArKysvDx8UH37t35thERXr58CSUlJUyfPh2TJ0/GnTt3YGtri3r16sHMzAwJCQnQ0tLic+uYmpri/v37SE9PB1CZ6ycyMhJAZbn0t2/f4u3btxg+vHJipaGhAR0dnWpjYmhoiGHDhon1jesTJ6CI9rPq/78UXA4dLhkyt1zu3r17GDRokFjbQkNDkZiYiN69e6O8vByysrJ8DqQ7d+5ATU0NYWFhCAsLw88//4yePXuiSZMm0NTUBACUlpZCWlqaT3zdoEED6OrqYt26dXxC5Pj4eKiqqmLLli2YPHky+vXrBzc3N+zduxfjxo3jt2MwGAwGg8FgMP5XIRJ8/2pW9GMus2JiDuO7YWpqClNTU4SEhCAtLQ2ysrJwdnbG4sWLoaqqCoFAwCcqNjIygpmZGaytrTFu3Dh+6dWKFSuq7ZdLqPwtyn9z/ohITKwR9VlSUoLy8nL4+fnh/PnziI+Px5QpU9CzZ0/Uq1cPMTExyMzMhJaWFi8CGRkZITAwEEBlzpcdO3Zg586d6NWrF44dO4Z+/frh2bNnOHPmDPLz8wGAX9aUmZkJALC2tkbTpk0xf/582NnZQVVVFW/fVj49MDExgb29PZycnGBpaYmysjKYmZmhefPmNfaxtvH8khE35eXlCAkJgYKCAszNzflS52pqatV8lZSUQElJCW3atMGpU6f490UjgzhhRlRUKS8vR1hYGF95zM7ODnZ2doiJiYG2tjbevXuHkpISKCoqQkdHB69fv+b3O2HCBEydOhXq6up8NbP58+ejvLwczZs3h7KyMo4cOQIdHR0m5DAYDAaDwWAwGIyvChNzGN+clJQUREREICUlBTExMfDx8eGXpuzevRsHDhyAmpoadu/ezScf1tLSQklJiVj5bykpqRqT6EpJSX2VaBvRyBAOLhKE819YWAgVFRVERETg0aNHePDgAXJzczFlyhTk5uaiS5cu0NbWxu3btyElJQVbW1vcvn0b6enpaNCgAb+f1q1b4/fffwcAaGpqYt26dZg4cSImTJgAgUCATp06obCwEOPHj8fSpUsBVOa3KSwsREpKCgBASUkJw4YNg5qaGoyNjdGoUSN+KRe3ZItDXl4evXr1qrXvX1q0ef36NRQUFGBpaclHI5WVlaGoqAiGhoYoKSnB+fPnIS8vDx0dHVhZWeHgwYM4efIk8vLy0LNnT6xatQp2dnZIS0sTixDi+qOkpMQLM9z3JCcnByJCaWkp/1liYiLKyspgZGSEJ0+eICUlBaampmjdujXOnj0LKysrTJ8+HUuXLsWVK1cQEREBV1dXtGrVCnXr1sXBgwcBVB4fXMUwBoPBYDAYDAaDwfiaMDGH8c1RU1ODj48PIiIi0KhRIyxfvhwtWrQAUBkxsnr16mo2/fr14yNQalva8yXg9l2TSCQqFhQVFUFZWRlSUlIICwvDsmXLEBoaii5dumDevHlQUFDAiRMn0KhRIz7BcnZ2Ni5cuIATJ04gNDQUUlJS6NixI6SkpPjlZZyP9u3b4+rVq5g3bx5++eUXAEBeXh4AoLi4GKqqqnBzc4OZmRnat28PoDIf0cKFC8USD3NL0Tg4UaOmaKIvDSfScGPJ+SsuLoaXlxfatWsHS0tLXmBSUVGBlZUVoqOjoaysjJMnT+L27dswNzfnRZU///wTxsbGcHNzw6VLl9C7d28oKSkhOjoaDRo04PvXuHFjbNy4EdHR0bCzs+P7nJmZidatW+P48eOoV68ejI2NoampCT09PRQVFUEgECA9PR2mpqaoV68eVq1ahZKSEn4fvXr1qlX0+ppjyWAwGAwGg8Fg/Bch4b9gmdV39v+1YGIO45ujrKyMDRs21Po5t0yKS2YLVFZs4vgSk2ZRQUg0B0xVkYgTJDIzM3Hv3j08f/4c586dg4WFBWbOnIlu3brB29sbVlZWOHfuHP744w9MnjwZN2/ehJWVFV/2vKKiAt7e3njw4AEmTJiA/Px8HDp0CEpKSlBRUeGrLHH+9fT0sHr1aqxZswatW7dGYWEhtLS0MGHCBL6alKKiImRlZaGrq8v3w9jYuMbx5PrE9etrLD8jImzbtg3nz59HXl4eevfujYULF/LLpDh/paWlqF+/PmJiYjBx4kQEBgZiwYIFGDp0KG7duoU7d+5gy5Yt+Pnnn9GmTRv8/PPPAABHR0esWbMGjx8/RlxcHB4/fozevXvD3NwcQUFBYmKOubk5mjdvjvXr12PJkiXQ1dXF6dOnoaysjFGjRkFKSgrbt29HWloa5syZAysrK5SWluKXX34Ry8HUoEGDLzpGDAaDwWAwGAwGg/ElYGIO47vBlb8Wre7E/f05y6S4CX1ubi7Cw8MRFBSEly9f4unTpxg8eDAWLFjA+xOtZJWeno6HDx9CV1cXioqKGD58OMzMzLBr1y5oamrixIkTKCgoQEREBB4/foxp06ahadOmCA4Ohru7OwBg0KBB2L17NwoLC6Gtrc3vW1ZWFkeOHMHKlSvRqlUrbNq0CRkZGSgvL4eSkhLi4uJQXFzMCzVAZU6hrVu3IjExEebm5lBWVuY/S0pKwqRJk8RKgNcmznxJ0YaIcOvWLXTp0qXaZzdu3EBAQADWrFkDR0dHzJ07F7Nnz8auXbvw5MkTBAUF4caNG7C1tYWenh7u3LmDPn36wMPDA0OGDIGenh4aNmyIZ8+eQUZGBnZ2dnj79i3S09Ohq6uLQ4cOoaKiAk+ePMGpU6dw+/ZtCAQCNG3aFEFBQRg8eDDfRikpKaxevRoXL17E+PHjUVRUBAcHB4wePRoyMjLo1auXWMQSADER52tRWlqK0tJS/m8u2orBYDAYDAaDwfgRYZE5Xw8m5jC+G1+ripSUlBQeP36MOXPmQFlZGenp6WjSpAn+/PNPmJubIy0tDWFhYSgpKUH37t0RFRWFbt26YdiwYXj58iVSUlLQvn173LlzB3fv3oWHhwdOnToFKysrPsqlVatWsLKyQlxcHHJycqCoqAiBQAB1dXUUFBSgpKQE+vr6yM7ORkFBAVRVVdGuXTv89ttv2LFjB/T19SEvL4/U1FR06tQJAoFArDQ5h6amJp/Il4tYkpGRgba2Nn799VeYmZl91eU9XDl1LkpKSkoKgwYNQmBgIMzNzcXGfOPGjZg8eTI6dOgAoLLseuPGjeHn54fCwkIcPXoUa9asgZubG3x8fHD37l24uLjA3Nwcffv2RVBQEFxcXCAvL4/Y2FiYmZnh1q1bfP8SEhJ4IYSLzElKSoK1tTV+/fWf8r+ceKWhoYHRo0dj5MiR1cboayfFro0NGzZg1apV38U3g8FgMBgMBoPB+HFgSR4Y/ymys7N5QUUoFPJJiTm4SXrLli3h7+8PX19fLFy4EK1atYKtrS3i4uIwYsQIHDx4ED4+Pjh+/DgsLCxQXl6Oli1b4vz582jZsiVKS0thaGiILl26ICkpCUVFRahbty60tbWRm5sLKSkpFBYWQigUwtXVFQcOHEB+fj5iYmLQsGFDSEtLQ0VFBYmJicjJyQEALFy4ED179kT//v2xbNky3L9/H/Xr10eLFi3QunXrD1ZAEo1YUlBQgIWFxRcVcqKiohAXFyc2ptLS0pCRkYGUlBQfSdW8eXOEh4cD+EfIKS0thbKyMtTV1QFUVpsCAGdnZzx69AgWFhZwcHCAlpYWgMqldg4ODiguLgZQWXkrKioKhoaGUFZWxrt372BlZYWioiLcvHkTL168wMiRIxEREQEnJyc8efIEP//8MwoLC9GzZ08+WXRN4/FvymXj4eGB3Nxc/hUfH/+9m8RgMBgMBoPBYDD+g/x7ZjkMRg0UFRXh0qVLuHTpElJTU9G9e3ekp6cDqJykcxP1rKwsMTvufS6yhCvJvXLlSmzcuBEbNmyAqqoqNm3aBKCyrLeBgQEAwMrKCvXq1UNWVhbq1q2LOnXq8CLNuXPn+HLVFRUVKCsrw7x586ClpYWuXbuiW7duGD58OLS1tdGlSxfMnz+fr8glKyuLYcOGYciQIdDR0RFrLydQfQs4EayqTz8/Pzx+/FhsTA8fPozhw4djxowZCAsLA1A5Ps+ePeP3BVSWQ7eyskJSUhKAf8bf2dkZz58/h6GhIdTU1FBYWAgAMDY2RmZmJq5duwYA/FKz+vXrQ0pKCsHBwbCwsEDXrl2xefNm7N+/H02aNMGBAwdw4cIFnDt3DkuWLIG1tTVUVVXRpEmTrzxqlZSVlSE4OJgv/151DD/0PSooKEBNTU3sxWAwGAwGg8Fg/Khwy6y+9+tHhIk5jH8FpaWluHDhAh48eCD2vrKyMqKjoxEYGAg9PT2oqqrywk1sbCzc3NzQpEkTzJgxA7GxsdX2Ky0tDV1dXZSUlKCwsBDJycno27cvJk+ejKysLHh6ekJaWhr169dHSEgIgEphJzc3l4+o0dPTw9OnT2FhYQEDAwP88ssvaNCgAZycnNC8eXPIyspiwYIF8PHxwevXrzF06FAQEQwMDHiBiINbKlWVr5GMuCZ/3JIpbtlURUUFn3w5NDQU8+fPh6mpKfbt24eMjAxkZGRgypQpcHR0xN69ewFULjHjxopDQ0MDBgYG/PfH+ZSTk4OKigrU1NSgqKjIiyB169aFtLQ0Hj16hIEDB2LRokVYsWIFAMDNzQ19+/YFUFnFLDAwEDt37oS0tDQsLS1rTPL8tRAKhRAIBHx/MjIysHz5ckRERAAAH7H06tUrPHr06Lst32IwGAwGg8FgMBj/W7CcOYxvRklJCRQUFHDkyBH06NGDr8IEVEYsPHjwABYWFnBxcYG0tDSCg4MRGhqKgoICfjmOpqYmYmJiYG1tjSNHjmDBggVo3749li5dih07dsDDwwP6+voA/lkCpK2tDWlpaSQnJ6Nx48YYMmQIpk2bJta2pk2b4tmzZxgzZgy0tbWRmprKJx5u0aIF5OTkoKioCDMzM7Rp0wYnTpwQs1dRUYGKigoA8UpZVfmSVaS4KJGIiAjcuXMHw4YNQ9euXXk/Vf2VlJRAUVERL168wKVLl5CXl4e///4b3bt3x8qVK9GiRQu8ePECy5cvh4uLCwQCAQYNGoRTp07h+vXrSElJQXBwMJydnfmIJq6fysrK6N69O/bt2wc/Pz+0atUKBQUFOHPmDDw9PXnRIyUlBUQEJSUl9OrVC7q6upCTk4OZmRk0NDQAAM2aNfsi4/OxVFRU4MSJEwgICEB4eDgsLS2xZcsWKCkpVfseDQwMoKenxycujo+Px/jx4yErKwstLS3k5eWhc+fOH1wyx2AwGAwGg8FgMBifA4vMYXxxcnJykJCQIPa3mpoaNmzYACkpKejp6YlVbYqJiYGPjw+fe6WoqAjBwcGYM2cO/P39ERQUhKioKJSVlcHc3BxRUVEoLy/Hs2fPMHXqVLi6uuLy5cvQ1NSsVhULAHR0dPhEyB06dIC3tzeuXLmCI0eOYP78+YiOjoajoyPevXsHALC3t8fkyZPh4OAAAJg6dSpGjhwJeXl55OXl8RN5LodMVb5Vjpb169ejZcuWiIyMRIMGDdCwYUMAlUvTuHGLi4tDhw4d4OjoiMWLF6O4uBhCoRB//vknGjRogDdv3sDIyAh//vkn+vXrh/r16/NVs8rKyrBu3ToIBAIsXrwYLi4uiIyMhKWlJYqLi1FWViYmTDVq1AgrVqzAli1b4OzsDHt7e7Rs2RKurq4AgJkzZ2L8+PG8jZubG5o3bw5HR0deyPmaEBFu3rxZ7X1ZWVlMmTIFhoaGWL16NXJycrBhwwYIBALcuXMHU6ZM4RM0A5VRSNzxvWXLFixatAje3t6wsLDAzp07ER0d/dX7wmAwGAwGg8Fg/BcgofC7L7GiGlZG/AiwyBzGF8fKyoovPa2rq4tnz57BzMwM5eXlyMvLg56eHkJCQuDi4gI/Pz8sWrQIlpaWSEhIQFJSEubMmYN9+/ahU6dOWLp0KS5evIhTp04hLi4OjRo1QkhICFJSUmBjY4NWrVrB09Pzve3hkvI+efIEc+bMgYaGBrZt2wZtbW20aNECWlpacHNzQ8+ePQEA2tra0NbWFtuHUChE3bp1MX36dBgaGgL4OtW4PgUHBwf07NkT69at49/btWsXrl27Bh0dHbRo0QIpKSkYMmQIhgwZgj179mDmzJnYu3cvDAwM0Lx5cygqKqJ169b4888/ISsrCyJCUlISHB0doaSkhOPHjyM/Px8AsGjRIpiamkJGRgalpaV4+fIlnJyceN9CoRAjRoyAk5MTpKSkYGVlxY8REX3T5VFcez5UiYuLorKxsUHPnj1hbW2Nn3/+GWfOnMHz589x9uxZWFpaom3btlizZg1WrFiBRo0aIS4uDoWFhcjMzMTgwYNhb28PHR0dDBw4kI8MYzAYDAaDwWAwGIyvBRNzGF+c3r174/jx43jy5Al69eqF0NBQGBkZQU1NDRUVFfD29kZiYiJcXFxw7tw5uLq6Yu3atThx4gTOnTuHkJAQ2NjY8BEwdnZ2MDc3R3R0NBo1aoRLly5BXV0dtra2OHXqFAAgJSUFz58/R6NGjWBqairWHk1NTfTr148XdTp27IiOHTu+tw/cEi0OLtqmUaNGX2qYPhsnJydMnToVFy9exJMnT6CpqQl1dXXExcXhypUrAIAGDRogKCgIqqqqmD17Nlq0aAEigoqKCoqKigAAurq6KC8vR3FxMfT19ZGWlob8/HzUqVMH3bt3x/DhwyEvLy8mcHl4eEBVVVWsPdLS0iAi2NraVmvr184lExUVBTk5ORgbG/PflWiElEAggIyMDF+Jy9zcHETE5xYyNzfH8+fPYW1tjfj4eGhpacHHxwdycnKYP38+ACAoKAiXL19Gt27dEBgYiJSUFDRu3BiWlpZi5ca5Sl6fQq8j86GmovThDauQpmTw4Y1qQNvRSCI7AJA0VXexvOTJnsuFknmtY99JYp8qdetLZCdQ1fnwRrVwRd1QYttnyYUS20pKeXyURHZKEo4tAJCcvER2gnvHJPZZlp4msW154aefDwCgMOSpxD6lXj6XyE5GUbKxBYCMUMkiEqMvB0rss8k0yZ6yalrUldhnRUmZxLZK2pKdA6U+I9o36doziezUzSQfIxJI9r0UpedI7LM0p0Bi26gLkv1ezH6qnqfxYylOz5bI7tQ+yb5PAGhlJ9m1qSS7VGKfipoKEtmpW0h+LZRTUZTYVrupvUR2Spq+Evs0uC3ZcXTpba7EPt/u85fILqvs0xMI5worJPLF+HjYMivGF8fKygrm5ubIyMhAQEAAzMzMoKioCIFAgISEBLi4uPBRDXp6enwkg5OTE4yMjJCSkgITExMEBwcDqMxTcu/ePaSlpcHc3Bzx8fEoKirCoEGD0KpVKzg5OaFHjx44fPgwZGWr65PcJJ5bhgRUijUCgaDWpVL/hUS2xsbGKCwsxIkTJ/jqWbq6unB1dRWrtsRV/1JQUICuri4yMjJgYWGBqKjKiZiGhgYEAgHCwsIwfvx4XLt2DcbGxrh58ya2bt2Ktm3bYsiQITh58iSWLFkCoHLpmZWVVbU2fe1x+5KVuET30apVK/zyyy8YO3YsDhw4gJ49e8LBwQFpaf9M4lxcXBAQEABzc3Pk5eVBWloaLVq0wKVLlxAWFobr169jw4YNCA0N/apjwGAwGAwGg8Fg/FcQCgX/itePCBNzGF8cGxsbqKuro3Hjxli9ejWkpKTQvXt3FBYWIikpCQ0aNEBqaiqKi4uhpaXFl/o2NzeHr68vSkpK4OrqioiICBw6dAheXl5QVlZGWFgY1NXV0ahRI5SUlEBVVRWenp64ffs2AgMDcebMGb4MeE2ITt6lpKQgIyPz3ZdKfS7m5uZYs2YN5s+fD0dHR+jo6EBeXh7JyckAgBYtWuCvv/4CAPj4+KBhw4Z8VTBOLFNXV0enTp0gLS0NCwsL7N69G5mZmejSpQuMjY0xZcoUdOvWDVpaWt+kT1+6EpeTk1Otlbg48al58+bIy8vD2LFjcerUKXTo0AEWFhZITU3FmzdvAADZ2dkwMDCAiooKMjMz8fbtW7Rv3x6bNm3C9OnTsWfPHuTl5b33GGQwGAwGg8FgMBiMLwFbZsX44jRu3Bjp6elo2rQpkpKSsGbNGjx48AAbN25EcnIyunXrBoFAgIKCAnTv3h3btm3D2bNn+VLgr1+/Rq9evXDy5Els2bIFFhYW+OWXX/gy33/88QfvS0ZGBpqamgAql9JwE/2a+C9E23wqNjY2uHr1KmbNmgUA0NLSgpycHBISEtCoUSN4enri6NGjsLe3h7y8PBYtWgQpKSlMmDCB34eGhgamTJnC/62jI/kykY/l31CJS3T/lpaWUFRU5JM1A4CtrS2GDBmCBQsWQFpaGqmpqfj777+hoKCAAQMGwMTEBADQtWtXvu0MBoPBYDAYDAbjH7gkxN+7DT8iLDKH8cUxMTFBYWEhiouLsWrVKrRt2xbKysrQ0tJCYmIigErh5dWrV6hXrx527dqFU6dOISoqCjt37sTYsWMhLS0NW1tbHDp0CEuXLoWdnR0v2gCotswGqBR2fkTB5n04ODjg/v37/N/q6upi+XBsbW3h4eGBGzduICAgAIMHDwYRwdzcnE8C/D34t1Xiqlu3LhITE/mKZkCl2DNp0iRMmDABkyZNwunTp2FiYgIiwujRo2FmZvZtB43BYDAYDAaDwWAw/h8WmcP4KtSpUwfPnz9Hjx490LJlS0hJSaFu3brIzMwEEWH16tW8mNCuXTu0a9euxv1UrUjE8b8m2tRG27ZtERv7T/K0+vXrY+XKlWLb1KlTB3Xq1OH//jeM3b+pEhdX0Wr9+vVQUBBP1kdEcHNzE3vv3zB+DAaDwWAwGAwG438bJuYwvgodO3bk85lwuVaGDx/Of96mTRux7TnRRkpKSqwKkfRnVHH4X6B169Zo3bo1//d/RWj4N1Xi4qpwTZs2rVo7/yvjyWAwGAwGg8Fg/Bthy6y+HkzMYXwVdu3aBeCfqAcO0ZLfov9nos3/FqKVuJo2bYpOnTohNjaWr8Slra3NV+JSVVWtsRJXy5Ytq1Xi8vDwwNy5c3Hq1Cls3boV3t7eMDU1RfPmzXlRcerUqdXa861Em9LSUpSW/lPmMy8v75v4ZTAYDAaDwWAwGD8WTMxhfDUEAkG1alFsqRSDg6vEZWlpCQDIz8/nK3Fpa2vzlbiWL19eYyWukSNH1liJS0tLixcHRRM7/xvYsGEDVq1a9b2bwWAwGAwGg8FgMP7jsHAIxlfjv172m/F14SpxcYhW4gIAT09PlJSUwN7eHsuWLUOHDh34SlzTp08H8E8lLi7/jY6OzneJ8uLKqNeUmFsUDw8P5Obm8q/4+Phv1EIGg8FgMBgMBuM7IBCAvvMLArbMisFgML4YXCUurqx6bZW4Zs6ciXr16gEAX4nr34DoEkLRMufvQ0FBoVqSZQaDwWAwGAwGg8H4VJiYw2Awvgv/9kpcRMRH2tQU7cO9JxAIcO/ePYSGhiI/Px/Lli37Zm1kMBgMBoPBYDAY/5uwZVYMBuO70Lp1a/z+++/8398rh1JtS6O4ymqcaFNRUcGXOi8sLMSkSZOQn58Pb29vbNu2DZmZmTA2NhZLcMxgMBgMBoPBYPwvQyTgK1p9txexZVYMBoPxnyU1NRWnTp1CREQEYmNj0a9fP0yYMKFGEUkoFCIiIgLJyck4ffo0zMzMEBUVBScnJ4wdOxZKSkoICwtDeno6zp49C1dXV4wfP16sBDqDwWAwGAwGg8FgfC2YmMNgMP4n2LZtGxISEtCpUyeMGDECDx48QGZmJtLS0qCiogITExMAQNeuXbFkyRKEhobi7NmzGDRoEGbMmIFff/0VWVlZKC0thZKSEmxtbREUFITZs2dj48aNCAsLg7y8PFxdXTFy5EixnDoMBoPBYDAYDMb/IiQUAsLvGxlDQuF39f+1YGIOg8H4zyP8/xN0beLJxYsXERkZiUOHDkFTUxNAZQJmJSUlbNy4EdLS0pgzZw50dXVhaWkJFRUVNG7cGPfu3UOHDh0AVJZSv337NvLz86GhoQFbW1vcv38fAwYMwIkTJ1BeXo6dO3fi119/xciRIz9p2ZissTVk66h+cr91UPjJNgCQWqQikR0AaClJVqVOVvrbL6PLKJeT2FbbsIlkhiT5zYJs+huJbVXljSSyyyuT/ObK0LKxRHZCOSWJfQqVNSWyk1ZRk9hn3rMQiW1TA99KZKekqSixT0XtOh/eqAZMFq2U2Keq02uJ7PQC/ST2qdCqp2Q+5SUf289BRlP3m/vUaZQmkZ3UZzyIUNCQ7PgrLyyW2Oer44ES2yqoyUtkl/Jc8vO1tq2hRHY9ejWQ2Gd5YZlEdm+jcyT2qS8j2XU//NhDiX2adLSR2FZ/cAeJ7NTMIiT2aTtYsmvT233+EvsMyZUsHYCKBN9n/ncWcP4XYI+NGQzGvx7RvDZv3rzBo0eP+Nw0RCSW26akpITfVvD/ZQh9fX1haWkJTU1NXvhRUqqcUK5YsQKqqqr466+/kJycjOLiYjg4OEBFRQU6OjqQla3UvC0sLFBQUICcnBwAQG5uLlJTUwEAV65cgbe3N9LT09GuXTsA3y8HEIPBYDAYDAaDwfjxYWIOg8H411BRUYGnT5/i3bt3AP4RY0SFkbS0NNy4cQP+/v54+/YtpKSkcOPGDbRp0wYODg7Yvn070tPTAfwjAllYWODVq1cAKkWY7du3w8TEBG5ubqhTpw46duwIf39/REdHIzIyEnJycjA0NERZWRkv3piZmcHS0hLbtm3Djh07kJKSgvDwcADAuXPncO7cOWhqamLevHnfZKwYDAaDwWAwGIx/O989+fH/v35EmJjDYDC+O1y0THZ2Ng4cOIDr168DAGRkZFBcXIygoCAEBwcDAMLCwrBp0yaMHj0ahw4dQnR0NB4/fozz58/j7t27KCkpwbp16wD8IwI1bdqUF14UFBTQu3dvXLhwAaGhoQCAZs2aoUWLFvD09ESbNm0AAAYGBigoKEB8fDyAykieuXPnQktLCzk5OZgxYwauXr0KADh48CD+/PNPLFq0CAYGBt9gxBgMBoPBYDAYDMb/MixnDoPB+OoIBAJeWKma10Y0UbC6ujpsbGz4yJrDhw9j+/btMDQ0RMOGDVFQUIBevXohODgY3bp1Q69evRAbG4tt27YhODgYCQkJkJOTQ//+/QFUikEA0KpVK8jLy+PChQvo27cvLCwseN85OTnQ0NDArFmzsGPHDixevJhv288//wx7e3v+b3l5efzyyy+19pHrH1tixWAwGAwGg8FgML4mTMxhMBhfDCKCUCiElJSUmGjDiSqivHv3DhkZGXByckJ4eDhGjRqFZ8+eoW7durh37x4AoFu3bhgzZgxSUlKwY8cO7N69G8eOHYOenh6Sk5NRXl4OHR0daGhowMPDA/b29lBWVq7WJikpKfz222/YvXs3bt68yVexGjVqFJ8TR0FBAc7OzvzfAoGAF4Vq6mNV0aamPjIYDAaDwWAwGP/LVFaz+r7VpFg1KwaDwRChqKgI169fh6ysLHr37g2gcllTVVFDIBDg9OnTCAkJQb169XDy5Ek8evQIp06dQmJiIpycnGBhYYH09HSUlZXByMgIubm5qKiogLq6OoYMGYK4uDhYWlri7du3KCgogI6ODrKzsyEtLY06depAX18faWlpUFZWRk5ODvz8/NCyZUtoampCSkoKRISuXbvC2NgY165dQ4cOHeDo6MhH6OTn58PLywvKyspo2rQpgH/EGU4M4qipjx9LaWkpn7gZAPLy8iTaD4PBYDAYDAaDwfjfhok5DAZDIpSUlNCmTRuoq6sDANLT05GamoqzZ88iKioKa9asgZmZGSIiInDw4EH06tULBQUFiI6ORnFxMaysrJCSkoLc3Fyoq6tDVVUV0dHRqF+/PogIGRkZuHjxIho2bIiTJ08iPz8fffr0QXx8PBo0aIAbN27gwoULaNeuHTZv3owzZ85g+fLlKCoqwsCBA9GiRQu+rZwYY21tDWtr62p9EQgEqF+/PlxdXVG3bl2xz77kkqkNGzZg1apVX2x/DAaDwWAwGAzGvxkSCoDvnID4R02AzMQcBoMBQDwCpWo0iihpaWl49eoVHB0d8e7dOzx48ABz5szBokWLkJubi5YtW8LCwgIrV67E7t27cfDgQQwaNAgTJ05ESUkJTp8+jfDwcNSvXx8CgQDx8fFQV1dH/fr1ERAQgIEDB0JVVRUZGRkoKytDUVER3rx5gytXriAxMREPHjzApEmT8OzZM6xYsQKzZs3CxIkT+dw22tra7+0nl2xZdBmYhoYGRo4cKdG4CYVCvjz6h4QfDw8PzJ07l/87Ly8PRkZGEvllMBgMBoPBYDAY/7uwalYMxv8YXM6XqlRdSlRUVITIyEi+vDcATJ06FW5ubli9ejXS09ORlJSE8PBw5Ofnw8HBAQoKCpgzZw5WrVqF3NxcxMTEoKKigl+WpKioCGtrawQEBMDCwgLFxcVISUkBAMjKyuLhw4dQVFSEoqIifH19MXPmTMjLy6Nbt27Iy8vD5s2b4eLiAgBYsmQJXr58iYkTJwKoFHE4Iaem/nFIS0tXS8L8MdS2T2lpacjIyHxUBI+CggLU1NTEXgwGg8FgMBgMBoPxqbDIHAbjByQ3NxdhYWEICAhAnTp1MGbMGP4zKSmpasJDTk4O/P39kZubC2NjY2zfvh0RERGoW7cupk2bhn79+uHEiROQl5fHw4cPoaCgAKCylLiKigpSUlKgr68Pc3NzZGdnQ1dXF2ZmZggODkbr1q1x48YNjBs3Tqxt6urqsLe3x7Jly3D27FmUlZXx+WQGDx4MFRUVAMC6deuwfv36GvtZU5RNTX9/ClxUkmiVrZr2WVhYCBUVFbx+/RqrV69GfHw8HBwcsH379s/yz2AwGAwGg8Fg/CiwZVZfDybmMBg/ILa2tqhXrx66du2K06dPo7y8HGPGjEFhYSGePHmCt2/fonv37jA2Nsa2bdvw9OlTKCoqom/fvtDW1oaXlxd0dXVx9uxZHD9+HE2aNEFcXBxkZGSgoKCA/Px81KlTB7q6ulBQUMDbt2/RoEED3LlzBwUFBdDV1YWNjQ2ePXuGzZs349mzZ+jbty/q16+PevXqITo6GgAwevRo6OrqQl9fH46OjqhTpw4AoF27dnxfuATGnMjCLWkCJBdtUlNToaSkBDU1NVRUVPAVrDh/ovsuLS1Fbm4uAgMDYWdnByMjI4SEhGDZsmU4ceIEtm3bBhcXF/Ts2RNKSkpMyGEwGAwGg8FgMBhfHSbmMBg/IA4ODpg4cSL69u2LI0eOICAgAD4+Prh79y6Sk5Ohq6uLnJwcjBs3Dk2bNsXly5exevVqtG3bFgBw5swZrF27FgoKCqhTpw4CAwPh4OCAbdu2AQAvuqioqEBLSwtxcXFwdHRERkYG0tLSYGZmBgsLCxw/fhyKiopYtmwZvL29YWVlhZcvX+LRo0cAAFVVVQwePLjGPohGxohGE0makPj06dPYvn07ysvLIScnh59//hlTp04VE3IA4NatW3BxccGuXbtQUlKCO3fuYNq0afjtt98wceJEjBgxAmpqaqhTpw6KioqQmpqKx48fw8zMDM2aNXtvviEGg8FgMBgMBoPB+BKwR8gMxg9IkyZNcPfuXQCAjo4OEhISYG5ujvXr12P79u0wMzODt7c3Hjx4gPr168PExAQ6OjoAgJiYGBw7dgwXLlyAv78/2rRpg8jISLRo0QICgQBnzpxBWFgYjh8/DqAy101MTAy0tbXh4OAADQ0NAJXRNT4+PgAqq0WVlZXh77//xv79+zFjxgy+rVzUTVUkiXDx9fVFYmJitfdfv36N06dPw8PDA48fP8bjx49hamoKIsLq1avx+PFjfttVq1bhzZs3KCgowJ07d7B7924MHDgQHTt2xLt37wAAampq0NbWxtOnT/Hbb7+hWbNmuHnzJvr374+NGzcCeH/eHgaDwWAwGAwG438BoVDwr3j9iLDIHAbjB6R58+ZYsWIF7t69ixMnTsDa2hq2trY4deoUdu3aBWtrazRq1AjPnj2Dm5sbBAIBsrOzAQBaWloICwuDgoICoqKicP/+fWhqakJTUxO///47Fi1ahOzsbJiZmaFbt24YPXo0lJSUAABLly7l2yAa8SIrK4v09HQ0btwYkyZNEisPLmkUi2gVKe7fTZs2YcSIERgxYgS/jbS0NLy8vGBmZoZevXrx9tz/BQIBLl68CAsLCyQkJKBZs2awtbVFYGAg4uPjUb9+fQCApaUl7t27B6FQCAUFBejo6CA0NBQ9evSAu7s7AODs2bP47bff4OHh8Wl9UVKDUKnOJ49BslD5k20AIDGvVCI7ABCQvER2xRWSi1tpheUS2ZmoK0jsM7dMsvYKhNWFyY9FSctCYtvDN99IZOdopCGxz58btJTIrlxOsuMWAHJLJbsZ0zeUfGy17aoLxB9t26ShRHZS8ooS+6SyEoltJUVKUUUiOzkVyfspVV4kkZ20yqefazmoXLJzEQBI19GUzE5DR2Kf5YW3JLKTVZTsPA8A8kqSHQslmWUS+yz8jGtafIZkx5GjgarEPiWFBJJfR/OTCiSyMzZVl9inuolktvVaWEnsU0VfS2JbqqMrkZ1261YS+3x7+pJEdlllkgsTKjKS3XcXCj79/qYIkt8TMT4OJuYwGD8gzZo1w4sXL3Dy5Ek0bdoUP//8M8rKyrBt2zacO3cOBgYGWLNmDeLi4qCgoAB5eXkkJydDKBRCQ0MDnp6e6NKlC7S0tDB69Gioq6ujtLQUDRo0wLlz52r1y0XYVBVo1NTUMH/+fIn7k5SUhPT0dDRo0ADKypUTQdHIHc5v8+bNkZSUVO39oqIivtIVEaGoqAihoaHQ0tLC8uXLsXHjRhw9ehStW7dGdHQ0ZGRkYGxsjNzcXH5fjRs3xunTp5GRkYG6devi5cuX0NPTg0AgwPjx41FQUICUlBQsWbKkWvsYDAaDwWAwGAwG40vCxBwG4wfE0NAQ9evXx549e8TeV1RUxNWrV6Guro6QkBBkZmaisLAQlpaWkJGR4SNZRowYgZ9//hlycnI17p+LiuFKjnN8bq4YbslVVSEkMTERjx49grq6OkxMTJCXl4fr16/j7NmzKCkpwZgxY9C/f380bNgQd+/ehUAggIyMDGRkZEBEsLW1RXh4OL+vdevW4f79+6hXrx5u3bqFn376CZ6entDX14eubuWTGRsbG+Tl5SEvLw+qqqqwtrZG586d0atXL+jo6KBhw4Z8Lh8XFxdYWFjAzs4Oenp6nzUGDAaDwWAwGAzGjwIJhIDUd65m9RmRbf9mmJjDYPygqKiowNfXFx06dEBZWRnk5eWxZ88evsz3tGnTUL9+fSgpKVVbFiQtLc0vX+KiW95XpvtTEK1KJSrccO9zglBxcTHS09NhbGyMiIgIrFq1Ctu2bcOAAQPg7u6O0tJSzJkzBxUVFTh27BgaNmyIpk2b4u+//0ZhYSHU1NQAVApMjRs3xh9//AEAqFu3Li9yGRoaAgCaNm2KLl26wN3dHUePHgUA6OvrIysrC8nJyTAwMICcnBymTp0Ka2trPsEzx8SJEyUeDwaDwWAwGAwGg8H4VJiYw2D8oHTs2BH5+fkAAHn5yvXvNjY2+Ouvv2rcvqYqTKLiyqdQVlaGgIAAvHjxAg8fPoSTkxNmz57N77PqvrOzs6GpqYmkpCQcPXoUWVlZOH/+PIyMjLBq1Sq0aNGCj4oZNWoUgMqlW3v37sXDhw8RERGBxo0bY9y4cSgqKkJWVhYv5gBA586doaKigu3bt2POnDkQCAQIDQ2Fvb09X2Z9/vz52L59O58jB6jMgWNkZMT/LSMjg86dO1cbs9oiihgMBoPBYDAYjP9liATAd05ATMQSIDMYjP8Qu3btAlBdpCEiCIVCXkz53JLfonC+rl27hgEDBmDhwoVwdnZG165dAQD5+fl4+fIl0tLS0K1bNwwZMgTR0dGwsLDAihUr0KBBA9y+fRsNGjRAZGQkrl69ig0bNuDKlStwcHCAQPDPidjLywtCoRArVqyAn58f3r17BwUFBairqyMxMRGmpqZibTpw4AD27dsHBwcHAJUROvPmzeNz8OTl5cHNzY0fB6FQCBMTk1r7KDpmkopeDAaDwWAwGAwGgyEJTMxhMH5guNwxokhJSVV772PIzs6GhoYGpKSk+LLbtUWiWFlZwcnJiV/SBQDXr1/HqlWr0KRJE5iYmCAjIwMNGzbEmTNncO/ePUycOBHPnj2DhYUFnJ2dQURo1aoVNmzYgIKCAqipqSE9PR0FBQVQVVXF3r17cevWLdja2mLPnj0oKCgAEUFNTQ1BQUFwcXHh+ysUCtG4cWOsWrUKBQUF1USayMhIjB8/Hq1atUKjRo3e2zcm2jAYDAaDwWAwGIzvDRNzGIwfGElEG46ioiLculVZ1rRFixbo06cPLl26hLp164oJHVlZWdDSqiwFyQkdNjY2yMjIwN69exEREYHCwkKMGjUKMTExuHjxIurWrQs3NzcsWrQIsrKy6NSpEwoLCxEXFwdDQ0OUlJSgtLQUWlpa0NDQQExMDCwsLPDo0SPExcWhUaNGGDNmDDw8PCAlJQV5eXkYGxsjNTUVEydOhIqKeGlULv+PtrY2X9VKNImzsbExzpw5A319fYnH62MoLS1Faek/JVTz8vK+qj8Gg8FgMBgMBuN7QkLB90+A/J2XeX0tmJjDYPyPU1paimvXrkFbWxtt27bl31dWVkZ0dDRyc3PRu3dvqKqqIisrC3Xr1kVsbCxmzJiBhIQE2NnZYd26dTAzMwMAviKWsbExvL290a1bNzg5OUFTUxPt2rVDUlISLwhlZGTw/szMzPD69WtYWVkhLCwMRUVFUFRUhLa2Nnx9fTFr1izcvXsX7du3x9KlSzF//nz4+flBTk4OLVu25HPk1CbIVI2oERWklJSUoKSk9MXGtDY2bNiAVatWfXU/DAaDwWAwGAwG48eGZetkMP4HKCkpARHhzz//RHp6uthnCgoKePDgAV68eMEvnwoODsaRI0dQUFCA4uJiAICmpiZiYmIAAEeOHMGCBQsQEhICc3Nz7NixAykpKQDA57XR0tLCqFGjMHXqVLRo0QKamprQ19fHmzdvAABdunSBt7c34uLi8ObNG+jr68PMzAwqKiqIjY3lkzf3798f5ubmAICVK1ciIyMDs2fPhpaWFtzc3NC1a1exZMcA+H58K0Srfr0PDw8P5Obm8q/4+Phv0DoGg8FgMBgMBoPxo8EicxiMH4icnBwUFBTwFZlycnJgbGyMOXPmYNWqVdDT0xOLQImJiUFUVBSkpKRQWlqKoqIivHnzBnPmzIGtrS2Sk5MBVFanMjc3R1RUFMrLy/Hs2TOcOHECurq6yM3NRb9+/fhIF+7fpk2bwtfXFwMGDAARQVFREXXr1sXr168BACNHjsTFixcxYMAAlJeXY+TIkbCysoKenh7s7e35KlJ9+vTh28slK/5QFamvXVWqalLpj82jo6CgAAUFha/VLAaDwWAwGAwG418FW2b19WBiDoPxA8GJIXfu3IGuri6ePXsGMzMzlJeXIy8vD3p6eggJCYGLiwv8/PywaNEiWFpaIiEhAUlJSZgzZw727duHTp06YenSpbh48SJOnTrF56kJCQlBSkoKbGxs0KpVK3h6elZrAydsODg44Pz58/x7ioqKMDIyQlJSEoDKSJ9Ro0ahb9++0NDQ4O3V1dWhrq4uts+qiZy/RRUp0Uibmkq2c1RUVCAoKAhv3ryBsbExn3iZwWAwGAwGg8FgML4WbJkVg/ED0bt3b8TExODJkycAgNDQUBgZGUFNTQ0VFRXw9vbG33//DQA4d+4cXF1dcfDgQYwbNw4VFRUICQmBjY0NL1bY2dnB3Nwc0dHRaNSoEd6+fQt1dXXY2tri4cOHAICUlBRcuXIFcXFxAP4ROpydneHo6Mi3TU5ODqNHj4aHhwf/nrS0NC/kvG9p1Ockcv4QtS2Pqlq6XXT7p0+f4sSJEwAAd3d3LF68GA8ePGAJjRkMBoPBYDAYjP8hsrOzMXLkSP6B9MiRI5GTk/Nem4KCAsyYMQP169eHkpISbGxssGfPnk/2zSJzGIwfCCsrK5ibmyMjIwMBAQEwMzODn58fBAIBEhIS4OLigkOHDiEzMxN6enpQVFQEADg5OeHZs2dISUmBiYkJ/vrrLwCAgYEB7t27B0tLS7Ru3Rrx8fEoKirCoEGDEB8fDycnJwDg8+YA/4g5enp62L9/f7U2Vl2ixPG1l0a9ffsW9+/fR2RkJAoLCzFlyhQ0bNiQX65VtU3+/v4AKvMDjR49GsOHD8fz58+hrq6OsLAwPH36FD179oSvry8uX74MS0vLr9p+BoPBYDAYDAbjv8aPvsxq2LBhSEhIwPXr1wEAkyZNwsiRI3H58uVabebMmQNfX18cPXoUpqamuHHjBqZNmwYDAwOxFBMfgok5DMYPhI2NDdTV1dG4cWOsXr0aY8aMQffu3REdHY2kpCTY29sjNTUVxcXF0NLSQnBwMIBKMcbX1xeurq5o164dPD09cejQIaSnp0NZWRlhYWEYPXo0GjVqhJKSEujr68PT0xMzZ86EpqZmre3hKluJ8rWWRb2P1NRUzJo1C3JycmjdujWsrKzw4MEDWFlZITIyEtbW1gAqy6yPHDkSly5dwrBhw9CxY0e4uLigefPmUFVVRXh4OFq2bAlDQ0PIycmBiNCuXTvMmDEDVlZWaNCgAfr168fnLPoQXFRQfn6BRP3Kl5Us/05hfrlEdgCQDzmJ7EoqJE9KXVhYIZFdvnTphzeqBYGsZOKiQPjhRNi1US4nuaBZWiTZMVRcIHnUW16eZN9puZxk3ycA5JdKdjOmXFAosc+SohKJbSErWXulJB8iUJlk7ZWX8DwEAFISjm9JseRjW54vmc/ywmKJfVKF5OdO2YIiieykZSQ/dvNLyySy+5zJgby8ZNaFErYVAIo+Y5JWTJLZFpRL/iNVlLCvn+OzUPAZJxUJkZGwvfklkh8LgmLJr/vlEp4DBZ9xTikok+ycUkKS31OVSmhbhk+/vynH//sSlEtg/YURVI511Sj6z81nGR4ejuvXr+PJkydo0aIFAGD//v1o1aoVIiMj0bBhwxrt/Pz8MHr0aLRv3x5ApQC0d+9ePH/+/JPEHBCDwfhhiIuLIysrKyIicnZ2JkdHRyooKKClS5fSwYMHiYioc+fOFB4eTklJSWRnZ0dnzpyhP/74gxwdHWnz5s0kEAgoLCyMxowZQ2vWrKGXL19SVlbWe/1WVFSQUCj86v2rilAoFPNrY2NDubm51bYbNWoUrV27Vuy9vLw8IiKyt7cnHx8fIiK6cOECLVq0iIiIfv75Z1q8eDG//dChQ2n37t1ERPT8+XOaN28ePX78mIiICgoK6ObNm9SrVy9asWLFR7c/Pj6eALAXe7EXe7EXe7EXe7EXe7HXV3ypqqpWe+9T7ttr4sCBA6Surl7tfXV1dX7uVROTJ08mZ2dnSkhIIKFQSHfu3CFVVVV68ODBJ/lnkTkMxg+EiYkJCgsLUVxcjFWrVsHHxwfKysrQ0tJCYmIigMpkwq9evUL//v2xa9cu7N69G2ZmZti5cyesra0hLS0NW1tbHDp0qEYfVMOSpK+Z0wYAiouLIRQKoaioWGMiZC4CSF5eHpGRkWjWrJmY/Zs3bzBp0iSx9+rUqQMAmD9/Pnx9fdGsWTO8fPkSsrKVp8V69eqJbe/k5ISgoCAAgKqqKuLi4pCSkgKhUIjXr19DWVkZlpaWsLOz++h+GRgYID4+HnXq1Kk2pnl5eTAyMkJ8fHy10uvvQ1K772XLfP5YPv9r7WU+/522zOeP5fO/1l7m899py3z+93wSEdLT06Gjo/PV0yl8DDXNYT63ymxKSgrq1q1b7f26desiJSWlVrudO3di4sSJqF+/PmRlZSEtLY0//vgDbdq0+ST/TMxhMH4w6tSpg+fPn6NHjx5o2bIlpKSkULduXWRmZoKIsHr1apibmwMA2rVrh3bt2tW4H6FQyJf9lqQM9+fA+eaEGx8fH2hra6Nt27b8NqWlpQgNDUV+fj4cHR2hqakJKysrBAYGolmzZnwFrJSUFNja2vJiVkREBH799VdERERg2rRpGDVqFFavXo1t27bB1tYW4eHhACoTOB8/fpz316ZNGzx8+BDnzp1DfHw8cnJyEBMTg/DwcIwdOxZmZmZo3bo1evfu/dH9lJaW/uCSLDU1tU++sH6O3feyZT5/LJ+fY8t8/lg+P8eW+fyxfH6OLfP5Y/n8HFvm87/ls2qF2v8KK1euxKpVq967zbNnzwDUPDeqSTgSZefOnXjy5AkuXboEExMT3L9/H9OmTUO9evXQuXPnj24nE3MYjB+Mjh07Ijs7GwCgpaUFABg+fDj/eVXFlxNOpKSkxFTzb6GgVxVtavMdFhaG58+f48SJE+jXrx+0tLSwcuVKCAQC6OrqIjw8HNOnT0fTpk0RGBgIAHw+Gjk5OdStWxevXr0CUKnAu7m5wdjYGFevXsWgQYPQt29fTJo0CWFhYVi4cCGAykicefPm8W1o0aIFZsyYgfXr16Ndu3ZYv349jIyMUK9ePT73EIPBYDAYDAaDwfhvM2PGDAwdOvS925iamiI0NBSpqanVPktPT4eenl6NdsXFxViyZAnOnz8PNzc3AEDjxo0RHByMrVu3MjGHwfhfZteuXQCqJx8WVYhF//+lRRvRfQuFQrx8+RK6urqoV68eysvLISf3TwLdqr5LSkoQGxuLyMhIHDt2DJ07d8a4ceNQUFCAgIAAGBoawtDQEEZGRjh69CiUlJSwc+dOHD9+HAMHDkSLFi1w5coVsX1ra2vD2dkZ69atw/Lly2FmZgYzMzMYGxvj7t27AABra2vMnDkT06ZNw9mzZwEADRs2xMCBA/k2S0tLo0uXLujSpUuN/RYIKpMofu0lZwwGg8FgMBgMBuProaOjAx0dnQ9u16pVK+Tm5uLp06do3rw5gMqKuLm5uWjdunWNNuXl5SgvL682D5KRkYFQ+GkJqpmYw2D8gHBLjET5VkulpKSksG/fPqxduxZmZmZIS0vD1q1b4ebmxgs5FRUVKC0txcmTJxEeHo6mTZti6NChuHfvHubNm4d+/frBxcUFT58+hYaGBubNm4fc3FwsXboU+vr6KC8vx++//46///4bBgYGUFdXR2BgIFq2bMmvTxU9Qfbu3RunT5/G9OnTYWlpidjYWMTGxmLy5MkgIsjLy6N169bo1KkTcnNzoaGhASLCzp07q/WvtuVnX1rEUVBQwIoVKz55La+kdt/Llvn8sXx+ji3z+WP5/Bxb5vPH8vk5tsznj+Xzc2yZzx/L54+CjY0NunXrhokTJ2Lv3r0AKitT9ezZU6ySlbW1NTZs2IB+/fpBTU0N7dq1w4IFC6CkpAQTExPcu3cPR44cwbZt2z7JvxRxaxEYDAbjEyAifikTJ5xwItKvv/6Ks2fP4v79+/z2d+/exePHj/Ho0SO0adMG1tbWOHjwINq2bYuIiAi0bt0agwYNQvfu3bFx40a4urri5MmTuHfvHry8vDBq1CiMGTMGHTp0QGlpKWxsbPD27VsAQJ8+fdCzZ09MnDgRlpaWuH//PgwMDKq1ee/evQgJCUHz5s3RtGlT2NnZQVpaGikpKZgzZw7at2+PyZMn89sLhUJISUl9l3LqDAaDwWAwGAwG499NVlYW3N3dcenSJQCVD5G9vLygoaHBbyMlJYVDhw5hzJgxACoTJ3t4eODGjRvIysqCiYkJJk2ahDlz5nzSvINF5jAYDDG4ZVLcMi1OtKma26YmkYP7u3Xr1jh27BgAIDY2FsnJyfDz88Pff/8NX19fKCkpoUuXLjh//jzq1auHoKAgTJ06FRMmTICioiL09fVBRDA1NeWXPamrq6O4uBgyMjJQVlaGoqIibty4AXl5ebx58waRkZEAKit6xcbG1ijmiAo1okRERMDY2Bjt27cXe//fkHmfwWAwGAwGg8Fg/DvR0tLC0aNH37tN1fgZfX39WisHfwpMzGEwGAAqTzJCoRAyMjLw9/fHH3/8gf3799camfLu3Ttcu3YNQUFByMrKwqlTp/jt7O3tERAQgKZNm0JBQQF9+vSBiYkJrK2toaurCykpKSQmJvLLmRwdHSEQCJCXlwcDAwNERUXBysoKWlpakJWVRXJyMjp06IBz587h999/x4YNG7Bp0yasX78eBgYG8PT0RNOmTQEAt2/f5vtTU7sFAgHfJ+7z9u3bVxNyGAwGg8FgMBgMBuPfChNzGIz/QWrK+yIlJcVH3rRo0QItWrTgt/f398eGDRuQlpaGKVOmYOTIkXjz5g2WLl2KgwcP8kKIlJQUiAiKioowNjbGkSNHYGdnBwC4ceMGTExM8O7dO5iYmMDU1BRXr17FwIEDER0dDVNTU5SXl0NfXx/BwcFwc3ODqqoqFBUVERYWhoEDB6KiogJpaWnQ19dH48aN0bdv3xr7975ygCxBMYPBYDAYDAaDwfivw8QcBuMHhou2+Ziy40+ePAEAHD58GGPGjMGoUaPg6+sLQ0ND/PLLL+jTpw+6deuGbt26oV69erC0tIS5uTmsrKxQp04dseVZMjIyMDc3R3h4OC/maGpqQkZGBklJSTAxMcG4cePg4+MDf39/hIaG4qeffuIrT5WUlAAA9PT0sGvXLigpKQFAjSUCa4q0YTluGAwGg8FgMBgMxo8MSwjBYPxAVF2PyUXbVBVvLly4gJkzZ2LIkCF8rpkxY8Zg9+7daNmyJVq2bAltbW28fv0aSUlJEAqFcHV1Rb169TBu3DiEhIQgOzsbrVq1QlxcXI1tcXJywtOnT/m/uZw3sbGxAICxY8di/PjxUFVVxYwZMzB+/HgAlYINlxxMWlqaF3I4uBLgHFz/mIDD+DcgSU2BTy1DyWAw/juwOiMMBoPB+FowMYfB+I9QVlaGx48fw8vLCzNmzOBFEVFEBY2kpCSEhoZiy5YtGD58OMLCwgAAUVFRCA0NRY8ePTB8+HDs2rULSUlJ6N69O9TU1HghxdbWFuHh4cjMzIS1tTXy8/MBAMbGxkhNTYWWlha0tbURExMD4J8bVq4Ntra28PPz49tTv359TJ48GT/99BP/XsuWLbFixQr06tUL6urq/PtVBRtRfoRlUlz/PncS/ymThM/x9aXa+Sntfd8x8DG+kpOTP9m2aj8/tr2i232qqFhWVsaLrXl5eZ9k+z0miZL6/FJt/VbHvKSI+vzU71OUf3s/P4fPORYkPS98iTH61HZ/yd/ntzx3/lfgvtNP/W5LS0tRUFDwNZpUK997bNPT0z+pHdyYclHSPyqf8718D1vue6moqJDYt6T+4+PjP8sn4+vBxBwG4z/Cnj17sHz5ckRHR8PQ0JBfQpWTk4Ps7GwAwL1797B9+3YQERYsWIApU6ZAQUEBdnZ22LFjByIjI3HhwgUEBgYiLi4Ohw8fxtWrVxEfHw9zc3Oxm0AnJycEBgbC2toaJSUluHjxIgCgqKgIMTExMDU1hZKSEkJCQsTayU1Mhw4dypfoAwBlZWXY29tDW1tbbHuBQFDtZuxHEGzeh4yMDMrKyrBlyxaJJhlXr16Fn5/fRwsHAoGAL8G+a9cuHD58GMHBwR9ly+VWAoD79++jqKjoo9vJHU+cEPgpNxAyMjKoqKjAmTNnPsmflJQU/Pz8MHr0aLGbj48ZZ66f48ePx5s3bz5qfLlljFxeqaCgoI8eo9zcXOzcuROxsbGYO3cu9u7d+1F2wD99TUtLQ2xsLBITEz/alhuL/Px8lJWVfZIdNybFxcWfJFZwdhcuXMC1a9dw586dT2pr1f18jB33fb569YoXsz/F59u3bxEfH/9J/eR8rl69GseOHfvoyZCk/SQi3L17FwUFBTh69Cjmzp370W0V5dGjR4iOjv7o7T9HHOH6dvfu3U+25a4NJ0+e/Ggb0WPh+fPniI6ORlZW1kfZPnnyBGvXrkV2dvYnCwBcP8eNG4fr169/tJ3oeTM9PR1FRUV8PrqPQUZGBkVFRdiwYcNH+xTNM+fv74/c3NxPbq/ovj7VNi0tDYWFhSgtLf1oO2lpaeTn52P16tXIyMj4KL9ZWVnYvHkzZs2ahT///BPl5eUffSyLnhdevHjxUTYc3NiuXr1aomPhY8elJl6+fInhw4ejsLDwo84r3NhmZWVhzZo1tUZf1wY3TjExMbyI9LE2HJ8iVnBjlJ6ejpSUlI8+X3PX0KSkJLx69QoREREf7RMAb/vs2TMAH3/cc37j4+Px8uVLBAUFfbSdtLQ04uPjMXXqVGRlZX30scu1LTQ0FCUlJZ90HQUqz7ebN2/+6PMm49vCxBwG4z9AQUEBHj58iG3btmH79u3w8PCAsbExpKWlMW3aNGzcuBFA5ZPg6OhopKWlwdXVFYqKinB3d8eSJUtgZmaGv//+GzY2Nnj06BGUlJQwbtw4PH78GC1atICVlRVev37N+2zWrBkCAwMhJyeHwYMHIyAgAC4uLti1axcWLVoEAOjVqxdf7rvqUi5FRUVoamp+sG81LQP7UeEujESE/Px8XLlyBYGBgfxn77sZ4MQ7AAgPD+cnQh9z0yMjIwMiwsiRI1FYWIiHDx9i3bp1KC8v/6Atd9Ffv349li9f/sHtObjcSfn5+XBzc0P//v1x+PBhfllfbYhG8QQGBmLdunVISEj4qBslGRkZpKWlYdSoUZg3bx6MjIyQkpLCT+Zq2wf3Pje+srKyyMzMBID3jhF3c5WQkICpU6ciJiYG8+bNw7Fjx/Du3bsPtlddXR3169eHjY0Nbt++jQULFgD48HfKjW1paSm6du2KKVOmYNu2bTh+/PgHfXLinK+vLzp27AgPDw/88ssvH7QD/vmNT506FYMHD4anpycuXLjwQTtuXO/cuYOZM2fi9u3bOHLkCDZv3vxRbQWAJUuWYMSIETh+/DiioqI+uq0zZ87EuHHjsHr1asycOfOj2iotLY1Hjx6hf//+OHDgANq0aYOkpKQP2nKcOHEC3t7eGDFiBBQVFZGRkfFeIeBz+iklJYW3b9/C1dUVq1atwvDhwz+6nRxlZWU4derUR0+8gH/Gd8uWLfDy8sLly5dRXFz8Ubbl5eUoLi7G3Llz+YnMp0yok5KSsHfvXrHz6ce0dcGCBdi0aRN27NiB5cuXv1d0JSKUl5dDVlYWRUVFmD59Ory8vHD+/PmPaqcoJiYmHx0tw/22i4uL0bVrV2zfvh3W1tZ4/fr1BydgomOYn5+P+/fvo7CwsNpnNcHte8OGDdi2bdsnRSVyAtuECRMwf/58HDx48KPEZc42KioKrq6umDdvHhYuXIg3b9580Jbz2atXL8jLy0NHR0dsfGprv5aWFoYOHYpZs2bh+PHjWLZsGa5cufJBAYD7jT59+hSDBw/Ghg0b0KlTJ7x69eqDbQX+Gf86derg5cuXAPBBIZ0bn8LCQri5uWHhwoVYt24d/3DkfYgeb40aNYKVlZXYuL7v++XGtnv37tDW1oapqekHbUT9SktLw9/fH+PHj//oc4rotWXy5MlYsWLFRwnw3O8lIyMDrq6u8PDwwLBhw3iB5UN2+fn56NixIzZt2oSZM2di//79H/Qpei927NgxrF27lt/nx7Y3Ozsbw4cPx99//40VK1bgyJEjH7SVkZGBQCDAgAED4OjoCC0trY/2KSUlhbt372LevHnVxLn3fa/S0tIIDg6Gh4cHpk+fDi0tLSQnJ3+S2Mv4+vxvzKAYjP84AoEA+vr6OHPmDG7evCmm5Ldt25Zf6mRqagp5eXkkJSXB2tpa7CTdsmVLhIWFwcrKCmZmZhgzZgx69uwJPT09xMbGwsnJSSxaw87Ojr8haN68ObZv347du3fjzp07aN68OQCgYcOGcHR0/AYj8GPA3bDExsZCIBCgU6dOSEtL4z973826lJQU/5Tf0NAQMTExEAgEkJWtPY+96NO8I0eOoGPHjpg2bRoCAgIwc+ZMyMnJ1bhcryoPHz7EiRMncO3aNSgrK+PixYu4ffs2UlNTP9jX3bt3o2/fvpg0aRJev36Ns2fPvvdGixsDIoK9vT369OmDgoKC946N6A3N69ev0b17dzg6OuK3335D//790bBhQ7x9+7bWfXDvP3z4EDk5OSgtLeWfnsrJydXqV0ZGBuXl5Zg7dy5mz56N/fv3Y/ny5fDz88PJkyf5m/b3tdnW1haTJ09GQUEBdu7cCQDv/U6Bf8b25MmTGDNmDM6dOwdHR0cEBARg165dtQoH3E1dXl4e9u/fj1mzZqF79+549+4dZs+e/VFP3e7du4e0tDRs2rQJLi4uOHPmDLy8vD7Y3vj4eNy5cwdHjhzB1q1bMWXKFMTGxmLhwoXIycmp0Y77Xq5fv46XL1+iS5cu8PPzw5kzZ+Dv7//Btvr7+yM9PR337t3Djh07UFpaigEDBvC/udramp2djYULF2L//v1o0KAB1NXVoaen91FRTEKhEDdu3MCIESOQmpqK1atXY8SIEVi+fHmtN8CS9pM7P48dOxatW7eGgoICsrOzPyoaSHSJiry8PExNTcWi4N63NJJ779KlSzh+/DhSU1P5qND3iV6ioqmSkhKaNWvGn0M+VtAvKCiAgYEBCgsLERoaCkD8nFEb165dQ1hYGE6fPo2QkBBYWVlBWVn5vceenJwcnJ2dsX79esyfPx9GRka4du0atm7d+lFt9fX1RWBgIOTl5XHhwoX3HneifgFg+vTpGDlyJObMmYOysrKPEu25MYyJiYGSkhIqKir4MfqY8fXz88PZs2dx4sQJaGho4NGjR7h8+fJHtffvv/9GZmYmGjVqhLi4OHh5efG+a4KLBKqoqMCBAwcwb948zJkzB0ZGRli+fDkePnz4wfaeP38e5ubmWLJkCZ4/f45Zs2ZhxowZYu0ShRtDQ0NDNG7cGOfPn4eJiQnu378PHx8flJWVvVfwLykpwbp163Do0CGMGTMGGRkZMDc3/2A7ASA4OBiJiYkoLS1FZGQkKioqIC8vX+v2opFSGzduhL29Pbp27Yr8/HzMnTuXv+erDU4EWrt2LXbt2oX4+Hj+952ZmVmjuBgfH89HeV+6dAkmJiaYO3cu7ty5gxkzZqBXr17vXb7MiU/5+flwd3fHypUrYWtri3fv3sHX1/eDY3T58mXExcVhyJAh0NTUxNq1a3Hr1q332nDHtZeXFyZMmIADBw6gX79+cHd3x9mzZz9od+DAAYwaNQp//vknVq1ahVOnTmHZsmXv9SlaUGTgwIGwt7cH8HER5Zzd3LlzMXXqVL6aa5s2bSAUCmsUxEWPyUuXLqFly5aYNm0abt68ib59+/L5Jt/nMzMzE5MnT8b69ethbW2NqKgo/jdW029F1OfTp0/Ro0cP6OvrY/PmzRg1ahTat2//wWOQ8Q0hBoPxn+DOnTvk4OBAXbp0od69e1O3bt0oOzubgoKCyNbWloiIUlNTadGiRXThwgXKyMggU1NTioiIICKiw4cP07x584iIaOLEiTR27FgaNGgQOTk50f79+4mIaM6cOVRYWFjNt1AorLVd7/uMIY5QKKTnz5+TnZ0djRo1ipo0aUJKSkq0ZcsWmjJlCh06dIjy8vJqtV+8eDF16NCBZs+eTTo6OjRq1Cg6d+4c7dy5kzIyMsS2TUhIoF9//ZXCw8OJiOjx48c0d+5c6tq1K/35559ERBQTE0OLFi2i7Ozsar4EAgH//9evX9PMmTNpzpw5NHfuXGrWrBmNHz+efH1939vfdevWka6uLiUkJBARUUBAAK1atYoWL15M169fr9Xu2rVr5ODgQAMGDKAGDRqQjY0NnTx5kn755Rfy9fWlkpKSGu2ePHlCpaWl5OzsTK1ataL169dTSkoKeXh40O7du9/b1qysLOrTpw+NGDGC+vTpQwoKCjRs2DDaunUrubu7U1FRUY12ycnJ1LJlS2ratCkVFxfz4zV27FhatmwZlZaWVrOpqKggIqK3b9+Sq6srFRcXU1paGjk7O9OkSZOIiGju3Ll0+fLlWtv7999/k7KyMu3Zs4eIiLKzs+nSpUs0d+5cWr58ea1jJBQKacyYMTRixAgqKiqiiooKevXqFS1fvpwGDBhAr1+/rtVnUFAQtWvXjtatW0dERPn5+eTr60sTJkwgd3d3vl9V/RERbd26lSwtLenXX3/lx+Dly5c0Y8YMWr58ea0+Hz9+TObm5nTv3j0iqjyGVq5cScuXL6eLFy/Wev6Jj4+nPn36UO/evfnjr7i4mJYvX052dnb07t07MduHDx9SdHQ0v92OHTvo3r175OTkxP+GDh8+TC9fvqy1rUVFRZSbm0vXr1+nbt26kbOzM+3bt4+8vb1pxowZlJqa+sX6yf0+hUIhDRo0iF6+fEm+vr7UoUMH+uWXX4iI6PTp03Tx4sVafRIRrVixggYMGECenp7k4OBAN27cIH9/fwoMDHzvuf3+/fs0ceJEevHiBRFVXp9WrFhBS5YsoefPn9dqV1hYSG5ubrRhwwb66aefqHPnznTlyhV69eoVhYWFvbetr169ou7du9PWrVupZcuWNHbsWLp06RJFRkby7ahpjJKTk+nhw4e0b98+Wr9+PY0aNYrf5s8//6Tc3Fwxu8zMTJo+fTpt2bKFvLy8+PcLCgrowYMHNHfuXDp27BgJhcJaxyg3N5fmz59PHTt2pEmTJpGUlBR17dqV5s6dS25ubvT27Vux7V+/fs1fq4mINm7cSE+fPiVXV1f+fO3t7U0PHz587xg9evSIGjVqREuWLKEGDRqQo6Mj/fbbb7R//366du1ate1F2+/n50c//fQT7d69m+bNm0cdOnSgvn37vvc8RFR5LurRoweFhoYSEdHTp09p8+bNNGfOHPL29n6vLTdGAQEBRESUkpJCBw8epJ49e9Lp06drtSsqKqKwsDDS19enAQMG0IQJE2jHjh3UsWPH9x7zBQUFNGjQILHf4vHjx2nMmDH8b1t0TET7npmZSZ6enrR//35ydnbmj7kDBw6IfXeiCIVCEggENGnSJBo6dCiNGDGC5OTkqEOHDrRq1SoaPXr0e8+5W7dupQEDBlBkZCQREcXGxtLmzZtpwIAB/LlCFNHr9tu3b2nOnDn066+/Ut++fUlKSopmzZpFLVu2pEWLFoldI3Jzc2nbtm2Ul5dHRUVFlJycTNbW1uTg4EDu7u60f/9+WrZsGZ05c6bGdt69e5cfgzdv3lDnzp3pzJkztHnzZurcuTO5ubnRtm3bau3n/fv3qU+fPvT3338TEVFaWhr99ddfNHTo0A9eu/fu3UsdOnSggwcP8u9dv36dnJ2daePGjbXanT59mtq0aUNLlizhr90xMTHUu3dvGjZs2HvPf6tWraKePXtS165dycDAgMaOHUsXLlyg06dP13guevPmDQUGBvLXyK1bt9K1a9eoU6dO/HH+4MEDun79eq1+8/Ly6M2bN2RnZ0ddu3Yld3d3OnXqFHXr1q3G70X0WIiNjaWOHTvSixcvyNPTk3r16kV16tShP/74o9Y+ElVe89PT08nR0ZHs7OzIy8uLYmJiaPny5fTgwYP32jK+HUzMYTD+Y8TGxpK3tzeNHj2aPD09qby8nOrWrct/3qlTJ/4G1NrammbNmkXu7u7UtGlT/oaAqPIG7OLFi/TmzZuP9s2EG8ngLqpV/z137hxZWFjQ3r17aevWrbRv3z4xu6rjnZGRQTExMfTu3Tvq2rUr/fTTT7RixQrq27cvfyPN8ejRI5o5cyZt3LiRAgICqLS0lH766SeysLAgosqb4fbt27/3Zic/P59OnDhB7969Iy8vLxozZgw9efKEiCpvwt83CSciKi0tJVdXV3J2dub7HBcXR6tWrao24RO98SCqFCYTEhJ4QWjXrl00ZswYXryoSmRkJDVs2JD++usvEgqFlJKSQkSVN+BOTk508+bNajbcjRUn1BQXF5NQKKTs7Gzq1q0brV69ms6dO0crVqzgbUS/E074zMnJoVmzZlG3bt3431NWVtZ7f1uZmZnUt29f2rp1K/9eWVkZ9erVi3r16kVubm612nL89ttvZGlpyU/wKioqyMfHh549eya2XdXj6MCBA9S6dWs6fPgw/15cXBzt2LGDFz44RL+XiooKWrBgAX9TSERUXl5O/v7+1W4Kq36fREQXLlygdu3a0fnz5/n33r59W03AFG1veXk5tWrVimxtbam8vJyIiN69e0fLly8Xaz/XPlF8fX1pyJAh9Pvvv4tNnq9evSq2XUZGBnl4eNC8efP4sevXrx+pqanxE5SgoCBycHCg2NjYav3iWL58Oa1evZqeP39OiYmJlJaWRkREly5dImdn5y/WT1H2799PM2fO5P8ODw+nHj160PTp08nMzOy9x4JAIKCbN2/S1atX6cKFC1S3bl1yd3cnFxcXGj58eI3HL2d/4sQJ0tTUpGXLlvGfPXv2jJYuXVrtPFb1WLh16xadP3+etmzZQrKystSxY0caN24cNWvWrJpoKmqbkpJCjx49oitXrtDixYtJR0eHevXqRcOHD6dhw4bVaBcTE0MjRowgPz8/srW1JXNzc36bmTNn0tChQ6v1sX379jR//nw6dOgQTZ8+na5cucJ/VlpaSqdOnaLFixdXE2q54y83N5cqKir4CSIR0dSpU+n06dN0584dOnnyZLW2/vbbb9SrVy9eIF+7di01bNiQdu3axW/XunVrsd9OTWNUUVFBaWlplJ6eTnv27CF7e3uaP38+eXp60tq1a6vZEhGVlJTQ6dOn6c2bN7Rr1y5q3bo13b59mwoKCmjt2rX8wx5RRI+jJ0+eUMOGDWnChAn8exEREbRly5ZqgkzVc1FISAj179+fZs2axf8+cnJy6OzZs7UKp69evaKBAwdSSkoKL9IVFBQQEdHgwYOrjZHo+JSVlfEPwkTZtWsXtWzZkuLi4sTe79+/PzVq1IiSkpKIqPKca2Vlxf8mX79+TdbW1hQUFCRmxx0L3L/5+fl8W8aOHUtjxozhBdCysrJqfeTG6fz589S2bVtavXo1v6+UlBTy8vKi27dv12hDRPTixQux+713795Rz5496f79+xQVFSX2GUdhYSG9e/eOVq5cSa9fv6bk5GQ6deoU/7mbmxsvLIoiEAjo0KFDVFZWRuHh4ZSTk0MHDhygBg0akJeXF0VFRZG3tzctXry41vZGRkZSr169aOjQoZSVlcWP2blz5+i3336r5lOUd+/e0eLFi2nixIn8vQ4RUWBgYI2Cl2i7Dx8+TEOHDqXr16/zx0R2djZ/n1MbOTk5FB8fT/7+/tSvXz+ysLAgLy8v6ty5M926dauan8WLF9OUKVPo4cOHJBQK6dy5c1SnTh2aNm0aEVWeM+zt7encuXM1+nv27Bk1adKEYmNj6eXLl3T9+nX+uP7pp5/eK7geOXKEysvLaf78+eTo6Ej79u2jkpIS8vHxoTVr1tR6X3/z5k0aOXIkXb58mSoqKngBNCgoiKysrD4ovjO+HUzMYTD+o2zYsIHmzJlDREQ9evSgRYsW0Zo1a6h9+/bk6elJRERdunShHTt20PXr1yk4OPiD+xQIBEyw+cJwN2ChoaE0ePBgmjFjBq1atYr/3NPTs5oQU5WdO3fSpk2baOvWrfTq1SsiqrzJ457A10ZISAgtX76cFi1aRP7+/lRQUEATJ06k5s2b08CBA8nd3Z3flvveRb//4OBg/skud4PF+XZwcOBvcDm4m4uwsDB6+PAhP5mdN28e2djY8E8gq0aNcGMUGRlJCxcupIULF4pNuN3d3d8b1cD5DQkJoe7du9OsWbOI6B/BavPmzbXa5OXlUd++fWnNmjU0f/58Pjpj9uzZ/FPCmvjjjz9o1KhRNGnSJDp//jy9e/eOfvvtN2rVqlWtUUeiY1taWkqdO3cmJyenalFVERER/ESQGxuuvU+ePKE9e/bQmTNnKCcnh27cuEHm5uZiTyVr8+nn50evXr2ijIwMevHiBXXo0IG2b9/O++ImFZyNqNh1//59CggIIIFAQAcPHqROnTrRjRs3ahxXUZ8rVqygefPmkbu7O71584YCAgKoU6dOtG3btvdGLZWWllJUVBS/r3nz5pGVlRUvrnCTt6p2xcXFtGvXLtq9eze9ePGC4uPjaezYsbR+/fpqT0xFJ3mBgYG0bds2mjVrFj1//pzy8/OpVatWNGrUKNq6dSs5OzvzE9OafitElcff1KlTydPTk4KCgqioqIiePHlCVlZWFBgYKOZT0n6Ktj0lJYXatm1L7dq1o7CwMLGJ47179/ib7ZqEtcuXL9Pp06cpKiqK78vUqVPpyJEjJBAI+GOi6rFQUVHB7y88PJxsbW1p6dKl/H6jo6PF/ImO0YEDB+jWrVti0SWenp585BM34eUQPf5+/fVXunbtGr9tSUkJjRkzpsZjiKOsrIzWr1/PR4M9evSIBg0aRIMGDaIlS5aQi4tLNfsDBw7Q2LFjiahSYFu3bh0vlnF94SItuOsv9x5R5fmkV69e5O7uTrNnzyZ/f38iIvLw8KBFixbV2D+iyuihP//8kwYPHkyXLl2i4uJi6t+/P02ePJl27NhBbm5uNHv27Gp9FL2+TJo0iX799VdeLCouLqZx48aJnbtF+8Fx+/ZtmjhxInl5eYmd08+dO0dOTk707t27Gn1mZ2dTcnIyVVRUUF5eHnXq1ElMHEtPT6/WXg5fX1+6d+8ePXv2jEpLS2nChAk0btw4XnSt6ZjlSExMpK1bt9LQoUPp7t27/PuDBg2qJuqJcu/ePUpOTqYxY8bQiRMnql2HvLy8xPbHsWbNGjI2NuavoRMmTKAFCxbQhAkTqFmzZrywU9N5YciQIbRs2TIaMGAAPX78mIgqr5+1PQjh+h0VFUXv3r2jtLQ0SkpKIjc3N1qyZAnl5OQQUfVrqCgbNmygXr160aRJk6hjx468SObu7l7jOZsTj0NDQ2n58uW0cOFCWrZsGT158oTvS79+/Wj8+PHVbEX76uvrSwMHDqQTJ05Qfn4+fw5JSUkhFxcXsespdwwVFBRQTEwMfxzNnDmThg0bxgvJokKX6O+PqDIa6PLly3ThwgUiItqyZQtNmjSJbt26VWOEM2d348YN2rNnD23evJmKi4vp+vXrNHz4cDpy5Ei1hxlVbX18fOi3336jZcuW8dftV69eVTtH1DTGmzZtovHjx9OVK1coPz+fjh49Sh06dKBZs2ZR586daeXKlTXacuzZs4dcXFz4/nLnGk4Qqonk5GSaMGECzZw5UywCMSwsjJycnN4bxZaQkEDHjh0jd3d32rVrF+Xk5FBaWhrZ2tryIt/7fqeMbwcTcxiM/wjJycnk6+tLx48fp3Xr1pGrqysf5hgXF0fLli2jX3/9lV69esVfyIYMGVJr5AUX/sv4+uTn55OLiwt5e3vT1q1bqVmzZnxUx7x582jq1Km12nIT50uXLpGjoyMdP36ciCqXkXTo0IEiIiKqPZkVpaioiH755ReaO3cu/4T59evXfOQKUc0XZG4SGRsbS/369aMZM2ZQcnIyxcTE0MyZM+nRo0di/kTFhmbNmpGbmxuNHTuWj2rx8vIiGRkZCgoKqvGGp7CwkFxdXenkyZPk7u5Obdu25Z/SDxw4kBeuqrY1JiaGfHx8+GM+LS2Nhg0bRqNHj6aCggIxEbMmv507d6Z9+/bRrl27yNnZmZKTk4mI6MqVKzR58uQab5p9fX3JwsKCAgMDacOGDbRmzRrat28fCQQC2rt3Lz95FEW03aKTnNmzZ5Ojo2ONT0qrTg5CQ0PJwcGB5syZQ/PmzaMePXpQSEgIvXz5krS0tOivv/6qdR+///47NW/enKZMmUKtWrWiCxcuUFpaGvXu3ZumTZtWrZ+iY9WnTx/q378/jRo1ijp06ECJiYl069YtcnJyomPHjlXzybF582bq2rUrXb9+nXbt2kV2dnb04MEDevPmDbVu3ZoXOGryOWTIEOrSpQsNHz6c1q1bR+Xl5bRv3z5SUVERE8uqfqdcOzds2ED169env/76iwoLC2nixIm0dOnSapN30e8lKSmJdu/eTdOnT+d9eHl50ZEjR/gb6Jo4cOAAP/ngonx+/vln8vX1pYCAAD7CQHRp1Kf2s2p/uX3l5+fT5MmTaezYsRQdHf1RYvyePXuoXbt25OnpSfXr1+e/Bz8/vxoFA9Exmjx5Mg0dOpSmTp1K3t7elJubS506daL+/fvX2E4OT09P6tevH61bt47atm3LC00LFy6kmTNnklAorHGZHlHlQwkPDw8aNGgQjRw5kp+UDB06lD/ma+r3X3/9Ra1bt6YZM2bwgkZeXh5t3bqVrl69SomJiWLbl5aWUnJyMj/pJvpn2QUHJyqXl5fTqVOnxKJviIh69uxJf/75Jx0/fpxsbW15ISQ0NJTmzJlTbXvRsc3Pz6cLFy7Q4MGDeXF23759tHv3brGlJlXPgVlZWfy1YdSoUTRixAh+gi4azfi+672Pjw8tXLiQ1q9fz0eW/fzzz3Tnzh0iqn6eLyoqoh49evBLU7lz3vjx48ne3p4yMzOr+eD2cfnyZf481rVrV158X7p0Kbm6ulabUHPfbUlJCX9dysrKohMnTtCQIUPor7/+ooqKClqzZk01XxyPHj2iYcOGUdu2balVq1akoqJCQ4YMIU9PTxo9ejRVVFTQ06dP6f79+2I+uX6cPHmS6tWrR2fPnqXy8nK6f/8+HT58uFoUhijTp0+nefPmUWBgINnY2PAiZkxMDHXo0IHi4+PFjltRYa5p06Y0duxY6tChA+3Zs4dKSkr4pfFVxf+q/eSW7k6dOlUsam/Pnj1ikaCi/czJyaFu3bpRREQEpaWl0YYNG2jx4sV0/vx5SktLExNiahJrz549S7/88gsdP36cRo8eTV5eXhQdHU1ZWVk0e/ZssQg+UfuePXvSgAEDqE+fPjR9+nQiqrxuuLq61rhckxujJ0+ekI2NDa1evZpcXV1pwIABRFQZcd67d296+vSpmB3nMygoiOzs7OjXX3+liRMnkpWVFcXExFBQUBD17NnzvcsCX758SQ4ODuTr60vOzs40b948PgrY0dGRgoKCqv3Gqv59+vRpGjZsGB09epQSEhIoOjqa/vzzz2qRw9y45ubmUlhYGL+fmzdvUps2bfjoe9EoyJquL0SVAvvatWtp2LBh/H1b7969qx0LHN7e3ryompeXR1evXqWpU6fShg0bKCYm5r1LjRnfBybmMBj/EQoLC2nx4sXUt29fWrp0Kd26davG8FxRTpw4wYdIM+Hm+xEYGEjbt2+nmJgYcnJy4kOyHzx4QDExMdWenBIRn49h3rx5lJOTQ15eXtSvXz8iqpxQBAUF0aVLl8RsuO+4rKyMJk+eTOPHj6d169ZRQUEBHT58mGbNmkV79+4VExNqmgT5+/tT3759+Sig0tJSGjBgADk5OdGLFy/4G9yqYkNFRQX17duXbxeX94NbgsNNDGri4sWLtHXrVkpISCBnZ2f+Ri4yMpKCgoLEnhhz/UxPT6eFCxfSsGHD6OzZs3y/fH19ycHBQSysu+qNjlAopNzcXFqyZAkRES8kEVXeKN6/f18s5F40LP/o0aNiT1avXLlC7du3r5YHo6axXbt2LY0aNYoWLFjA99HLy4uMjY1rDJUWfcLo6elJO3fu5N8/f/48v7QhLS2t1t94dHQ0NW7cmF8i9OLFC3JxcaHbt29TdnY2HTp0SGx70f3s3r2b+vbty/fnwIED1LlzZyoqKqJ79+6JRbuUl5dTfHw8//eMGTPEvvMrV67QyJEjiah6FIYoa9asoeHDhxNR5TGzadMm2rRpExFVPtXmoh2q7ufOnTvUqVMn/u+YmBiys7OjW7duUW5ubrVlQ9zEICwsjHx8fOju3bv8xMXd3Z0OHjxYLYdY1WM+LS2Ntm/fTq1btxaLOOnTpw91796dj/T63H6KttfPz4+mTp1Kv//+O4WEhBAR8csta8upwrU3PT2d+vfvT6WlpfT777/zk6D8/Hw+n0JtuLu704gRIyg4OJiuXr1KgwcP5n8zbm5u1cQ5zm9MTAz17NmTiIhGjBhBCxcu5MfOx8fnvUsEbty4wed6a9q0Kb8MISkpSSwnmGgfRTl79iwNHTqUTp8+zUcK1kRwcDCNGjVK7PuqqKigzMxMcnBwoIKCAvL19aUxY8ZQbm4uCQSCanmXKioqaNGiRZSenk5du3blhfenT59SYGAgf/xVjXYqLCyk6OhoPhrr4cOHNHr0aFq7dm2146+m3/iNGzdo7969lJeXR/b29rxQFhwcTOfPn6+WE4hj//79/PFHVLmUY9y4cTRhwgTy9vaudp4XZdSoUbR48WLKzc2loKAgmjJlCn9u8vDwqHYu5CgoKKD27duLiUQjR47kl4BVzf0h2t9Zs2bRxIkT+QcReXl5tHHjRmrWrBkdOHCA344bV9EJsWhkWVJSEvXp04f8/PzowoULYtdR0Xuq5ORkGj16NN+mgIAAMjMzE4us5ahpjNasWUOlpaU0bNgwPuoiJCSEHj9+XOt5oaysjDp06MCLlG/fvuUfOBARrV+/vlbBViAQUFxcHP3999+0fft26t69O//Z9u3bqy0hE6Xq9llZWbR7926aOnUqnT17ln+/JsE1ISGBRo4cyUfe+vn50bhx42jjxo30/PlzsWu3aNs9PT35/FU5OTk0depU/nq2c+dOsd+2KOXl5fTzzz+LLf8bPXo0DR48mIiomjAiunRz4cKFtHr1av7vffv2UfPmzamkpKRWf6Lt9fb2pnv37lHr1q0pOzubysrKKDk5mS5evFhtbLi/MzMz6Y8//qC9e/dSYmIihYaG0ogRI2jHjh38wyNRuGO+pKSEPDw8yN3dnZ4+fco/cDlw4AAZGxuLLT+r6jsgIID27dvHH8+pqan0yy+/UN++fen69eti103RB7upqak0c+ZMMjEx4YVNosocXlweJFE7xr8DJuYwGD8I3JNNdoL9/uTm5vI3ws+fP6eQkBDq168f2dvb809GwsPDyc3NrdpTSO7Gm3uCu2LFCnJ1dRWbpHp6etKRI0dq9T9s2DCaNWsWBQUFUZcuXWj8+PFUXl5Oly5dooULF9aY8Jg7bi5evEhnz56lLVu20LBhw/gbo+LiYrKxsam2pvvu3btiUSUjRowQW45y+vRpGjhwoFhEREVFBRUUFPBPj+Pi4ujZs2d81Ai3xCosLIxGjhzJT8JEbzoqKipoyJAhFBAQQOfPn6eRI0fS/v37KTExkY4fP05r1qypFm1S+n/s/WdcVVm2PYAuy+rqUN11q6u6clLLnCOioCIZRXKUDEpGMkgWUFBRFImKCcWIAUUwg4qgqCACKqCCIFlAcjznjPeBt1fvfQJV3ff+3rv9v4wvyjln7RX22muvNeeYYw4OUoNPQUEBBgcHoaamhm+++YZqU3R2dkJWVpYT+paWlsbRhCkoKMCCBQs4lPX169ePKuoMjBiBVq1ahZaWFvz888+Uks6Mu7AeUF5eHuegERMTw9GlaGlpgba2NjW6Af/cCJ44cYIaVhivLpsVcPDgQZEwPYFAgPfv3+PAgQN0c3jjxg34+fkBGDloCAQCODo6cjQimLlz9uxZ5OXl0XsdGhrKYZ11dnZCQ0ODcwgWCARoaWnhMKiio6Pp/RgeHsadO3ewZs0aTqidQCBAd3c3fH19qcGrtbUV5ubmaG1tpddPTk4eVfOjuroaEydOhL+/P2bMmIGdO3fi1atXuHHjBjZs2CCW7cSMcV5eHhYsWIDu7m4cOXIEMjIyVFPCx8dHRPDz3+0nG7W1tZgxYwYuXrwIRUVFaGho0DbGxsaKZdYwYMYpIiICZmZmWLVqFf3OyclJhMXW0dHBOeBs3ryZ3vf+/n5cvXqVCnYLt5cdusfMPxcXF5iamtLfbtmyZdTQt6GhIVRXV0NXVxeKioqIiooCMHLI9vf3lxjGk5qaisOHD+PChQvg8XjIzs6GmZkZ4uPjJR6iKyoqsG3bNlhbW3MOMcBIYoBLly5h6dKlHBHh/v5+us5fvHgRQ0ND8PHxweeff04P752dnZg7d66IkY19X+Xl5REcHIyJEyfSufrq1SvY2tpSYXH2uPT19dG1s7GxEWVlZVi6dCmmT59O2/7w4UNYW1vTtV7YCPn48WO8efMGMjIyWLt2LX3eCwoKICsrK8I4qa6u5ugv+fv70z719/fj9u3bNDyNAXPN9PR0PHjwgH7u4uLCYT89fPiQsjIYCIdr7t69Gzdv3oStrS3Wr19PDV/37t2Dq6uryH1lxosJ/dmwYQOSkpLQ3NyM/v5+qgvEhjh2WFJSEiwsLOj639raismTJ4vovzBjBIy8t+rr6+Hs7Izvv/8eHh4e9Dfq6uocHRqmD+yxdXV15eiR3L17l7KXhPv3+vVrlJSUoKurC3FxcSgsLMSSJUvwyy+/0N/u2rWLGlPZfWXQ1dWF6OhoKCkpISEhga4/fD4fqampIuHU7GsMDQ3BxcUFy5Ytw+nTp6nx4O3btzA3N+cwyhoaGjj7h+TkZDquw8PDaG1thaWlJce5xbQzMzOTozW1a9cuzro+MDAAa2trzjufz+cjNzeXI2J++vRp6sBh7vXGjRs584cZW7YRtKOjA6dOncLmzZshLS1N18HTp08jKChIJByMPb5KSkqws7PD5s2b8eOPPyI7OxtNTU0wMjLCrl27OHOOXc7Pzw/p6en0PcrM15ycHISEhIgwC5l2NzU1ISEhAcuWLUNoaCjtR2VlJTQ1NUU0AJn6379/D3l5eQwPD+PUqVOYOHEiZQhGRUWJNWKO4X8Hxow5YxjDfxh4PJ7I5m4M/3vA4/Hw4MED7Nq1C5aWlrCwsAAA7N27F3//+9/x8OFDZGdnY9myZdi/fz+nbF1dHc6ePYv79+9j0aJFVHdGUVERGzduBDCSfWXBggUcGntLSws6OzvR2NiI4eFhqKqqcjyjenp6NK6aOQCxNw3M/xkD04sXL/DhwwccPXoUOjo62Lt3LzZt2iTyMhcIBDh8+DAVPuTz+cjMzISysjL14Lx+/RoKCgocrziPx8O9e/dw8OBB+Pj4wMvLCzweDxYWFpgwYQKGhobw/PlzLFu2TGImiyNHjnAMG3fv3oWjoyOsra3x66+/0s0++znJz8/H/v37sXXrVkyZMgXACEtFTU0NmzdvRlVVFdasWSN2ow6MCNwyoWpHjx6Fu7s7goKCcPHiRUyaNEmsl40Zp66uLuqx3rVrF/T19XH48GFMnz4d27dvp4czNh4/foyBgQFkZ2ejqKgI3d3dUFVVxYYNGyAQCPD27VssWrRIJJPK+/fv6WGM2QCamZlh3bp19De7du2CmZmZyMazuLgYr1+/Rm1tLYqKilBfX48ZM2ZwKNmrV68WOZAAI5t1Pp+PLVu24OrVq1SzSFdXFy9evMDWrVuhoqIiUu7o0aN4/vw5Ojo60N/fj/z8fCxatIgjnqqoqMg5EAIjh5D6+noq3gyMGCUMDQ1RW1uLrq4uaGhoiA01ZeaFu7s7IiIiAIx4JRntDmCEUSGJ/djU1AQ9PT1q7BQIBMjJycGkSZOoOLlwXf9uP9mIjIzE+fPn8fr1a8yePRtxcXFQU1PDjh07MDQ0JMJAKy8vp4cZCwsLPHz4EMePH8eyZcsoI+b06dNYsmSJiM7EwYMHUVFRQT8PCwvDsmXL6N89PT2Ql5dHeXk5Zw49f/4chYWFKCoqgoaGBvh8PoKDg/H1119TtlFoaChWrlwp0r8bN26gqqoKaWlpMDQ0BDBy+F++fDkNWdLS0uLo1bDH+OzZs1i2bBkOHjyIlStXwsXFBQ0NDSgvL4eWlpbIAZ6NwcFBbNu2DevWrePMb29vb4wbN07E2FpUVAR3d3eEhYVh+vTp6OzsRF1dHZydnWFnZ4dLly5BTU1tVLYTo78iEAgwc+ZMfPnll1SbpKWlRUSvZmhoCBkZGbhx4wZcXFwo0y00NBSLFy9GUVER3r17B2lpaYmMu3fv3mHFihX0XWBlZYW5c+eioqIC7u7u1HjLLnfkyBE0NTWhrq6OsrpmzpxJjXHd3d1YsWKFyFo0MDBARWjT09PR29uLgwcPYtKkSdRgfuXKFaxcuVJiJsecnBwYGxvTv0NCQrBu3Tps374dU6dOpfNY2PDJ6HtUVlbC2NgYurq6dAwiIiKQmpoqtj4AHKbPtWvXYGZmhoCAABrmJcwsrKqqwpEjRxAaGoqffvoJ79+/B4/Hg4aGBjQ0NFBcXAwbGxvo6+tzyvX39yM9PR2Dg4PUoBMaGgppaWlqFC8oKMCKFSs4RmpgZL4+evQInp6emDJlCj2kl5SUYMKECXB1dYWbmxukpKSo00jYSMYYt4ARoXZ3d3ckJSWJsBiFhdPZePfuHXx9feHm5obHjx/T6/X29nIcCNnZ2Xjz5g1qa2vR2tqK7Oxs/Prrr5yQKBkZGRFjqkAgQEVFBXg8HjUu3bt3D4sWLUJ2djYGBgbw6NEjzJ49W8TA0dDQAB6Ph5SUFNy6dQtNTU1Yvnw5du7ciYaGBjx69AjTp08Xmbe9vb3IyMjAxYsXYWdnhzNnzqCsrAyzZ8+mc7GgoADTpk0TaS/7nXH16lWsWbOG/p2fn49p06ahpKQE9fX1HCYrG5cvX+Zk3YuNjYWNjQ2cnJwwYcIEakgVTqoxPDyMdevW4fnz52hvb4e+vj4cHBxQVlaGhIQE2Nra0r2GMKswMDCQ4+B5+PAhFi9eDDMzM8yePZs+n2Nnj/99GDPmjGEMYxjD/zA+fPgAMzMzfP/99xxGR0pKCrS0tODm5iYxXnnXrl344YcfaGgLMGJksbS0xKpVq6Curs5hRdTX10NaWhrGxsbQ0tLCjRs3EBoaijNnztCNVHV1tURdHuaFPjg4iI0bN3K0L9rb23H//n2YmppyRPaEN4Rv3ryBmpoaTpw4gcbGRly9ehWrVq2Cnp4e5s2bRw8VbL2Pqqoq6Orq4vvvv+dki3FwcICamhqMjY0leoKampqgrq4OeXl5PHz4kHqWWlpa0NbWRj2k4jYdtra2+Nvf/kYZEQKBAK9evcL69evh5OREvXbs9jI4dOgQFBQUcO7cOdTU1CA3NxdmZmbw9vamjKvR9IsGBgao4DIDVVXVUYWsBwYG4OrqCn9/fzx69AidnZ2wtrbG8uXLsXr1amoQFCe+mZOTAxMTE0qTt7Ozw6JFi+Dp6YmZM2dyxG+FERkZCVtbW7x48QLNzc1YunQp9PT0oKmpyQnNEO7n8PAwNf4xrCIPDw/Y29vDwMCAGrzEjY2pqSkOHz5M03traWnB1NQUFhYWNMSQAXucs7Ozoa+vTw06wcHBVOeHOewySEtLg5+fHxwdHVFXV4dLly7B1taWYxxVVlbmGObEjW1paSm++OILEWZKb28vZX0Jt/O/209g5Hnv6uqCgYEBPSRra2vD0dFRIlNl/fr1+NOf/gR7e3sAI8Y+f39/ODg4QF5eHjIyMvRgzb4vHR0d6Ovrg6+vLz0wh4eHY+HChbh48SJsbW1F5gIwYhA0MzPD1KlTaYhUX18f4uLiMG3aNFhbW2Pp0qViw0tv3LiBOXPm4IcffqChOKWlpdi1axemTp0KAwMDkQMxIwrb2toKDQ0NNDQ0ICkpiaZ/NjExQXFxsdjQvidPntB7NTAwgEWLFsHV1RV2dnaUWZWVlSUxo93OnTvxhz/8Adu2bQMwso4yBjQPDw8OO0v4XnZ1deHWrVvo6emBgYEBUlJSIBAI8Ne//hXKysoibWXAZl8wxrHOzk4cO3YM06dPh6WlpUjmKqbNfX19mDdvnoiBKTw8HLq6uhwBY2GWVHt7O+zt7XH06FHw+XycOHECU6dOxbZt26CqqgovLy/ONYVTIzNhv0NDQ0hLS8PkyZPh6OiIWbNm0bks/Ky9evUKs2fPho2NDcfYc/nyZZw9e1bEIMO+N8+ePUNISAjKy8shJSWFqqoqACP3vLCwUCSEjUFtbS2WLVtGnxdgxLD+ww8/IDg4mM4X4XVz//79+Oqrr2BlZcVpq4eHB9zc3KjRThjDw8OUycKs51u2bMHUqVMRFhaGefPmiTAE2aF6SkpKmDdvHmJiYqjTpKurC7Gxsbhy5Qpl+QiHnyUnJ2PNmjVwd3fHtm3bwOPx8PDhQ7i7u2PLli1iwxLZ9zQxMRHXr1/H06dPMTQ0hG3btsHR0RHXr1+nz6RwW4eGhuDt7Q1fX1/09PQgKysLP//8M7y9vbFu3ToRkWX2eHV3d8PNzQ0WFhZoaGjA3bt3sWLFCtjY2GDx4sU0i5mwg4LP52Pfvn3Q19fH7du30d7eDiMjI1hYWGDlypWUHcsu09/fj3v37kFaWhpTpkyh74d3795h2bJlMDY2hqKiosh9KSsrg76+Pnx8fJCcnIynT59i06ZN6O/vp0aUyMjIUTXYXr58CQUFBWhpaXGccg8ePEBubi5lBIubSyEhIXB0dKRzlMlA6eTkBCkpKRoKJ7wWNTU14bvvvuPogwEj60p1dTXVaZKkazaG//9izJgzhjGMYQz/Q2BedK9fv4aKigqCg4Ph7++PhIQE+vIU9gAJIysrC4aGhrC2tkZaWhonDGtgYEAkdEheXh6xsbF49eoVYmNjYWlpiaSkJKxduxZHjx7F9evXYWhoyMlcJQ6PHz/GyZMnMWXKFLHZn4RTrbIFBfl8Pi5fvkzrZtJN37p1S2LKVkYE18nJCQEBAZysCi9evOB4t9gbj6NHj+Ls2bNob2+Hs7MzgoODOelIxYGtJRQdHQ13d3c4Ozvj9OnTdJMyWnaQpKQkusm+desW5OXlER0dTdsovElm18nj8RATE4P09HTKClBRUYGTkxOOHz8OJSUleqgQFre9desWXr58ifr6euzcuRNeXl5UoLGxsVFksy3MjuDxeDh37hzc3Nwow+n+/fvIz88XEeVl+sBkrHj37h2SkpLg6OhI252Xl8dhjfD5fM69cXFxwfPnz9HW1oYzZ87A2dkZycnJIuMk/G9vby+GhoZw5coVWFlZISEhAZWVlWhubkZMTAwnTp/P59NyXV1dyMjIwNDQEJ48eQJHR0d4eXmhr68PPT09HE82j8dDXl4e5s2bh8TERGzevBnz5s3DwYMHsWnTJly7dg3V1dXo7u7GrFmzqKFLHPbv34+KigoUFRVh5cqVEp8t4bH9V/vJxt27d1FSUkLDnszMzJCYmIi+vj6sXr0ahYWFAMRv8Bkj5K+//sp5Ht+8eYOGhgaO1x74Z3YbJqxuz5498PLyQmpqKnp7e3Hq1Cm4uroiKCiI4xlm1x0UFIQ5c+Zg7969KC8vp88Xw/oSnrvs/kZERGDu3LlITk7mHIqbmppExF8zMzOxadMmuq4+f/4cFRUVWLx4MTo6OvDkyRNIS0vD29tbZFyys7Mxe/ZsGvqhra1NRXSzs7OxadMmuLu7c9rGnvOdnZ1ITk7G0aNHoaqqiqioKGpAFw6fFV4j0tPToauri/7+frS0tEBXV5eGq7q7u1P9GXHXaG5uhoeHB3R1dREVFUXvPSCa/Ux4PjBCwX/6059oAgV2WUnPKDPuJ0+ehJeXF+Li4tDW1oanT58iPj6eY1QRnrs5OTkARtaPLVu2wNvbG01NTWhoaEBlZSU1Ngi3tbS0FO3t7bh48SJWrVqFCxcuSFzn+Xw+x5h5+fJl9PT0QFdXF99++y01DF67dg0LFiyg4WfCzAZ2BiZnZ2doa2tTI6C2tjYnPEy4zf7+/nBxcUFoaCh27NhBDW2Dg4NimZdMnUyIT2ZmJhWhHhoaQl5eHq5evcrJ7CiMgwcPwsnJCbdu3UJoaCj8/f0pm4utVyY8tvfu3cO8efNQU1MDMzMzSElJwcDAAG1tbSgvL5eYIpu5jpeXF/T09BAWFgYlJSXqsDlw4AD09fU5oVnsdwswwnjctm0bPDw8UFtbi9raWqSlpXHYcMIMw+zsbHR2duLdu3eIjY2Fvr4+njx5gr6+PjQ1NYno3TDlLl++jJcvX+LDhw+4fPkyDA0NafYxHo83qmbNlStXMG/ePLi6uiIyMpLqkwEjRkZhke8PHz5g2bJl2LFjB6Kjo7Fx40bExMRAU1MTzs7OaG5uRldXF1atWsVhfrGRm5uL+vp65ObmwsjICEeOHJGoPyVurffy8sKSJUtw584djuGlr6+PzmNhg0xMTAwyMjLw/v17LFu2jDJTx/CfgzFjzhjGMIYx/A+AebF2dXVBW1ubUofPnDkDLy8vREdHw9/fX2xKUqbslStXaGjB1atXYWpqisTERDx79gwaGhocbRRghMUzZ84c+vfbt2+ho6ODvr4+mp3E0dGRo6MhbgNw6tQpyhS6e/cuzfzDFg5kg9mY5ubmYsWKFZRqX1hYCBsbG4SEhIjdXLHHSF9fH3fv3kVbWxsSEhLg6uqKCxcuiGRuEW5vXl4e1NTU0NjYiNbWVnh7e8PNzQ03btwQGxLDLu/i4kI9aWfPnoWZmRmOHj2K8PBwyMvLiz0onD59GnPmzOGEO7x//x4GBgawtLQU691lH2YsLCywbt06+Pv7w9DQELGxsWhtbYWpqSl0dXXp2Akf/AsKCjB//nzqse7r68PRo0fh5uaGxMREsZ5P5t/o6GjIysqCz+fTMC1fX18EBweLNVKwN3dycnKIjIwEMHJoTE1NhZubG2JjYzmUeeFDUEBAANTV1emhfXh4GLdu3aJe2O7ubomsJX19fZoV69GjR7CxsUFoaKhIW4eHhznXUFFRoYd0gUCA169fY+vWrdDV1eVsvAUCAT58+IBFixZxsn+4ubnh5s2bOHPmDFxdXbFmzRrIycmJaN2w0dbWBgcHB6qN09DQACsrK2hqao6awedf6ac43Y5p06bB3d0dy5cvx6lTp/D69WvMmDEDCgoKYsPI2BpYioqKAIBjx47h+++/p0ajzZs3i7SZXbexsTHy8vLA5/NpitqEhAQRzS3h9jLpwGtqauDq6gpPT0+UlZWhoqICe/bsEXmm2ffUyMgIeXl5qKmpgYaGBtzc3DA4OIi0tDTKpmPj/v372LZtG7y8vPDw4UMAI95zS0tLACNhhhs2bJAYwnP79m0oKChATk6Ok9a6v78fDx48QFRUlERv9I4dO6jh+/nz51i7di0CAwMRExODmTNnShT5fvv2LTQ1NekaOTQ0hC1btsDDwwMqKioc46Dwc9bZ2QklJSVUVVWhq6sL7u7ucHNzQ1FR0aiMT2BkzWMYOQcPHsQ333xD57E4MOt8Z2cnVq9eTdeimzdvwsPDA9u3bxfJwidsBEpLS8OMGTPo4b68vBw7d+6Eq6srNVJI0vmLjo6moraZmZmQk5NDfHy82HEVCAQ4duwYbGxs4OXlRcObT58+DVtbW+zYsQPXrl3D7NmzOTpkbMZEamoqZVpevXoVdXV12Lp1K3755RcsX76crovisGvXLhqe9vjxY/j7+yM8PBy7d++GlJSUSDgNMz6PHj3CtGnTKGvowYMHCAwM5OhTsfvIxqNHjzjhnLm5udi2bRucnJwwbdo0EYPgyZMnqX7KuXPnUFhYiIyMDKxcuRItLS1Yt24dFi9eTNvCrpP9bmW0vQBAV1cX1tbWsLCwQFRUFIaHhykzlt1PAFi+fDl9/758+RK7d++Gq6urSAYppgxzX3JycjBhwgS6/+ns7MTp06exfv162kf2O5Apl5+fj19//ZVjVLt//z6cnJzg4OCA/v5+kXcn8++LFy+gq6uL58+fo7S0FKGhofDx8cGzZ8+we/duaqBkQ1lZmYbDDwwMIDQ0lDL2TE1NYWhoiLVr146aSjwiIgJr1qwBj8fD3bt3YWFhgejo6N/MIHXp0iXo6ekBGNG3UVNTQ3Z29u9i0ly5coVmG+Pz+dDS0oKCgsKoWdPG8L8LY8acMYxhDGP4H0RCQgJH06a3txfXr1/H1q1bsWLFCom6KuXl5bC3t6f6HcDIgd7BwQEmJiZ0c8pGW1sbTExMsHHjRnR3dyMrKwvLly+nBxfmYC2cPUUYDx48wNSpU+nmuri4mNKZhVPpMujs7MTs2bPpAerly5fIy8vD0NAQNm7cyMm0IIzY2FjIy8vTv+vr63HixAk4ODhgxowZHK+2uI1+cHAw9QTy+XwEBQXREBtJSEhIwNq1aykVGxgxXAUEBMDExIQjUMqkTx8YGICJiQnu3LmDrq4u7NmzB/Ly8oiIiMDAwICIhoYwduzYQQ1pg4ODePXqFczNzemYMRtrdrpfYGTjrKioiOvXrwMY8aKGhISgu7sbZ8+eHTUs6+7du5gxYwYVsczPz0dTUxPy8/Ph7e0tkgGNDVtbWypE2tPTg2vXrqGpqQkXLlyAu7s7x9va29tLDUpNTU00ZXl5eTkCAwNhYGCA0tJS5OXl4c6dOxLrNDU1pfonAoEAb968wdDQENV7YDMN2Ma2HTt2UMNnfX09tm3bhpycHJSVlSE6OlrEmPju3TusX78e27dvpyFFOjo61LhTV1eHmpoascLOwsjLy8OSJUuo4HV3dzdcXFwkerP/1X6yUVJSAm9vb3pAKikpwbJly3D37l309/dzjIzC7c3NzYW6ujpHk+Lu3bv48ccfqZ6MJBgZGXEOHTweD0+ePIGzszMiIiIktvfBgwewsrKidP7Ozk4EBgZi06ZNmD9/PidcSRiJiYlwcnKi97m7uxsWFhawtLTErFmzJDINysvLsWfPHmzatAnp6ekQCARYt24dNDQ0MGnSJLHzj21AqqqqgpGRETw9PUWMjszBUJhtwhzSGYFQYMQzHxAQAC8vL8pgE74njCj8V199xWFAPn78GOfPn5cYzsVg69atMDIyomvF4OAgwsPD4e7uDllZ2VFDY7Kzs2FkZETfTQ8fPsRPP/00qmg2AKxatYqKTw8ODqK5uRk1NTU0PEcSq/Ht27f49ddfKfMmJycHDx8+RHl5OXbv3s0ZO0D0/dTS0gJ7e3tqMHr27BlkZGTEGi8ZqKmp4Y9//CM9/L5//x5ZWVnw8/ODt7e3SFjMnj17YGNjg1u3bmHp0qW4desWQkJCsGXLFsqeKCgooGs2IHpf7ty5Aw0NDU767crKSiQmJsLBwYEyQYTR0dGBGTNmUFHt2tpa1NfX49mzZ9iyZcuo63x3dzfCw8MxceJEjjGkvLwct2/fpqniGTQ3N8PBwQEbN26kWa0GBwfh7OxM3wnBwcEICAgQ+87fs2cPYmNjwePx0NTUhKqqKhw7dozqsPn7+0NaWppmcBMeJ319ffj6+gIYeb+Vl5dT9uemTZvEhlwCI8/UnDlzqPEkJycH58+fx7Nnz3DlyhWJBrb+/n7IysrSNTkrKwsRERHIz8/H48ePxTLf2GXd3d05RtXi4mLs3bsX6urqkJaWFlsuPj4eU6ZMoSFUcXFxnDDUqqoqkf2f8Jzn8/nw9vam862srIxjtBIG29jm5OREtY4OHz4MeXl5HDhwQGTtEp6/b9++haysLJKSkuhn1tbW1BA1hv/9GDPmjGEMYxjDfwPsF+PQ0BDVwHBzcxPxuEtKcwyMxPEbGhrCwMAAJSUl9AXMhL0Ig70J8PDwgJKSEqZPn07TXbNFsiUdSt++fUsPZRkZGQgNDcXg4CB4PB5evHghQim/efMmDblpbGzEypUrce/ePfj4+EBLSwtffPEF9u/fj8HBQc6GkF1/R0cH9u/fjyVLliAyMpIeShgPKdNXJi0wA29vb1y6dAnl5eV49eoVpk2bxjHA/FYWt9zcXJiamsLLy4vjTe7v7+e09fbt27h8+TKYzFmHDx/G559/DjU1NYSGhuL+/fswMTHhGBYkCQKqqKjgs88+44gyhoaGUkMXu83CWTfWr1+Pbdu20UP10qVLqUFPWMAwJCSEpuu9c+cOzXbm6+uLadOmYdWqVZy4dwa1tbUIDAykfwcHB+PMmTPw8/ODvb09vv32W7i7u3PuBVNnSkoKrly5Qj22xsbGMDAwgIaGBmJiYuDo6Cg2tKWxsZFusHt7e6Gjo4OKigqcPHkSGzZswFdffQV/f38MDQ1xvJFtbW1QU1Oj9yojIwN+fn7Q1taGq6srFBQUYGVlNaohsLm5GV5eXvD29oa9vT0nQ5y4Qzfwz+fszZs3cHJyos/0pUuXOFR54Tnw7/aTXf/w8DBWrFiBKVOmcIxTJ0+eFAmFFDf/c3Nz8dFHH4no+rS1tXEMHHw+H/X19dSQ1dzcDB0dHQwPD+Pq1auws7PDL7/8gqKiIpSWloowBphr8Hg8BAQEYOnSpYiJieEc0IqKijhGJTZ4PB4GBgZgbGyMRYsW4d69e5z1raioiBqHhNHf34/e3l4MDg7i8OHDlOEHjIRCCJfr6+vjeOGZ+9bT00MF638rFBYYGcNNmzZBT08PNTU1IsK0zPWZ/gmDEXiWdGAXDstiMgeFhoZCXl6ehpqy28MY8YXrY7NCgoKCoKWlRZ/nxsZGkZCP4uJiqsvB6Is0NzcjPj4ehoaG+POf/4yMjAw0NTWJME6io6OpIOz79++xYcMGHD58GA4ODlBSUsK0adOQlZUlksGHPX43btygz/mBAwewYsUKapxua2sTEYVmyj548AAhISEICgrC9OnTOVpswu1k6iwtLUVYWBhUVFSoXtrw8DDS09OhpqYmUk7cO7Wqqgrh4eEwMTFBZmYmvf/Dw8Miz2VqaioNi6utrcXGjRuRm5uL0NBQyMrKYvr06bh//z7a29tFjCrijF3btm2Dq6srJ0xZXBmGuRgZGUkZd8AIE8TLywtHjhzBokWL6LuKXVdvby9SUlLg7e2N6OhoasRPTU2lRoawsDCOQ6W8vJwasQQCARwcHGhiCAsLC3zxxRdISkpCf3+/SLasvXv3coxCLi4uiIyMhKWlJbS0tLBixQpqhGeHJp85c4ajsxcQEAAfHx+sWbMGDg4OUFdX5xjcmHLs6wAjhjhvb2/Mnz+fo23T0dGB9+/fS2TcAcD169cxadIkWFpaYunSpRIzgQFctlN6ejpevHgBPp+PtLQ0LFu2jD6j7e3tnMxabLDXmoiICOrgAEZCCtnvd+CfGQ0/fPgATU1NPHz4EO3t7Xjz5g1sbGwkrrNj+N+NMWPOGMYwhjH8D+D58+d4+PAhhoeH8ejRI0RERMDX15fj0WODrT3T0tKClpYWDA4OwsvLC56enigoKJDIihG+BjByuJaVlcWDBw8kZuABRpgaHz58wLt372jYxtWrV3H+/HkYGBiI6CgA/zxIMHHYN27cwMDAAKKiorB48WIcPHgQAwMDePz4MTw8PMQKxgIjm0/msJ2RkQF/f39ERkaK3fAcO3YMDg4O1JMaGBiIvXv3Yvbs2Th06BC0tbU5GzNJoRuFhYUoLCxESUkJenp64OLigs2bN0vU2WHGLikpCbGxsejr60NBQQH1eN2+fRvz58+XSPUXhq2tLSZMmEAzlejr69O0xWwwmchSUlKQl5eHsrIyODo6Uh2B9+/fY82aNWI3dbm5uRAIBLh+/Tr6+/thYmICHR0dephxdHTkhBcx7ezu7kZFRQWKi4vx5s0b3L17F/r6+nBzc0NtbS34fD4UFRVFQinY11m7di1u3LiBpqYmXLx4kR60kpKSaKgLG9nZ2VQ3pbu7G3Fxcfj222/h6OiIe/fuobOzE8bGxmLnfl1dHQoLC5GYmIihoSHExsYiMjKS3gtlZWWJzCO2HsyuXbuwatUqzoFBHDZv3ozY2FgUFRWhsLAQ/v7+kJeXR2BgIFRVVTFv3jyJ2ZH+O/1ko7u7G1paWli3bh3diEdFRUFTU1PEgMReUxi2RENDA2bNmsXJjCJuXDIyMlBSUkJ1RzQ1NbFs2TKYmpoiMzMTBw4cEDEKsetkrznnz5+HmZkZLly4INYQLVw3e07HxMRg7dq1ePDggUQjKfP5sWPHoKWlhZkzZyIuLg6lpaU4d+4cXFxcsHXrVpGxbWtrw+bNmzkC1ew+ACMMg5UrV3LSw7PrzM3NRUZGBmVlRUREQENDA48fPxb7/LM/Y4TBjx49iuLiYpqBz93dXWJIK4PXr1+jsbERAoEAGRkZMDU1xenTpyUeFisqKtDQ0ICenh7IycnB1dUV+fn5eP78OWJiYsQarBgDx507d9DQ0EAZNba2tliyZAk8PDxQWVmJ27dvw8bGRqwODGPsZLz827Ztg7m5ORVhT05OhouLC+felpeX49ixY3j48CFaWlowZ84ceHl5wdLSEs+ePYOLi4vIcy38jmltbYWbmxs18KelpWHixIk4cuQIvL29RRIAsOt/9+4dwsLC8N1333GMIkZGRhwdKwZs3be8vDzcunULAoEA8fHx8PT0xKlTpySGqNy7dw+Dg4PUmGprawsVFRVER0ejv78fiYmJcHNzGzUUMSoqCq6ursjOzsbz589x8OBBmoVqNDCOmqSkJOjr6yMzMxMdHR3w9/eHk5MTfV+w62bu8eDgIHJzc+Hl5YXg4GBUV1ejuLgYEyZMgKWlJaZOnUodQ3w+H69fv8aLFy+ooXrfvn1QVVWFvb091UlSV1cXO07d3d3g8XjU0Hn+/Hm4ubnR1OSZmZlQV1cX+8wMDw8jICAAL1++xIsXLxAdHU0NMs+ePYOsrKxIneyx7e7uRnd3N4aGhpCUlARPT0+JWc/YhiS2QfL169dYvXo1R0xYeC3Lz89HVFQU8vLy0NDQADU1NXh6ekJBQQHFxcVYs2aNSDY65vrV1dXU0LNixQrs2bMH586dA5/Ph52dHQ4ePCjWObF9+3YEBgbS8QgICICnpyf09fVhZWWFdevWcRJ2/JaDbAz/ezBmzBnDGMYwhn8TzMvu4MGDWLx4MVRVVaGmpoa7d++itLQUO3fuhJWV1ahpPvX19WFgYIBly5ZR48Tu3bthYWGB7Oxszm9bWlpEjEPsg8iFCxewcuVKxMTEiD0IOTg4wMjIiBpjOjo6kJ6eDmdnZwQFBeHTTz/FypUrRxV/ff36NZycnBAaGso5hJWVlWHJkiUiKavZaZnl5OQwb948uLi4oLi4GDk5OVQ0kn3ou3XrFhYsWICioiKRsauursa+ffvg5OSEf/zjH9SDLK7OBw8eYMaMGfD09MSMGTNohpfw8HCYmpqKhOIwaGxspBvIPXv20BCXe/fuYdKkSTSEgj3GjI4Ic7/YB52oqCiMGzcO6urqHPq78GaptrYW+/fvh56eHg2xAkbCvpYuXSpxcweMhLlNmzZNRAPjxo0bIqFr7LKDg4NISEjAwoULOTozwMh8ERfex+D58+e4dOkSx1MKjNDNFyxYQDfNwnOxt7eX6kL09vZyGFhubm4ihgdmjnd3d+PVq1f4+uuvOeGIAwMDcHBw4HglgZH7yA4HEjZ+bty4EcnJySIHdwDw8fGBrq4uiouLOQf/hoYGlJWVwc/PD7Kysti4cSNaWlrEbnz/1X4KH07Yc8ja2hpTp06Fs7MznJ2d6dwVFs0GQIVbvb29ce3aNQgEAujp6WHx4sWjGo8GBwdhZmaGAwcOQCAQ4MmTJ9QotHnzZhGhZ7awuI6ODhwcHKCnp4f29nbcu3cP5ubmiI2NHVVk9MmTJ1BWVoatrS1sbGzQ2dmJc+fOQUFBASdPnpRo0CkvL8e8efPw6tUrlJaWwtLSkgoyX716VayhbmBgAH5+fnB2dkZ2djZnfNn/F04Nz7Th4cOHmDt3Ljw9PWFkZIR169ahr68Px44dw7x588QylhiEhoZCQUEBaWlpMDU1RWRkJF6+fInS0lI4ODhQYy8bzL09dOgQpKSksH79eixbtgz19fV4/PgxTExMsGvXLhEDr6urK2xtbXH58mUMDQ3h3bt3CA8PR2hoKObNm4cff/wRysrKo4q+d3V1wdLSEqGhoRAIBPRZFggEMDAwkJhpEBhhEqirq8POzo4z35hUzoyGCTBipJaSkkJsbCwNpenv70dTUxP279+PNWvWYMGCBZg8ebLY0D6GXSUvL4/Vq1dzWDtFRUUwNzeHo6Mj59liz6nm5mZ0dnZicHAQp06dgpGREYKCgvDw4UPMmTNH5F3IlGXSnvv4+GDmzJlUeD09PR3W1taccF5x47NkyRIaLsbMvffv32Px4sWjhmsaGxtjw4YNSEhIgLKyMpKTk/HhwwecOnUKHh4eEo2nOTk5mDhxIjXinTt3DoaGhiLvC0kHeCbMrrKyEsHBwfD09ERDQwOamprw8OFDDqOH/Q60tbWlOn7sZ8zW1hbOzs4i9bDvjaamJlasWMFhoL148QKzZ88W0dlhC1jHxsbip59+4hjaS0tLMWfOHGqcE9fPgIAA6OnpYdKkSUhJSUFJSQlOnjwJZ2dn7Nq1S4QZxTakCmveDQ4OYs2aNVBUVBTR66qsrMTcuXNx/PhxymJj3jGHDh2Ch4cHli9fzkkHziApKQlGRkaUEZWTk4MjR47AxsYGKioqMDMzg6qqqki7kpOTsXLlSlRUVIgYsz58+IDAwECYmJhgwoQJo4ZFj+F/J8aMOWMYwxjG8N8AE27ExKEfOXIEampqKCgoQHNzs1ihPAa7d++mqYjb2togJydHMwns3r2banswOH36NBYsWICLFy9yNhbsDdDDhw853hUGwcHBVLSQCfeqq6uj6UKHhoaQkpICGxsbieyGBw8e4P79+3j58iVCQkLg6elJ6drm5uacAzYbNTU1kJKSQnV1Nfh8Pvz8/GBpaYkPHz6guLiYQ2Vua2vD3LlzRTYUxsbGIp9lZmZiw4YNYsMY+vv7oaamRtOO9vT0YOnSpdRgJsnbduvWLUhJSaGzsxNFRUXw8fHB9u3bkZ+fj7dv39I2sMf8xo0b+PLLLzmHQHYIBzASovbrr79ix44dYustKSmhGbLS09NhbGxMxUwPHz4sNsMYg9TUVDx69AjPnj2DsrIyPXTX19dDVVWVCpcKH4x7enqwbds2tLe3IzU1FUuXLqU6FqdOnaLio+LKskUTHz16BGVlZRpWdfHiRWpsEL43nZ2duHv3Lp48eYKQkBB4eHjQObRjxw7IycmJrXNoaAi2traoqKhAW1sbFi9eDB0dHQAjbAAPDw9OuXfv3sHCwgLnz5/nHAbY7cnIyICxsbGIoevs2bOYP38+5zNGx4J9YC8tLYWNjY1Y9t2/2s/Xr19DT09P5JlnH4BiYmLw008/UYOpuHnv7u4OIyMjFBUV4dixY5wU8VZWViKhkwx6e3uRnZ2NW7duwcrKCiEhIXSd8PX1hZKSEv2t8EHI1NQUHh4eePfuHYKDgzFx4kRUVFRQkWdJehgdHR1YsGABTpw4gZcvX2L79u1YtmwZmpqacPnyZU5qaOCf609bWxtqamqgrKxMGUHd3d1Yvny5xCwxzO+qq6shLy+PiRMnIjU1ldM2YaaJMEPB2NiYY1ANCQmhqZQlMbSAEcOIqakpZbo0NTXB3t6eskXYYubCqKysxPz58+nzFB8fT8e3oKBAxMAbGhpKGXxMn3t6ejjCrvHx8TA3N6cHeeH72dDQgMuXL+Pp06dwdXWFvb09FcV1dHSEmZmZ2DECRkI7jh8/jq6uLmzatAnKysrUgGBlZUXZFcyzLSMjIxJqdvnyZXq4bWlpQXt7O5ycnBAWFkZ/I7weFRYWQkpKSkT/h3m/Mf9nw9XVFdra2pg5cyYOHTqE/Px8XL16FZMmTYKMjAw9aIszKHp7e1PBYx6PB319ffouv3btmsS05wUFBbh8+TLevn0LfX19mJmZUSOViYmJiAZMb28vbferV6+omDkwYtCUlpbGvn37MDQ0RENtJTFjt2/fjmnTplGNnjt37kBTUxMZGRli28q+hry8PJYvX4729na0t7cjKioKdnZ29FrC9bW3t2P//v2UDScvL4+ioiIAwM6dO6Grq0t/Kzy+d+7coexVX19fTJw4ka6xYWFhSE5OFtvWZ8+e0bmZkZGB77//norZnzhxQuLaAIw8v1JSUgBG1hkzMzN6Ly5cuIBbt26JjIuqqqrYdyR7npmYmHB0mgYHBzF//nyR53b//v20fHd3NwQCAVxcXDgsrStXrmDx4sV4+fKl2Pl16dIlHD58GNOmTeO8D0tLSzF16lROyGBLSwssLS05TLShoSEcO3ZMRMtqDP/7MWbMGcMYxjCGfxGHDh3C/fv38f79e/T29kJLS4vDEImPj6dZDdhoa2vDlStX6KHh+PHjnEO6QCCAoaHhqHHWWVlZWL16Nfbt28fxNgobD5jPgBHGh7A45tOnT7Fs2TLs3LkTxcXF9POcnByoqamJPYBFRERg+fLl6O/vx9u3b7Fnzx64u7vj2rVrHC+vQCBAVlYWysvL0dfXh7dv30JZWZmmYAVAPenC7a2uroaamhr6+vpof3x9fTF//nx89913nExXT58+xfz586n3iklvymymgoKCOJvN6upqsfdFGH5+flSssbi4GCEhIXBzc5OYIhQYMbhMnjwZJ06coJ8x9Gt2CtovvvhCrHDy/fv3MX/+fGr8u3//Puzt7eHq6srZJAtv0Lu6uuDv709Tpzc2NsLKygr6+vro7u6mrBNxnsiysjKYmJhQKvydO3egpKRE7wtzT8UZDfLz87Fq1SrqIX337h0MDAxgaGgo8TABjBiJpKWl0d3djbq6OuzZsweenp64cuUKTSnO1ClMf4+MjORkNDIwMMCsWbPQ1dUldiN9+PBhWFlZ4ciRIxzdIvZvxNH8U1NTqX7R8PAw2tra8PPPP8Pc3BweHh4cIV5DQ0Ox2kD/Sj8ZMBnBhA0Dwuy7zz//HMeOHQMwYjRih8H5+vrSQ1NHRweOHTsmEu4m7r4cOXIEmzdvBjDCuHJ3d4ejoyMaGxtRVFREWUU8Hg/19fV0LRkYGICZmRlH9ycuLg5WVlYAIBKOWFJSwtFrEW5bSEgIncvsfkdHR2P+/PkwMzPD4sWLcfv2bfj6+uLy5cu0LUlJSaNmIuvo6MDChQtx8eJFREVFQUtLC/Hx8RKNTSdOnMCuXbvo9xEREfQQxuPxUFdXBwsLC87BSpJOWWBgIJycnOja3tvbC11dXbFhk+fPn6fGk5aWFspYYt4bUVFRIgLzAoEA5eXlWLx4MYcJVVlZCUVFRXh5edHDHJ/PR0ZGhgjTisH+/fupU6GpqQnbtm2DmZkZCgsLqcGAGQN2/TweDwcOHOAwLqKjoyEjI0MFu9l4/Pgxh0UAjITjfPnll5g/fz4nFIzRlGMzP4ARg/6dO3dQWVmJ3t5eqKiowNjY+DdDRK5fv45ly5YBGDHgBwQEUON5bm6uCDsrJycHcXFx1GmTkpICf39/zr03MDDgjI8whoeHkZSURHVM+vr64ObmhjVr1uDt27ec+yYQCNDW1gYDAwOcOXOGXtfa2honTpyg86agoAA+Pj4S63z//j3NoAf808jBGNCY/kgCm03o6+uLSZMmoaSkBDweD3v37pXI4rh79y6sra3pOyQuLg4rVqxARkYG+vv7qbFOeA4BI8YUe3t7Ol8OHz6MH374QUS8mgltYspVVlbCzs6Orn8vX77ErFmz6FokXE9ubi59Ji5dugR9fX36m8bGRsyePVuEHc0Gn8+Hnp4eFBQU6DiJew+x8fTpU6irq3M+CwkJwfjx4zF79mxOJrCKigpoaGhgcHAQHR0dkJWVpY4ZBkpKStiwYQPns46ODmzatImuF4WFhXQMmHHX1dWFiYkJFBQUOGzh2NhYrFq1SmwI5Rj+9+IjMoYxjGEMY/jdiIiIIMePHyc8Ho/88Y9/JH/5y1/IqlWrSHFxMSktLSWEEPLtt9+Snp4eIhAIaDkAREdHh1y5coUUFBQQQgj58ssvyc2bN0lNTQ0hhJBx48aR1tZW8uLFC06d7OuoqamR+Ph4cuPGDbJlyxbS1tZGy370EXdJHzduHCGEkD/+8Y9kYGCADAwM0OtFR0eTRYsWkb6+PpKVlUW/I4SQ1tZW8vnnnxMej8ep38/PjyxfvpzExsaSX375hWhpaZGJEyeSiooK8sc//pGWj46OJjt37iTv3r0jfD6f/Pjjj2Tx4sXk3r17tK/Kysqkv79fpL1///vfyZ///GfS0tJCPvroI9LV1UVkZGTI06dPSV5eHsnMzCQtLS2EEEI6OzvJjh07yN/+9jdy8uRJEhERQbq6uuj3X3zxBdm7dy9pamoihBDS3NxMnj59SseMjfb2dtLY2EgIIcTd3Z10dnaSt2/fknnz5hEzMzOiqKhIfv75Z5FyAAghhFhZWZHDhw+TsLAwsmXLFkIIIR999BEBQD766CPC5/PJpEmTSFNTE7G3t6flhoeHCSGEyMjIkODgYJKYmEiqqqrI0qVLiY2NDfn111/pfWTfUwZ/+9vfiLa2NomNjSWpqank22+/JbGxseQf//gHOXfuHPn666/FliOEkFmzZhEpKSliZmZGXr16RVatWkViY2NJWVkZaWhooPeUPa9evXpFCCFk2bJlxMfHh8TFxZHnz5+TH3/8kezfv5/Y2dnRusaNG8eZu4QQYmRkROTk5EhQUBD56quviK6uLpkyZQq5fv06GR4eJp9++ikBQMaPH8+p969//StZs2YNiYuLI4cOHSKEEHLmzBmipqZGqqur6W/Hjx9P+Hw+vSfGxsYkJyeHnDp1irx+/Zr+hmnXl19+KTIufX195Pjx46Szs5N8/PHH5JNPPiE7d+4kKSkp5Ouvvybv3r2j92/WrFnEy8vrv9VPpr1bt24lurq6JDw8nKSmptK5wW6vtrY2uXXrFpk/fz7h8XhES0uLnD17lty/f5+Ok6urK6murib/9V//RUxMTEh9fT2pqKiQOIcIIURRUZHcunWL7N27l8ycOZO4uLiQr776inh5eZFZs2aRL774gggEAtLU1ERMTEzIvn37SFNTE/nkk0/IP/7xD3Ljxg16LXV1ddLV1UX6+vrIp59+Sj8/f/48cXFxIQcOHCDd3d1k/Pjx5M2bNyQ5OZn+5ueffyZFRUVEIBDQe5qVlUUOHjxIMjMzybFjx8i6detIWloamT59Orl69SqJiooikZGRZPfu3URGRkakbwxKSkrI119/TbS0tIiXlxfx8fEhMTExZPPmzeTNmzec36alpZHIyEgyefJk0tnZSQghZP78+SQoKIicPXuWjB8/njQ1NZHS0lLS3t5OyzHP+rhx40hXVxd5+PAhaWtrI6qqquTHH38kp06dIrm5uSQuLo50d3eTzz77jFMvswbcuXOH9Pf3k/Hjx5MPHz6QlJQU8vHHH9PfPX/+nBDyz/Vn3Lhx5IsvviCTJk2iz/zQ0BDx9PQkUlJS5JtvviFRUVGkr6+PfPTRR6Svr488evSI8Pl8eg0GNjY2pLGxkfj7+5NvvvmG2NjYkMWLF5P4+HjyxRdf0HrHjx9PywwPD5Px48cTc3Nz8u7dO+Lk5EQAEHd3d2Jra0vu3LlD/vSnP3Hq+f7778knn3xC3zMtLS2koaGB1NTUEEdHRxIQEED6+voIIYQUFRWRSZMmkfHjx9P27t69m2zfvp0cP36cBAcHk7i4OHLt2jXyySefkHnz5om8X9jo7e0lP/zwAyGEEAUFBWJubk4OHTpEcnNziaysLJGWlqb9fPr0KXF2duaM/y+//EJev35Nnj59St6/f096e3vJixcvSHNzs8Q6P/74Y7JmzRqSk5NDwsPDyZ///Geye/duIiUlRXbu3Em+/fZbWue4ceOItrY2mTZtGpGTkyPffPMNIYQQWVlZ8vTpU3L16lVSWVlJ4uPjOe9uQghdTwghJD8/n+Tk5JD4+HjS09ND1NXVyZEjR4iXlxdJSEggv/zyC61TGK9evSL79u2ja8v27duJm5sbUVNTI+np6cTV1ZWsWrVKbF9XrlxJCCHE0NCQ8Hg84uTkRNzd3cmuXbvI0NAQ+eSTT8TOIUIIWbp0Kfnoo4+Ijo4OGRwcJFZWViQ1NZXcvHmTU8e4cePIuHHj6H2eMmUKWbRoETE3NyfPnz8n06dPJ0+ePCH/9V//JVLO0dGRxMfHk9raWkIIIQsWLCB///vfyZ07d8iHDx/It99+S5SUlEhbW5vIeokRIgT56KOPSFpaGpk/fz7dAzJrFvPuF8Z3331HANA1paWlhXz55ZeEx+MRW1tb4urqSnp7ewkhhBQWFpLVq1eTTz75hPzlL38hP/30E/nmm2/ouyAsLIxMnTqV9Pf3k5UrV5KhoSFCCCE1NTUkIyOD7oMEAgF5+vQpaW1tJZ988gnp6ekhOjo6JDU1lezYsYM0NDTQMfz73/9O9uzZw5nrY/gPwP9vbUdjGMMYxvCfi8zMTMyYMUPEw/j69Wu4ubnB3t4e2traWLhwoUjmFiMjI5r2mQ1GRDg0NBRGRkbQ09PjfM9mJxw+fBi5ubloa2tDd3c3bGxsYGNjM6rGDQN7e3scOXKEsnkYjZfS0lLo6OjQUJOhoSG0tbVx9E6OHTtGGSfPnj2Dq6sr/b6trY2TMePKlSuYPn06FVJlkJ2dTePknZycMGvWLBHvJwNnZ2eOzgvjJTpw4ADHe8bgxYsXmDp1KkpLS0W+CwkJwcqVK+Hs7IwFCxZQIU5ghCr/8uVLDA0NwdTUlLats7MTmzdvxpo1a0RCIMR56crLy6nHvbGxEbKysmK1ZphxKiwspP+PiYnBhg0bUF1dja6uLkRGRlK9HIbZw/wfAB2T+vp6+Pn5UY2I/Px8BAcHUyaOsGeQfU8vX76M4OBg+t3+/fs5tG8mLIGp+8yZM+jp6UFLSwucnJywfPly5OXl4cWLF9i3b5+IfgFTls3Wys/Pp6KxbW1t8PLyop735uZmDnOmqamJzo2rV69i5cqVdMyKi4sREBAg4lEW9og2NzfTDGk1NTWwt7dHQEAAnj179ptex4GBATg7OyM+Pl4km42+vj5ljrB//+/0k91e5nkERsLWFBQUsH37dhFmC3s90NDQEJtWOioqCmvWrMGxY8fg7Ows8sywr/H06VPKmCsrK4OHhwcd25qaGhHNKhkZGcTGxnKuUVpaioULF2Lz5s1IT0+Hnp4eXF1dOeWKi4sxY8YMEV2Zp0+fYsKECXBxccHFixexcOFCzjM6MDAAGxsb2Nra0jUlNzeXeppzcnKQkpKCLVu2iDCahJ/Vnp4eaGlpISUlhY7rgQMHsHr1as59qaqqwtSpU8WGz92/fx+zZ8+GpaUlFixYgLS0NE5d7HFZtWoVlJWVoaOjg+joaERHR2Pfvn1QU1ODhYWFiKbU6dOnMW/ePJFnt7KyEtLS0tiwYQO8vLwwb948sRnQuru7sWTJEk5WvBcvXgAYubfW1taUZVRbW4uGhgbOu+zatWuUdVZTU4OAgAA6N96/fy/CYGIy33R3d1PhX2Dk+Q0NDRUJGWSPEzDCKpSWlubMFYZlVVBQABMTE/q+EtYOqa+vx5IlS9De3g4+n4/a2lps2LCBhuxKCh1ixvr9+/ewtLREWloaXePt7OxEskL19vZiyZIlNFyXjRMnTlDxWFlZWZEwYzZLZ8+ePXTuV1dXw9PTk95DJnMdGzt27OCE8LCRnJwMPz8/aGho0DA/5jrs+Zeeno6mpiZcunQJPj4+iIiIQE9PD54/fw5nZ2eRtY09PsPDw2huboavry8CAwNx7do1+p2xsTGMjIxomc7OTnqfLl68SJ8JYISRxh5T5j4y8+Dx48fo6uoCj8eDpaUl4uLiKPtq69atSE1NFSsGff/+fdr+TZs2wcLCArW1tRgaGkJqaipiY2NFxpR5riIiIrB69WrO9zweD3FxcXBxcYGLiwt8fX0xc+ZMDjOJfQ3mXcT8fejQIUycOHFUvSNg5FmRl5fnhJAyLKtbt25h/fr1lD3DPJt8Ph+9vb3Q1NTkvHvYySpMTU3pul1ZWSmiweXm5gYtLS2RdcPDw0MiQ28M/zkYB4gxHY5hDGMYwxhEkJCQQFpbW0lwcDDp7+8nf/7zn6kHuba2ljQ2NpK+vj7yj3/8g8yZM4eWa21tJfb29uTkyZPkk08+IcPDw+Sjjz6iXqn79++Turo60tPTQywsLMgf/vAHkbrNzMyoF5PP5xNra2siLy9P/Pz8SElJCTl79izHC84A/18v39GjR8n169fJ+vXribS0NPnqq68IIYRYW1uTH3/8kYSFhdEyFRUVJDw8nBw7dow0NzeTgwcPkufPn5Ouri7i6elJwsLCyNdff02OHj0qUqefnx/54YcfiLOzM/XAMSgsLCStra2krq6OzJgxgyxfvpzjgWf/39vbm5w4cYIcPnyYfP7556S2tpZs27aNZGVlkR9++IHw+Xw6fvn5+eTixYskKiqKDA8Pkz/84Q+Ex+NR79LTp0/J+PHjSV9fH/W4EjLiqZ87dy65ffs2kZeXJ9XV1SQ6Opq8e/eOyMvLky1btpDExERiZGQkMq5MWy9cuECSkpLIZ599RmbNmkU2bNhAfvrpJ7J+/XpSWlpKCgoKyF/+8hdarqenh4SHh5Pw8HDS0dFBysrKSF5eHrl+/ToxMDAgGRkZpL6+nqSmppKFCxdy6jx//jwZP3480dTUJHl5eeTq1askMzOTmJqakt7eXlJbW0vWrl1LdHR0OOX4fD4JDQ0l9vb25I9//CMpKCgghw4dIjwej6xevZpUVlaS4eFhEhwcTH766SdO2e7ubpKXl0fk5ORISUkJmTZtGjl9+jQpLi4mH3/8McnKyiJ8Pp9kZGRw5vzAwAAxMjIihw4dIh9//DFlkbW3t5Nt27aR3bt3k/b2dnLixAkRz+mZM2eop7S7u5tkZWWRvLw88ve//510dHSQ8ePHEyUlJWJubi72nnz48IHo6uoSKSkp0t3dTWxsbMjMmTNJREQEqa2tJa6urmTBggUi95SNU6dOkezsbDJhwgSyZMkSIiMjQ9zd3Ulvby85ceIErW9oaOjf7ifT3q6uLmJpaUkmTpxIfvjhB2JqakoEAgFxdXUln376KYmKihJhEBUUFJDQ0FCSlZVFr0XIiEe4p6eH3Lt3j1y8eJH89NNPxN/fn3z88cdEIBCQgYEBEhMTQ7y8vEhdXR2Jj48nd+/eJba2tmTu3Lnk8OHDREpKitjY2IiMyZkzZ0hGRgZJTU2lnzHPW2trK9m9ezf5y1/+Qnp7e8n27ds5ZYODg8lXX31FXFxcaBlmfejo6CARERHkiy++IF988QWxtbXllK2qqiJ79+4lf/3rX4mZmRkJDg4mM2bM4KxZo+HRo0ekr6+PyMnJkXPnzpGysjJCCCFKSkokNDSUeHh4EFVVVbpWVlZWkoiICHL06FFCCJf9QsjI3G5ubiaDg4Nk6tSpYusMDAyk8+HWrVvk+fPn5E9/+hOxs7Mjg4ODRCAQkD//+c+cdSwkJITMmTOH6OnpkYGBAfKnP/2JrmPd3d0kMzOT/OEPfyA//vgjWbp0qdi1MzMzk1y4cIHIysoSKysr2h5bW1vy5ZdfksjISNrP5uZmsmPHDrJ9+3ZSW1tLTpw4Qa5cuUIUFRWJnJwcOXz4MJk5cyYJCQkR6d/Tp09Jfn4+cXJyIs+ePSPl5eVk165dZNWqVeQvf/kLefHiBZk+fTrZunWr2PFh2lBfX0/s7OzI119/TQ4fPkwIGWFQrlu3joSHhxMVFRXat/j4ePLVV1/R8TE0NCQxMTFk0qRJhM/nk+TkZFJTU0MiIyNpPQKBgJw9e5Z8/PHHRE9PjxDyT+bKyZMnSXl5OXnx4gWZMmUKyczMJIWFhRwGUUtLC/H29iYpKSlEIBDQdjPjXlhYSD777DPS1tbGebeUlpaS27dvEzc3N1JaWkoyMjLI0aNHiZWVFfnss89IeXk5mTt3Ltm4caPY8Tl06BBpb28n3t7eInuNmpoa8oc//IF8/vnn5JNPPiEff/wxZx4RQoiTkxNpbGwkFy5cIHw+n+Tm5pLs7GySm5tLGhoayKFDh4isrCxnDjHXGB4eJhYWFsTe3p4sXbqUJCQkkMbGRjJp0iTS3d1N3r9/TyIjI8n48eNJb28v2blzJ3F3dycDAwMkKyuLxMTEkJUrV5KFCxeS8vJy8pe//EXsHGpoaCCXLl0iDg4O5M2bN6Suro7s2LGDTJ48mfT29pLPP/+cDAwMkPj4eE653t5ecurUKWJlZUUqKirIp59+Svbu3UuGhoZIe3s7GTduHOnu7iYJCQmc9xkA0tPTQ8zNzUlAQABZvHgxZdExY3DlyhXS29tL3r59S3R0dMiUKVNE5iwhhOjp6ZFPP/2UdHd3E0NDQ2JoaEjy8vKIrq4u8fb2Jp6enmLvKyGEfPjwgaioqJAvvviCZGRkkMHBQVJdXU3Mzc3J/v37iZSUFOe+MLh79y7ZuHEjcXV1JU5OTvTz6OhokpOTQzIyMkTqYq5TV1dHDh48SJ48eULMzc3JggULyPnz50lWVhbJycmhDFH2HBrDfxD+/2VFGsMYxjCG/zQcOHAAxsbG9G/GEyYQCJCbmyuRIdPa2opp06aJpP0WCAQoKyuTmL6cQVpaGtavXw9gJBWlpaUl9SoCEPGeS8K+ffugo6MDb29vmvGEEUUGRjxAbA2RxMREjpd3z5492L17N3R1dfG3v/2N6jqwERkZyWF9MNfl8/l48OCBiHe3oaGBoxHE9pYdOXIECgoKMDAwgImJCU07K+y5zsnJwa+//sphazDsknPnzomIvhYUFCAtLQ2dnZ1obm7Gp59+Cnd3d/r9/fv3ce3aNSgoKIj1LjN4/fo1Fi9ejLa2Nri7u2PmzJlwc3OjZYRj/Ovr66k+0c2bN2FkZESZNYWFhbhy5Qrc3d3x+eef074yYMfSx8fHUzZMcXExjh8/DmdnZ4wfPx5z585Ff38/x5vJsHlaWloQGhpKmSI3b97EyZMnoaCggHHjxtFsXwzOnz9P59iBAwdgampKRXzb2tpQX18PT09PaGpqihVkbG9vR3V1NUd4MjQ0lGYUGjduHDIzMzllGI+6QCCAq6srzZLV3t6OyspKuLi4YOLEiRwRVmEoKiri6NGjOH/+PKZOnQpDQ0PK9jhw4ACHBQOIFzgFRlhBYWFhmDt3LgwNDaGrqyuWgfHv9JMNJSUlHDp0CAkJCZg8eTJcXFzw7NkzDA4OwsvLS6yuT1lZGaSkpNDc3CzyPIjLAsf+TUlJCZqamlBSUoKBgQE8fvwYZmZmCAsLw6xZs/DnP/9ZZP4BoKwbcWA0SyRh8+bNItlrGPYWIzQrDsx4d3V1ISAgACoqKli9ejXne3H3j80qmzNnDmbOnAkXFxe8fv0aWVlZCAkJ4YiMs1FbW4uZM2fSuQ78cz25ePEi1SCRpA317NkzzJo1i5PKPT8/H9LS0pTNIg7Ozs4iml48Hg/d3d24fPmy2GxOAHfNbG9vR2JiIjZu3Ij169fTrG1sAWs+n0/LdHR0oLi4mLIBGcHanTt3YsGCBRg/frzIXCgvL+dk32F0zHp6epCZmYn4+Hj8+OOP+PrrrznsD+H7xPxdXl4OIyMjTJ8+HevXr8fy5ctF7ouHhwc0NDSQk5ND59mWLVuwZMkSykKIiYmBmZkZ534MDg4iJSUFBgYGIsK5Q0NDePPmDc6ePYv9+/fTtjLPCp/PR319PaZNm8bRhhkeHoZAIEBpaSlHvJ8Bm81x/fp1Klj+5s0bJCcnIzAwEJ999hn+8pe/oLKyUizb88CBA5CSkuKwJJn/Hzp0iPPMCJfPy8ujekBsvH//HiUlJZT1KEmLbevWrVBRUYG0tDQVw01PT4efnx/k5eUpW4tpU19fH2pra5GcnIyOjg4MDw/j8OHD2LNnDyZPnoxx48aJZM16+fIlXYevXbsGb29v1NbWgs/no7y8HIcOHcK8efPwxz/+EYWFhbTcixcv6H7pwYMHsLOzozoy79+/x8OHD6GpqYkffvgBN2/eFBkDYCRZA8NAY6/nTPr130JISAhdy7777jvo6+sjOjoafD4fNTU1o+7n2KnedXV1sXTpUqioqGDVqlV0jMStZ8xn169fx4oVK2BsbIzz589j586dmD59OmWB8Xg8zj6Ifa2amhqcOHECS5YsgZmZGQwMDKgOoCSNnzH8Z2DMmDOGMYxhDL8TDQ0NWLRoEU0pyoaenp7IhoWNHTt2wMfHR+SQ9ejRI+jq6nLCkgQCAaUjt7e3o6CgAA0NDdi6dSvs7OwAADo6OlBWVuYcOCSBvdm/f/8+MjMz4evri5MnT1IqL4/HQ39/P3x9fbFnzx6agnnOnDkcGm5nZyc+fPgg8XCanZ2NyZMni6W5r1+/nlOut7cXNjY22LVrF8cwxN6AdHV1QSAQUBq3JDFCLy8vbN++XUSk2N3dHSEhIZzPTp48iXXr1lFjS29vLxQUFKCsrCz2+uyNDjtNdW5uLrKyspCfn49Fixbh5cuX0NTUxMqVKzmbf0bMNzk5Gfb29jS7kI+PDzQ1NfHkyRNOfUzWGwaNjY0wNjammbB2794Nc3NznDt3jhMmkZWVRQ2KTD+uXbuGtWvXIjMzEz09PXB0dMSmTZtQUFBAf8Pj8XDlyhVOnf39/Thz5gwsLCzohn7//v0wNzdHeno6xyDC3BtmnI4ePYqdO3eiqqoKVVVV+OWXX+Di4kJ/X1dXh7q6OpH0xlVVVVi1ahW8vLwAjBh23NzcsHfvXs5zw/4/WwATGDGKHT9+HENDQ5CWlsbp06dp6nV21hxmjrHn2o4dO9Dd3S2yseXz+ejv7xfJivPv9pNdZ0FBAXbv3o3h4WEsW7YMiYmJcHd3h5KSEiernPAGv729HYaGhvTgwAjQAsC9e/cQERHBmavASFhIUlIS+vv7abprRiB8YGAALS0tOH36tEgWKQatra1QVVXlhE0wIWYRERGIiYmR+Hw+ffoUNjY2KC0tFTGI2dnZiQ3VE9d3RtT62rVrowrFAyPzRF1dnYbu2NrawsLCgoYescdHWLg4MDAQW7du5RhRgZGsgMz8ZIPdbx6PhwsXLkBOTo7zrpCRkZEYWgqMCJ6amZkhMzNTZA5qampyxNyBkUM98xyyhYH7+/tRWFiIyMhIODo6YteuXSKC2/Hx8QgPD0dLSwsyMjKwZMkSTgjH0NAQHj16JCIo3dvbC29vb2zYsAGNjY00Bf3OnTs5WeEqKiroOsaMraenJyctuTCys7Px5MkTKmALjIzryZMnsWTJEvr8CY/Bzz//DDs7O8yYMYMeZNn3o7u7m2ZpCw0N5YxteXk5NRiz28pGbGwsTExMRA7pycnJMDAw4LRraGgIXl5e8PHxQX9/P1JTU2FkZIQjR45wQsVu3bpFDWiSYGNjA2tra8569+HDByxcuFDE6MC0u6KiAq9evYKjo6PI9YRDHMU9q66urtDT00NVVRWysrKgqamJ8PBw+j0Tnsjj8ZCamgpjY2NUVFSgrKwMenp62LZtGyc9fEVFhUjmJj6fj/DwcMjIyOD58+eoqalBUFAQ/Pz8cOfOHdquhoYGkffZ2bNnsWjRIpw5cwZDQ0NISEiAq6srTp06RR1FjDi5pD4GBQVh+fLltJ3MOtDc3AwDAwMRpxz7HdPX14fExER0dXVh/fr12LZtG+7cuYPvv/8e3t7eImGx4sCeL6WlpXj79q3IOvPixQuJYtqtra2ws7ODm5sbNm/eTO/r8PAwWltb8f3333OMocLhZoODg+DxeKMmOBjDfxbGjDljGMMYxjAKhA8e2dnZsLS0xKZNm9DZ2Yne3l4EBQVxGC4M2Jon+fn5sLOzQ0REBPV0dnZ2YunSpSIaHE+fPkVmZiZOnDiBdevWoa+vj8aQnzt3DsBInHhSUpJInZJezOI2wux2Mrhz5w48PT0RGRmJrq4u9Pb2Qk1NjWZVkDQ+bBw5cgRGRkaczFPbtm0TO0aPHz+GnZ0d1VhgH6pGy+IkjCtXrmDDhg0ICwvDjRs3wOfzkZSUhHnz5ondYO3evRuysrJwcnKint4NGzZg9uzZYhlHwMjhvKysDN3d3XB3d8eHDx8wNDTEYTAdP34c5ubmYtMN9/X1IS4uDhs3bqQe3f3790NBQQFZWVki94jpc29vL+7fvw8HBwds374dfD4f169fx/r163Hw4EER/Rg2Y+DDhw84ceIEjI2NkZWVBYFAgOjoaFhbW+PGjRsi2kbC2WLi4+OhqqqKvXv3UqOPubk5kpOTJWb3unnzJjw8PBAVFYWOjg709fVh7dq1WLNmDUdfhl0nc9+rq6uhqalJ70tpaSk11IljtrGRmJiIgwcPoqurC/fv36eGlWfPnsHS0nLUg3R4eDjN5sSGJNbOv9vPgYEBqluQmZmJN2/eoLOzE1euXKFGgtu3b0NbW1tEd0sY0dHR+OabbziH/OHhYUhJSdFsVwz6+vqQmpoKHx8fmgkpKysLq1atQnJyMmfDzzbysceBx+MhKioKrq6uuHz5Mp2vb9++xYwZM0Y1LDc1NcHa2hre3t54/PgxHZ8TJ06IPKPs+youO8yZM2egpaVFNVrEgc/n49ChQ/jyyy/pmgmMMKakpKR+c2yLioqgo6MDHx8fXLhwAW/fvsX+/fuxcOFCqnEh/G4oLCxEUlISzWz48OFDGBkZYc6cObCzsxs165BAIEBHRwfCwsKwadMmpKam0mfTx8dH7NppZ2eHiRMn4tmzZ/Qaox3MmO+GhoZw9epVBAUFITQ0FH19fSgrK4OKigpCQkJE9GnYZXk8HqqrqxESEgJra2u8e/cOdXV1sLOzQ2BgIJ4+fSr2PQGMjL2qqipdhxhIesaY3+zfv58aldj6bAwaGhpQUVFBD+fstjIYHBzEo0ePsGnTJjg5OdE2Tps2Ddu2bZM4ZsBISvDg4GA4ODhQA9rVq1cxefJkOvYM+vv7UVRUBG9vb3h7e6Ovrw9PnjyBqakpdu/eLZa9K7yOMX+XlpbC398fMjIySEpKwrlz5yAlJcXJgAn8c/wqKyshLy+P3NxcLFu2DAEBAfQ3Dg4OHKaYJGzdupWuJ319fbh+/ToWLFgAR0dHTuY1Ho+HqqoqREVFwcLCAm/evEFLSwucnZ3h7e2NoqIiEW1BNuMJGNH2WrlyJR4+fIiBgQFER0fDy8sL586dE6tVx5Q7d+4cpKWlKdPqwoULlMU5mn4g2yDj4+MDS0tLzjpgYWEhwh4EQLP5Xbhwga6Vra2tHE0jDQ0NnDlzRmx/KyoqUFJSwnHwjDbnBQIBbGxsoK+vL9awNFrfgBFn0KJFiziOBeGxH+1aY/jPw5gxZwxjGMMYJECc976vrw95eXmwsrLC7NmzYWJiAmVlZc4GWNhLy+DevXvw9vaGjo4OZGRkoK6uLuLl7e3txbt37+Dg4ICvv/6a4xU7d+4c/vznP8PIyAhSUlJi62Pg4+MDf39/BAUFid3cCoM5zNXX12Pt2rWYPHkyNmzYQEWFHR0dMWHChFFTrzJobm5GWloaVqxYgRUrVsDMzAzS0tIczxm7Le/evYOnpyfc3NyQn58v9iAsCey+Z2dnIyQkBDIyMlBVVcXq1aupF56N7OxsyMrKIjY2FlJSUvD09KSesYCAAJqWnA0+n4/Xr1/DxcUFsrKyWLt2Lf3uypUr+Otf/4odO3Zg1qxZ1PssPH/q6+uhrKwMJSUlqKqqIiYmBsPDw7h27Rpmz54tlu3ElE1LS4OVlRUWLVoEV1dXtLS0oKSkBBYWFggODhYJxWGPi6enJ7S1tbFy5UqahvTMmTPQ1dXFmTNnJM6L6OhorFu3Dvb29jA1NYWrqys6Ojrw+PFjaGpqinh62c+Jg4MDlixZwkl97uLigmnTpnFS1AvD2dkZjo6OWLFiBdTV1fH69Ws0NjbCx8cHgYGBEj2fZWVl0NLSom14/PgxFixYgKysLMjLy2Pv3r0S63zw4AFWrFjB2YyPttH97/Szrq4OCQkJsLa2xsSJE+lcv3btGiZOnIiSkhJoaGhg3759Eutnt+348eP48ccf4ebmBnNzcygqKooYDdjt9ff3h7KyMsLCwvDhwweUlpZCTU0NgYGB9AA1Wt9bWlqwZcsW2NnZYd26ddi+fTsWLVrESRnPvga77oaGBmzcuBEbN26EiooK/Pz8MHXqVBp6KPx7YeMm2+B09+5dDhNEuCwwcrDes2cPtLW1OSGPJ0+eFAm1E9f2d+/eISAgAFZWVpCSkoKuri5dD4Wfmfr6evz8888ICgrCt99+S1l0NTU12LBhA/T19amRWNzBisGHDx+wa9cuODo6YsqUKbC2toasrKwI+41BYmIivvvuO45oNNsgK3wv2eUdHR0hIyMDZ2dnVFZWoq2tDaampjA1NeWkyRYue/fuXZiZmWHZsmXQ19dHTk4O+vr6EBAQAHNzc5EDKLufp0+fhpycHJKTk3/3Op+WlgZ1dXXOO5YxxsTFxYllnDDfs+tmQni2bNmCDRs2iLBORwPDMFFWVsbq1auxbt06EbFkZnzevHkDJycnLF26lCYoqK2thYODA9zc3EZd/5j2M2hqasLZs2ehqamJoKAg7NmzR+zvGNH2qKgoACMhR9LS0tDU1ISlpSWUlJRE2GfC4wOMsI2kpKQok2t4eBgeHh6wsrKiSRDYZQIDA6GiooJ169bhxo0bGBoaQlhYGCwtLcWGLDFlS0pKsHHjRqxZs4YTznXs2DFYWVnRMCjhvr58+RIGBgawtLSErKwsXF1dwePxkJeXB2tra85zMNq4lpWVISoqClOmTIGxsTH09PSgqqoqUmZwcBCHDx+GgYEBJk+eTBmsAoEAa9euhZycHGxtbTmC0Oy66uvrsWjRIuzatQvS0tKcdei3jCkBAQFYt26diJFc3H1k/ma+6+npgaqqKtauXUvXjtEcE2P4z8aYMWcMYxjDGMQgPz8fs2bNouwDNsuGQVlZGTo6OjgeKwDw8/PjaLCwDyWtra3o6urC9evXRUKu7t+/TxkeFy5cgJKSEiIjI3H16lXq5SoqKsLVq1dpneIO4jk5OVi4cCFu3rxJD12j0Y4ZDA4OYunSpbhw4QLKysrg7+8PV1dXymg4cuQIx+s62kEBGNkIZmZmory8nBPTzfyus7MTb968QWtrK/h8Pnbt2oUNGzbg+vXrYpktktrP3qQw7WtqapLoYd60aRP16rW3t8PW1hbS0tIS4+Xfv3+PgwcPAhih9X/33XeIiopCXV0dvS9Xr16Ft7c3Ll68KLadAoEAOjo6lNKfnp4Ob29vhIeHo7OzE5WVlSKeTAalpaX4/vvvUVRUhPT0dOoNraqqQn19/ajhfQEBAVBXV0djYyPOnTsHDw8PhISEYGBgADk5OSKeZQZM1g3G2/38+XO4u7vDxsYGlZWVEu8PMKJvYWZmhvv378PR0RFeXl50bHfu3Ek1DoRx9OhRSEtLAxhheyQlJUFeXh4FBQXo7e0dVZPKyMgI8vLynP4kJyfD09OT46EWN38KCwvh5uYGDQ0NziHitza//2o/Ga2VY8eO4Q9/+AM2bdrECRUKCwuDnp4e54Ap6XlldDuAkVCRCxcu4OjRoxyDoHD7N23aBGNjY4SGhsLBwQG+vr6oqalBS0sLNDQ0RPShhA99zN9DQ0MoLCzE0aNHceDAAREjZG1tLRwdHWnf2IyR4eFhFBQU4PTp08jIyOAYctjw8/ODoqIiYmJiOJlZJBkehQ0GKSkpdH1NT0+HqampiCaUuDWd+VyYAcKw8Nh1sdvy5s0batCqrq7G4sWLabhac3Mzdu/eDRUVFTqH2e1lmBDsz7q7u/Ho0SO8ffuWE0olDjdv3sSPP/7IYZj8VsY2LS0teHp64syZMwgMDIS7uzuePHkCPp8PT09PEbYfg7a2NkyaNImuHadOncL69etpSKDwYVrcM/Ts2TOoqKhgy5Yto64jDN68eQNNTU1O2CEDDQ0NEaPKwYMHYWxsTDOUCesq1dbWIigoCNra2iLtZO73qVOnJOqlNTY20gOyMIaGhjBnzhwcOHAAly5dwp49e2BiYoLCwkJ0d3cjKipKxEgpjm0kSV+I/Tf790VFRVi/fj2WLl3KCVPLysqizBJ2XexrvnjxAomJiXR8t2/fjl9//RVHjhyBjo4OfH19cfjwYQQGBnLaYGdnh/Xr1yM3NxcJCQmwtLSka1x8fLxYRwowYnhavHgxjh07htbWVuTl5WHNmjU0DFacXhfTXnV1dWqYr6qqgr29PaytrdHW1oa3b9+KPCN79uzhMJ/FZYo7e/YsHjx4IPL+Za93SkpKkJaWRl5eHs0YCYw4PIKDgyUyn/X19ZGeno779+9j4cKFqK+vx9DQkMTfizOurV69GufOnftdrLvm5ma8fPmSfu7i4oJFixb9roynY/jPxZgxZwxjGMMYJCAwMBCzZs3iHMpGE9tk8OLFC+jp6WHDhg10U/1bm2tg5EU8PDyMQ4cO4erVqxgeHsbevXvh4eGBK1eu4Pr164iMjJTodQRGPFeZmZlUuJbH4yEsLAyrVq3i0Hwl1a+qqko1Jtrb22FqaorFixdzUm4Kh+JUV1eLUOvFHZKEQ6fU1NTg7OwMKysrapBgQigYo4i4awAjIQxXrlwREYD9Pd6n5ORk6OnpcQ4sc+bMgb+/v9jyxcXFlMZ/+/ZtVFVVwc3NDb6+vtRTf/ny5VEpzHw+H7a2tpzwl5SUFMyaNQt+fn4iB0U2ysrKOBT5ly9fYt26dZCTk+OIQ4ob8+joaDoXGCHVRYsWwcTERKKgKjAyX7W0tDjtPXv2LOTk5CjrQFyd/f39sLa2pgfw9vZ2eHh4YP78+ZxriWvr/fv34e3tTcehqakJWlpamDp1qsjBQHhjW1BQAFNTU+zatYsjMiucfpb9b0tLC9rb29HZ2Yn+/n7s27cPLi4unLAcSfhX+/nu3Tv6DFVXVyM3NxcREREIDg6mBqSGhgbOQUG4vYODgxgeHqZhgezwNGEIf97T0wNtbW06z4qLi+Hk5ARDQ0OxRkx2iAAzx8VdVxxev34NX19fWFpacow1o4V6svHo0SNoa2sjOzsbPj4+CA4OxrVr137XGhoYGAh9fX1s374dX331FU0Tn5ubC2NjYxHjJXN/7t27h9zcXM5BaLT62PNXU1MTGhoamDJlCn0e+Xw+FBQUKIOvvr5eJHU6MGLAYxv+fyuMgs1sSEtLo89FbW0t5s+fD2tra4ltZtDb2wsjIyPav9evX8PZ2RkKCgpUrJddFxtdXV2cJABNTU1wdXXFokWLKLuCKcvuy5YtW+Dp6YnExEQ0NTWhvb0dZmZmsLKy4misSMLRo0cxd+5cJCYm0oO3ra0tpy0MXrx4ga1bt8LMzIyjR8ZeM9gMP2FjSlFREdTU1EQMWuKYusLo6OigyQqAfxo2ZWRkOO9Q4Wv19/dj+/btlDkpXK+kUCxgxJg9PDyMyspKbN26FT4+PmLf9eIYwz09PVi4cCGsrKywadMm2Nra4sOHD7h9+zYiIyNpunU9PT0R/SR3d3fKRnz//j0SExMhJSWFLVu2SBwfBps2baLG1v7+fhw8eBCTJ0/mMJXFPQthYWHU6DQwMIDbt29j/vz50NLSovOZXe7u3bv49ddfObpl4n4nDOF73NDQgKysLJiYmFCn1sOHDznrBSC6xu3btw+3bt2CrKws1QW7evUq0tPTJTrDWltbkZ6eThMV3L17F6tXr0ZcXJxYkXmmrS0tLZCTk4OpqSmsrKyoUSw2NhafffbZqGHGY/jPxpgxZwxjGMMYhMDe9B0/fhwTJ04U2aj+Ftra2mBnZwd1dXW6WRU2ZogDI+pnYGBAD5UpKSnw8vLC1KlTRTIksdtTUVGBadOmYdmyZSL03NjYWHpQHg3+/v6wt7enG4lnz55BU1NToo5MfHw8VqxYgXnz5uHu3bu/Ow6b0bcpLy/Hr7/+ChMTE8oYuXfvnoggIPDPzdelS5ewcOFCuLu749dff+V47kcDc1/fvXuHoKAgxMfHIy8vD6WlpdDS0uJkXhHG8PAwdu7cCVtbWxQXF6O3txeBgYFwdXWFkpIS1NXVf7P+mzdvQkFBgXovOzs7xQouCqOhoQHTpk1DZGQk/YzZaI+WQQgY8TD/+uuvnOwn1tbWIt5sccjJycGCBQsotT8lJQWenp6/KZi4a9cuaGpq0o0un8+HnJzcb9ZZXV2N2bNnIywsjH7m5eUl4pFnP39xcXFISkpCfn4+2tvbYW9vj5CQEDx58kRsO5nPmpqasGjRIoSFhUFWVpZ6s48fPw4LCwvOwet/op/M3D127BjU1NTw6tUrtLW1ITw8HP7+/rCzsxOr78Tu65o1axASEgJpaWn6fLKvPRqGh4ehqqoKT09P+tmdO3egpKQkYrxirtfe3o6FCxeKZAH6Pairq8O+fftgYGDAETf+LePTmzdvcOjQITrnampqsGvXLvj6+uLo0aMS2WvAyHyVkZEBj8eDg4MDdHR08Nlnn1GPPzvLEBu3b9/G3//+d3h6emLVqlWccLvfmutMWEh5eTm2bdsGU1NTjoaRsJg5G/n5+ZCTkxPRepEE5r68ePECU6ZMwY4dO/DDDz9g7969lP0kLS0tNkxUGIaGhjA1NaXrB7MG/pbBHxgR39fU1KRhUpcuXYKfn5/EENzt27dTAeepU6fC1tYW+fn5EAgEsLOzE8k6JCmMJCcnB+vXr6e6VLq6uvQ7YQdDfX094uLiYGBgwHkef2uMe3p6YGpqygmb+VfCUwYGBrBixQo4OTnRzy5fvgwXFxdq+GDAbq+Ojg7s7e2xevVqWFhY/G4mRWhoKMzNzaGkpIRLly7h6dOn1CgtrOEiDnv27KGMrpqaGuzevZuybYCRvickJIg1mvn6+mLFihWUXcUY6EZbO5k+e3l5Yfny5fR5LiwshL+//6jZ3oCR9XnChAn0ffbmzRu4u7uLHS92eLO0tDRMTU1FvvstuLi4wNXVFRERETTE2NTUFH5+fvj88885z0tvby8KCgrQ0dGBvXv3ori4GDExMRg/fjw1cDU2NmL69Okic54dFiknJ4dNmzZBS0sLwcHBaGxsRHV1NVatWkWNa+Kgra2Ns2fPIj8/H19++SVsbGzo2n7r1i0Rfbwx/L+DMWPOGMYwhjGwwPZyMGyTwsJCzJw5E/7+/vR3o3nK2N4Z5rAonB5bXNm2tjZ0dnaCz+fj2rVrsLS0pJ66oaGhUVOQ9/b2YteuXcjIyMD79+8RHh6OgIAAXL16VaKwLhvMb6qqqrBjxw5oa2sjKioKS5cuRWpqKue3zBi1t7dDXV0dra2tOHbsGBQVFZGSkvKbHvi+vj6kpKRgeHgY6urqiImJwf379zF37lyYm5vTDZ64dnZ2dkJXVxdNTU1IT0+HnJwcgN9mPglv3nJycrBr1y6sXr0acnJyNBae/TvhjX9raysSExOxadMm+vv8/HxOaMFvedazsrKgqKgIXV1dLFq0SETLRVL5169fQ1FREYaGhkhNTcW0adNEQjYkbVDPnj2L2bNnIzw8HBs2bIChoSGnPnY5ZuyZz0pLS7Fo0SLo6+tj5syZItlFxM37Dx8+YOfOnbC3t8exY8fg5+eHDRs2cNrEXF/4vjU2NmLJkiXQ09ODgYEBlJWVRcowsLS0hL6+Pvbs2YMJEyZQkWZ3d3e4ubmNyjxatWoVTpw4gfz8fEycOBETJkygRrabN2+KlP3v9pMB48E2NDTE7du3MTQ0hMuXLyM0NJSKcYqbA7a2tggODkZVVRUmTJjwmwK+4vDu3Tts3LgRmzZtQm9vL8LDwzmsEGEYGBjQw0NVVRViYmLogV3cXBOXBez48eMiaaHFsdaAkdC6yZMnw8DAAJ999hnVQunt7cXevXvFCr6zMTAwgNraWpw+fZoKBiclJWHcuHEi4T9sttP169cpO+rGjRtYsWIF1R4ZDdnZ2VizZg1do9va2nDs2DEYGBhQkWlJrIrh4WGcO3cOq1evho2NjViNGuEywMjc09TUxI0bN/D8+XNMmjQJ6urqcHR05GiS/dZ1Ojo64OvrC11dXRQUFMDMzAwhQln/RjMSurm5Ye7cuUhISMCkSZNEUj0z/759+xaenp7o7++Hv78/jIyMsGvXLigrK4sVsGbXmZiYiPfv33PGsK+vD8PDw/jw4QNdO4QNOXw+nz6jJ0+ehKGh4agGSXbZjo4OpKSkYPr06WKz3/0edHR0QE9PD2vWrEFubi6WLl0qYlgRrpM99j4+PtDS0vrNTJW3bt3CihUrAACzZ8+mxv7a2lrExcVJzDjJ1F9WVoa5c+dCT0+Pzp3379/j0KFD0NXVRUtLC3g8Ht68eSNxLvj5+WHx4sXIysrCxo0bOVm0fsvI7OnpienTp2P79u2YOnUqZYUJlxNm/V64cAGTJk2Cq6srZsyYMeq9ZTs7jIyMsHLlSso8/q17mp6eDgUFBVy5cgVbtmyBiYkJKioq8P79e2RnZ3McJMCIATsxMRFr167F1KlT6fUPHDiAqVOnYvPmzZCVleVkmhLG5s2bsW3bNvT19eGXX36Bo6MjXFxcUFFRgZ6eHo7Dif3ubGhowP79+9HR0YFFixYhMzMTe/bswcSJE5GQkEDHdCxz1f+bGDPmjGEMYxjD/xfMi+7ly5fQ0tKCpaUl9u/fj56eHrS3t0NBQQEqKiqjXiMqKgpeXl6wtramujbHjh3DkiVLOOweBswLPycnB/Ly8li4cCH27NmDO3fuIC8vDw4ODtiwYQNnUyJOXNTHxwd///vf6aGlvr4ee/fuhZOTk1hRQOYa9+/fF9nU1NXV4caNG9iyZYuIHgvz25qaGly4cAEmJib0u5ycHCgrKyMgIECipsCDBw+oDlFDQwMsLS3pd2ZmZrh165bYcgyGh4cRFhYGT09PLFmyhAr/hoWFIScnR2yZ/fv3w9XVldN+YOR+9/T0cLQVhPsJjIyttbU1zp07h/Lychw/fhyurq6Ii4vjiHgK0/Vv374tIuQIjHh/z58/z9kMCm9g7969KyJI29/fDy8vL0RHR1O2g/Dhqa+vD7m5uRxNFWAkLCMoKAgxMTG0zcIHTT8/P4npcuvq6qhnT1jAta+vT2ST+OrVK1y4cAFGRkZwdXUVW+fQ0BD27dsncl1gxJt9584dieKNRUVFWLlyJf37w4cPWLBgAU1ZKxyWde/ePTpmra2tOHz4MHp6erBo0SIUFxfj4sWL+Otf/8oRHBd+zv7VfrJx8eJFxMbGorCwEOXl5bh48SJMTExE1gRJB4ywsDC0trZCXV2dHjIfPHjACbMTvobwHBAIBKioqMCGDRugrKwMNTU1arQSZ3QIDAxEfHw8zM3NYW9vj9mzZ0sM42HGZWBgAJGRkQgJCaEhTVevXoWlpSX8/PwkHvB4PB6sra3pAX/fvn2YNGkShzU02uGLfd0zZ85QZkR8fDznUM7+bV9fH3R0dKCiogIvLy96oC0tLYWsrKzYcBH2/a+vr4e3tzdMTExQVFQEPp+PgYEBXLhwQSyDkm1AYlBcXIzNmzcjICBAJGRDXN/q6+tx7949tLS0YMmSJaivr0d9fT0+//xzhISEiISQMGPW2toqsiY3Nzdjx44dVNxcXH0AcP36dcrMZN+DY8eOISUlRYSJxpSvqKjAmTNn8ObNG1RWVlIDW2trK1auXEl1yMRh+/btHK0rce0Sh/DwcGzatAlycnKUbXfz5k2YmJhIFLZn0NraSnWe7t69C2trawQGBkp8l7GZUowxTvi9ERISwklPL66f8vLy+PLLLznzdO/evVi0aNGoDNUTJ04gKSkJ8fHx0NTUBDDybnnw4MHvCkkERt7j2tra8Pb2putwV1cXfSey6+vu7kZFRYWIA+DgwYNwcnKCp6enCKuK+Tc7O5uyWNjPUGZmJjIyMkTCqplyN2/exOnTp2lIKfN5dXU18vPzxerrMG3Izs6Gm5sb9u7dS0PmQkJCMHv27FGda8BIWCabHd3Y2Ij9+/fDwMBgVMbTzZs38fXXX8Pe3h4FBQV07jx+/Bjp6emcPYpAMCLUzfSppaUFmZmZ6Onpwdq1a3HgwAHU1tZi1qxZsLCwoEYogUCA3t5emhVw69atKCgowNDQEIqKimBmZgZgxPGlrKzM0VAaw/+bGDPmjGEMYxgDC/39/Vi2bBnu3r2LoKAgTJo0CQEBAdQj4uvrK3GjdPr0acjIyKCjowP/+Mc/sGrVKnrYyszMxKFDhzi/Z17ira2tUFRURH5+Pl6+fIng4GBs2bIFra2teP78uViPtLAeQW5uLrZs2YIZM2bQOvv6+nDgwAGRECm2QWbx4sUi2UDEQfgQLiMjA2trayxZsgRaWlp0I1hZWQl7e3ux7JyBgQGEh4dDV1eXxm8vW7YMoaGh0NbW5qQFFWewYlgjqampmDdvHk6fPg0AyMvLw+zZs8WKdhYXF0NbW5safUbTtWE+Y3/u5OQEKysrXLp0CWvXrkV0dDTa29tx5coVeHh4cARs2ddsamqClZWViAiuJMFV9nd3796FkpLSb5YT993mzZtFDq+/h0WRk5PDOdBJ+p24Og0MDETqZP9OUja1PXv2iLABxNUnrv3d3d0wNzfn3PPz589LZFSkpaVh3rx5nANkdnY2NUa+fPkSHh4eVGOF3X4G/2o/mXafOnUKc+bMga+vLzQ0NBAbG4sXL17g1q1b0NTU/E19CwA0pJCtV6SsrCwSIsUeK0NDQ4ne+Y6ODmpUEB7z2NhY3LlzB8+fP4eDgwN27dpFDx3y8vKjMgR1dHSwY8cObNmyBX/7298o26mgoAAuLi4cqj+7rU+ePMH8+fM5eiPXr1/H119//btYMmwUFhbCwcEBenp6mDNnDhVCF+7n9u3b4e3tjb1792LTpk04fPgwPcQ2NzfTwxMDZt2vqqpCeno6ZRJERkbC3t4et27dQl9fn4gBjV13R0cH1q5dS0XyBQIBqqursXXrVmzcuFGscY5BSEgIZYdWVVVBQUEB3d3d6OnpgZaWlohgL3seqqioSDTUitOVYu7Nq1evIC8v/7uEitmH/IGBAZiZmdE07W/evMH8+fNRXl6O5ORkjhNAeK5fuHABenp6dO78Xpw6dQorV67E0NAQpKSk8Omnn9Ln/dGjRyLhmux67e3t4eDggLlz51LNqxcvXsDBwQFWVlYimbfY4ZrLly/nGF0krdXC63xxcTE0NDRQVVWF69evQ0lJicP+ZWtVscszqKiogKamJhYsWEAdRwEBAdDQ0Bi1/oyMDHh6euLo0aOora1FX18f7OzsYGZmxgnfFK7T0tJSrJFSGMJzqL6+HioqKhxWyWjhlmzjhpGRkYhhXlxZ4c8qKysxdepUZGdnY+7cudDR0UFGRgaAEcYX24nEgH3fioqKoKCgAAsLC7p+dHR0IDU1lZNRjN1fBm/evMH+/fvh4eFB1+fc3FyRtY/P5yMvLw/5+fnYvXs3IiIiqIOJ3T5dXV0RpxDDvlZXV8f06dPptRsbG/Hjjz/CxcUFCgoKo7KAxvD/DsaMOWMYwxj+z6O8vJy+DK9du4bExEQ0NDRg3rx5OHv2LLS0tLBmzRqJAnICgQB9fX104xEXFwdjY2NERkZy2DJsVFRU0P/v2rULc+bMoZ7h1tZWaGpqcrKTAOI3MXfv3oW5uTn9e//+/Zg8efJvboQHBgawZs0a+Pn5ARClqovrI4PExEQ4ODgAGDEY+fv7Q1FRUST0g50VhkF9fT2Sk5NhYGCAe/fuoaGhgSO0yK6LXWdYWBhsbW3p5jwgIACOjo5QVVXF0qVLxR5UhoeHERMTg//6r//i6HaM1k+2F/b69escQWhmU8psuNmeMva1+Xw+ZGVlOcyR3+spffToEbS0tKj3j20U+y3PdEBAAMzMzGjmst8TGsDj8dDY2IhvvvkGqqqqEpklkrB9+3bO/PstYxmDhIQErF69mjIxfqtv7MMwM+4hISFYu3YtXr16ha6uLpiZmY2qC/XgwQMoKChQj39zczNMTEyQnJyMpUuXcoSL/6f6WVtbCzU1NSoEXFRUhI0bN1KjkDgDJDvLzIMHD1BeXo7e3l4oKirCxMQEt2/fhpGREac9wtizZ49I9pnfaiuDY8eO4R//+AcVzgZG1qR169bR9UIcjh8/DktLSwwNDUFeXh5hYWH4/PPP6XhL0rthPMePHz+Gubk5PDw8qPG1vLxcZN2trKzkCEWLQ2lpKR49ekQP2cLzOSAgACoqKrSec+fOwdvbGzt37uTo3DDjdfz4cTQ1NaG3txcLFy5ESkoKfvjhBzrGCQkJ0NLSEjEGCkNFRQUJCQm4du0avvzyS6xYsQLNzc1ob29HQkKCxJTpCQkJMDU15RhVgoKCICsryzFSiru/Dg4OI7zTOgABAABJREFU1Gj6r4QL1dfXQ1ZWlobv/F4Ba2BEa0RPT4+jgcKE7SooKHCyRArj3r17WL9+PRwdHX9TQ4UBn89HREQESktLERcXB3NzcxQUFOAPf/iDyJogPEYxMTHUALJixQp8+umnNBNZQ0ODxJDGvr4+WFlZ0QMze43/reeso6MD9vb2UFNTozpZr169gr6+PjQ0NDisOmEmTEZGBtLT01FfX4+QkBD4+PggMjISUVFRmD17Nn02xLWhoKAAM2fORHp6OpYuXQoTExM6Z728vDjGYjaYev6VOQCMGN2NjIxgZ2cnEi41GgYHB6GrqwstLS1UV1f/rnWL7QDavHkzMjMzUVJSggULFiAiIgIyMjJISEgQW5Z5v/T19aGhoQEfPnxAf38/rKyssGHDBmqIkmTUGxoago+PD/bv30/HMyUlBe7u7jA0NMSMGTNE1j8ej4ebN29i7dq1+OWXXzisnfXr12PmzJlQV1eXyIZ89uwZpk2bBhMTE5SXl9P9Y319PbZs2cJxPPye8RvDfy7GjDljGMMY/k+jp6cHISEh6Ovrox4YPp+PgwcP0o3N+fPnoa6uLsJwYb/IgX9uBBQVFenGTk5ODjY2NpxyDQ0NcHZ25oRYaWhowNXVlRp5rl27BgcHh1FT8b579w4LFiyAmpoaqqqq6G+zs7Px2WefiYQdCRsdAgMD8be//W3UdMbC5U6ePAlnZ2fIyclxwoT27t2L+fPno7m5WeQaAoEACQkJ9CDS0dGBtLQ0rF27VsTTJy4z1eHDhyEnJ4fr169j8uTJCAkJof2/f/8+x3MnPF69vb2Ijo6Gjo4O53AqSTcoICAAzc3NEAgESExMhKysLIKCgqjHvq6uDlZWViJ9FBcG9N1331GjFyDZoMNuS2VlJWbPno1169ZJvLak8ocOHcLPP//MyTryW15iBuXl5ZCWluZoqPye+PrIyEh8/PHHHIPl7814tH79epiZmYkwICS19e3bt5g/fz50dXWhrKyM5uZmREVFYe3atTA0NOQIogobBBlj7Zs3b2BgYABLS0vweDxcuXIFu3fvRlBQ0P9YP3fs2EGNCKdPn8bcuXNhb29PQyVfvXoFZWVlzsFdmMHR3NyMSZMmYf369TA1NaW6EEFBQdiyZQvHUCMcOjgwMIA5c+ZgwoQJdG36PToqnZ2d9MD15MkTTJo0iWaXSUtLg5ub26hjxOfz0dfXh7CwMMqyi46Oxrhx40T0JZg21dfX44svvqDhbUwmLAsLC7Fpy/Py8vDHP/4RW7du5RjEhfsy2mcCgYAeatkH/ezsbDg7O4uEJRw8eBCLFy9Gb28vwsLCsGfPHqpNwT7o37p1S2Qul5WV0QPg48ePERwcjMHBQUhJSeHOnTtwcnLClClTOHUKz4XBwUGcPXsW48aN4zDLurq68OjRI4nsK2ZerFu3Dp999tmoBhThMgwsLCwwY8YM+u6TtJ50dXVRI8Lz589x9OhRrFy5khPWCYw8h8JMKebfmpoavHr1Cq9evUJvby9cXFzg6+uLoqIisUYEdmay5ORk9Pb2oq2tDWpqapTVYmdnBzU1NU45gUDACW/cv38/amtrERwcDA8PDwwPD+OLL74QYUcK97+zsxPS0tJYsmQJNcj8nrWPecYyMzNhYmKChIQEul4wouiSjMVGRkbQ09PD8uXLERQUhNOnT+PUqVPYtm0bIiIiqMgy+3lnDMZDQ0Nwd3dHfn4+cnNzsWDBAsTExGDNmjUirGEGzHVsbGzw008/UabpaMYB4TEIDw+HtLS0RGaYpHJXrlzB6tWrsXfv3t80BDHGF2Bk/rW0tKC3txcGBgaUsbZmzRo4OjrS+ScOWlpa0NPT4xiuQ0JCoKSkJCJgzYa2tjYCAgIQHR2N2bNnY+vWrbQtZ8+exZs3bzh9ZL+fLC0tsW7dOhw6dIiz5p06dUokA5rwnrO+vh7x8fGwtramRqSMjAyO0fdfMeCO4T8TY8acMYxhDP9n0draSl/QRUVFsLe3R1FREQQCATIyMvD111/jxo0bkJOT46RsBbgvSG1tbTx8+BDAyObHwsICO3bswMmTJ2Fqakop0GwMDw/jwoUL2LhxI4CRw3RISAjU1NSwY8cOyMnJiU3PLXwoe/78OdatW4ewsDB8+PCBQ1GW1N6amhq6oUlPT4eMjMzvyliTkpICW1tblJWVISQkBKGhobh58ya9tiSqeU9PD9TU1GBvb089XP39/TA3N6dCi2ywy5aXl0NVVZVuVDo7OyEvLw99fX0RT5dwliMvLy9kZ2ejpKQEly9fhrm5+aghGz09PXj79i3ev39PQ9uuX78Od3d3hIeH4/bt23BxcaEx6eLae+fOHRQUFKC7uxt9fX1YvXo1tLS0JNbJpqQz4rJDQ0PQ1dWFurq6iCCxuP7W1tZSr9yLFy8wY8aMUdPDMnV2dXUhIiICBw8exP379zE4OAh1dXXo6+tL9MAydXZ3d9PrnD9/HsuXL0diYqLYMWGXKysrw4MHD+hz5uHhAWNjY7EHc+HrODo6Ij4+HsAIU2vZsmWorKxEd3c3Ojo66KGR/YwIBAIMDAxAQ0MD27Ztw8DAAD58+AAnJyfo6urSA67w2Py7/QRADzxM+NTNmzfh7OyM8PBw1NXV4datW5CSkpKoxQGMaMYwfc3Pz8fGjRsRGhoqku1KuL1sg6GhoSE1sAqPizD6+/sRFhaGo0eP0qxPLS0tmDlzJvT09MSWYep8+fIl7ty5QxlhqampcHd3p+na2UZU4J9jxrS1pqYG0tLS1Ojd0dGBgIAAEb0uHo8Hb29v2NnZwdvbG/7+/igsLBQxko7WzxcvXiA8PBwtLS1oamqCtLQ0rKys6PfCYZN37tzB559/Tg0HGRkZSExMxPLly6kw/K1bt+Dv7y9yLwQCATw9PbFy5Uq6Nvb09ODQoUOUVXXz5k2oqamJvF/y8vLw4MEDPHr0CDIyMgBGdKT+8Y9/YOfOnWL7JnxQZBsLw8LC8MMPP4yqFcJeY0pKSug8iIuLw9SpU8XqkzDl7t69iwMHDsDc3JymY3/w4AEUFRURGRlJ1ydhMG1taGjA/PnzYWdnhzlz5lBWKpNiXFwo8PHjxzFz5kwsX74cR48epZ8HBQVh69at2LdvH9avX89x0gAjoVFfffUVffcCI2L++vr6lAW2efNmjiGe3VaA+351cXHBsmXLxGqviUNISAi0tbUxODiIJ0+ewMPDA1FRUSIhdsLz+Ny5c1QbBxhhyFpbW4uw1Nj15+XlcVi69fX1aG9vh5KSEp2Tq1atgq+vL2c9YsaKHRqUkpKCX3/9dVT2GXsOPXr0CK9fv0Z/fz+uXbuGVatW4fTp02KdGuw2X7lyBffu3cOrV69QV1eHNWvWYMuWLaPOobS0NBw6dAj6+vo089bAwAB0dXXp8y4vLy/WQMxg8+bNMDMzw/DwMJqammBqaopNmzYBALZt28bRtGLf//T0dCr8vHz5csTGxkJLSwsODg5ijSrMfR0eHsbAwAC6u7tRXV0NLy8vhIWF4fnz50hLSxPJAsg2AOno6CAoKIju206fPg1zc3M4Ojri+++/F7vnHMP/uxgz5oxhDGP4P4uzZ89CQ0MDFy9epNk2nJ2dqReZ2RyMlg7S0tKSao0MDQ2hra0NGRkZ8Pb2xsKFC0XSZjMv5I6ODtTU1MDExARmZmbo6elBa2sr/Pz8oK2tLZbuzByw29vbERISgr179+Lq1avo7e2FqakpnJ2dUVNTw9kYCRsBtm7dCnV1dcjIyGDXrl0oKCjAkydPsHr1anh4eEjsZ2VlJVRVVanxq6qqCjt37sTmzZtx/PhxjueMXefly5dpynJvb2/o6enh8ePHqKiogI6ODr0eu80hISH00PHkyRMYGhpCS0uL473W0tLipFlmY+PGjTAwMMCOHTtgZmaGffv2oaamBrdv34aZmZnYNOvsg9CDBw9gaGiIrVu3gsfj4eHDh7CwsIC8vLxY5grT9oiICMjJyWHNmjWws7PDkSNHAACmpqaYNGmSRD0NYCRd+Nq1a2Fubk7nm5eXF6ZPny62vUzdJSUlWLlyJfT19WFqaorLly/jw4cPWLVq1ahGJABQVFSEnZ0dQkJCsH79elqvoaEhVFRUROYOU+ezZ89gamoKVVVVJCQk4NGjRygqKoKqqipH90i4XEVFBRYsWABbW1usW7cOVlZWEAgEiI6OxtKlS0dN4xwdHQ05OTmO7kViYiK0tLTEhqIJt720tBSamprw9PSkGXKCgoKgo6MjEmL47/aTfY1Xr15h+vTpNATj4cOHMDc3x/Tp06GlpUV1Z5i6ysrK6GGOydbCGOSGh4dRVlYGV1dX2NjYYGBgQISNw9Tp4uICPz8/agjesWMHJk+eTFMNs8G+xsDAAA4cOAAPDw8cPHiQzrm4uDisXLlS5HDA9PXZs2dYuHAhnJycICMjg5s3byI/Px9ubm5QVFSUqN/x/v17hIWFcQ5IampqWLx4MVpbWyWy2Orq6jA0NIT29nb4+vrCxcUF2dnZo4Yxsg9Cubm5cHd3x5YtW1BRUQEejwd9fX3MmzePIzIPjBin582bB1VVVWhra6OyshIvX77E/Pnz6eFtYGAAUlJS9FkXxuDgIKKioiAjI0ONfPn5+bCzs0NeXh60tLTEGu1fvXoFWVlZfPPNNxzj4atXr2gGIkl9BUaMRLq6ujAzM8OePXvQ3d2NS5cu4YcffvjNrGDu7u5QUFCAiYkJLCws0NjYiKysLHz77bdiRfyBEQOJvr4+Pv/8c064Yk1NDXR0dDjaI+JgYmJC15+Ojg5IS0vDx8cHwMhzLnxvGKipqeGvf/0rHVsej4erV68iIiIC8vLy1DgjzHYaHh7GmjVrICcnR43AW7duhbu7O5ydnaGnpyeR0bBv3z6oqKjAysoKgYGBGBoawt69ezFlyhSxDDRh405HRwdcXV2xdu1a1NfX04xfgYGBEseoqakJrq6umDBhAifL1caNG2k2NXFGpPb2dvB4PFy/fh0pKSno6emBQCCAqqoq7t27h9raWigqKlL2Dlv768mTJ1BRUYG5uTmcnJxQXV2N3NxcTJkyRaJBkcGWLVuwYsUK2NjYQFZWFk+fPqXvqu3bt4sYqtjvUBkZGXh4eEBaWhr79+9HX18fjI2NYWZmJjIP2tvb8fbtWzQ0NGD58uX49ttv8eTJE/p9eXk5li5diuXLl1PjuHCdzPiePHmSGmj5fD4aGxthYWEhktlwcHAQTk5ONHx0YGAAbW1tiIiIoOF527Ztg7S0NNXpEVenuro61q9fD319fbx48QKtra0ICQmBvb09vvvuOw7jWFgj0cLCAhcvXoSLiwvc3d3R29uLiooKXLlyReTdMob/9zFmzBnDGMbwfxZDQ0M4efIk9PX1qVDd/v37YW5ujkuXLmF4eFgiQ0EgEKC2thbKysp4/PgxsrOzYWhoCBMTE+olFPaYsTfa3t7eaGtrQ1dXF7y8vKCiooLXr1+Dz+cjOTkZDg4OSElJEfFiA4CSkhKcnZ2RmJiIVatW0RARGxsb2NraSnyJP3z4ELNnzwaPx8Pt27cRHx+P0NBQDAwMoKKiQmyqWKbd586dw/Lly2FpaUl1Jrq6urB7926RrCRMmy9cuIB169ZBUVGRHlgSExNhYmICGRkZifH5zLgx3u6GhgZs3boVHh4euH37tsjv2feovr4e69at4xySdXR0OOmDxfWPQXJyMt69e4enT5/C3d0dTk5ONMuJv78/wsLCkJubK7LRr62txeLFi8Hn89HV1YX8/Hw4OzvTjSXbyyaM8PBwaGtro62tDY8fP4aXlxeCg4MBjGzchEWUGTAHybNnz6Kurg55eXkwMDDAzZs3IRAIsGnTJs4mkO0lfPjwIXR0dOj4vXv3DpaWligoKAAAEcYKg76+PsyZMwfnz59Heno6du/ejeDgYDQ1NeHVq1fw9PSUGOpiaGjISdns7OxMjSKnTp0aVR8oNzcX5ubm8PLyogaApqYmKCkpjZqCPCEhgbJ+urq6YGFhARUVFSr0KcmD+e/2ExgJ12lsbMTLly+hqalJvbsNDQ0IDQ2Fj48P58AxODiII0eOoLOzk3rLz5w5Azk5OaSnp9PfVVVV0dTwwujt7cWMGTOwZ88ebNu2DYGBgVTbiVknJBkSHz9+jPv379N1wcvLC0FBQdi3bx/U1NQo40YYPB4PZmZmePz4MR48eIDZs2fTw9bbt2/x9u1bEZYUg6KiInh7e2Pz5s2cwykTWiaM+Ph4jlGDud7OnTthY2OD+/fvw9bWFmFhYWLbymYdPH/+HFu3boW3tzc1oO3evZvzTPP5fJiamtI6d+zYAVlZWZSUlKCkpATLly+HhYUFFBQUxGoTMddijNynTp3CsmXLkJKSAj6fj8DAQNjZ2cHU1FRsOWDkXbRkyRJs3rwZ9fX11OgwNDQEc3NzDmuCjXfv3uGXX37BjRs3cOrUKezdu5c6HO7evQsLCwux5YCRrGvS0tLg8Xh49eoVUlJSsH79egwNDeHevXsiDCL2/WVE+IOCgjgMr+rqapF3hPB7NTo6mgraAyPMB2FNKEmacbm5ufjpp58475P8/HwRphQbDGvJ2dkZ06dPR3V1NRobG5GUlAQrKyuxWlbASIbCGTNm4OXLl7h//z62bt1KGWVJSUkS32nAiOGdYaby+Xzs3r0bK1euxNOnT/HhwwdO2BggehhvbGxEcHAwvLy86LpgaWn5m4aVCxcuYPPmzfD09MSRI0cwMDCAtLQ0/Prrr1i+fDllwLGfz66uLsyaNQvnzp1DQUEBjh07Bg0NDdTW1qK4uBiGhoYS63vw4AHmzZuHzs5ODA8P4+rVq1i6dCkqKyvx/PlzTjYoYQP4woUL6bxpbGyEoqIiLl++DD6fL2IYAUbCvktKSjA0NITbt2/D29sbXl5euHnzJp1jHz584GTnEjc+xsbGSE5OxvTp0zlrrIyMjAibbWhoCLm5udi0aRPc3Nxoe1NSUqjx3sbGRqyRlsGxY8dgamqKlpYWHDhwAMuWLaNhaA0NDVQrSnjuJiUlwcTEhBpsKisrqTOGzV4b08j5v4UxY84YxjCG/3Ngh1AYGBhAU1MTioqKNJtARkYG1q5dK/ZlLPySDA8Px/Lly2FmZoazZ88iOTmZ6kyI20S+e/cOM2bM4KTg5vP5iIuLw5QpU1BSUoKWlhYcOXKEHqwzMjIQFRUFPp+PJ0+ecPRUBgcHoa2tjZs3bwKAyKaF/YK/d+8eh61RWVkJGRkZEUMD2zsnTNn29/dHSEgIJ6ONOMHinJwcTJkyBdevX0dAQAC8vb2RkJBAxaLZBxFx5RsaGmBtbQ1dXV00NTWho6MDsbGxsLGx4cSRCwQC6Ovr09SwwIiuwPbt22lIyuPHj2FjY/ObIsQGBgawtbWl1339+jUiIiKgq6uLFy9eoLq6Gj4+PtQLf+HCBUr9bmtrg4yMDB3/gYEB+Pr6UnYFmzHS1dXFOcDGxcVRKnx/fz+Ki4thYmLCMTQw5QsLC2n8PTCymWd+19/fj+TkZE5GFGDkUNDa2or4+HjKDqqpqcHChQs5hxZ/f3/s3buXlmHANuy8ffuWw7aoqqqCrq6uiLefz+fjwYMHHD2PrVu3UqMpj8dDVVUVrK2tOXUJz7s7d+7gyZMnqKurQ1tbG5ycnGBpaQkPDw8YGBiIpP0VDu/z8vKCiYkJJ0Rk+fLlUFJSEhGb/Xf7yUZcXBxkZWUpDb+lpQUbN26Ejo4OmpubUVNTg507d8LHx0fEy/zy5Uu4ublRZkN2djbk5eVFdEcYvH//no5XcXExzYAiEAhQVlYGCwsLOs+Y8sLrl5+fHw0FlJWVxatXr/D69WskJCTA2NhYJESKjYGBAWzZsgU7duzAkiVLqGHk1KlTItlX2OPU1dUFPp+PlpYW7NixAx4eHkhPT0deXh5cXFxouCGD/v5+pKWlwdbWFpGRkSKH3OvXr2PmzJmYOXMmx7BXUVFB++3v748pU6ZQg2ZdXR2sra2xevVqXLlyhZZh67gICy+npqZi6dKluHbtGvr7+/H69WvO+io8F3p7e2FmZkbD7e7evYtVq1Zh3759ImMpzA57//49XVvc3NxgYGCAuro65OfncwxWTHvfvHlDDUfPnz/niKZWVlZyhG7Z7eXxeMjMzKRlc3NzqTaSQCBAS0sLLC0tR00B3draiqtXr1Kj88WLF+Hq6opDhw7BxsaGk2Kc0VW6ePEi6uvrkZSUhPT0dCQlJUFFRYU+N01NTVi4cKHETIxpaWkICAhAVFQUqqur8erVK0yePBn29vZQV1cXMfyxcerUKVhbW1PjSUxMDCZMmMB5J7ORn59P3x137tyh/RkcHERdXR0sLCzEZiEbHh5GQkICampqaMjPzv8Pe98ZVkWydV1Onnln5k6euU4y54QKCAgGBFFEJCtITpKz5KiCgohgwIwBjCgqEswoggRFREAQEEVBkuQczvp+8HTd0ycwOuP97rzvPeuPnsOp7qrq6u7ae6+9dmgoDdoMDg7C2NgYv/32G19Zeua6vnjxAoGBgTA0NERWVhYePHiAXbt2YcqUKVBRURFYlYkbiYmJWLt2Lbq6unD27Fk4OzsjMjISXV1daG9vZ+0XHj58SB0TTU1NLGdaR0cH/Pz8hD7/Dh8+TO+tqqoqVgobMLRP4g0WcTgcHDhwAFVVVXS+9PX1Wc/lI0eOUAFu7nYMWlpa0N3dDRcXF+ok2rVrF4yMjHDp0iWsXLlSYMoxs4eoqqrCypUrqXM/KioKv/76KwIDA7Fq1So+8WHuPURlZSU8PDxgaGiIkpISFBcXQ15eHpqamliyZInA/gJDDkEVFRWWQHFqaipkZGSEpkdzC7FLSkqynIbV1dXYvHkzX7U2Ef57IHLmiCCCCP+1WL16NXx9fdHf348bN27A1dUVHh4eaGtrQ35+Pp+xx2ywioqKsHv3biQnJ+Py5cusSI6dnR2NxAvCqVOnaGSUqVLB4XDQ2dmJ69evU40UZtPQ1NQESUlJvHz5EiUlJcjOzoaysjLLGRIeHk6NcO6NQ05ODnbu3EnP09XVhVWrViEyMpIaks7Oznx6OdxGiaGhIXR0dLB69Wo8evQIaWlp2LBhA2xtbflSyLhx9OhRqnvQ2dmJkydPQlJSEsHBwawSpYIiSPb29nBxccHAwAA2bNhAo5eMcCXvBv/FixdobGykUbHbt2/D09MTO3fuxPPnz+Hk5CS0IgSDa9euQV5enu/7yspKREVFUcdac3MzBgcH0dDQQDePjFEQGBgIHR0dVrTfzs6O75inT59Gfn4+Wlpa0NraisTERIwePZqVCrN48WI+Rk5LSwv27NmD3t5eyjYxNzfHkiVLqBGblpYGZWVltLa28hmHz58/R3V1NRWdDg8Px9y5c6nhzWsEcTgc1NTUwMrKCv39/dQAUVFRQUBAAHWWnTlzBi4uLqyNbn9/P27evInOzk6kpaWhrq4Oly5dwu+//05TEZhIrKA0MmDIsPz2229hbW0NXV1dJCUloa+vD1u2bMGyZctYhgXvOrp58ybt7+7du6Grq0uv17p161gsgL8yTm48e/YMMjIyfNXEOjo64ObmRtdnVVUVdT4yv8nIyMD69etpqtOOHTvQ0dGBsrIyzJs3j+XAZOYuNDQUAwMD6O3txfPnz/Hrr7+ymDze3t7UEBLE1rt//z7mzZtHI9i7du3C5MmTBeqT8M4xc7zk5GRMnjyZ3uvPnz/H5MmTheqrmJiYQF1dHQsWLEBRUREGBgZw5MgRrFy5EjNmzOATbWfQ0dGBx48fY9WqVfDz82NpVuTn5+Ojjz6iBll/fz9aWlowf/58bNy4kV4vFxcXjBs3jo4vOzsbampqLK2vPxr3rVu3IC8vDw8PD9ZvmOvI69AJCwuDgoICdYqVlpZi8eLFLIcJLwICAjBnzhw4OjrSgEJoaCjU1dUxb948PkfFo0ePqGHY1taGxsZGTJw4kbLggKHU1Q0bNtB3AYPMzEykpaWhu7sbpaWlqKurw9SpU6mAKzCUdrlv3z6B4wWGnKNaWlrQ1NSk99Ddu3exefNmqKqq8jnn2tvbcfHiRcyYMQNjxoyh33t7e0NGRgbr16/HvHnzhOqb3blzB2JiYkhOToacnBw1gLu6uuDt7c1XOpoXbW1t8PX1hYWFBQ2CJCUl4dNPP0VBQQFfAOPcuXPgcDioq6vDkydP8Ntvv7F0aIyMjOiziLvtw4cP4ezsDG9vb1RXV6OyshLW1tbw9fWla3Djxo0svR9ucDgcSEtLIywsDFu3bsXKlSsRFxeHnp4eHDt2DK6urti5c6fQcb548QLr1q1jzcfVq1fh7u4Od3d36kQBhhwCO3fuxMDAAF6+fImBgQFISUmx0ooPHz4MExMT9PX1sZ4nlZWVuHnzJvr7+5Geno6+vj4sXLiQ9e6zt7fnu2caGhqQmZkJDodDn8329vaQlpamAYrAwECBDivuZ3BTUxMOHjwIBwcHygA7f/48fHx8oK+vz3dPrlu3jgbEGAets7MzHVNmZiYOHToktAx7d3c31q9fDw6Hg5aWFoSFhUFHRwdFRUXo7e3Fq1ev+MS9uddFVVUVDTLcu3ePOlLz8vKEOssYraPOzk6UlZVhyZIl2LRpE93HCUtDFOG/AyJnjggiiPBfCy8vL2r8dHV1IT4+HmJiYjAwMBAYCQeGNkhjx46Fl5cX1NTU4OPjg/Pnz6O1tRWhoaFYtGgR6/e8G4mioiIYGBjg5cuXdENy8+ZNHD58WKCIaWNjI5YvXw4TExPKqnFxccHkyZNx//59NDc3Q0lJiS8fnFsDxtnZGZ6enujo6MCNGzfg5eUFeXl5bNy4EaNHj2YZRtwOLA8PD6xduxadnZ1wc3ODiYkJioqK8PLlS2zZsoXFEOE1Fq9evYoxY8bQqDQAmJmZwdramo+qz43Dhw/T9B/muEeOHIG4uDjLAOc+Z3t7O65evYrffvsNDg4O4HA4SE1NhYuLCxQVFVkbOmGpJs+fP4eJiQna29vp/Pf19eHWrVt8lUq4xxoZGQl9fX3cvHkTL168wMGDBzFu3DhYWFhg/PjxdMPMa7S1t7cjODiYbqCTkpIwbdo0+Pr6wtLScli9m7y8PDg7O1Px6cDAQEyZMgW7d+/G9OnT+TahzHgqKioQEBAAW1tbHDlyBK2trUhISMC4ceOwdu1avpQP7nlOSUmBl5cXuru7kZubC19fX+jp6SExMRFTp05FXFycwLZFRUXw9fWFt7c32tvbcf36dYwdOxZWVlaYPXs2n5HIzG1PTw8uXrxIHU2XLl3CmjVrsHfvXgBDKSgmJiY4e/YsdYByO1t///13/Pbbb5Rtc+7cOYiLi2PevHmwsbGh5+N1ULztOLnv79evX0NTUxPFxcWse/jevXvDbrZbWlqgoaFBK/AkJyfTMsHPnz8X2ralpQX37t2jhmVSUhJ0dXWxefNmNDU1Ye7cuazqW7yora3FmjVrUFJSQvu7bds2VjU0QThy5Ajs7OyQnJxMtSJsbGygoqICaWlpeo14ce7cOaxcuRJdXV3Ys2cPRo4cyXI+8TpVXr58iZaWFjrHCQkJmDhxIlxcXGBubk41lkpLSykDifveLCsrg7a2NtatW0dTQ/fs2YMffvgBERERmDVrFn0WvU1aQklJCQwMDISWEQeAlJQU+n+mKk9wcDA4HA4aGhr40niY8z969AjGxsZ49OgRYmNj4eLigqioKJpuyq2jwY3BwUFcvHiRsi5ycnJgamoKY2Nj3Lp1C2PHjhXqYOvp6cGOHTvg7e2NqqoqKjqrpKQEFxcXSEpKCtWPiY2NpY6ppqYm2NraQk1NjT73GEOV9/1QWFiICRMmYPny5azn1e3bt3H79m0Wi4jD4bC0ZHbs2IHs7Gzcvn0bUlJS6OvrQ29vL8s5wcwJN27dusVK1dm5cydUVVVpmpGgFFwGx48fp8ZzTk4OJCQkYGdnhz179rDKgfPiwYMH2LhxIxwcHJCfn4/29naaYrd8+XLWfoG3v+np6axKXDk5OZg8eTLOnj2Lzs5OnD9/HhYWFqy0JSbI09XVhcOHD8PY2BirVq2iwQhgyInJm/bG4N69e/D09ER5eTlev34NDQ0NKCsrIyUlhaadCsLg4CCSkpJgYmKC9PR09Pb2YtmyZVBQUICdnR3mzJkjtMJSamoq1q1bRxmvAQEBmD59OtatWwcxMTG+UuvcbbOzs3Hnzh309/fjwoULWL9+PcLCwiirjdfxvmnTJmhra9PPp06dwsmTJ2FnZ4dt27b9oVA3g8WLF0NBQYHunWJiYrBs2TK+IAHwr7VfXV2NrKwseh9u27YNZmZmuHbtmkBNMqZ9ZWUlpKSkaFrniRMn0NraitWrV8PIyGjY55AI/x0QOXNEEEGE/1rcuHED48ePpzT7rq4umJiY8EWmuV/k+/btg7+/P4AhY+jw4cOwsLBAS0sLMjMzWYYXdzsnJyecOnUKr169gpmZGfz9/ZGUlIT09HSMGTOGRgi5wbAvEhIS8OWXX7I2Idu3b4eMjAz09fVpapCg80ZHRyM+Ph4aGhpwcXHBs2fP8OrVK8TExODQoUM0mj0wMIDS0lLMnj2bOi94U5q2bNlCdWG4q+pwn+/ChQt49uwZrTChra2NyMhIXLlyhRp6+vr6Qp1l+/btw3vvvcdnECYlJbE2oNwbOn19fUqRX758OVatWkX719TUJLDKEfP/27dv03SplStXYuPGjejs7ASHw4G2tjYV4RQ0Vn9/f5w5cwZRUVE0R76trQ1lZWXIycmhBhuvdkNnZyeNILu4uGDbtm2orq7GkydPsHHjRuzdu5evz0zbpKQk+Pr6IiIiAs7OzoiLi0NfXx/Onz+PmJgYmsbEO0/Nzc3Q0NBAVlYWLly4AGdnZ2zfvh3t7e3o6OhgVQbjPWd6ejpiYmKwYsUKODs749mzZ3j8+DG2bt0KV1dXoZpJqampMDQ0xM2bN7Fx40Y4Ojri6dOnaGhoQF5eHq0Ax7RhztfT0wNjY2NqAHd1dWFgYACZmZnQ0dGhLLTo6GiWIQMMpUNJSUkhPj4eJiYm+Oabb+jaaG9vZ6W38bIp3nac3GKqGRkZaGtrg5OTEw4dOkSNzyNHjmD16tXDpvht3boVkpKSrLTOnJwcODo6Ijw8nC8NkTnW/fv34eLigjVr1iAmJgZPnjxBTk4OFi5cCFNTU/qc4u1vb28vmpqa0N/fD2tra+zevZtWcfLy8mJF47mvDzDkpJ07dy527NiBGTNmYO/evXj+/DmePXuGpKQkoWy9x48fQ1dXl1Xe/ObNm/j999/p+Xg1awwMDGBsbIze3l4UFhZi7ty5yMjIQEtLC8LDw6Gvry9Qi4rpa3d3NwYGBuDg4ECdbMAQey00NJSvWtbbOHSG02OprKyElpYWdQoCQ0byP/7xD7i5uQkts/zy5Uv8/vvvdI7a29tx+fJleHl5wcHBgeUw4DVsL126BH9/fxgaGiI8PByPHj3Cs2fPYGVlBT8/P+rwE5TS6unpiT179iAgIADe3t64e/cuBgcHERMTg8TERKHV0B48eIDFixdDXV2d9azbuHEjZs6cifr6eoFC3cx3TU1NuHfvHszNzanuW0pKCqsE9ODgIC5cuMBy7pw4cQLi4uKYNWsWddLt3bsXbm5ufNeD+/OZM2cwc+ZM1rtl06ZNGD9+PF+KFff8REZGIjg4GOvXr8emTZsog8nJyQnbtm2ja14Q+62urg69vb2IjIyEtbU11UV59OgRUlJSaP8FrSPGYE9NTaXMy+PHj9M0vb6+PmRlZbHS3Xbv3o1Dhw5BXV0dDx48QElJCXx8fBAYGMhKfeReB9wsO39/f/j5+cHLywu3bt1Cb28v/Pz8EBoayid+zbu/2bNnD44cOQIbGxvKREtNTcXNmzepo5Y3ndDFxQURERHUgR0SEoL+/n6UlpbiyZMnlMXL9PHJkyd0T7J27Vqoqqpi5syZcHZ2Rn5+PjIzM+Hi4oL169fzVQusr6/HiBEj6Frbv38/NDU10draipSUFHh7e8PT03NYph53evn69esxZcoUev0vXLgg1Nna2dkJSUlJWFhYYOHChdDQ0ACHw8HJkyexatUqvrLt3NdnyZIl2LlzJ7q6uvDo0SPMnz8fx44do6ncwvZSIvz3QOTMEUEEEf4rwGx4jh8/DisrK6xZswbXrl1DWloaJk+eDDs7O0hLS/MZQGlpaQgICKDG2alTpyAuLs7KNVdUVGQZprzYu3cv5OTkqKOHic45ODhg9erVlGbNvcm5fv069u7di/7+fty7dw/Xr1/H8uXLsXz5cvryrqmpEVpFCgCuXLlChQoHBgZgZmYGQ0ND1maZ+7wbNmzAunXrkJOTg+vXr+Pw4cNwc3NjbW40NDRY0SvuPjs7O2P69OlYuXIlIiMjcefOHWRlZUFJSQlGRkYoKCjAuXPn+Jg3TN+ZY50/fx7S0tLDikky8Pf359MfsbGxwaRJk/jGyYvKykpMnz6dRufr6+tphQk1NbVhRR5v374NLS0t+jkuLg5GRkaIjo7mSyvghbu7O6XH37x5E+7u7ti4cSNfNSdeivaLFy+wdOlSOv9Hjx6Fs7MzoqOjWZpBAP9aiIyMZJXavXbtGjw9PeHl5cUq18prJFZXV0NeXp5ujC0sLLB27VraV2GV0169eoWVK1dSLYhHjx4hMjIS9vb2fNFdXiM6KCiIGk5r166lzDdgqLS0sCg4AERERLC0HuLj4zFixAih9PW/Ok4AUFFRoTpZ9+7dg6qqKqytrWFoaAgxMTEUFBSwjsHb/sGDB1S4kzu1rqKigo8twLStrKzEkiVL0N7ejvT0dBgaGiIiIoKuPd7+co+XqaC3ceNGXL58GTo6OjA1NYWWlhbmz58vNNL76tUryMvLU22GoqIiKCsrw8PDQ+A14e7DixcvsHnzZmhra+PcuXP0eVpZWSm0Kh1TNUZTUxNiYmKsKkkvX77Erl27aPUZXjAsEaZNeHg4FBQU+LR8uOeUwf3799HS0jKssLawYzx8+BCVlZXIzc2Fi4sLbGxs6DUxMjLiM4h5HQAxMTEYM2YMy4melpYmsIoUM795eXk0RbSiogKWlpbw9fUVaFjy3mt79uyh4shVVVXYvHkz3N3dkZiYyHLwCmI2AkNOurVr12Lnzp0spibvs5dp39fXBzMzMygrK2Pz5s1IT0+nYvHS0tKQlJTkM8KfPHmCgYEBXL16lbLXLC0tsXTpUrx+/RppaWmYMWMGq9oh8K+5bWlpofpHmZmZWLJkCdzd3QEMOYZ4S5Bz48SJE7R0fX5+Pnx9feHr68sSMBc0LxwOB4mJiXj//fdp6uDRo0dha2uLPXv2sAxwQY4cDoeDvr4+bNu2Dd7e3jh69CgKCwshLS2N3bt3C+xrX18f0tLS8PPPP0NSUpI1f5s3b4aLiwsSEhJYrA/mXyZ1p7u7Gy0tLdSBnZiYyCdWzTvWo0eP0jTm9vZ2xMfHw9nZGVu3bhWojcfg3LlzrKpsN2/ehL+/P1xdXfmuJTNPe/bsgY2NDTZv3gw1NTX6Nz8/P6irq6OjowP5+flC3/1FRUWYNm0alJSUICEhQVNi+/v7cfv2bXh5edE1xovc3FwYGxuz2ITh4eF4//33BTKWeB2mTAU8YIilrKSkBA6Hg3PnzrHmiXs9NDU1wdfXlwbdgKEgJG8qvzDmnAj/HRA5c0QQQYT/GuTl5UFcXBwlJSXQ0tKi2jXV1dU4efIkLly4wPr94OAgampqsHz5cjg6OlJKbUBAAPz9/ZGTk4OBgQHMnDlT4OYDGNpQmpubU/YPY5Qy0XXuDbOgyLCdnR1lIgBDbJl58+ZR1o6wtllZWRAXF4erqyuLFRAQEABJSUmB1ToePnyINWvWYNSoUbhx4waampqwbt06bNiwAeHh4bCyshJaavj06dN0g5yRkQF/f39s3LiRtanKysrC3Llz+aJttbW1cHNzg5mZGd10FxQUQFVVFfr6+gLPx2xezM3N8csvv/DpywQHBw9bTQIYigoyWh/c14GJCgpLEXj+/DlWrFiBxYsXsxwhN2/ehKqqqtB0BmCIZaWgoECrawFDjg5vb2+4u7sLpfr39PTAz88PUlJSrKonycnJsLS0FJrfDwwZVgYGBpCWlmalvd2/fx9+fn6UlcGL9vZ26OjowNLSkuUs27hxI8TFxZGTkyOwHaNtxF2aGxgyFnfv3j1s9ZXAwEBMnz6dXt9jx47B0NAQ0dHRrH4K0iIAQCP9L1++pAaTg4MDfvnlF1r6+F2NExgyhrkFyYEhJ+v169eRmppKDQNBxnBycjJyc3Px9OlTNDc3Y9OmTfD09MT58+eHjbZ2dnbC39+fVR69sLAQ1tbWsLW15Xs2cMPExATbtm3D7du38dVXX6G5uRnd3d3Izs7GrVu3+FJVuNf+kydPoKKiAikpKaoT1t7eDjU1NYGi28CQ1k1lZSV93sTExMDR0RFHjhzhO5ew80ZFRUFSUhIPHjxgGS3c7ECAbdA0Nzfj+PHjcHFxQWRkJAYHB3H27FlMnz6dlQLFi9OnT2P06NFQVVXFzp07Wc8vYcwd5vv09HSMGzcOZWVl6O/vx5MnT7BhwwaIiYlBSUmJZczxatdER0fj7NmzqKysRFZWFsaOHctKdxOmyVNdXQ1LS0sWO7OxsZGmyPI6iLmRmZmJVatWQV9fnxrsLS0t2LlzJ6ysrFjOGe5zp6WlwdTUFGpqarh8+TIqKipgbm6OwMBA3L9/f1jHp66uLq0i5uzsjMDAQFRUVKCrqwvnz5+n60RQYEJTUxPOzs7Izs5GRUUFQkNDMXPmTKxevZo6vwTdZ7Kysqx7v7KyEsuXL4e0tDRmzJjB5whnUFBQAD09PZb2S2VlJTZv3gwrKys+0WJB4C0Hf+nSJVhYWPA52rjHy9333t5eREdHw9nZGWpqarTKIe/vGJSVlUFXVxf29vZwc3OjY3vx4gU2bdrEcgow6OjogKenJ5YuXUqfO52dnThw4ABMTU1ZAuG8ePr0KfT19SElJUWDDD09Pbh8+TLs7e1ZTEhu1NXVwdHREePGjWMJjd+/fx/+/v4CmcoMoqOjsX79ekhISFBHOTDkLOV2+ApDZ2cnlixZgpkzZ/L9jTvlHGAXy+jr60N0dDTs7e1ZzlUVFZVhRZqLioqQlJTEJ9ZvYmLCeqfxrnk/Pz/4+fnB0dGRJaj88OFDyMnJ8THfRPjvhciZI4IIIvyfBjdL4ujRo7h06RKSk5MhIyODzs5ODAwMCKxE0dHRgfDwcDx58gR9fX2wtrbG6tWrUVJSgry8PERGRmLSpElYuXIldQhwn7OpqYlGW3x9fflK5m7atEngZpD75dzR0YEHDx5AWVkZnp6edKPl7++PiRMn8kWOeV/sUVFRkJWVpWWHGXAL7QLA2bNnUVxcjM7OTqxYsQLy8vI4fvw4mpqa8PLlSxw+fBienp6sqiQDAwPIzc2lEURxcXH89ttvtA+FhYXYuHEjrKys6Mb17t27AjeTCgoKOH78OFxdXfH1119TQebq6mo4ODiw9BK4mQlMBPfYsWMYO3Ysrly5wnfs4RAeHk43Ycxx7969y2Jd8ea9M2B0M7Zu3coa03AlUIEhg9jb2xtmZmZU8wYYcnRwb0y5+8QgPT0dJiYm2LhxI8uJNJwmS2trK02r8fHxQVBQEKu8OzOHwlgjISEhmDdvHi5fvsyag5MnT7IYHLztWlpacPDgQVhbW+PQoUOs1ArGcSbIGGEERrlTCq9du0bTBrjB3b6iooKWc123bh08PT2Rnp6O7OxsrFmzBhcvXqQMhL8yTl5cunSJ3v+Mc6G3t5emTwjDjh07sHDhQmzduhWLFi1CSkoKOBwOoqOjYW5uPqyz9unTp9DT04OioiLu3r1LnY51dXUsFiFv+4aGBjg7O6OkpASrVq2iBmZBQYHQEu0MGMdCS0sLAgMDoaenx3qOcDtWuOdWSUkJbm5uUFdXp8K9ly9fhrm5Ofbv3y8wNYUB998OHz6MRYsWIS4uTmiaEgPG0cQYlZ6entiwYQM6OjqQl5fHp4vBrb21fv16PH78GFlZWfDx8cGGDRv4qloJQmdnJxYuXMhXPrm3txfp6eksZyvv2jM0NISNjQ28vLwgLS0NYOg+mDx5MiwtLfnOxRu59/T0xLJly3Djxg16HTgcDmJiYgQyRrj7HBsbCwMDA8TGxrK0SXifRQxqamowb948FBQUwNLSEjIyMgCG3nmWlpYsJzUAlqOkvr4e6urqlOnZ2toKU1NTPnF63vk5ffo0HBwc0NzcjKCgIFhbW9NnPfMOF4b169fT49fU1ODAgQP0emZnZ/M9r7nPXV1djU2bNkFTUxPnz5+nz8qmpqZhnQ0PHjxAfHw8/X1JSQnGjRtH03t4nedM/6uqqlisEN4UNW7G0nBGfH9/PyoqKuDh4QFTU1M8fPgQ3t7erHcGd/uenh4cOnQIqqqqiI6OZs1JUlISK9DB3ZZxSKanp8PS0hL+/v70GQyAT9ieGSfjOKysrERAQABcXFxYaW6CmK3MOR8/fgwnJydcvHgRlpaWCA8Pp88hIyMjVvDgj2BgYICZM2eyqhgK6m9VVRXGjh1LnVrx8fGwt7eHra0tTExMWI5s3vvt0KFDWLVqFa5cuYJ58+ZR8f/u7m6IiYmxyp7X1NRQbaNbt26x9JIMDQ0xY8YMbN++HeLi4sMKX4vw3weRM0cEEUT4P4vQ0FAoKipSNkJaWhqUlJQgLi5OIzDHjx+HoaEhXyS8oqICLi4u8Pb2pilUmzZtwooVK+gLuKGhgS+q5+rqChUVFSxcuBBLly7FwYMH8fr1a0yaNAmenp54/vw5wsPDMWfOnGF1NIKCgqiRWFdXh7Vr18LIyIiyWng3ocwGqbq6Grt378bOnTvR1NSE+Ph4LFq0CPHx8XxjHBwcpFW0OBwOLly4gNLSUty7dw+Ojo7YvHkza0PGLQB8584dHD9+nHXMZcuWQVJSkhpLL1++ZFGSBYFJFWptbcW8efOwfft2jBkzBlZWVujp6REY5c3JyYG4uDj8/f2hqKiI/v5+nDt3DuPHjxeamiUsijlz5kxqqFZWVmLChAks9gozXmBok2llZQVLS0taWpfZxGZlZbGuJ69zhDHokpOT0dDQgNDQUHh4eCA+Pl6gIc3d30OHDmHnzp0oLi7G/fv34eXlhY0bN1L6Pm8b5t+9e/dCW1sbc+fOxcGDB1FWVobNmzfDw8MDJ06cQH9/v1BB6OTkZNy8eRNNTU1ISkrCokWLcPr0aYFriLtdQEAAHB0dsXPnThQUFODUqVNwc3NDSEjIsAKj+fn5yM3NxbNnz9Df34+lS5dCQUGBrmth0XNg6D4XFxeHrKwsNZiCg4NhYWEBWVlZXLx4kYqldnd3/+lxcv/LoKCgAOPHj2etmRUrVgy72b5//z7mzJmD7u5uWFlZQU1NDfLy8lSTh9voAvgdOQyjxd/fH05OTrhz586wLBVuREREYNKkSazUJnFxcaHCphwOB/39/ZgzZw5WrlyJjo4O9Pb2Ys+ePVi5ciVfuWFuWFhYwMvLC8+ePcO0adOwbNky2NnZoaenB/fu3eMzogT1mfu7W7duQUJCgs9hwD0/t2/fxmeffUafOxwOBwkJCZCUlISjoyN1BPFez/r6ekRGRkJJSYkapAUFBdiwYQMcHBwEOnR4j2FnZ0cdjsz6EVZymsH169dpGs/ixYupI7urqws9PT18LD/u+UhLS6OOWcYJmJSUJJRdwJw7Ly8PERERVCj7xIkTcHFxQXR0tEBnOzfOnz9Pq/tJSEjQ9wNTBYrb0dbS0oIvvviCpiACQ5pM69evpwwcpgS2sJS20tJS2Nvbs1iWTOlpbm0qYTh69ChlKVlZWUFWVhb29vYCn7nM/DQ0NODChQtISkpCV1cXdu3aBTc3N8TGxvI5GgQ5+3fu3Al7e3vExcXR3yckJODjjz/mq0TGtO/p6aHvP0EQ9pzm1ZniRmVlJbZt24bZs2ezWGHcv0tKSsL58+fR3d2NCxcu0ApZvIwu3nE+ffoUfn5+CAoKwsOHD3Hz5k1s2LAB7u7ufO9P7nNWVVVh3bp1MDc3x8WLF3Hv3j3s2rULzs7OVABZWNvOzk4YGBjQVMnMzEx4eXlBTk4OOjo6rLTnN0VwcDA+/vhjoYGC5uZmrF+/HmpqahgzZgzdXxQXF2Pz5s2ws7NjvXd7e3vpfqKgoADz58+nOjunTp2ChIQErK2tsWDBAj42o5SUFGXvhISEYPz48SwncGxsLE6dOsV65r6NzpcI/3chcuaIIIII/2cRHByMX3/9FdbW1pR+u379eowdOxZPnz7FiRMnMG3aNFalB25UV1cjLCwMTk5ONOIaFxeHJUuWCKwGsW/fPsydOxfd3d0oKiqi+esBAQHo7u6GtrY2rKysoKqqSg0ZQVHFmJgYSEhIUAONMYKDgoIgKyuL2tpagS/xwcFBLFq0CNHR0dDW1oaysjKAIWbD7Nmz+UqQc29CCgsLYWJigu3bt9P+e3l5wdPTk6YwCTqniYkJ3Nzc6GcXFxdMmjSJb04F0d8Zp093dzc2bNhAKeT79u3Dzz//LDB3va2tDeLi4sjKysLOnTuxYMECajgVFhZCV1eXrw33eQ8ePIi1a9fCzMwMMTExqKmpgYKCAlatWgU5OTlWOV9eLF++HLGxsdi6dSt++uknAEMpDQ4ODvD09BTqnHv06BHGjh2Ls2fPYsSIETh9+jTa29uxf/9+mJiYCNTxYODt7Y3Vq1cjJCQE//jHP9DQ0IAnT55Qp4mwFKmHDx9CSkoKHA4Hurq60NPTAzDE9oqIiGCV1uWFn58fNDQ04O3tjcmTJwMYSnOQk5NDcHCw0Eh4aGgoNDU1kZ2djY8//hg5OTno7+9HSkoK7OzsWOlhAOimtKCgAOLi4ggMDMTChQtp9NLKygrffvstampqBAq3AkMU9uXLl6OxsREdHR1YuHAhtLS06HpraWlBRUUFxowZw2cYv+04mc9lZWXw9/eHl5cX7t27h/v372P06NGwt7eHjo4Oi1XE2xYYSnl4/PgxkpKSMH/+fABDKV2///47i77PO1YvLy+sWbMG8+fPh52dHfr7+xESEkJ1HHgZK8wclJeX48aNG+jp6UFZWRk0NDSwa9cuxMXFYfXq1cNqhnCvL0tLS8yePZuyhuLi4lhzWlNTw0olOHnyJAYGBqCmpoaoqChUVlZixowZUFJS4tNF4R5rYmIiy1nN7TAsLy8XqofBiCFfuXIF48ePp+W6u7q6sHr16mGZXatWrYKbmxsUFBSwcOFC+mx68eIFoqOj+Zhv3G2NjIwQGRkJOzs7VhpMXl4eZGVl+VhavFpCbm5uMDQ0ZDEfudN6BUFfXx8ODg6Ql5eHqqoqgKH3hra2No4cOcKnc8KgsbERU6dOxdWrVzF69GjKVrt69SosLCz40lR4HQTl5eUwNzeHmJgYdXClpaVBUVGRj/H0/PlzSEpK4rPPPoORkRF6enrw9OlTeHh4wNPTE0eOHIG2tjbL0cB73n379kFWVhbOzs6stRgbGyswbZJpV1dXh46ODjx79gxhYWHw8PBAa2sr+vv7sXDhQoEOBwaMw/Cf//wnZcQeP34cFhYWOHLkCN99yV2tKDo6Gr29vTh69ChcXV2phtqBAweECsUDQ+9RpnR3TU0Ndu/eTa+/MMesMEYPb/+4HVDcx7K3t4ehoSE0NTUhISFBq106OzsjICBAKCOxr68PYmJiOH/+PBYuXAhNTU26h9i4cSM2bNggVAdIVlYWly5dgoODA8TFxTE4OIhXr15h//798Pf3H5Z1t3PnTsybN4/1jn727Bl8fHzg6+v7VhpX3Lh06ZLQtpqamjR9vLi4GJKSkqxqiMx9xlwLLS0tmvJ469YtyMrKQk1NjR6/oqICOTk5rOfm4OAgVq9ejYCAAPrd4cOHsWfPHtjb2wtNoRalWInAQOTMEUEEEf7Porq6GkZGRggLC8OGDRtoVCwsLAy6urowNTXl08nh1eJgNma2trY4fPgwOBwObt68ibVr17J+29/fT0WVgX+95Ovq6iAjI0NFdvv7+yltWVCePIfDga2tLQ4dOoQnT57Ay8sLkpKSVDSYN5UoJSWFUr4PHjyIDRs2oLGxEZKSknTD2tvbi8rKSqF0YmZTfu3aNXh5ecHX1xc1NTWora3lo2dzjw0Y2pxoaWnBysqKppXt2LEDEyZMQFdXF9+GgxnnoUOH4ODgQB1VR48ehYaGBkpKSmBkZMSqUsTtCOrs7MTWrVtRWFiIOXPm0HSAP0r7AYY0bWbMmIGrV6/ixo0bUFJSohvo/Px8lkaEIC0WNzc31NbWQlZWlhqOjGHLa3hxM3OsrKyQnJyM4uJiiIuLs/rJm/LG3fbp06dQV1fHwMAA3N3dqeHV3d2Nzs5OPhFObmRkZCAyMhJHjhzBggUL0NfXh8HBQYHVf7iRk5MDRUVFqvXEXc2roqKCVilhwMxzd3c3bG1t8ezZMwQFBVEHQWNjIzo7O/mYNR4eHtDQ0AAwpDmQk5ODhIQESEhI4PXr13QOYmJi+Jxk3I4aZ2dnyMrKstKSjI2N8eOPP6KmpgaDg4N48uQJX/pLdnY2li5d+sbjZNDV1QUZGRkEBgZi//79+PXXX3Ho0CG0trbi7NmzLMFQ5vnArR+zbds2OrYTJ07QSPyuXbuwfft2oQ7Bq1evQkFBgY6P2wCOiYnhY9Ywc/T06VOMHTsWampqGD9+PMrLy/Ho0SNERUXBxsaGzyDu6+ujRnlpaSnWrVvH0pjx9/fHZ599xld9BRi6h4yMjODs7EzXeF1dHfT19ekzz8bGhu+Zy40NGzZg0aJFfMYVd9Ud3u+BoWffokWLKOOjtLQU4uLiMDU1xaxZs/hSYbmxbds26hABhhwps2bNolVqhDkSgSGjixHcbmpqgpycHPT19eHu7g5xcXFWqWLgX2vh/v371EhTU1PD119/TX/DVPEShnPnzmH16tW0bVhYGP3bzZs3+ZyWvJWZtm/fjrq6OsydO5cyhxhHi7B0TRcXF+zYsQMDAwNUr6SwsBCJiYmYOXMmS7CZG5mZmTA3N4esrCykpaVRXV2NyspKHDp0CGZmZti4cSOrn4Ku8a1bt6Cnp4d9+/axtN54rwuz5jMzMyEnJ4dZs2YhOTmZ9b4SlNbFjaioKMrumzt3LiudKiMjQ2gaLYfDgby8PPy5CihcunQJXl5eWLZsGWbOnEnvCV42Y05ODrZt24Z9+/bB3NwcVlZWmDRpEoyMjIQa7H+V0ZOTk4NVq1YBGEpLZRwWwJDDjlfrhrttUlISfHx8MDAwAAkJCbre6uvr8fr1a8p64r1fHj58CGdnZ7x+/Rrz58+ne6WysjL09vayUgSBoXS106dP4+TJk7h//z7a29sREhICOzs7JCUlUcdPQ0PDsI7Pv4KgoCAWKyw7Oxvjx4+HlpYWHxvSwcGBtbZ27dqF7OxsODg4wMLCQmCVrMHBQaSlpWHEiBFUd9HKygq+vr5oaWnBsWPH4OrqitDQUFHVKhGEQuTMEUEEEf5PobOzk1Ue9+jRo5CWlsb+/fvh6emJ4OBgodRs7o2Tm5sboqOjcfDgQQBDxpSjoyO2bNmC1tZWgZtOHR0dFlWYMcwOHjzIVz5cEJqbm1FRUYF79+7hxx9/pAyg2tpamJiYsAziwcFBVFRUYPLkyXj9+jUaGxuRmZmJ4OBgyMvL0wj/48ePYWNjQ40j3g3w8ePHMW3aNOpUefDgATZs2AAXFxfk5eWxxpmVlUVTEAYHB+kmube3FxYWFli9ejWNELa0tLDOw/3//Px8TJkyhZVfX1FRAX9/fyxYsADm5uasOWGo/3FxcaiuroaCggI+/PBDKkybl5eH6dOn8+Xo8+LUqVOs6FdzczO0tbX5Ugs4HA66urronBUUFKCyshKurq6QkpKia6K+vh5LliyhGh0MeMt8X7hwAR4eHpgxYwZ1jG3bto0lmshrkNTX16O/vx/h4eHQ0tJiVf3Q0tLiq55WXl5ON7fHjx9HQUEBDAwMMGvWLErzPnz4MOTk5IRqIPT09KC+vh67du2Cj48Pq5qXl5cXa/1xOBx6jRkB3yNHjkBKSooywoAhxgNvasG+ffswceJE2t7b2xvx8fGQkpKijK7Tp0+zRK2FsYEuXryIdevWISwsjCVCvm/fvmHTGBsbGxEZGflG4+RGUlISdUIBQ86K2bNn85U2FmSEqampsaqQJCUlQV5eHh4eHvj1119p+pSgtoWFhYiNjUVAQAAVIe/p6cGOHTuEjnNgYACWlpa04tP27dsxbtw4gY4YBmvXroWXlxfKy8tRVlaGyMhIODk5IS4ujv5GUVGRr3z5kydPUF9fj3v37iE4OBhGRkY0VUNTUxMhISFYsWKFQBYGg9zcXMycOZOm/504cQL79u1jlQMWhPr6ekhLS9P7n7kPenp6cP36dZYzSpCGzO7du/HLL7+wIv7bt2/Hd999h5cvXwo1qFtbW+Hi4oJvv/2WlYZ17NgxXLp0SajQ8vPnzzF79myWA87GxgYzZ86EoaEhy7HEe+7e3l6UlZXh0KFDMDQ0xLp16wAMOZLWr1/P5wTj/lxbW4v8/Hy4ublh+vTpVAPkwoUL0NHRocaiIN0PWVlZVsWdoKAgWFpawtTUlK/SVmpqKhU1BobuxYKCAuzduxcTJkwQKBA/MDDAGivjaIyIiEBbWxsKCwthamqKgIAA6oDifpdxa3Kpq6vj1q1bSElJwZIlSxAREYHm5mZcv36drwoQ973T09ODvLw8bNmyBTIyMjRV8s6dO3BwcKDvO0HOvbNnz1L2I/ezqrm5GdXV1dQJxPscO3z4MIyMjHDp0iWYm5sjJCSE7k/k5eUF6ur9VUZPe3s72traEBoairVr11LH4ODgIIyNjWmFJwbcDr6ysjLU1dXB3NwcEydOpEyurKwsLF68mJVKy73PunPnDlpbW+Ho6IixY8dSva4nT56w3lEM7t27h/Hjx8PU1BTW1tb45ptvEBoaiq6uLuzevRsuLi6Ii4sbNnX3XeD48eNYunQpZdc1NzfD29sb+vr6OHLkCICh69HY2IjffvsNPj4+AIaYlsxzuqKiAps3b4aqqqpAfUZgiGn2+++/Q1lZmTrZgKFnTHx8PHx8fOj7UgQReCFy5oggggj/p6CkpIQvvvgC27dvR0JCAmpqapCYmIhz587h3r178PPzg6WlJV+lDm7Y2NjA1NQUZ86coSKUnZ2dePDgAezs7IS2PXnyJBUl5UZFRQU0NTX/UGT04MGDMDExQV5eHtra2ugm6uTJk5g1axafEX7//n0oKSlhz549cHV1xdOnTzF//nzMmTMHwL8ixdxVUbhRWlqKsWPHUlbDnTt3UFxcTLUimJLpDLZv344vvviCZQxy06L9/f0xf/58VloMA+4N4tGjR6lzi3sz/erVK74NCxO1VFVVhaysLB2XgoICtLW1ERsbi9mzZ9O0oeEqqdy6dQuSkpIsZoyBgYHAqHJOTg78/Pzg7+8PfX199Pb2wt/fH1OnTsWTJ0+Ql5cHRUVFPmHrtrY27Nq1Cw8fPoS/vz/i4uKQnJwMaWlpREVFARhyfkybNo0lfggMpQyFhoaioKAAurq6KCwspHowDAMpODgYy5cvZ7XjcDi4evUqFBUVqaguMKSPoqqqigMHDmDz5s2YPHkyTXVi5qa0tBTXr19HaWkpvLy8UFZWBiUlJXz//ff0+EFBQXznrKqqgoGBAY4dOwZFRUVkZGQgKysLampq2L9/P3Jzc7FlyxZaMpnBjRs3MHLkSBgaGiIpKQkdHR2IjY3FZ599RlkiRUVFGDduHF+q3okTJzB27FhqLDN48OABPDw8EBQUxCdMysuO4Wbcqamp4auvvhp2nLzruLKyEmvWrGGllISHhwsskc19b1y8eJFlpDO4du0a1Y4A/nVdCgsLUV5ejr6+PuzevRvp6elQUFCAlJQUbRscHMwqz8vdHhhKO5KQkGBplqSmpuL7779nsTkYGBsbw8DAAI2NjfQ4tbW1VNfKy8uLVlfhho2NDSQkJKChoYGIiAjcv38fERER0NHRQX5+Pp49e4YdO3Zgw4YNfOfknt9Xr17BzMwMOjo6sLW1pU4jXnYL9zjb29tRXFyMhQsX8jllc3NzWcYz7/PgwoUL9Fl96dIlGBoaspgigp7zzDEYJ8mrV68QFhYGHR0doVV/BKXLMfPPvUYePnyIly9f0uc80/fs7Gykp6ejuLgYQUFByMnJgYKCAhYsWEDbWlpawszMjHWe/v5+HD16FDExMdi6dSs2bdqE4uJiaGlpwdraGnV1daiursbs2bNZTEheeHh4UMfUcAYlh8NBdnY2RowYARkZGWhoaFAnjpycHFpbW3Hx4kV888031CEuCOvWrcO6detw+vRpTJ8+HQYGBiguLkZtbS0sLCz4xMG5GQ+hoaGYMGECncPCwkKoqqrCyckJ1dXVrPfN4OAg4uPjkZWVhUuXLmHjxo3Izs7GihUrYGZmRq/1kiVLBN4vDK5evYqEhATK0GJQVlbGYrjwroMnT55g2bJlNADCOD+6u7uho6PDqqIl6Bhvw+jJzc3FmTNnUFtbC2trazx69Aj29vaQlpam6Wt+fn4sRwJzviNHjmDjxo04ePAgzMzMUFdXB19fX+jr6yMzMxP19fWYP38+n05YcnIydHR0EB4eDm1tbbS2tmL//v3Q0dFBfHw8cnJysGDBAr79SVdXF6SlpVnsyCdPnmDChAl03xAXFwdzc3O+1Mm/AmZuz5w5Ax8fH4SEhKC3txfbt2+HpKQkAgICMGPGDBw6dAiHDx+mjhsG1dXVkJSUhIyMDKSlpelaGxwcxMuXL7Fr1y6+tct9ne7du4dffvmFlcYFDD0HBAXHRBCBgciZI4IIIvyfwsGDB/Hzzz9j1apVOHv2LOTk5LBy5UrIysqiq6sLDx8+HFa088GDB1R3RUNDA/7+/rCxsYGamhoqKyuF0tCBoQjWhg0b4OjoyHIQ2NjYYM2aNXy/591wFRUVYc+ePbCxscGpU6fA4XCQlZWFMWPG0IpQvG0MDAzwwQcfUGOytbUVCxYsgKqqKlRUVFiGHC+NvbKyElZWVoiNjYWjoyOkpKQwdepUZGZm8mlaMEhMTMTIkSP5REiBITFPXoYCMLRJmTBhAk11efToEfT19WkaDDDksNq3bx9fWw6HAy8vL3z66aeIiIhgGdE+Pj44cOCAQEOEe56uX7+OK1euoLOzE7t378aoUaMQHx+Pw4cPQ0xMTGCJ5I6ODtjY2ODrr79mReyDgoKwdu1aGBsbC61icfXqVfz444+YOHEi/W7v3r1Yu3Yt1NXVsXDhQuoo492crV+/Hp9//jkVqO3u7oaTkxNMTEywYsUKKCkp0TngjfJqamrihx9+oCl9wL9SeYKDgynThVu4tbCwEK6urhg9ejTdnHZ2dkJOTg4qKiowNTWFrKwsK0WAQVJSEj788ENW1Y0zZ84gKCgIWlpaMDY2phVyBgYGUFdXh9GjRyMlJQUXL16Eo6Mj9uzZg2fPniE2NhYyMjKws7ODhIQENfa45+fMmTP46aefsH37dqxcuRK6urq4du0aGhsb0d7eDj8/P/j6+vJFa7lZT8bGxnB3d6esKHV1dSxbtgympqaQk5MTOE5gyBnJMMlcXFygoqKCBw8e4PHjx5g3bx6fBlFzczN27NhBDbW8vDwWAwgYYvUI0uvq7+/HvXv3oKOjg7Fjx2Lv3r0AhqqoTJ8+HcHBwbC0tISEhARlS/D2lzlvfHw8TE1NERUVRZ3JpaWlfA7nO3fuUP0eZs64hUdv3boFX19faGtrszRggoODoaWlRY0+dXV13LlzBx0dHYiJicHq1atZ65Eb3OlnhYWFuHfvHi5dugRXV1fqvAwICOBjAXGveyZFLyQkBKGhoZTJcPLkSWhra/M5wLmxd+9e/Pjjj7R/2dnZWLduHYyMjNDR0cGn88Wduqavrw97e3vExMRQ1pSenp5AzS1e5tSWLVv4DLbMzEyBuicDAwMoKSmBuro6fvjhB2rg3r17F+Li4rC2toaamhrLCcm9FhoaGjB16lR8++239PpnZ2fDyMgIenp6WLZsGZ+jQlCJZF4tMi8vLz5nNDC0prdv3w4HBwdoaGjA2toax48fxz/+8Q/qrM3NzWUxC9va2vDs2TM0NzejtLSUpjzq6enB1dUVISEhWLZsGVJTU/mYnq9evcIXX3zBEp1VVlaGvr4+dfI0Nzdj7dq1Ap/zxcXFmDRpEtXmAoacfFpaWrRiHLemFO/z+uzZs9DV1UVjYyMWL14Mc3NzDAwMoK+vD3JycoiIiOA7JzB0Xc+cOQMZGRkYGRnRZ9bg4CCOHDkiVLCYwdsyelpaWqCqqoqvvvqKOl1KSkqgra0Nc3NzqKioYPHixdRJyftumT59Oj755BPKQi0pKUFQUBD09PSgpqZGU9N450hXVxcffPAB4uPjAQw5X6Ojo+Hm5gYDAwNW+iO36DDjMB8cHKSMsd7eXkhJSdE0zeHSjN8WzD365MkTTJkyBbt374azszOWLVuGmpoaPHr0CJcuXcLZs2dpatvFixdpe+75WrduHSQkJPjOwcvsYjA4OEjP39DQAHFx8T8l5izCfy9EzhwRRBDh/xzS09Mxfvx47N27Fw0NDdizZw9cXFyoQ0TQyxT4V3pMXV0dzp49CxUVFQBDBpGgyJMgNDc3Y/v27VBWVoasrCxMTEywaNEivnOVlpZS4/Do0aO0T9XV1Th58iRMTEywd+9e1NbWslKbuP8FhiJUfn5+GDduHMsZUlBQwCciyg1m87t+/Xpoa2vTzVZYWBhflQVeFBcXY+LEiSyDRENDg+r6APxzfP78ecjJydE5dHBwgKOjI44dO4YTJ05g1KhRrHK4zObo1atXdE4CAwOxZcsWKoDKXE9h5wSGHGmKioqwtLTE+PHjUVRUhFu3bsHU1BR2dna4efMma364Da/jx4/D3d0dxsbG2LVrF/2eV5iZ1+irqqrCsmXLICsry0qlKi8vx6tXr/hy57mvTWxsLGUhcWuLFBQUoK2tjTobeJkmwJAQ6aVLl7B48WKWEOtwm97BwUHY2Nhg8uTJ2LBhAyvSmZCQgIKCAsqqGhgYYBm21dXVCAgIwNSpU1lphEzFNV7tGACsVKiLFy/C1dUV27Ztw6NHj/D06VNcunRJaDS7t7cX2trasLS0xODgIPbv3w8xMTGIi4sjMjIS586dG7YSlLOzM4yNjXHv3j0sW7YMK1euBIfDwe3bt5GXl8caJ3fb+Ph4zJ07FytWrMCyZctQV1eHyMhI6OjoQFNTk6WTweD+/fuwtbVFcHAwsrOzMTg4iJUrV0JPT48aJytWrGCJ3nKfs6urCyoqKpg4cSLLILx//z4OHjyI06dP0+cCL/vk5cuX+PTTT6kY8fXr1+Hq6orAwEC+lEAGJSUlLIcz97w1NDTQZwm3bkN9fT1GjBjBilDb29tT50BzczMSEhKwdu1a6tQTdHwVFRXY2trCwMCA9Yw9deoUZs6cKVSnZPv27QgMDATwLyadqqoqzMzMMGHCBLrWeNNiOjs76T1369YtjB8/njLsSktL+dICucHohKSmpsLOzo4KsDc3N+PixYtwcXFhabS0tbUhOTkZAwMDcHFxwdGjR/H8+XMYGhpSh2VzczOkpKSo8DcD7vRHTU1NzJs3D15eXnQum5qakJqaitzcXOqo4V27fX19MDc3h5qaGnR0dKhuWnd3N16+fMliKXI7+3t7e5GVlYXbt2+jv78furq60NbWRmVlJXbu3AkJCQmhgY2GhgbExsZi06ZN8PPzw/PnzxETE4OEhATW+uFwOOBwOFi2bBmkpKRgamqK/fv3o6qqCrdu3aIskTt37kBZWZmPKcqgsLAQU6dOpYyxxsZGBAYGQl9fX2BKF/f8DA4OQk1NDZKSknB1dWWJGRcXF7OcIrzv0KdPn8LU1JSm23R0dEBfXx/z5s2DpqamQIYFL7KysqjgMPd7QVCVLAZvw+jh7nNQUBCkpaWhpqZGtYf6+/uRk5OD8vJy6hhmzsmt7bN161aoq6tj5syZrPduXV0da70PDg6yznnhwgX4+fnh559/ZqXj8aZEc+9tmpqaIC0tzdI5Y4JL3t7eCA0N5ZuTvwJm39fW1gZPT08WO2/Hjh2YP38+rY7X09ODjRs38jFyAfa1cnZ2xvTp01nvO24w4+Vma3O319TUxJgxY9DV1SVi44jwhxA5c0QQQYT/1eDelDGbQ2CI4jxjxgxWpSVBGyPmu8LCQigoKNAIWXp6Otzc3NDf3w8PD49hqxwJOmZrayvi4uKQl5fHZ4BXV1dj4sSJtIqRiooKJCUlaWSwu7sbZmZmWLVqFZ8hzu10uHLlCq1UkZ2djUmTJrEiZNxzxG3QdHV1YezYsTA0NGT9LisrCxMnTnwj6nJnZycWLFiANWvW0E0i9/kEIScnB/Ly8nSztH//fqxfvx7m5uYsYWdmjC9evMC8efMooyQrKwvu7u7YsGEDVqxY8YfRq6ysLIiLi9PPycnJGD16NPLy8gRq+XCn5Ojp6aGurg49PT1ISUmBkZERQkJCEBcXBw8PD76NPdM2Pz8fN2/eRHNzM2pra6Gurg4jIyMAQ9U4uJkY3NcFGGKVMTTspKQkyMrKYvfu3ejv78f69ev5tJ6YPuTm5iIqKopqRRUUFEBFRQXGxsYwNDTki7wLuj7V1dUIDQ2Fo6MjsrKy0Nvbi5MnTwoVf71z5w5NQ+FwOFBQUICSkhJqamqwcuVKPjq5sPPfuXMHXl5eCAoK4mOpCLpGdXV1sLCwQH9/Pw4cOAAxMTE8ePAAGhoaQjVKAGDPnj1Yu3YtS0DVzMyMJXwsaJyvXr3C3Llz6aZ8w4YNkJSURGVlJfr6+lhpMrxrori4GIGBgVi/fj1lu9nb22PWrFnQ09MTWnkNGKrS8uTJE+Tm5sLe3h729vb0+Ew5au7+8q7hZ8+eYdasWVR/qqCgAHZ2dnxC0AwaGxshJibGMpgZA+rChQu0uhfv/BQVFWHq1KlUnHvx4sUs5mN3d/ewuhaenp4ICAjAixcvMHHiROrQKCkpwcaNG6ljj/vZPTAwgNraWowePRrS0tLUQcBU9bl06RLV6xHEaggLC0NgYCDt18uXL/HLL7+wnNHC2hYWFsLd3R2tra2QkpKiIvMFBQXo6OigfeEuBx4YGIjJkydj7ty51AHCaD3Nnj0bS5Ys4ROi5i3J3tjYiMrKSvj6+sLQ0BDV1dVobW0VKBTPzFV7eztL/8nX1xcLFixAWVkZjhw5Qp0QAP+6V1VVhZeXFxYtWgQ7Ozv09fXB2toa2tra0NLSEuhI5EZ7ezvVCtuyZQtfpSsGa9aswaZNm9DW1oatW7dCS0sLdXV1ePToEdTV1dHV1QVPT08+pycvOjo6ICsrSwMw/f392LFjBxQUFFBSUsIaH3efuXXfTExMaNpiZmYmDXAAgqsxpqSkQF1dHdra2qxARG5uLqvyFq+Dw8LCAps2baL6bcXFxQgICICtrS1L708Q3obRwz3OpKQkVFRUgMPhYPPmzZCVlaXv+W3btgllofX09KCoqIgeKzw8HL/88gtycnJw6tQpliObm83X39+Py5cv0/3J3bt3MXr0aGzevBmnTp2CiYnJsNWYjh07BmlpaSQlJbG+Dw8Ph7Oz8ztzcNy+fZveQxUVFVi1ahXU1dVRWFhI+xcfHw8VFRV0d3eDw+HQ97Cg9xO3Y2vfvn347LPPhFb2LCoqgoKCApqamgQ677jvTxFEGA4iZ44IIojwvxq8mybgXy/Enp4eKCsrQ0FBga/yADc6OzshLS3NYrY8e/YMysrKMDQ0xKxZs4SWen1TcL/4lyxZQnVNmL8FBwdjypQp1HhZt24dnw4H9+ZHTU0N0tLSmDdvHq2KUl9fj1mzZvFVQuHuO3ckdvXq1Zg9ezZNd9LW1qainG9a9lJHRwfvv/8+H6uBe8zNzc006vf8+XNoa2vDwsKCTxuCGxwOBxISEjSaV19fj+LiYjQ0NOD06dPw8vKiYxG0qXr48CFevHgBS0tLtLe30zmIjIzkK78raEzcQpldXV3Izs6Gk5MTZsyYwcfMYc5ZX1+PyZMnszQ+6uvrYWtri2nTpkFJSUnoOfft24dZs2axrk9+fj4UFBQwefJkvrQ25vpUVVVh6tSpsLW1xbhx47B371709/ejra0N3t7ecHZ25jsX09/du3dDT0+PRuw7OzsRGRkJc3Nz/PLLL3xMNKZdbGwsJk+ejJkzZyIwMJDeg5aWlli0aNGw+hKCUFJSgvXr178R862npwceHh5YvHgxJk6cSI3K4UraMmOdMWMGoqOj6borLi5miW0z4GXq6enpsaLRISEhrPRFQHgkvaWlBZGRkXB0dKRVUYqLi1kaUrxsir1790JMTIwa/oWFhfD29oampibmzp3LJzjLoK6uDseOHWMde8mSJVBVVf1DpwowJDptamrK99xZsmQJdu/eLbRdR0cH5OTk8PHHH1MxVkbEmBcNDQ1ITk6mYztw4ACuXr2K1atX03VTXl6OxMREPp0I5l/mWd7b2wtNTU2oqqoOe/25n2X9/f24dOkS3N3d4e/vz0rLmjx5MmWVMeAdQ1dXF0xMTPDjjz9SsfuioiKIiYnxaeww17W5uRmrVq2CrKwsX6S+tLSUxZbiPZ+Pjw/k5ORYrL+IiAgsXboUo0ePZqV6cI91cHAQCxcuxJw5c6ChoYGXL1+Cw+Fg7969mDlzJmRkZITq3zCVzvr6+iArK8uXxsrLEOV95nP/PS0tDQEBAbC2tuZjJDJVfLhTrpSUlGiqrp6eHjQ0NCAnJydUnJkX+vr6mD17NmVzMSL5vH0HAENDQ8jJycHDwwNdXV1ob2+Hh4cHpk+fjunTp/NpMHEzVmpqatDV1YWKigq4u7sjODhYYNoZb38tLCxgb2+PjIwMfP/991ixYgXa29tRW1uL4OBggWLff5XRs337dsyZM4feN4ODgzhx4gRmzJiBadOm8aU3c8/R8uXLMXv2bKiqqtKgyvnz5zFz5kwsXLiQxbD5o/3Jq1evsHz5cqxYsYI1t7wOJAA0JVpNTQ2BgYGorKxEQkICfv31Vz725V9BQUEBBgYGkJCQgJKSEjQ1NcHe3h4eHh64d+8e3Tcwjm3e+e3s7ERjYyPLWck9Dt71x6CrqwsGBgb0/uV1VnNDmMNUBBEYiJw5Ioggwv9acDgcKCkpQVtbm34naIOpp6dHNxSCUFBQQEtKDgwMUMOgo6MDzc3Nfyhc/DbYunUrpk+fTj/LyclR1s+RI0fo5pvb8Oc1ZiIiImgp0cTERBgbGyMiIoL2kztK2NTUBH9/f3R3dyM7OxvBwcEs5o2TkxPGjx+P/Px8oVW+/ghM9E2Q2GhycjJWrFiBBQsWUHp0R0cHnJycICYmxtLN4UZ9fT3WrFmDx48fIzAwEJqamvj444/5DFlB56yoqKBpC+rq6vD29qbX1NTUdNgo76NHj6CkpIQXL14gIyODOp4Yg4MZq6A+cx87MzMT7u7uVOMiIyODzi9v2+rqasycOROPHj1Cb28vduzYAX9/f6Snp2NgYIBl7PBGmLlTwHJzc6GkpAQ/Pz++6CGvwyA/Px8SEhLIzMzE5s2b8dtvv9GUs9LSUr5S1wwePnwIPT09tLa2oqamBvb29nB1daVMCO4SsW8TPa2vrx9Wj4obXV1dWLhwoUARbV6UlZUhJCQEPT09uHr1KhYsWICtW7fiypUrMDMzg6WlJev33NdGXl4ex44dg5OTE3bv3k0dbadPn4aRkZHQdE1gKB3g0KFDNFXuxIkTcHBwwO7du4etlpWXl4eJEyfSdJi7d++ipKQET548wdmzZxEeHs76Pff6v379OiwsLLB7927qpHjx4gXGjh3LqsAlDH19fdi/fz9MTEygqamJ/fv3Q1VVddgy2dywsLDA3Llz6T0i6Pozlf1OnTqFtrY23Lx5E19//TWt/AIMPROFOS9v3LiB5cuXw83NjeptGBkZQUpK6g+rXmVnZ1OmY0lJCQICAmBmZoYDBw5g6dKllBXBfR25ncNZWVl4/fo1Tp8+DSsrK0RGRuLevXuQkZGh4uYMmOtSVVWFQ4cOob29HcePH8eCBQuoMzkkJESgTg6DmzdvYsaMGdSQPHz4MG7cuIHy8nLcv3+fz5HDDW9vb8r2sba2hpaWFn3u19TU0PuU11CsqqpCTk4OLl68iDVr1tAUusrKSoSGhqK1tVXgdW1ra6NMU96xZGdns6o8ciM2Nha//PILTp06hYaGBsyaNYs+S4Ah5x8z/jc1ajdt2oRPPvmE9R7kRWRkJMzMzPD8+XOoqKjA2tqaOvKys7NpW0GMnOXLl8PW1hYjR47E1atXUVBQgKCgILi4uPAJsHOjqKiIsmFXrlyJ6OhorFu3DnPnzkVpaanAd8pfZfQUFRVhypQp9J48fPgwDh8+jMrKSjx79gypqalC+7tt2zaarhsWFgYTExP6Pmtra+NLy2IgbH/COA+ZfQozNkEBOWDo2qelpUFRURGqqqpYtWqVUGbh24L7ejY3N8PPzw8ODg7IyspCT08PgoKCYGFhgatXr/KNj7uthoYGLC0tsW7dOhYzlDtFDeCfo5s3b2L06NGsYMubBtBEEIEXImeOCCKI8L8ag4OD0NTUhLy8PItyDAjf/PFuRsvLyzF16lTWhig3Nxc+Pj7vPF/59evX0NPTg52dHXR1dakTiUFVVRWePXvGSvl59eoVjWQ1NjZCSkqKJbCXm5sLU1NTODk58Tlkli1bRo2etLQ0uLm5ISQkBOnp6QCGmAOLFy/mExl9Gwibo6dPn2Lu3Ll4/vw5AgIC8D//8z8wNzenfeR2GAg6hr+/P2RkZBAUFITGxkbk5ubCxMRkWKO/t7cX+vr6tHJOY2MjlJWVoa2tDR0dHSxZsmTYTVNHRwcsLCywcOFCGBsb49ChQ/Dw8KCGkSBDj8GJEydgbW0NGRkZODo6wsDAAI6OjixnoCDjABhKgWA2rJaWlnBycmLp7fCeGxhyuigrK0NcXJyyMerq6rBy5UpYWloKXf/Nzc1wcnJiCXueP38ev/3227Dn5HA42LBhAz755BMaHW1uboaPjw/WrFnDYh28zX3zZ+6xvLw8WFhYCNVTYY558+ZNODs7w9fXFw0NDdRZt3DhQpY2Cu/cbty4kaZgFRQUYOXKlbCzs4OtrS1mzZpF02sEwdjYGNbW1ti3bx+mTp1KUxGuXLkCOzs7lvHCi4cPH8LFxQU7d+6El5cXpkyZAlVVVYEMA+4+b9y4Eb29vbh8+TLWr1+PrVu34sGDB0hPT8emTZtYTrbhwOFwUFpais2bN8Pf339Y/RhBCA4OxkcffTRsqmZUVBTMzc2xa9cuNDU14ezZs1BSUoKDgwPWrFnD90xk8OLFC8yaNQuZmZlwdXWlKTUAaHUdYdi9ezcmTZoENTU1LFq0CK2trWhra8Phw4exevVqWiqZG8z8pqSkYObMmZCTk4OzszNCQ0Nx+PBheHh4wNLSko9lyay97u5uzJo1i5W6du/ePSxZsgRmZmaYMmXKsM+ykpISODs7w87ODtbW1pCVlYWamhrf2uO9f3JycjB+/HhWlaAtW7ZgwYIFVPuDux13+p6KigouXLiAMWPGQFFRkf521apVAlN4GWRkZGD8+PFCrzs3q4X7X6a/o0ePxieffEKdIW/q2BWGxMREvjLtDB4+fIhp06bRdMD+/n7Y2tpCXV1dKJOCQXh4ONWkGTVqFHXWNjQ0YMuWLXxsHt5r8/r1a1y4cIGKxmdkZGDevHl/qAPzNowe7nN2dnbCyckJurq6MDU1xYoVK2Bubs6XwsP7/CsvL8fPP//MSts6ceIEdHV1sX37dpb2Ee/4pKWlISkpSb9j9icuLi4s5inTV96AnKD3Vltb2x+yL98GzBwxVU5LS0uxb98+2NraUidpRETEsM4jS0tLbN68Gffu3cOoUaPoO1EY05gXycnJ0NbWZmn0iBw6IvwZiJw5Ioggwv9K8OqNuLi4YNq0aazNJO9vGDAv2wcPHuDp06dob2/HxYsXMX36dBw5cgQlJSWYP3/+WxsyfwTul7yfnx+mTZtGHUiC2AVM3y9evIiUlBQa2aqpqYGysjI0NTVpZZlnz57RNA4Genp6LF2ZxMRE3L59GwEBAfDx8UFsbCz8/PxYaTF/1XnFqylw9OhR5ObmQlxcHJWVlZCSkoK4uLjQdIaYmBi4ublBU1MTz549o1HZlpYWKCoq8jETeM/58uVLWFlZsZgmwJAG0qNHj/gqQTH/Pn78GAkJCcjPz0daWhorz93CwoJP5Jb7nCUlJaioqEBOTg7OnDlDq+O0t7djzpw5uH//Pqst97kZfYXExEScOXOGRqVjYmKgrKwsMG2NG/X19XBxcYGRkRHLmTKcUVFZWQlvb28sX74cCQkJdI4LCgqgoKDAJ2jJCzc3N0hKSrK0W/bt2ye0Atq/A4ODg7CzsxNYPhrgL+EbEhICR0dHPH36FM3NzdDT04O9vT3q6+v55rWzsxM6Ojr47rvvqMYOI4p++vRpakwLmpubN29SLZylS5di06ZN0NHRgYWFBdra2vhSW7ivb3d3N1pbW+Hi4oI1a9ZQQ9Hd3Z0K/QpaA7a2tqySwvfu3cPGjRuhq6uLMWPG0PSI/1+4dOkSnyHN9LuxsRGLFi2iKZ7btm3DgwcPUFlZicjISNYzjNcoKigowMGDB1FcXAwxMTHKXmIcAIJEwYEhw1RNTY0yotzc3DBhwgQ8fPiQr++8baurq6GsrEw1oBISEhAQEEDndLh7JTAwkLIo8vLy4Ovri8TERHR1deHu3busSm/c//b29lKmWmhoKHx9famh6OjoSNeCMDQ3N2PXrl1YsGABDhw4QL+PiYkRWlmspaUFGhoalF1z/fp1/Prrr7C3t4eamhpL30nYe3X79u1Cq/QJAncVn9evX0NSUpLlyPt3Cb9WVVXRZ1hycjL93svLi49hxYv9+/fjzJkzWL16NWVh5ubmCmS4cLOz0tPT6d4kPz8ftra2KCkpgaOj47Bl2oG3Y/Qw5+zv70dFRQVaWloQGxuLsLAwykrbsmUL1XHjBu98p6amYvr06SwnXmpqKqtkuKB2NTU1WLFixR/uTxgMF5ATFvx4F8jMzMTYsWPpe7OxsRHHjx+Hk5OTwCpkjY2N1Mk4MDCATZs24fHjx9DR0aFMwsLCQr40bG4cP34cfn5+2LNnD4qKipCRkQEnJyfY2dlRppMIIrwtRM4cEUQQ4X8duDe/+fn59PPBgwcxevRoVllwbvT29tK89rNnz2LcuHGwsrLC/Pnzce7cORQUFEBOTg62trYCqxW8y74DQxFqRUVFXLx48Q8jMv39/Zg6dSqlPff19cHNzQ0KCgp80UQOh4MXL15g9erVNOXGycmJRr9qa2tx8OBBODo6QkFBQaCg358B9xgYBwaHw0FAQACtrHPy5EnIyclR2jc3MjIyMH36dGRkZGDTpk2YNWsWvZZWVlYsHRtBefZtbW3o7+9HZ2cn9u7dizVr1rBELHnbMigvL8fo0aPh6OgISUlJhIWF4dGjR+jo6ICXl9ewKW/79u2DvLw85syZA39/f5w4cQIcDgctLS1YtGgRK+rGC6Z8/OLFixESEkLXZmpqKsaPH08dMrz93b9/P8LCwmj58s7OTmzbtg1aWloC06O456i1tRWdnZ3gcDiIjo6Gi4sL4uLi+K4HL/MjMTERsbGx9Lu4uDiBDs//RGRR0Lo1MzNjiZ8XFRXB3Nwcq1atQnp6Onp7e6GlpUWdg8wxmOjvwMAAfHx8MH/+fFZ1LUHgFv3s7e1FY2Mj9u7dS0uRR0VFYe7cuXxaNLzOaG1tbWzYsAE3btygTp+7d+9i6tSpfKWGGRQWFmLRokV8xk9LSwva2tpYKSt/B7i6utJnwa1bt+Dk5ARbW1u+ynS86w8YSp+cPn06fvrpJ6rVcePGDZYRyIvu7m74+PhAXFycFWXft28fRowYQfVZhOHAgQP44osvWClNoaGhMDAw4Ft3vM+G6OhozJo1CyYmJjA2Noa7uzsWL17MKpHN22ZwcBCqqqpQVFSEiYkJEhMTKZvh6NGjmDlzJp9DkJmnsrIy5OfnUwdncnIy1q5dK/QZdOHCBSQmJuLevXs4e/YsFBUVoaurS+fy+fPnSEhIwI0bN/gcTgwyMzNRVlaG5uZmPHnyBGJiYn9YPQ/4/1vFhzl+a2srK23r8OHD0NbWFqpBxd1fBtevX8eCBQtYzhDe0tzc7ZqamjB+/HisW7cO48ePR0REBPLz8+Hg4ABTU1PIyMjQNoK03xi8CaOHu422tja9njt27KC6OomJiZgyZQr9LEg4PS0tjaaZPXnyBBoaGjA1NeVjxnA4/6p+9vTpU5w+fZrqxXV1dcHDwwNLliwRuD9h/n2TgNy/A/39/VizZg299oxTtrm5GfHx8azqlQxMTU1hZWVFnS4HDx7EN998w3JASklJ8WnyMWvh9OnTmDRpEk6ePAlNTU0EBQUhJycHZWVlsLW1FbpvFUGEP4LImSOCCCL8rwJvvrKBgQHU1NToJuLOnTv48ccfWdR3Bunp6fjss8+wbds2uLu7U1ZMbm4uJCUlce3atXcuNldfX8/SPAHYm1emZHdUVNQfGsLl5eWYN28ezMzM6HfBwcFCq+Lk5ORg69atUFBQwNSpU1l/Y871tnoEbwILCwvY2dnR6HxSUhKUlJSwY8cOyMnJCaWyh4eHUwcFAFy+fBmjR4/Gs2fPhi2zDoAyICQkJHD69GlkZ2cjISEB2trarHQDQfDz86O/KS8vh5eXFxwdHWnlEGFCzdXV1RATE8Pr169RW1uL48ePw83NDcXFxUhPT2edl3dTGhsbSyunZGVlYffu3TSd7PDhwzQNjnesiYmJmDNnDioqKvDTTz9BRkaGRj/37NkjtHwvMKSPZGpqCmNjY+pYOHfuHKytrbFr1y5arYMXTMqYnp4ey1i7ceMGJCQk+FhA/wlw97u/vx9VVVWYN28ea6N9/vx5GBoa0tL2DJg5zsvLg52dHczMzHD+/HlUVFTg5MmTkJGREar5wayJrKws6Ojo0Pvp/PnzNL3R0dFxWNFtf39/qKqq4smTJ3BycoKnpyfu37+Ply9fQk9PjzJ0BK37uro6LF26lJW+0N/fT516/y5j6E3Be/7g4GBWOtTDhw8xZswYeHt7C9Umu3HjBu7fv49Xr14hMzMTo0aNwqFDh5CSkoLZs2dTR4swEery8nL4+fnBy8sLV65cofOYnZ1N720GN2/exPnz5xEWFoba2lo8e/YMYWFhUFZWpo7hjIwMLF++nC8ViDk/w/5qaWlBTEwMtm7dSsVnFy9eLJARxMDBwYGmvEZERMDFxQW3bt3Cq1evYGNjQ6P+vGlL5eXlmDRpEsLDw/HTTz9Rx1Vubi50dHT4BKyjo6MxZ84cLF26FLa2tjhy5AiuXr0KR0dHBAUF8ZWO5j4XM84rV65ATEwMrq6uWLhwIW7cuAF3d3c4ODgIrHz2n6jiw/2ek5SUpALHjHM0OTkZKioqdH4E6ZxUVFTg4MGD2LZtG2VCWlpawsfHB/r6+qx0P94x+/v7U2daSUkJ1q5dS5lVPT09At+/f5XRs2XLFronOHPmDDZv3owDBw7g1atX2LhxI9+7henz69evMWXKFISFheGrr76iWn4Mk5FJLxMkSD5jxgzExMTgn//8J8zMzKhDkLsv3PizAbl3iQ0bNlBxbyZt7M6dO6ivr+ebm9LSUnR1dcHKygp6enooLy9HW1sb/P39YWxsjJ07d2LNmjVUx40XfX19cHZ2ps9lJj1ZW1sbHA5HaLU3EUR4E4icOSKIIML/Svj7+8PW1hYA8M9//hNaWlq0xObz58/5HCjMy/nBgweYO3cuZs6cyTLqzpw5w1ce9l3g5MmTEBMTQ0JCgkCxXmAo+s5NhxcEbvq0iooKlJWVqQEnrNICMBRZCwsLg7m5OSstRlhKwl9FYmIiFi5cyPqutrYWcXFxMDExYVXO4DVO79y5A3Nzc7x69YpGyuzs7IQKADNIS0vD9OnT0dXVhRMnTsDDwwN79uzBwMAAkpOT+ejdvMeIiIiAlpYWnc+Ojg7Mnz+flQomSCunsrIS8+fPp+kbnZ2dtIQ5NwS1jYuLY4nSlpeXQ1xcfNhKHZ2dnVBRUcHDhw8RExMDLS0tODg44Pvvv+eLhvOOMSoqCitWrEBtbS3mz58PGRkZuLm5YXBwEDdu3MCdO3cEnvP8+fNYsmQJgKHI5MKFCzFp0iQcP34cAPg0EP7T2LVrF3WiDAwMQENDA/Ly8khJSYG0tDRNM+FNa2xubsbYsWMRFxeH4OBgBAUFITQ0FJ2dnbhw4YLAqlcMGhoaIC4ujri4OPpdbm4u5OXloaenB3Fxcfo9b/S9q6sLFhYWuHLlCu1XQEAAli5disHBQb50RG6WAeMsDQgIgKysLDXAbW1tKSvo74Lbt2+jvLwcdXV1sLOzQ2RkJDWgVFRU+FIRGezatQuTJk2Cs7Mz5s2bh8OHD6OiogJqamrw8fHhS+vhvtf279+PS5cu0bLhW7duhbu7O06cOMHSFmPmNDU1FVOmTIGXlxdWrVoFKSkpxMTEoKioCPHx8Zg1axaUlZWhqqpK7xfeZ25SUhIkJCRgYmICeXl5ajj39vZixYoVcHR0FDhODoeDnp4eWFhY0HuLGb+UlBQGBgaECqj39/dDRkYGiYmJePDgAcaMGYOvv/6apni9ePGClQ6WmpqKcePG0fMGBgZCV1cXg4ODyMjIwIYNG+Ds7CzwmjDjffz4MTQ1NVFWVob+/n7cunUL5ubm0NXVxT/+8Q++9y+D/1QVHxUVFezYsQPV1dX4+uuv8eWXX9JnQW5uLl+KC7fu0cyZM7FhwwYsW7YMdnZ2yMvLQ0pKCg4fPoz9+/fTueXtb3JyMpYsWQJdXV1qrHd0dEBGRkaoWPdfYfRwOEOVxEJCQlhsrJSUFMybNw+NjY2UXSPoPbpy5UrExMSgoaEBo0ePxqxZs2BmZobu7m709/cL1SAyMDBAVFQUmpubMWPGDCgpKWHevHmUbce7P/krAbk/C0GO8IsXL+K3337D7du3AQyxzH777Te+qmtXr16FkZERFTgODAyEsrIycnJy8OzZM6SkpMDNzY1Pgy0oKIjFBoyMjIS2tjZNDwWAFStW8D3jRRDhbSFy5oggggj/K8BNye3q6kJ0dDTa2tqgq6uLTZs2IS0tDSNHjoSbm9uwZcibm5upUbxy5Uq6uTl06BAUFRX/cglyQUhOTsaiRYsQFRXF0hVhNl+84xQG7s3iunXrqIAm04a779y/rampQUxMDBwdHbF///5hq//8VVy8eJFWv+EuJ8u9gQHYm6u8vDzcvn0bHR0dMDQ0hLe3N86dO4fTp09j3LhxAqPEzHEB4NSpU1i7di39Pjc3F+PHj2fp3jC/555fRhT26dOnCAgIwLFjx1BZWYmenh7MnDmTb8MtyLjYtGkTXFxcaMQ8JiYGTk5OQqPSzDVqbW2Fubk5oqKiaIR/5cqVuHz5ssCxMmhoaMDLly8hJSVF17mYmBgWL14stE1PTw/27t2L169fIzAwEMbGxqisrMTcuXOxcuXKYbVumpqa8PTpU8TExFAHga+vLz777DO++f1P48qVK5gyZQplcTHrb+/evfDz8xs25S0nJwd6enr08927d7Fs2TK60edlQnDj+vXrsLGxATB0fZnfNjQ0oLq6mhpBwhyo+/fvh7GxMSvVSE1Njc/AZM79+vVryMjIwMfHB7Kysqivr0doaCjGjRsHc3Nz6nz7O2BwcBAtLS1Yu3Yt3N3dkZ2djYsXL8LLywvTpk2DrKwsFSvnRV5eHtavX091i548eQI5OTlW1RgGvHNqb28PXV1dhIaGYt68edRQPHDgAKytrfmEsxsbGzF9+nSWE+LkyZPQ1tbG3r17AQytL319fcpQ4AXDbLh9+zZaW1uRnJyMuXPnIiEhAUVFRSxHjjAtkISEBFhZWbHuLcYJKwyDg4NITk5GQ0MDxMTEUF9fj0ePHmHEiBGsajnMufbu3Yv333+fpnV2d3dj8eLFdE4ePHiAoKAgofd3d3c3nJ2d+Rycvb294HA42L17NxYuXCiQaXXz5v//Kj4dHR3YuXMnOjs7MX/+fGRlZeHSpUsYMWIESxtFkBZQVFQUi22xdetWyMjIUL2j4cbQ2dmJ48ePw8LCAkeOHKHvsWnTpg3LzgLejtHDe+78/HysWrWKlXKrpKTE0lQThCtXrqC5uRkLFizAvXv30N3djc8//xwWFhbD7ouKiorQ1tYGVVVV6pSeMWMGFi1aNGyFzLcNyL0LhISEYMOGDdi+fTs6Ojpw48YNTJkyBRYWFpCQkKAsSO51wAil29vbU9HsI0eOQF5env6eG8xznmH9BQUFoa+vDy0tLfDw8EBkZCSuXbuG5ORkTJs2bdj9qggivAk+ICKIIIII/wuQn59Pfv/9d3Lr1i3y+vVrYmZmRlpbW8nAwADx8vIihBAyd+5cMnfuXPL5558LPMbZs2dJWloaMTU1JRcvXiTm5uZk7ty5REFBgXR2dhJ/f3/y4YcfvpP+cjgc8t577xFCCFm2bBkZNWoUWb9+PXn58iVZv349+fbbb8mIESPIiBEjWO14P3Pj/fffJ4ODg+T9998n0dHRpLi4mHz22Wf071FRUeT7778nBgYGrN/+85//JKtWrSJffvklSU1NJaNGjSJLlix55+MkhJDJkyeTU6dOkSdPnpDRo0cTQghxdXUlv/32G3FwcKC/Y9pYWFiQly9fkurqarJixQpiZWVF0tLSyO3bt0l1dTXZt28fGT16NOs8zLiYuZo/fz65ePEiOX/+PFFSUiJz584lSkpKpK6ujtVX7rnduXMnSU1NJZ9//jlRUlIiH330EXnx4gXR1tYmX331FdHX1ydjx46lvwdA3n//fUIIIb6+vqSnp4dMnTqVjB49mvz444/E2tqazJo1i1y6dIkkJCSwzsX0vbS0lGzevJn8+uuvZMyYMWThwoWkqqqKzJ8/n8yYMYN0dXURRUXFYef7u+++o+dOS0sjI0aMIHJycsTHx4f2k3cNffzxx2TNmjUEACkuLiZbtmwhv//+O5GUlCSjRo0in376qdBr+/XXX5Ovv/6apKamkm+//ZYQQsi3335LnJyciISExLB9/f8JDodDLl26RIyMjMhHH31EtmzZQq5du0b++c9/kn379pFPPvmE9Vvee++XX34hjx8/JkeOHCGGhoZk3rx5REpKity/f5/IysrSa//ee+/xzfGnn35KsrKySF1dHfnxxx8JIYTcvHmTFBUVEVtbW0LIv9YPs3Zra2tJZmYmGT9+PJk8eTJ5/fo1iY+PJ99++y158eIF6ejoIN999x1rjMz6NzAwIGZmZmTSpEnkxIkTpK+vj7i5uREtLS3y+eefs8b6n8LAwAD54IMPyMDAAPnHP/5BIiIiyNatW8nZs2eJkpIS8fPzI9ra2oTD4RAxMTFCCHvtDg4OEg8PD1JSUkL09fUJIYSMHz+e2NrakocPHxIlJSXW+fr6+sjHH39MCCEkJSWFlJeXk6SkJKKiokIkJSXJoUOHSE1NDXFyciKKiopk5MiRrPbNzc3k559/JmJiYqS3t5d8/PHHREdHh4wcOZIYGBiQMWPGEAUFBfL111+TAwcOEFtbWxIREUFSUlLI+++/T0aOHElGjRpF5OXliYyMDHnvvffIsmXLyPPnz0lVVRVZtWoViYiIoGN7//336XPh3r17JC0tjUyYMIF89tln5LfffiMJCQnk2LFjpLGxkXzzzTd0XQkCc66CggIyZswY8v3335Pe3l5iY2ND1NTU6O+YubWwsCAjR44kmpqaxNfXlxQXF5Np06bROZk1axb57bffyDfffEPbcl+b6upq8vnnn5ObN2+SM2fOEC0tLUIIIR988AEZMWIEsbKyIhcuXCBNTU3kiy++YN0rCxcuJLt27SKHDx8mmzZtIt7e3uS9997je4+8S/zP//wPWbduHXnw4AH55ptviKSkJGlvbydr1qxh3WMjRowgAAghQ8+Iuro6kpGRQSorK0lGRgaRkZEhLi4u5OnTp+TevXtk+fLltC1v3wGQzz77jKxZs4Z89NFH5MaNG2Tnzp1k/PjxRFdXl8yYMUPgs5qQofWbkZFBfvjhB9Lc3EwmTpxI9uzZQ5YuXUr09PRY76URI0aQ9957jxQXF5Njx46RsWPHkp9++omsXr2aZGRkkNjYWPLNN9+Q999/n95nvGD6oaCgQGpqasiXX35JvvvuO/LJJ58QdXV1oqGhMey+aMqUKaSvr498+eWXpK2tjRBCiLi4OFFXVydffPEF6zxMn7u7u8lPP/1EXFxciJ6eHrG1tSUyMjJEV1eXvHr1ivj5+ZHffvtN6Dn/DHbs2EHS0tKIvb098fPzI3fv3iVeXl7k7t27pK2tjXR1dZEJEybQPjLz8sUXX5Ds7GxSVVVFsrOzSXV1NbGxsSG///47Wb9+PamqqqLPeUIIfVd88skn5OHDhyQtLY1cvXqVnDlzhujr65PU1FQSHBxMvv32W3Lw4EHy+eef/1vXvwj/9zECzN0lgggiiPA3RV9fH4mLiyOpqakkLy+PbN++nSgrKxMAREVFhXR2dpIJEyaQtrY2cuLECaHHefLkCUlISCCNjY1EQUGBKCoqkqioKOLt7U1u3bpFZs+e/U76y/1ijomJIePHjydTpkwhH330EXF0dCSEEOLh4UHGjRvH11bYBo8bjDHA/BYAaWtrIydPniRlZWVk3LhxxMjIiHzyyScsw7W3t5cUFRW9s3Ey/ejq6iK3bt0inZ2dRF1dnRw4cIBcuXKFjB49mnR1dZHc3FySkZHBtyFMS0sj4eHhJDExkRAy5CSprKwke/bsIZ9//jnp6+sjH330EWtOuOf2wIED5MMPPyQzZswg6enppKuri5SWlpLp06eTnTt3kpycHNZmnTnO3bt3iY+PDzl06BC5ceMGaWtrI++//z7R0dEh7e3tpLe3l0yePFng9YiIiCDp6elEUVGRtLW1kaqqKqKsrEz++c9/kvLycjJx4kQyffp02k+mfU9PD9HW1iYLFiwg7733Hunt7SX19fXE1taWPHnyhHz44Ydk4cKFLINfEACQvr4+sn//flJSUkJSU1PJgQMHyMKFC/9w7fT19REbGxsiJiZGamtrSX5+Pjl//vwbGVNFRUUkNDSU1NXVkba2NnLjxg3yySefDNvX/9/IyMggdnZ2ZMSIEcTIyIjMnj2bxMfHE0dHR/L7778LbHPr1i3yP//zP+SHH34gRUVFJCcnh/T09BAjIyOipqZGtm7dyjLauFFTU0MN4JCQEJKQkEBCQ0PJjz/+SAwNDYmTkxNZs2YN/T0zxz09PWTBggVk9OjRpKOjgyxYsIB89NFH5Oeffyapqank+++/J35+fuTTTz8V6Hjavn070dDQINra2sTV1ZVoaGiQ5ORk8vvvv5OpU6e+wxn9a2hubia6urrE3d2dLFy4kBBCyKZNm8j58+eJk5MTUVNTo45EDodDUlJSyPPnz8kPP/xAJkyYQKZNm0YsLS3Js2fPyMmTJ8m3335LwsLCyJ07d8j58+dZc+Lm5kZGjRpFbGxsSENDA+nv7ycXLlwg169fJ/Hx8cTX15ecOnWKhISEEA0NDb6+tra2EhMTExIeHk5GjRpF+vv7yYgRI8gHH3xA/P39ya+//krMzMwIAFJSUkIAkNu3b5MDBw6Q7777jvz6669k/vz55MSJE2T06NEkOjqaEELIwYMHyY0bN8iRI0dYDmhmLbx48YIoKysTFRUV8vTpUzJr1izy5ZdfkunTp5M7d+6Qb7/9lpibm7PaCMPr169JUFAQ+fDDD0lKSgrx8vIienp6Qp8Ljx8/JqtWrSKNjY3k9evXhBBCuru7+Zy7vM/f/v5+8vHHH5NDhw6Rhw8fEjExMaKvr0+fAw8ePCC7du0iBw4coMc4ceIEKSkpISNHjiSysrKkpaWFxMfHk4GBAeLn58fnuPx3oKmpiXh5eZFRo0aRa9euEVVVVWJnZ0f/XlVVRXbu3Ek4HA7p7Owkbm5u5JNPPiGRkZHkH//4Bxk/fjxRUVEhUlJSJCAggKiqqg57Pu55y8nJISdOnCD/+Mc/iJqaGpk5c6bQdl1dXeTChQskLS2NyMjIEFlZWTJ69Ggyffp0EhcXR2bMmEEI+dd6aG9vJytWrCBycnJkYGCAjBgxgnz00UfEwMCAJCcnk++//57o6Oiw2gyHkJAQ8uDBA1JeXk5Wr15N1q9f/0bze/LkSZKQkEAeP35M1NTUSGBgIGseHjx4wArIGRkZkdbWVmJtbU1OnTpFCCFEVVWV6OnpEW1t7Tc65x+BOXd9fT3ZtGkTCQ4OJpGRkeTBgwdEXl6enD9/nujo6BBjY2PWfoqQfzk/w8PDyfXr10lycjI5efIkKS0tJQMDA8TFxYU0NjaSpqYmgYGNgwcPkoKCAhIZGUkCAwPJ6dOnyZEjR8jcuXNJT08P6enpIV999ZXIkSPCX4bImSOCCCL8rcG8YPv7+4mysjJpb28n4eHhZNy4ceSHH34ghAwZ2C0tLcTHx0dgBCk1NZVMnjyZ/P7776SpqYmcPn2a3Lt3jygqKhJtbW1SVlZGxo8f/877rq+vTz766CMyMDBABgcHiYmJCVm8eDHx9PQkBQUF5PTp0+R//ud/+No9f/6c9PT0kIkTJ9IXPfcLX9jLv729ndy4cYOkp6eTb7/9lpiYmNCILm+bN3EavSmUlZWJhIQEKSoqIv39/eTgwYOktraWPHz4kLS0tBA1NTXy008/sdow0be8vDwSExNDN6gmJiZEQkKCrFu3jq+P3J9NTExIV1cXGRwcJFOnTiWfffYZmTVrFikpKSEdHR1k1apVZMqUKXzOhra2NmJsbEw+/vhjcvz4cUIIIenp6cTf35+EhYWROXPmCJ2j1NRU4uHhQa5du0a+++478vz5cxIfH084HA5xc3Mbdo7WrVtHXr9+Tc6cOUMAkEePHpHo6Giip6dH5s+fT3/3phu77u5uMjg4SBobG8moUaPe+Hrevn2bXLx4kbS2thJPT08yZsyYNzrn4OAgefbsGamoqCCTJ08mv/76699yE/r69WvS1tZGRo8eTW7dukWsra3JjRs3WMwGZq7i4uJIaGgoGTNmDBkzZgz54IMPiKKiIjl58iQZMWIEmTFjBiviyt326NGj5PTp02TSpElkypQpRF1dnVy/fp2EhoaSqVOnkilTphBXV1eBfXRzcyNffvkl8fX1JY8ePSIZGRnk9evXxNvbmxDyL1YL79rdtm0bee+990heXh65ceMG2b59O9HU1CR9fX1ETk6ObN26lbWW/hM4cuQIOXHiBElOTibvvfce2bVrFzl58iSxsLCgDBsVFRUybtw4EhYWRj74YIggvm/fPrJ7926irq5OSkpKCCGETJo0ifj5+RFPT09y+vRpoqCgQD799FNiY2NDxo0bx1rzFy5coA4thql56NAh0t/fTywtLYmvry+ZMGEC7YMg2NnZkevXr5Nr166RkSNH0vl3dHQkX375JQkKCqK/vXz5MrG1tSVlZWWEEEI2bNhAqqurybZt24iKigr58MMPiYKCAjl48CDZs2cPkZOT4zsf806YOXMmcXZ2JtXV1SQlJYUUFRWRrVu3sq79m95rmZmZpKmpidTU1BALC4s//H13dzdZtmwZ+f7778nx48eHZWD4+fmRpqYmUlVVRezt7cmSJUvIhQsXKAPOzc2NfPjhh2RwcJBel/fee4+cOXOG+Pn5kYCAABIfH09mzJhBlJSUyNdff00iIyPJ4sWLWQyifycuXLhAXr58SSoqKsi2bdsIIUP3dH9/P5kzZw7R0dEhP//8M6mqqiI7duwg+/fvJ4sXLyY7d+4kCQkJZOzYsURMTIx4eHi80fm412hBQQE5e/Ys6ejoIPb29gIdzNy/P3v2LLlx4wbJzc0l48ePJ9OmTSOenp58z3ojIyPy008/kc2bN5PW1lby8OFDcvLkSeLp6Ul+/fVX+rs3XUNVVVWkpqaGlJSUECMjI75+CUNraytpaWkhxcXFZNmyZax27yog9zbgdphevXqVyMrKEkKGmGk3b94kL1++JKampmTx4sXE3d2dtuvs7CSXL18mMjIy5McffyR79+4l9fX1xNfXlxAyxJxav349kZCQIFu2bBHoiDx37hxJSUkhpqamZN68eYQQQuLi4oivry9xcXEhNjY272SMIohACCEizRwRRBDhbwveXPCamhokJydDT08PMTEx6O3tRVZWlsCyvUePHqXirIGBgfj2229x8+ZN+ncnJyfMnz+f5ni/a5w5c4ZWcZCVlYWRkRGMjIxw5swZABAogMjkWjs4ONCKVYy+jb+/P9zd3fnaCMrVz87OhqenJ7y8vPhK/r5rbNiwAdbW1ujq6oKUlBT09PQwdepU3L179w/bMlojYWFhVFDU1taWCtgKw7Fjx6CsrEw/Jycnw8bGhuoQCBJaZNDU1ISDBw9iwoQJ2L59O/3e3Nx82BK1wNC8/vjjj3zVeJYvX46GhgahekeDg4OIjIzExx9/zKrU4u/vT0vND9eWF39WGJRbJFZY5Z/h2v1Rv/7TYPrZ39+P/Px8TJw4ETdu3ADA39+HDx9CU1MTdXV16OvrQ0ZGBry8vKhmEXelIt62ubm5mDx5Mmpra7F06VIsWbIEPj4+aG1tFVqumkFJSQlkZWWxcOFCetxXr15BRkaG3jOC5jsjI4NWzWlqasLMmTNhZWWF+Ph4KCgowMfH5+0m69+I1atXY/78+Xj58iWAIS2ORYsWwdvbG1lZWVBUVKQ6OBwOB0VFRRg3bhxKS0sBDFXHuXPnDszMzOi4oqOj8euvv9IqbMzcXbhwAampqcjIyMCdO3fg7OwMBwcHNDU1IT09nZaRnj59On2W8l5P7s+urq4YOXIkkpKSkJWVhbNnz2L06NF0LMPpzixYsIDqxOzevRtnzpxBamoqqx03SktLoaysjOnTp9PjA8CSJUvou+qvCtS/6X2qoaFB16Sgcx48eJCWgF+0aBF++eUXWjDg+vXrVFyft+3fvYoP8/zz9fWFqakp628pKSn4+uuvcfjwYfT392Pnzp3w8PDAqVOnqA7Wm8wv9zO2srLyD/cc3HOYnZ0NR0dH+Pv7CxTHZ3TmvvnmGxQVFdHvDQwM6LvmXa+hNz0ery5UX18fFBQUMG/ePGRkZLB0h7Zt2wY/P793plnI/X7T0dFBcnIygKEKYerq6nj9+jWOHTsGIyMj+lxg2iQlJcHY2Bj79+9HTU0NHj9+DHFxcVb1sLVr1+L8+fMCzwkMFTj4/vvv6fudQXp6Ory8vN7JGEUQgYHImSOCCCL87WFnZwcHBwcEBwejpaUFubm5WLt2LTw9PfHVV18hLS2N9XsrKyusWLGCVWnn9OnTGDlyJK04sGvXLri5ub2zPnI4HCr219TUhOzsbNTU1GDjxo2wtLQEAKirq0NRUREZGRnDHqugoIBWImHw4sULzJs3D3v27GGdk4Gfnx+2bt0KLy8vcDgcVFZWYtOmTbCzs2M5sd4l7t+/j7KyMnR1dcHMzIwKmaqoqODzzz9HSUmJwI0f93c5OTnw8vLCggULYGBgAFVV1WHP2d7ejoCAAHz++eesShFeXl7w9fXlO74g9Pf349q1azA0NKRVNCQkJPiqWAjC06dPoaamBnV1dZSXlyMyMpKWGP8jJCYmQkpKCm5ubnj58iUUFBRw7Ngx1m+YjT9TblwY/swGXZDApzAMZ/D+3cHhcFBTU4OcnBz6mffvGzZswPvvv09FNnt6ehAWFgZXV1eBx2SuS0dHBw4dOoScnBwkJydDRkYGt27dwoIFC6Cnp4fc3Nxh+9bb24u8vDzo6urCzs6Ois5KSEhQsWUGjx8/RktLC6qrq7Fx40ZMmjQJT548AfAvIzkiIgLbtm17yxl69+BwOCyjNTg4GJMmTaLOjqdPn2Lp0qVQV1fnK7VeVFSE1atXs443MDCA27dvQ0NDgz7Hk5KS8PXXX9PKf9HR0Zg9ezYUFRVhbW2NEydO4NGjR/Dw8ICpqSlev36NZ8+eITs7mxqOTB9rampQU1NDz8ctCh8TEwN5eXloampCU1OTVqTidXwmJibSd4qdnR3s7e2HnR9eDA4O4tmzZ3Bzc4OBgQHS09PR3d2NadOm8YnVCnK68h7zrwrb84pCM+ju7kZUVBSePXuG8PBwGBoaoqKiAqNHj2YJzzP4T1TxeROHw3Dzs3fvXnofdXV10ePduXMHq1atQn9/P7q7uxETEwMLCwvk5eWxzpmQkMD3zGYqff0ZcPf/4cOH8PPzg7OzM3WC8iIoKAiSkpI4c+YMenp6ICkpyboGwJ9fQ2/y7Bf2m78SkHsXCA8Pp+9qBtbW1li2bBnmzJlDg128/Tx16hRMTEzg7e2NFy9eID09HXp6elBXV8e6deuwYsUK+lvuZ19LSwsaGxvR3d2N8vJyTJ48mQpX8+J/0ztVhL83RM4cEUQQ4W+N8+fPQ15eHpcuXUJAQAD09PRQWlqKhoYG3Lhxg88A2rNnD19lH2aTVVpairFjx0JLSwuTJk3C69ev31k/Hzx4gKSkJMTFxUFFRQVdXV3gcDjYuHEj4uPjAQxVWOF2xvDC3t4eenp6WLJkCUaOHImAgAAkJSXh8uXLaGtrQ2lpKTWOuBEWFoYVK1agsLAQv//+OxYvXoyamhq0trYiJCREaNnpPwNm83f58mWsWLGCzqG7uzsuXboEAPD09ERSUtIbHQcAnj9/jpCQEDg6OlLmEjeYjRJ31G779u3Q0tKipc4tLS35omDDoa+vD3l5eVi6dCkWL16Ma9euAXgzg6i5uRkaGhr49ttvWRVd3oTlkp+fjzFjxmDq1Kk0csq0Y/59/fo1lixZwnfdwsLCaDUNXjAbw7y8PD6GUltbG1/1FV5kZWVBTU2NNYaGhgbKhPi74M9GmQVdGzc3N4iJiVH2TlxcHFRVVfmiw9wRZn9/fxQWFlJnyoMHDwAAjo6O8PPzoxW0/giPHz+Gs7MzvvvuO2hra2PLli2s8dnY2GDevHlYtWoVwsPDceHCBdjZ2cHV1ZU6qf5OYPp99OhR7Nq1CwBw+PBhjB49muWwbGlp4WtbX1+PuXPnCnQ6Kysrs9oXFRWhuLiYr7x2UFAQVq9eDQ6Hg5cvXyI8PBxqamosRz9zHTs7O2FqaoqtW7eyKuVxG1dtbW0YHByklWaErbvi4mJMmDAB33zzDf1uuOpwgvDixQuEhITgyy+/hJKSEn0GCqqg5ufnx3JCAcC1a9feCaOBe4wPHjyg1an27t2L+vp6vH79GsrKyigsLAQwxG41MTHhO87/7yo+3P0+cuQIXwntN3EUxMTEYNq0afQ5OTg4iO7ubtTV1UFRURFVVVX0t7yONmdnZxgaGtJxA0BtbS1cXFwEVkdijv9HeFtGz9GjR/Hxxx9jwYIFOHXqFOsY3OdzdnamTmEGqampAq8Hd78tLCwow4XBxYsX34iF+7YBub8Kbgbd8uXLERkZybpvXr58SVlhvO+Gvr4+yMvLw8LCAjNnzkRgYCDS0tLQ1NSEqKgoHDlyhN7j3Ey2wcFByMvLw8fHBwsXLkR2djaqq6sxf/78Nw74iCDCn4HImSOCCCL8bZGeng5tbW3qDHn16hX27t0LbW1tulnhxuDgIHx8fKjDJC0tDUFBQRg1ahTMzMxw9+5ddHZ20pfsu0JnZydevHgBKysr/PDDD6xSu/Hx8fj000+xevVqSEhI0O8FGQeVlZV48uQJUlNTISUlhRkzZmDLli2QlZUVasA1NDRAS0sL7e3tcHFxgYuLC3x8fPjK7L4LMBvC+vp6qKur0xSC3t5ehIWFYd26dZCXl6clrN8Gr1+/xo4dO2BpackqPczMU1VVFczMzKCpqUk35+fOncOoUaMgIyNDS0Nzt3kTlJSUIDQ0FOrq6rS8+JuAw+Fg165dWLBgAY3cvylqamrg4OAAdXV1gcattLQ0LZnb1dVFS6ifPHkSVlZW9DMD5rpkZ2dDQkKCb61ERUUhNDQU3d3drLnh3sR2d3fD2NiYlYry+PFjSEpKsujlfwc8e/YMJSUlAP41dm5jZbgofVRUFIKCgmg6TGxsLL777juoqalh7dq19LiC1tDRo0dZzB07OzvIy8sjJSUFM2bMQEVFhcDzC0N9fT22bNkCXV1d6lAChlgtWlpa4HA4OHLkCDQ1NZGZmYmysjLKHuKNuv8dcOXKFUyYMIGV7pGRkYHJkycLLefNzLOvry+8vb352HyGhoY4fPgwAPZ6FZTmJC8vT9kedXV12LNnD2teuZGbmwtLS0sEBgaioKCA5bDjPv+bPEu6urqwYMECaGpq/mmnSkdHB2JjY2FqakrHywsTExMYGxvztbOysoK7u/s7S1EZHBxEamoqpKWlMXXqVJw+fZp+7+7ujj179mDLli1YvXo1dV7yGsT5+flYvHgxZGVlUVtbi6KiIoSHh2Px4sXQ0tKiZc/fJTth48aNWL58Ocsp0draCmNjY9Y7WRhcXV2xdu1a3L9/n3736tUrzJo1i8Uq4satW7cgLS0NYIg1evbsWRpgiI6Oxrp16/ja/DsZPXfu3IGamprQwIaHhwdWrlzJt1ZcXV2xYsUKoWlvPj4+LEc3M4ajR49CRkaGOvgE4W0Dcu8CFRUV6OvrA4fDQUZGBtauXYudO3eirKzsD9vu2rULVlZWAIb2B76+vtDV1cWtW7dY88a75o2MjLB161YUFBRg6tSpLJamrq7uGzF/RRDhz0DkzBFBBBH+VuDePOfl5UFeXh6GhoY0hamlpQWxsbHU2OXFlStXsGLFCjg6OmLGjBlwd3fHrl27EBYWBltb23fe3zt37mDnzp0AhpwLCgoKCAkJQUpKCo3U5eXlISUlhRqQvNGyxMREHD58GGFhYfS4N2/epIYjb8SMiSbX19cjMzMTDQ0NyMvLo5tKJhrEqwHwV8BsYjo6OnD27FmsWLECq1atok6x7u5uXL9+/a2NTA6HQ+ehr68Pp0+fpnol3JteVVVVhIeHIyIiAmPGjKEsoDt37sDR0RHr168Xeg5BBgP3d1VVVdixY8ef2mwdOHAABgYGAsc1HDo6OmBjY4Pjx4+zfltdXY3Vq1ejtbUV+/btg6amJr766ivcuHED3d3dcHNzE6i31N3djYULF1LHUkFBAXbs2IGOjg7cvXsXa9euZbEQGHR1deHo0aPIysrCvHnzqLYFMz/Xr1/H7t2735mh+FfwZzSluOHv7w9lZWUYGBhAQUGBMp+uXr0KBQWFYdNkTp8+jenTp2PDhg180Wpzc3NcvHgRwNsbp7W1tYiLi4OioiLy8vJQX1+PESNGsDRw7O3tsXXrVgBDhl5UVBQcHBxYaaT/aQwODiIgIADHjx8HMJS2xsxFbW2twPQ17rmqqKjAmjVrYGNjgwMHDuD+/fvYvHkz5s+fL/Re+qM0J0EsKW4D7MWLF3BxcYGjoyMyMzPfmFUlDH+kO/NHaG1tRUpKCjQ0NFBQUMD6W05ODhQUFAAMzZWXlxecnZ0BAIWFhfDw8KDvyHcFJSUl/PLLLzh37hz97ty5c9SwZxgqvGM9cOAAvRYBAQGYMmUKNWy7u7vpun2Xjpz8/HzMmjULPT096O7uxqFDh6hT7O7du/Dy8uJj7DB9Z/pfWlqKTZs2Ye7cufD19cW+ffswc+ZMGhwSpMXGnJdJp9bR0YGcnBxlsISFhaG3t1dgn/8Mo+dNUFZWBnl5ear/xeDp06eYP38+Ghsb8fTpU/j6+sLExATPnz9Hb28vZR1yY3BwEC0tLVBWVkZ5eTnu378PHx8fSEpK0ndNRESEUPbv2wbk/gqYe/vSpUuQlZWFt7c33N3d8erVKzx9+hRmZmZwdXXFq1evWO3y8/Nx8uRJ+vnEiROQlZWl67SlpQVz5szBunXrUFtbK/T8EREReP78OZSVlSk7MTMzk+XUEaVWifDvgMiZI4IIIvxtwLyMu7q6UFNTg+bmZsoYMDMzo1HX4TbdPT09SEhIgL6+Po4fP46GhgYAQxs1BQUFvHr16i8LAnKjrq4O/f39OHjwIFJSUtDf34/t27fD2dkZly5dwuXLlxESEkI3dLwv86ysLMyYMQPXr1/HmDFjqEPn8ePHmD17Nmpra1nOn5aWFgQFBcHGxgZycnJUf6e6uhpWVlYoLCxEZGQkNm3aNKwQ8NugpqYGERERqKyshIuLC65evYq7d+/C09MTPj4+fIYHg7dJ/RlOOLa0tBQhISH086VLlzBx4kSamlJQUABzc3NERUUBeHPdGe5rMZyzgveaCaJlv6muwHBRf+ZaampqQlxcHM7OziguLsaJEyfg4OAAAKyNKHf7vr4+KCkpwdfXF25ublBXV4eqqipNAzt27BjdfHO3u3XrFm33+++/4+uvv4aZmRn09PQQERGB+vr6f5uewZ/Fm2pKAf8aa0dHB7Zv307p8Tt37oS8vDxlHZSVlWHJkiUshy/v9WGYBbm5uazIObcxBryZfgf3GmptbWXdQ0VFRZg6dSq95osXL2al17169YqV9vGfgqD5UVdXZ913R48exb179+jnwcFBZGZmUkba4OAgna/W1laEhobCwcEBsrKyMDQ0pOMUlsIoKM2J93owYI7R2tqKiooKNDY2YnBwEFu3boWZmRkuX74skCn3NuBlfL6JTgkvQ45XbLm3txdNTU2QlJSEqakp9PX1ERgYiPnz52P//v0AIDA99W3B268HDx7gzp07NHWEwfXr14WKSZ89e5ayYBnExsZi9OjRNOjxrsB97urqaigpKSE8PBxGRkbQ09PDr7/+ihMnTqCvrw+RkZF0XXR1dVHnK+9xWlpakJaWBkNDQ2zZskUoK7GlpQVbtmzBq1evEBsbCw0NDercCgoKEvocYvA2jJ63XUMA+AIizJ5JU1MTurq6UFdXR0hICPT09ODv7w9gKIDEKwbMpFGbm5tDRUUFy5cvx6FDhxAcHAwjIyNwOBwUFhay9mR/NSD3V1BVVYWJEyeivLwcNjY2kJaWhp6eHh49ekSLH/Di+fPnqKysxMOHDykzycPDAxs3bqSi7BoaGrh69SqrHe81CAsLwwcffAAPDw/6nZSUlNDUaBFEeFcQOXNEEEGEvx1WrVoFTU1NqKiowNPTE8BQVF1BQWFYOu9wMDU1ZaXivEv09fVh9+7drAjUkSNH4OrqigkTJvCJ3AL/igiamZkhMzMTSUlJWLBgAXp6etDZ2YnGxkY+uj0jflhdXY1ffvkFU6dOpX+rr6+Hs7Mz7O3tMXHiREoLf1eOq7179+Lrr7/GkiVL6HeZmZnYvHkzbG1t+dIZ/mzqDy9cXV0xbdo0TJ06FcbGxtRQfPz4McaNG4eioiJwOBxUVVWxhAj/jO4Mg7fVj3kXugKtra1YsGABZZdwO200NDSo40oQYmNjkZGRgcLCQigoKCAmJgYtLS0oKyuDjo4OKzLM3deGhgbKFgOGItjGxsZISUnBrVu33nma3l/F22pKMWswNTUVs2fPxqRJk1iVyBITEzFt2jS6duvr66mWBNP27t27OHDgAOLi4tDZ2Yn4+HgsWrQI58+fF+gAfBv9juHWfUdHB+Tk5PDxxx9T46C/v/9vE9nl7gfD+Hr9+jW8vLywb98+5OXlIT09HTNnzmQ5ntrb2+Hk5AQDAwOalgbwa1Vxi9D+kRbVm6Q5cc/1smXLYGtrC2NjY6pbderUKaxatQoJCQlvMHrh4D7Pu9C6efXqFeTl5VFZWYk7d+4gKiqKBjW8vLxYbE7e8//Zvp87dw6+vr5Uw6i4uBiqqqrQ0tKCgoIC33PwP1nFp6OjA+bm5ujs7MS+fftga2tLn1vbt2+nFbe4+1pQUICvvvqKVTXxj9KaeO+7+/fvw83NDR4eHizGY1RUFCQlJVnPVe5zM3hTRs/baN0IKzbQ1taGKVOmIDMzE5WVlYiNjaV7iYiICFhbW/O14XA46Ovrw6xZsxAcHIz+/n6kp6fTNXzgwAE+0XLu9+9fCci9LS5cuIDExETcv3+fVra7f/8+Zs+ejcLCQhgZGUFaWpqlycU4kUNDQ+lzSEdHB7q6unj69Cmys7OxZcsWTJw4EQoKCnysbu73Q0xMDGJjY9Ha2oqoqCjMnDkThw8fxsqVK4Wml4ogwruEyJkjgggi/K3g4eEBfX199Pf3o7a2FmvXrqWU7U2bNr01S4DRJ1m2bNk77Sd35Kq1tZXqDBgZGSEyMhLAkJOHNyWGmwrf3d2N/fv3IygoCDIyMnRs+/btw7Zt2+iGob+/Hw0NDVBTU0NPTw+6urqwe/duuLq6YunSpTSqX1VVhbKyMqHCfn8FOTk5kJeXh5SUFKu8dn5+PiIjI6kQLDf+bOoPg7t378LAwAA9PT14/PgxfHx8YGJiQjU5hhvf2+rOvAv9mLfVFeAWTgSGKPbGxsbQ1NSkzhxDQ0OWTgbvhr2xsRFbtmyBnZ0dLQ8MDDFNpKWlhZZbZwRinZycEBQUhI6ODmo4MtFIQef7T+JtNKWYfjc2NkJLSwvXrl1DUVERtLW1sXbtWsrQ4XYoMGDWwqtXrzBhwgSsX78ejo6OmDt3LsrKynD37l1MmzZt2JTCv6rfwcDCwgJz586l9P6/w/Xg7oOtrS1kZWWxZMkSlJeXIykpCSEhIZCSkoKamho1TrmN0vLycoSFhWHNmjUsvam/Wo3pTdKczM3NERgYiJKSEowdO5YyE3p6enD79u1/i67F22rd8PZ927ZtmD9/PittxtvbG3JyckLbvC2Y68MwRTdu3IgpU6Zg586d6OvrQ3d3N7Zs2cJXOe0/XcWnt7cX1tbWWL58OetdywgaM84HXpbqixcvICEhASMjI76xvOlcPnjwAFu3boWjoyMuX76M5uZmGBsb0/exoPfTn2X0vK3WDe8YYmNj8euvv7LeX5GRkRATE6OOJ0H3zfPnzyEmJsYSut69ezfmzJlD36GCrue/IyAnCNHR0ZgzZw6WLl0Ka2trxMXFUQ0/Joi2fft2eHl58TF1jx49ihEjRsDd3Z2yB319faGhoUF1k54+fcrq7+Dg4LDvh0ePHiE1NRVbt26lTCthcySCCO8KImeOCCKI8B8F9+ahtrYWx48fp5G/wcFBvHr1CoaGhgLz3d8E9fX1iIuLe2eVM5h+AUO05MWLF2P27NmIiIhAWloaMjIyYGVlBTMzM0p1BobG2draivPnz+P69euwsLDAtWvXcPXqVYwcOZJGLe/cuYNx48YhPz+f77x9fX04f/48FecDgM2bN0NCQgKnTp2CpqbmO2VTMONk0hGAIdr0kiVLaOR169atrJzwP5v6wwtGZFlBQQElJSUYHBxEVVUVwsLCoKioiMePH7M26O9Cd+bP6sf8GV0Bpr/t7e1ITEykxnpvby+8vLygpKSE0tJSlrOBW6SVG1VVVTh69CgcHR2xd+9etLS0IDo6WqgI5pUrVzBv3jzU1tZCXl6e5Vz4O4nr/llNKQZMNbn58+fTDXlrayscHBwgKSnJKvPLu9nu7e2Ft7c39u7dS787fvw4lJWVBaYWcOPP6ncIQ3BwMD766COBDtP/BBhj5vTp0zQ67+npCTU1NbrG29raaMqSoHTPxsZG7N27F1paWiy9ir9q9AwnbP/o0SOcOXMGAwMDWLFiBf4fe+cdlsXRtfFjSUxPjImJxhK72HvDgohYEQREVIqgICBKly6CIhYQsaEIYhfsDbCLIiogKgo2QEEUpEnv8NzfH3w7eZZiQonom/1dV67IPjs7s7OzZc6ccx8PDw/cunULAwYMgIaGBgvDaUyDWV21bsTrfvXqFfv73LlzGDt2LHbs2AGgUouGM1Q0ltH+/fv3mDFjBvMuffjwIaZPnw5ra+tqxoJPIYsPF0INVIZNjho1immpLVy4kBl4q2rUiRttlJWVMXHiRBZOVNP4E78m69atw5IlS9jfsbGxsLKywuzZs3HkyBH2TKhtHNfHo6c+Wjccd+/eZYbrqKgo9OjRg+nL7dmzhxnuq46ha9eu8Z6PcnJykJGRQUFBAe7evcuE4msae429IFcbNWW0mzNnDoBKT2IZGRmcPXsWvXv3ZgYz8evy/v17qKqqwtDQEOvXr2fGUk9PT0yZMqWapo942Q+9H6o+2xtzUU1AoCYEY46AgMAnwcmTJzFv3jzs3r0bvXv35mUdkJSUrDEld1MgvuIvIyOD27dv4+nTp1i5ciVWrVqFjIwMxMTE1JiCPDc3FwEBARgyZAgvROr27dvo27cvFi5ciHHjxjHByZoy9eTl5WHKlCmYMWMG+0g7fvw4pk6dinXr1jXaeXJ13r59G2PHjsXAgQPZR35cXBzk5OTQt29fXmpuceoS+sNR9aPnxYsX0NbWxrp169h4SE9P52W7qkpDdGfqqh9TX10BcaPM5s2bMXv2bOzatYuFxiUlJUFGRgYzZsyoNhHh6nz27BkmTZrEJjSZmZk4cOAAZsyYAUdHR97kq+qK65UrV3D69GkcOXKE57EWFBTEssx8KtRFU0pcTJsjNDQUurq6cHJy4hlDNm7cWE13pmpq5m+//Rbz588H8Ff/L1q0iE1kxLfXV7/jn3L+/Pl6G7Qbi/Lyctbut2/fQlpamiey7uPjA2lpad4ER7wsVy4+Pp7pZZ04cQLz5s1j3owNpTZDjL+/PxwdHZGVlYWUlBSep4G6ujquXLnSKPWLt6GuWjfibd+9ezeMjY1x7949Zjw+evQoevbsyQsPauhEUbzOJ0+eQE5ODqNHj2YeSpmZmZCTk4OFhUWtx2iKLD6nT5/G6tWreffirl270K9fP+zfv7+a16P4eR49ehTnz59nRmAbGxsMGjSIp+1UE5cvX0ZwcDDGjx+POXPmsL5/8OABlJSUeGE8H+KfePQ0VOsGqDR2mJqa4vDhw8wrJTo6Gr///jt7ron3EcfFixdhbGyMbdu2sfddWVkZhg8fjp49e1Yzev7bC3K1UVNGOxkZGfZ+t7Ozg7W1Nfbv389rp7jx1MfHByNGjICVlRWsrKxYCPb58+ereVb+0/dD1VA4AYF/G8GYIyAg0GRwRovXr19j1qxZ7MNsy5Yt6NixIxwdHaGgoMD78G5KxMNPXF1d0b9/fzZpzsjIgLy8PO9DG6j+Mbl//37069cPy5cvx5YtW9gEPjs7G/Hx8dV0FbjyL1++xPXr19mHgpWVFQYPHsz+5gw74mXqg/iE+P3791BUVMSNGzdw4cIFyMjIwN3dnX3E1uZVU5/QH/GP1+XLl8PY2Bh+fn5IT0+HgYEBbG1tERYWVqsmBVB33ZmG6sfUR1dAvM2GhoY4efIkwsPDoaWlhfXr1yM6OhoRERFYtmwZ0xeo2t709HSEhIRAW1sbgwcPZquOAKCqqlpNR+Pt27coLy9HdnY2rl+/jkePHqFDhw7o2rUr28fR0RELFiyosW+agvpoSom3+ciRI/Dy8sLjx4/x6NEj2NrawtHRsVZtJ3GCg4ORm5uLuLg4DBo0CJaWlnj79i0SEhLQtWtX3mRVnProd3xO+Pr6wtvbm/XZkSNHMHLkSGzYsIHtExAQwBPLBfhhhP369cPq1avx559/4saNGwCAmzdvQlFRkWWAaSy4/n39+jU0NDTY8zstLQ0jR47EmjVrMHv27A+KXteXhmjd+Pr6YufOnbCxscHSpUsRHBwMoPI+NjExqSbEWl+qZvQrLCxEXFwc1q5dC3V1dZ5hV9wLpiofK4sP10fXrl3D+vXroaurCxsbGxYSwxnpPhQKa25ujrlz52Lu3LmQk5NjYYC7d+9GmzZt8ObNmxrfMS9fvsSUKVPYbxoaGpCUlERwcDCUlJR4Av1V2wvU3aOnvlo3HEeOHIGjoyN2794Nc3Nz+Pj4MO9PBweHWvXf/P39YWNjg3PnzsHS0hKurq7MyLVmzRq2oFMTTbEg93cZ7cTHnUgkwuXLlyErK4s9e/YgPz8f5eXlOHPmDPbt2wc/Pz8YGRlhy5YtKCoqYt9UVZ8J9X0/CAj8WwjGHAEBgSZBT08PcnJyACq9OEaOHAlTU1NmKLh9+zb27NlTo3hwU5CcnAxDQ0NeiNWsWbNgZGTEJgkXLlyAvr5+tdVS7mMgIiICqqqqePr0KcsGtXLlSiQmJsLd3Z0XWiUSidhqW1ZWFgYMGIA5c+ZAW1sbOjo6KCwshJeXF3744QfmjSJeV30RX0XdsGEDbyUuOjoas2bNgp6eXrWsLw0N/eGYO3cuNm3ahL179+Lbb79FaWkpsrOzsWLFCixbtoxntBKvtyG6M3XVj2kMXYHAwECe8eTFixcwNTWFgYEBunXrxj6aa6rT3NycGcQ8PT3RvXt3HDx4EJ6enpg6dSpbTayoqEBBQQF8fX2xceNGjBgxgmWB8vPzg6ysLNavX4+dO3di6NCh1bLoNAX10ZSqer9t3rwZsrKy2LZtG7788kskJCTg5cuXcHZ2hoGBwQc9BRITE6Gvr4/Vq1fjzZs3yM3NxdSpU9GjRw9YW1uzyV9NfVRX/Y7PCc77rLS0FOPGjWMhiKGhoVi8eDEsLS1rfCaIn+uECRNw6NAhxMbGon379vj++++xefNmAJXjvzFX7rmxkZeXh2XLlkFSUpLpaQCVnl2rVq3iGXgbel0aQ+vm0aNHPG+5TZs2YfHixXBycsKIESMa3eAFACYmJliwYAHmz5+PgwcPIj4+Hp6enpg9ezbL9iZ+LZsiiw9XZ0JCAiZOnIiysjKUlJTA2toay5Ytg7e3N1RUVHhGlartvHbtGvvm0NTUhKysLBYsWMA04GoznmdmZqJ///7VvJM2bdqEFStW8BIr1DSG6uLRU1+tG3FiY2MxdepU5tF14sQJWFpaQldXF6NGjeJlAhSvLzExEQoKCixUMSwsDI6Ojli0aBGGDBnCM5RwdX4KC3I1ZbSr+p3AsXXrVjRr1gwdOnSAp6cnTE1NsWzZMujr66OkpARXrlyBnp5erRk6G/J+EBD4txCMOQICAh8dZ2dnqKiosL/9/f3h5+eHZcuWYdOmTdXi8z8VysrKcPLkSRZa9OzZMzg4OGDatGlYv349pKSkas2Gkpubi8WLF7NQqIqKCoSGhmLt2rWQkpLCxIkTa63X3t6eueW/ffsW69evZ7oLZ86c+eCq6T9FJBIhJSUF33//PRO5fPToEWbMmAF1dXU2Ac7KyoKGhgYvnr6+oT9V63/69CkMDAyQnZ2NqVOnMvdobmLMGRuq1lsf3RmOhujH1FVXgGtvcXExdHR0mC4Pp61UWFiI9PR0ngFJvBzwlxFU3Fhw7do1LFq0CJqammxVUDy06s2bN+jfvz/69++P58+fM4+iqKgoLFy4EG5ubmz1tSnj+xuiKcWda0pKChQUFJCTkwM3NzeoqakBqLx3i4uLa1wdrjomwsLCsHLlStja2rKPehMTEwwZMoSN7aof63XV7/icePToEZYsWcLO+eTJk+jcuTN7Trx48QJ6enpYtmwZL0REvI+Kiopw+vRpZGdnY/jw4YiLi0NYWBiaNWsGW1tbtl9jTIJev36NW7duoaCgADt37kRERAQsLS1hYmKCu3fv8rTMOBozXKmuWjfi2mRz5szBzJkzeQbHixcv4vjx49XEhxsDPz8/zJgxAwDQpUsX+Pr6Aqh8z+zbtw+XLl3i7d8UWXy4vuREo1VUVHhGX19fX7i5ufFCfsXfDVzZ169f4/nz5zh8+DDT8lm+fDmGDh3K8yCtqvtWUlICV1dXdOvWrZo3qvizQ3wMNcSjB6i71g1XX0FBAaysrDBs2DBeWx89eoTr169j69atvPPkypeWlmL16tUYMmQIvLy8WHuTk5Px9OlTZrQR759PaUHun2S04wgJCUGnTp2wbNkyvHr1CqqqqujVqxczUFcNv22M94OAwL+JYMwREBD4qKSlpaFZs2awt7cHUOnerKysjJycHAQFBcHW1hbW1tb/Spx9feFezNnZ2UhMTMSCBQugrq6O/Px8ZGRkMPHPD4Xx3L9/H9ra2hgxYgRPCDczMxPx8fHM+6WiogLR0dHIysoCUOnS26xZM7bqWVpaiufPn2PBggW8CWRjTRKjo6PRt29fGBsbA6icYDg6OkJdXb1amm/xc6xr6A93Ltzq4pMnT5CcnAwbGxtISUmx0I3y8nLIyspWm7w3hu4MUH/9mLrqCnDcu3cPTk5OKC8vh7OzM5YtW4br16/zJidV+5YjJSUFERER6NWrF9NL4CgrK6t2nhzHjh3Dli1bYGtry3QaOMS9KZr6A7S+mlLceWdlZUEkEmHr1q1s5Z1DU1OTp4tSkyfZrFmz2N9xcXFwcHCAoqIiM8rY2dmhXbt2SE1N5ZWvq37H54iJiQnWrFnDDCGxsbGQkJBgk/aMjAzeJCg/P58ZBry8vODr64uKigrcv3+fTaTT09Oho6ODgICARmunSCRCTEwMHB0d0a9fP5aKvrCwECtXrsTSpUsREBBQzYuooXVy1Ffr5v3790hLS8Ply5ehpKQEHx+fap4itZVtCAcOHMC+ffvg4uICTU1NAJX3YUhISLVJcVNn8SkuLsauXbswffp0HDt2rNZFDK6d0dHRCAoKwvXr1zFo0CCkpqaioqICu3btYoshnHdNbfj6+jKvTh8fH3Tp0uVvPY7q49Ej3k/11bopKSlBTEwMHj9+jGXLlsHR0RF37tz5YB9xxwkMDERGRgY2bNgAc3NznD17tkaBd67cp7og908y2gGVIfO9evWCk5MTgMrv0qoZLsVpyPtBQODfRjDmCAgIfHRiYmLQr18/TJ06FSNGjGAeF2VlZbh58yZsbGzw+PHjJm5lJdwH0+XLl2FhYYHMzEzk5uaytOBxcXGoqKjA7t27oa+vj3379lUTYi0pKUFZWRkyMzPh6uoKMzOzGicw3AfIypUrkZGRwQwd586dw/fff48tW7YAqFx9k5CQ+FvBxvqSn5+PcePGsVW3srIybN26lWWWamjoD0dUVBQcHR2xceNGKCoqoqCgAOvWrUOPHj3w5MkTPH36FHPmzKkWBy9eb111ZxpDP6YhugLZ2dlMOBuoDGXT1dXFkSNHajTocCQmJmLs2LHIysrC8+fPMWDAgGr9UhNRUVHVwja0tLRw5MgRSEhI1ChW2xTUV1MqLi4Orq6uiI2NhaamJu7du4ctW7ZgyJAhTK/G29sb48aNq5b62sHBASdPnmSGN3l5eQwdOpTVWVBQgLFjx/K0bqKionjtbYh+x+cAd78+e/YMtra2iIiIYP1YXFyMCRMmYMyYMTVOXjw8PPDtt9/yDHOpqakwMDCAjY0NBg8ezDwOG5Py8nJYWFjg999/h4ODA0+QdPPmzViwYEG1cdQYNETrZteuXRg+fDiKiooQHBwMDQ0NeHh4NFrmH46qBoDo6GgMHz4cI0aMYNt0dHRqDYtpqiw+7u7uLCuYn58fNDQ0cODAgVoNXkBlyK2Ojg5+++03mJmZse0JCQno2LEjpk2bhoEDB9aYmpv7//Pnz6Gjo8O8Pm/cuIFOnTqxxajaqK9HT321boDK74Tu3bvj9evXiI+Ph4ODA1atWoWAgIAPGhdevHiBLl264MKFCygoKICHhwcsLS3h6+tbo1HmU1+Q+1BGO3Hy8/MhKSmJ2bNn19g/DXk/CAh8TARjjoCAQJNQUFAAGRkZDBw4sNpvH1ohaQqSkpIgISHBW9mvqKjAtm3b0KNHDzx69AhpaWnw9fWt5s1hamqK+fPno0+fPggMDMSDBw+Y4acmIWDxOkePHo2bN28CqPRc+eOPPzBw4ECsWLGCt/r5b6Guro4hQ4awjyMuVASof+iPOIWFhbC1tcVPP/3EVsgAYP369VBVVYWWlhZPnLShujONoR9TH12Bqvj4+PC0g3bv3g1TU9NqxoaKigp2jMLCQtjb27Nzys/Px9SpUzFmzJha3crfvXsHVVXVamEb/v7+cHNz42knNCX11ZTiWLNmDX744QcsXLgQQGW/WVhYQFtbG3JycpCWlmZpgLmJ044dOzBs2DDExcXxJlMuLi7o1KkTbty4gRs3bmDmzJnMA6CqZ1dD9Ds+N8rLy7F27VpoamoiKiqKN3EXz8gE8PtpwoQJ+PXXX3nG66tXr+L06dM1eus1hKp9/PTpU5Y1iDPs3bhxo5qXX2NQV62bmp4Ntra2zODz8OFDaGhoYOXKlXXOfFYb4s+S/fv3M09LNzc3mJubw9zcHE5OThg1ahTTFqqqe/SxsvjUdL8YGxuzNgcGBmL+/PlYv359tbA58bKXLl3C1KlTsWLFCoSEhDBPl/fv3+PixYvMm6ymTIoca9aswaRJk1jZ169f1xpOzVEfj566at3U1Efu7u5wd3cHUPl8cnZ2hqmpaa3fVNwxAgMDWbhjSUkJfHx8YGhoyAwXVfmUF+Tq+qytyZunIe8HAYGPjWDMERAQaFI0NDQwcODAWj8aPgX8/f2ZCzrndSMSiVBQUICrV6+yj+2qk/ETJ05gzJgxACpd7efOnctCD3x9fVk2Fw7uo4HTYfH09ISMjAz8/f0BVBojpkyZguHDh1cr82/h7OyMr776qlZBwPqG/nAcPHgQRkZG0NbW5qUnrvoh2Fi6M/XRj6mvroD4qqatrS2OHTuGmzdvoqSkBKNGjeJ5JXDtr/ohygnPApVis7169eLpO1SdEFcdD+fOnYOioiK8vb15q9ji+30KOi4N0ZQ6e/Yspk2bBklJSZ5X1KNHj5CVlcXSYHPnGRsbyxOnzs/Px+PHj/HgwQMWcjBq1ChMnjyZTa6rGnLqo9/xuSJ+7zo7O0NZWRn79+9nnifi+3F9nJOTg7KyMuYl8Oeff7Lnw6FDh3gr2I0x/rg2Xrp0CUuWLIG+vj6Sk5ORk5ODTZs2QV9fHxISEjyR3saqs65aN+LjITIyEu/evYNIJEJAQADGjRvHQmxTUlL+lQmxrKwsVFRU8Oeff2L79u2IjY3FzZs34ejoiO3bt7PnRNXr0hRZfFJSUtj7dd++fVBWVma/RUZG8kJGq5KQkMDu/V27dkFTUxOXL19GWFgY9PX1eaGwFRUVuHv3Ll68eIG8vDz07NkTpqam2LNnD169eoX169fzhIo5qnry1NWjp75aN1XHUFhYGIqKihAbG4tp06axb4icnBw8efKE7St+Tbkslc+fP0dRURFkZWVx9uxZ9jtnAK+Nz2lB7u8Q9+ZpyPtBQKApEIw5AgICTc7atWvRqlUrPHjwoKmbAqD6izkmJgYaGhp48+YNM9hcv34de/fuZfty2+/fv88+4Hbt2gU9PT12nPv376Nz586IiYmp5k3BHeft27cYO3YsS6EcGBiIiRMnsqwvQKWgaocOHZCdnf1RJornzp2rMdNMfUN/qlJWVoarV69CW1sbq1evxvnz52FiYlJjzD7QMN2Z+urH1FVXICwsDFpaWmwi5+7ujm3btmHs2LFYuXIlVqxYgTlz5rDy4h/ZDx8+RExMDABg6dKlmDx5Mvbs2YOoqCgEBgbCzc2txjrFx+2hQ4dw5MgRJCQk4MWLF1BXV8emTZsaPWyjIdRXU6o2rl+/jvHjx7M+t7GxYavp4jx//hzTp09Hbm4uEhMTsXz5cvTq1QvS0tJYuHAh8vPzkZ2dzcZDTfdYXfU7Pidq0pYS7/fAwEBs2rQJmpqaMDQ0xKtXr1BWVsb2qaiowIwZM2BlZYUFCxYgNjYWSUlJ6N27N2RkZDBy5MgPhhTWt70pKSkYNmwY9u3bBwcHB3Tp0oVl+ouMjGQixI1JXbVucnJysG/fPoSHhyMvLw+SkpIwMzODkpISXr58ifnz58PV1bVRx434dUxNTYWlpSWAyhBFeXl52NjYsHcWR9X77GNm8bly5QoSEhKQn5+PESNGwMrKCitWrEBeXh7k5OSwbdu2v508b9u2DRISEtDV1YWLiwvKyspw+vRp6OjoYPz48dW8EhcsWIBly5Yxj5vU1FQcO3YMzs7O6NOnD/r27YuRI0f+7fnVx6Onrlo35eXl2LJlC65duwaRSARtbW2YmJhg3LhxuHfvHhQVFaGtrV1jiJSjoyML/XRwcICDgwMGDx6MgwcPwszMDBMnTmQJA/7ptfwcFuT+DvFzbYz3g4DAx0Qw5ggICHwSnD9/vlFT09YX8ReziYkJ/P39kZKSgsWLF8PBwQEBAQEICQlB165dq2kgLFy4EIsWLWIu/Y8fP8bixYsRERHBMlMsWrSIhU7VhKysLDPccG2Jjo7GuHHjeB+gVbOMfCwaGvojjnhfl5SUIDIyEiYmJujTp0+1VX9x6qs70xD9mLroCiQnJ2PEiBE4duwYL5MWUPkxvm3bNqxevRqtW7eGq6sr73c/Pz9ISUlh7969bGXwxIkT2LVrF0aOHImxY8fil19++aA4s7q6OhQVFWFtbY2OHTvi7NmzeP/+PRYuXNioYRsNob6aUn+37dGjR5g0aRL69u3LC2WrWoZLmduuXTssX74cly9fxvPnz6GqqvrBsQfUT7/jc0G8P319fXkZ5MQ9D7kwnLNnzyIlJYV3jHnz5sHNzQ1XrlyBhIQEz6vv7NmzrJ8aczW7vLwca9as4Wm9HD16FJ06deIZwrl9G4u6at1MnToVlpaWzNsyNzcXBQUF2Lx5M7S0tDBp0iT06tWLeec0Ji4uLli4cCE6duzIvA/z8/OhqakJOTm5aqLQTZHFZ+HChdDS0mLP4mfPnuHFixfQ19fHwoULISMjA0lJyWqemuL/jo+Ph5qaGh49eoSIiAhYWFhg6dKlyMzMRElJCc97SiQSwdDQEPPmzeMdIykpiedlc+nSJcyfP595QoqLmjfEoweou9bNnDlzoKenh7179wIAe9cePHgQtra2UFVVRbdu3Vg4IXcMNTU16Ovr48yZM7zjPXv2DGvXroW1tTXat2+PQ4cOffgi1cCntiDXEBr6fhAQ+NgIxhwBAQGBGti1axfGjx/Pwl/y8vJgZ2cHIyMjqKqqsg8p7kNpxYoVkJOT40148vPz4eTkBHNzc5iZmcHOzg79+/fnTabFP9bKy8sxb948tkrK7VdUVISCgoJqqbmbirqG/tQVTpz0QxODf6o7w9EQ/Zi66grIyclVC61Yvnw5du7cydv26tUrKCgosP4MDQ1F3759ecLWFRUVzFhUXFyMgIAA2NnZYc6cOXj//j0LE+O4ceMGxo8fz/5++PAhevTogZs3byI1NbXWcLmmor6aUh9CJBLxvHtqGkfv37/HrVu34Ofnx9uuqKhY7To1RL/jc0VJSYmXbYejpkl0eno6zzPJyckJ2dnZkJOTY94w4eHhvNDHxljNFj/G27dvsWLFCkyaNAnHjx9nz86IiAj07du3Vs+putIQrZv58+djyZIlvG3iobapqanIysqCrq4uVFVVG8XoxPXR3bt3ISMjgzt37sDBwQFjx47lTeprC1f6mFl8rK2tmeg+d+7iGdJiYmLw4MEDTJw4Ebq6ujUeIycnB5MnT8acOXOQm5uLsrIyvHz5EmvXrsW0adN4IUdc5rMxY8bwrtXdu3fRt29fqKio8OoPDw/nedoC9fPoaYjWjbGxMRQVFXnbQkJC2KJBcXExysvL4ejoiNGjR7Pn0apVqzB9+nReucuXLyMoKIjXpsDAQPTu3bvaIsQ/4VNZkGsM6vJ+EBBoagRjjoCAgEAVysvLoaOjwz5WuWwXnKFA/MOvoqIC7969w+TJk9mkXtx7Bag0GOzevZuJuXJ1iH/UPXr0CCKRCGZmZtDR0WGGm+TkZEydOpXFwDeVS299Q39qoqYJUW0fuw3RnamvfkxDdAUKCwuhoqLCS81+4MAB9O3bFz169OBNQoqKiiAhIYEnT56grKwMqqqq8Pb25h1v9uzZGDt2LK/O0tJS6OrqIjY2Fu/fv4e5uTmbFHJeZO/fv2fnsWvXrk8yq1JdNaXEqe0+qDq26uL9sWHDBp4hrCoN0e/4nDh9+jRkZGQAVBoc3d3dYW9vzzPicpSWlsLBwQEpKSlsImdjY4Nvv/2WhfMAwKhRo3D69OlGa6P49Y+NjcWrV69YWnorKyscOXKEhbf8nW5Xfeqsq9ZNQkICpkyZwmtDQEAAmjVrhsGDB/M0O0QiEWbPnt1ooWjv3r2Drq4u9PX12bYTJ05g3LhxvEw8XN1NkcXn9evXkJKSYlkPuWO2atWKZ0ziUFdXZ8/7moTxJ06ciG3btrF3dnJyMvz8/JhHGUdGRgaUlZXZuebn50NNTQ0HDhzApk2bMG/ePFbPwYMHmUcegHp59Ii3tS5aN0ClF5eqqirv3RUWFoYvv/wSkpKS1Z6XsrKyiI2NRVlZGZYtW8ZCt4HKhAo//PAD+vTpg23btvHKzZw5U/A+qYG/ez8ICDQVzUlAQEBAgFJTUykrK4syMjKoRYsW9Pvvv9P9+/eJiOiHH34gIqINGzbQs2fP6KuvvmLlmjdvTr/++iv99NNPVFRUxNsOgIqLi6lDhw60ePFicnR0pE6dOpFIJKIWLVqwfXfu3Enr16+n9+/fk6GhIXXp0oWMjY3J09OT5syZQ9LS0tS5c2ciImrWrNnH6A4e/v7+ZGxsTBEREZSenk7btm0jPT09KisrI11dXVq7di25uLhQeHg4rxx3jhUVFURElJmZSUSVfVMV8fPi/h0eHk5mZmbk7u5ORES//PILpaamko2NDTk7O9P48ePp0qVLVFJSQkRErVq1YuXF+/jw4cPk5+dH/fv3p3Xr1tGNGzfo2LFj9OzZM147uX87OzvTnj17iIjo2rVrdOfOHVJVVaUTJ05Q//79yd3dnV6+fElERH/++SfvPL7++mtq27YtJSQkEBFRWVkZtW3blqKjo+nFixcUGxtL0dHRRESUkJBANjY2JCEhQS1btqQOHTpQ27ZtiYgIAHl5edHPP/9MNjY2tGHDBoqKiiIiooKCArp9+zZlZ2eTgoICtWjRgvXpDz/8QIWFhWRlZUXZ2dkEgK5du0ZJSUkfvMYfiwcPHlBqaioREWVkZNCAAQOIiGjOnDlkaWlJq1atoidPntCCBQto/PjxrJxIJOIdp6b7QCQSVRtbNY21qrx//578/PzYf0R/jdmrV69SYmIiFRQUkLy8PDk6OpKlpSUpKipSSUkJbd++nUQiEQ0ZMoRkZWXr0BOfFgCIqPK8BwwYQM2aNaMZM2bQhg0bKCYmhgoLC+nu3bvVyn3xxRdkbW1NAMjV1ZWePn1KVlZWpK+vT8+ePaOgoCBSVlam4cOHk7y8fKO1l7v+69atI3Nzc1JVVSUDAwNSVVWlXr16UXh4OB0+fJjy8/PZGPgnY6E2cnNz6cCBAxQREUH5+fm0fPly2rhxI82ZM4ckJCSoY8eO5OPjQxUVFfT7779Tv379eOV/++03+uqrr+j58+dERJSfn0/R0dEUExNDCxcupNmzZ1N2djYREV2+fJm+/vpr+v777+vdXvH7pVmzZvTnn39SSkoKnTx5kgoKCkhRUZHWrl1Lr1+/5pXbuXMnBQQE0IABA+iLL74gIqLTp0+TsrIyjRs3jm7evEn37t2jn376iXR0dFhd3H1cX9q0aUPfffcdJSUlkUgkotLSUjpx4gTt3buXfv31V5KSkmLP+atXr9KrV6/om2++4d3zR48epYsXL1LXrl1p//79FBgYSGvWrKGcnBxq164dqaio0Jdffsnrmy+++ILevHlDmzZtIiKib7/9lhwcHEhNTY2UlJToiy++YPVKS0vTqVOniIjoyZMndP/+ffaeaNasGYWFhdHUqVNJVVWVkpKSqGfPnjR58mQyNjam+Ph4qqiooO3bt9P169cJAG3fvp38/PxIVlaWcnJy6OuvvyYnJyfKysqiH374gSQkJHh99P3331Pz5s0pODiYiCrfLfHx8XT16lWysbEhW1tbSkxMJCKimJgYat26NXXv3p1atmxJrVu3ptDQUCKqvMfT0tLoypUrFBoaSkeOHKHbt28TEdHbt2+pW7duNGHChAZdz/8lPvR+EBD4JGhKS5KAgIDAp4C5uTnk5OQgJSWFKVOmwMfHB5mZmejduzesra2RmJgINzc3DB06tNYwnoULF0JRUZGt4nErfc+fP4empiZbxa1KdHQ0+vfvzwuhSkhIwOnTp7F27Vrs37+fbW8Kr5z6hv5wcKvimZmZkJGR4YW/AJUhWTWlbG2I7ow4ddWPaQxdAR8fH7Rp04athHKrsaGhoRg7dmy1kA+uv6ysrCAjI8PCpsRFSQ0MDJjWUnl5OaKiomBsbAw1NbUa26ClpYXZs2dDUVERs2fPrlZXU1BfTSnxNuvq6jKxVY6zZ8/WKhj6TxCJREhOTq6Wprgh+h2fI4mJiVi7di3u3r2Lu3fvwsHBgXm3LFy4sFp6be68k5KSWCpuY2Nj3Lx5E2/fvoW3tzfMzMx492dj6uRERkZi0qRJAIBly5ax1PRApRfe36WPrgsN0boRiUQoKirC3LlzsWzZMrad0xoqLCyEnJwcu9/FvVPqg3gfX79+HTdu3EBZWRm8vLxgYWGBffv2sbrFRaubKosPlxlyzpw52LJlC9seGxvL/j179mz2jnz37l01ryVjY2NMnjwZVlZWGDlyJHbt2sW8JLW0tGoUqufu1/DwcCgpKVXzUlJWVoazszNvX476ePTUV+tG/N8bN27EokWL2HbOaxgApk2bxrxnS0tLed8qx48fx4QJE5h3lXh/TJ06lff8/BxF2/9Nans/CAh8KgjGHAEBgf80Xl5eGDZsGIqKihATE4Pg4GD88ccfWLVqFYqKiqCiogJ9fX3Iy8vzQqQ4uI+stLQ06OrqYunSpTw3aCUlJdjY2NRaf3BwMBQUFHjHEolE1bLwNEXqy/qG/tTEmDFjmCZAYWEhmzD4+flBX1+/mjZAfXVnGqIf01BdAfFr5OPjg19++QUeHh6IiIhAaGgoJCQk2CSopg/CwsJCLF68GPr6+rxj7927F7KystUmJDY2Nsw4xv0mPjl7+fIlXr9+XWPGrI9NfTWlxLGzs4O8vDy7xty57t+/H5KSkoiOjm609jaGfsfngPiYDQ8Ph6mpKdasWcNLM71ixQqecDjAD2VUUVFh6ZTXrl0LXV3dGgWsG2P8Xbx4kaWbfvLkCdzc3ODk5ARZWVnWLjc3N9690lAjW2Np3aSnp2PgwIHsec8xadIkZsRoaFvFy6uoqMDY2BgDBgyAlpYWCgoKcPToUSxduhRbtmyp9jxp6iw+9+7dQ7t27bBixQre9vnz58Pc3LzWci9evMDw4cN5Wc1kZGRw8eJFVFRU1JhwQPwaFRcX4/z581iwYAEkJSWxdu1azJ49G0pKSmyfqueak5ODUaNGMWMP8JfxKTExERoaGmzBIzk5GUuXLq2X1k1VCgsLMX78eIwfPx5paWnMeCgnJ1ej4Lt4u83MzNCuXTtcvXqVfcsoKCjwwiEFBAQ+PwRjjoCAwH8SkUiEsrIyzJs3D1euXAHwlyEgNTUVkpKSOHr0KIBKo0ZNqZHF/y0SiRAWFgYrKyv06NEDenp6mD17Nu/DnRNmDQ4O5gkmLlmyBNeuXWOaE76+vli5cmWTGHCqwqXgBirbv2vXLixatAiBgYEYO3YsW0XMyspCv3792CSwqjipqqoqcnJy4OXlBWVlZfz000+4du0aioqKYGFhgbi4OLZ/fXVnGqIfU19dgby8PJ5ujvgk4c6dO5CWloaqqirU1NSYoO+HxDDv3bsHa2trDBw4EA4ODrCzs0P37t3ZREH8+EuXLsWCBQt420pLS5Gbm4v169fzhJmbymtEJBLVW1OKo6KiAtnZ2ZgxYwbi4uIQGRkJOzs7jBw5khkR3N3dq3l91ZeG6Hd87jx79gzOzs6wsrJCYGAg4uPjsW7dOmYsrWqocHNzg6KiIk/ceM+ePVBSUsLhw4cb1YBoYWGBGTNm4OLFiygtLUVycjIWLVqEYcOGMa8NT09PSElJNVq9DdG6Eddn4YyYBQUFmDFjBoYMGQJFRUVMmTIFOjo6vGM0BmfOnIG6ujqAymeVeEavW7du8Z6tHE2ZxYfr39jYWPTr1w9Tp06FoaEhVFVVeYZEbj/u+oaHhyMiIgIaGhq8e3Dnzp1s8YCD01TijCzi17SsrAzZ2dnYvn07PDw8sG/fvmp1ih+Hq/ufePTUV+sGAC/DmLghXEtLC9LS0pCSksKsWbOgoqLCa5+44Vm83K5duzB27FhMnjwZcnJyTPOnpvMUEBD4PGjZ1GFeAgICAk1Bs2bNqGXLliQSiZieyBdffEHl5eXUtm1b0tbWpitXrtCcOXOoZcuW1LJl5eOyefPmtG7dOho2bBjJyMgQ0V9aHSNGjKBhw4bRjBkzKDExkX777TeSlpYmosoY63379tH27dtp7NixFBwcTEePHiU1NTXq3LkzBQQEUEBAALVr1462b99O58+fb5DGQ0MBwPpoy5YtNHXqVPriiy9IXl6edHV1iYjo/PnzlJubS0SV8fyHDh1i2gmcpsXt27dpzJgxVF5eTjIyMjRu3DhycnIiJSUlOnPmDE2cOJFMTU3p999/Z3WL684MHjyYpztDVKldEB0dTf369ePpzkyYMIFGjx5do37M2rVr6eeff6Zr165V0yIgIp6uwMSJE3m6Aj169KCZM2fS4MGDacyYMTxdgVWrVlFBQQFpaGhQnz59mP6OSCSiUaNG0YULFwiVCydM04eI6N69e5SXl0cTJ05k+zdv3pyGDh1KPXv2pLFjx7K2HjlyhLp3715Na8nExIQ2bNhAR44coZkzZ9JPP/1EX3zxBRUUFNCJEydo2rRpbN+m0Fri6v2QplRJSQl16NCBxowZw37jzpMbg9nZ2fTzzz9T+/btycTEhCoqKkhZWZnk5eXJx8eHJCUlafLkydS9e/dGabO4fkevXr2ovLyc6XdcuXKFpKSk6OLFi9SqVSuefsfnBNe3RESbN28md3d3ioiIoF69epG2tjY5OzvTpk2bSEtLi4yNjalVq1ZUUVHBxh9X/rvvvqPi4mK6cOECff/999SuXTvS0tKiX375hbp06cIbrw1h9+7ddP36dQoPD2ftbteuHSkrK1NycjJ5eXnRu3fvKDw8nE6dOkUtWrSoUUOprohr3UhISPC0bi5fvkyzZ8+mixcv0k8//cTTuvHy8qK2bduStLQ0/fDDD9SyZUuqqKigb775hs6fP0/Xr1+nr776ipo3b04jR44kopo1n/4pJSUltHr1alqzZg0REXXu3JkGDhxIc+bMoU6dOpGRkRGlpKTQhg0byNnZucbx2rx5c1q2bBk9efKE3rx5Q3PnzmW/lZaW0rNnzxpNS0V8/AGg5s2bU3l5OXXv3p0eP35Mu3fvpq+//pq+/PJLmj17NhERb/y1aNGCEhMTydramtzc3OjLL7+kadOm0enTp6l169YUExNTbew1a9aM7t+/T7t376bDhw9T37592bO5ZcuW9OOPP5KBgQGvjHidVf8eMGAAaWlp0ZEjR2js2LE0Y8YMioiIoObNm5ONjQ0rI651o6amxtO6yc3NJVtbWzp48CB17tyZp3Vz8uRJio2NpTlz5lDXrl2pZcuWVFZWRl988QXt2bOHYmJi2LOyT58+rH0XLlygkJAQUlBQoFGjRlHLli2pvLycWrZsSbq6uiQvL08AqKKigtq3b1/jeQoICHxGNI0NSUBAQODTwM/PD7KystU0N+Lj46GsrMyLSefw9fVF586dWeYd4MMhBBUVFYiOjkaXLl1YtgoAsLe3x+LFi3Hnzh2EhobC09MTa9euZW35FFbK6hr6I05OTg4mTJjA3Lg5nQagMvxs/fr1tZatq+5MY+jH1EdX4O3bt7CwsICJiQlu3brFCxH60Jg4efIkfv75Z1767bp6E5SWlmLbtm3Q0dHB2rVrcfHiRbx69QpjxozBhg0b6nSsf5v6aEpxadcHDRqEtWvXoqysDCEhISx1vbe3N1RVVauVaQiNod/xqSPeR5s3b8a7d+9gbW2Nrl27sjEeGxuL6dOnMw2OqsTHx6O0tBQikQihoaFQU1PDtm3beB52jdXWiooKaGlp4cKFCwAq70vxc7h16xZOnjyJw4cPs/Y2Vlrv+mrdeHh4YOHChTh8+DALCwNQq+ZaQ5/1WVlZmDNnDhQVFZGcnIz8/HzMnTsXU6ZMYXpUurq6PL2Vf0pjZ/Gp6hEj/iz/u/6xsbFBZGQkSkpKYGVlxTsfY2NjDBkyBNra2hg7dizztBWJRLzxsmXLFnTt2pWni1ZRUfHBZ0d9PXoaonVz7tw5WFhYYMOGDTxPqtr6iKvr0aNHWLVqFezt7REUFMTL5lbTOX7uWl8CAv91BGOOgIDAf5qCggKsXr0axsbGOHnyJNu+dOlSngtyVe7evYvevXvz9HA+9EF+/vx5djwunAoA1qxZg2HDhtWY9repaEjoD1eW64t3795BS0sLysrKbBKkqakJLS2tGuurr+5MQ/Rj6qMrIN7OkpISrF+/HosWLUJAQADPNf5DREZGQkJCgnfs2tpVFfH6T5w4gTVr1qBHjx5YtGgRrKys/tExPgb10ZSq2ubExEQMHjwY2trabNuOHTt4Yq2Nbfisr37H58SNGzewYMECNjnct28ffvvtN7i7u0NSUhKenp68/bmxef78eYwbNw62trawtLRESkoKXr58icWLF8Pc3JxntG0sFixYAC8vL962iooK5OfnM0Htf4u6aN2Ij10u1Gnr1q149eoV2/5v3ZNFRUWws7ODlJQUnj17hufPn0NeXh6LFy+GgoJCjeFKHyIzMxNHjhzBkCFDmAG1McPmjIyMsHz5csybN48ngl9b/+zZswdDhgxBQUEBMjIysHr1agwdOhR+fn5sn8jISLx+/ZppydTW3kuXLqFbt24sZTjw4T7R0tLCgAEDmC4XZ2Ssjar11kXrRvz8w8PDYWtri5UrV+L69es17lPTtrdv32LTpk0wMzODv7//Z2dwFhAQ+Oc0A/4/H6WAgIDAf5Ts7Gzat28fXb58mXJzc6lHjx706tUrunbtGhFVd3/nXJYzMjJISUmJ2rVrx1JW1uYqHxMTQ3Z2diy1aWlpKX355ZdERKSiokImJiY0evTof/tUP0htoT9ERHl5eRQSEsJCfwYOHEjDhg3j7YP/d53Pz8+n4OBgGj58OP32229UWlpKjo6OdP/+ffLw8KCWLVtS165dWR2FhYWUnp5OXbp0ISK+y/fdu3fJ1taW2rZtSy1btiRpaWnS0tLiuekTERkaGrLryJUtKyuj4uJi8vT0JFVVVerUqROvnUlJSdSxY0ci+uuaEhF5eXnRgQMH6Ouvv6avvvqKvvvuOzp8+DBrL9FfaY4fP35M7du3pzZt2tDRo0fp3LlzNH36dJKSkqJ27dpV62Ouv7hzzMzMJCUlJWrbti35+flR8+bNaxxDNW0TH0NERMXFxfTVV199sMzHpOrYiIiIoFOnTtGJEydo0qRJlJqaSgDYPVH1ml6/fp26du1KnTt3JiKiWbNmUVFREZ05c4YeP35MP/30E/Xq1avRQwS4dsfFxdHs2bOpQ4cO1L17d8rIyKCcnBwKDAysdn6fCxALXevcuTPNmDGDDh8+zM7l7t27dOXKFWrTpg3p6+vzyhARJSUl0eTJkykgIIDc3d3pwYMH1KVLF7KysqI//viDTp06Rdra2o3e7qNHj5K3tzc5OjrynpMVFRU0Z84csrGxoWHDhjVKXeL3FfdcKCwsJBUVFUpJSaE///yTCgoKqFOnTuTl5UVEf6V2rxrO+OzZM3J1daVOnTqRsrIy9e7du1HHTE1j39fXl7y8vMjFxYVGjhxJL168oJycHBoyZAh99913//h+AUDv3r2j8vJy6tixY6PeZx4eHnTr1i1yc3MjZWVlMjQ0JA0NjVr3v3jxIi1dupQePnxI3333HV29epVevnxJzZo1oydPntCAAQNIU1OT1//cuOXG9tWrV+nJkyc0ZMgQkpSUpISEBFJRUaFhw4bRjh07au0D7phbt25lIYmzZs0iospnQLNmzapd95ycHPrxxx+JiP9u0dbWpsTERBKJRPTDDz/QV199Rf7+/tXqEicrK4u8vLwoMzOTxo0bR5MnT+Y956siXvfhw4cpPDycBg4cSFOmTGFhVQICAv87CMYcAQEBAar8KC4oKKDz58+ThIQEdenShX766Sf2Act9EF68eJFu3rxJvXr1Inl5efrxxx9JS0uL4uPj6ciRI/THH3/UePycnByaNGkSDRw4kHx8fIjor8mgsrIyqaqqkrKy8sc85WqcOnWKFi9eTK6urqSlpUVE/zyWnjsXALRlyxa6ceMGTZ06laZOnUqdOnWiN2/ekJaWFrVq1YrOnDnD69MP6c40b96cysrKqunOVP3wjY+Ppw0bNtC4ceOYfgxRpaFuypQp5O3tTf3792f7BwQE8HQFiPgf3ZyhgdMVaNasWbW+0NfXp5ycHPr555+pQ4cOtHz5coqKiiJ3d3eSlJQkPT09nk4OVz4/P58OHDhAHTt2pMmTJ1OrVq1IW1ubXr58ybbX1LclJSV07do1AkDTp08nImIaCp+SYaE2TSnu37dv3+ZpSokbtzguXbpEQUFB1L17d5o0aRL17t2bysvLacyYMZSTk0NRUVH01Vdf1ToBqguoot/RrFkz3lioqt/xxRdffNYaE+np6ZSfn08pKSk0ffp0srCwIFtb2xr3FYlETL+rffv2lJ6eTt9//z199dVXpKOjQ/v37ydXV1d68eIFOTs7k5SUFCvXmOOxsLCQ3N3dKT09naSkpEhBQYGIiJYvX07v37+ngwcPNko9VbVuiPjPwH+idePl5UUvXrygdu3a0axZs6ht27bk7OxMZWVlpKSkRGPGjGmUvhEft66urpSWlkYTJkygHj16UEpKCq1atYpmzJhB5ubmrMyn8pzw8vKiqVOnkre3NyUlJZGvry+lpqbS06dPacKECdXuaS8vLzIwMKC4uDgiIlJUVCQ/Pz/q3LkznTlzhu7evUu//vormZub0xdffMHKcX1069Yt0tPTI319fdq6dSupqKiQgYEBtW7dmqSlpUlRUZHMzMz+tt2XL18mfX190tPTY/1atU+rat0Q/fWcJqJatW7E34mHDx+m4OBg+umnn2jq1Kk0ceJEppMjISFB6urqNRrujx07Rvv376fevXtTx44dafny5RQcHExnz56lNm3a0JIlS+iXX36pzyUTEBD4RBGMOQICAgK1UHWieP/+fZo3bx5t2rSJjI2Nady4caSjo0OjR48mCwsLKi8vJ3d392rH4T60srOzacaMGfT111/TgQMHqKysjC5fvkw7duygO3fu8Lwsmor79++TmpoazZo1i9atW0dEVKPwqTji25YtW0bS0tLUoUMH8vT0pN69e9OMGTOoqKiI9u/fTytWrKAOHTrwyicnJ9PmzZupvLyclJSUaOjQoexD9Z9OmsvKysjLy4uioqKoS5cuTEh4wYIFpKCgQBYWFrz9Hz9+TCdPnqSKigoaM2YMTZ48mX1M17TSWvW8PT096dKlS3TkyBEaM2YM9ejRg1q3bk2rVq2ivLw8Sk9P54n6ijNx4kSSkpKiq1evUqdOnUhfX58kJSXJzs6OLl26RKGhobwJCYeUlBS1bduW0tLS6LfffmMruuKGh0+BvXv30qpVq2jVqlW0cOFCIvrwdaw6GTp69ChFRUXR6NGj6datW/Trr7+SlJQUDR06lJydnal3796kpKTUKG0Vr7u8vJyys7PZZKe2fv1UJsT15fjx4xQWFkYbN26kly9fkry8PI0cOZK8vb2r7btz507y9vamX375hbp160aSkpKkrKxMW7Zsod9//53U1NTIw8OD0tLSyNTUlNq0afOvtTs7O5v2799PV65coezsbOrZsye9fPmyVg/K+rBlyxZ68OABycrK0qRJk6ht27ZE9M/HwsmTJ2nDhg20du1acnBwoDZt2pCWlhbJycmRo6Mj9evXj+bMmdOgNlZl/fr1FBoaSuPGjaN3797Rd999R2pqalRYWEjLly8nDw8PGjRoUKPWWVcSExOpc+fOlJKSQtnZ2XT16lVat24dDRo0iM6fP09ERLq6utSxY0eyt7ev8Rjnzp0jXV1dKioqopMnT7LkAkVFRXThwgX65ptvaMqUKdXKFRQUkLa2NllbW1NWVhYZGRnR+PHjKT8/n0xNTZlof1Xq69Fz/vx5unnzJv36668kIyNDgwcPJqLax1DVd0toaCgtW7aMvLy8aN26dfTq1StSVVUlCwsL8vf3p/LyclqwYEG14zx48IDU1NTo6NGj5OHhQRERETRw4EDavn07xcbGUnR0NKmpqdV4rgICAp8x/3IYl4CAgMD/BCUlJdDX18fNmzdx+/ZtDBkyBHZ2dpg0aRKOHTtWbf+UlBSeNg6nSyESiaCpqQkZGRlMmzYN06ZNw4sXLwA0rh5BXaia7jUjIwMTJkzAnDlzeLozf0dgYCAWLFjA/n7x4gVMTU1hYGCAbt264fjx4wCq6+oA9dedqXqcv9OPaYiuAFf21atXOHnyJLKzs2FtbQ0dHR0kJCRgzJgxmDJlChPHrYnNmzfD2toaADBo0CCmJ3T69GkAlX1ftT6gUlzVycmJ/a2srIwxY8YwzZhPjbpqSnEkJiZCQUGBpXwOCwuDo6MjFi1ahCFDhmD58uV1Ot4/pa76HZ8TVfvp3r17mDRpEtOeqqiowIQJEzB58mQAf53zhQsX0L17d7bNyckJc+bMAVCZ4lhGRgZnz55F7969mUDrvy3aXl5ejtzcXPj5+eHx48fsOdHQZ2dDtG64c87JyYG9vT3i4+Nx4MABTJo0CX5+fjxtncYmNDQUw4YNY+K8T548gbm5OTZt2gSAr8/WVKSlpeHIkSNwcXFB9+7dWYpzMzMzDB48GNevX4e1tTWkpaX/9n578eIFevbsyZ6hNcGlA+fIy8tDVFQU3r17h5EjRyIvLw9paWno2rUr1qxZw3s3ix8DAEJCQtC3b19s27YNvXr1gr29PVJSUlBcXIwxY8bA1dW1Whmgblo34pSXl2P9+vW4c+cOLly4gHHjxiEsLAxjxoyBvr5+NU01buyVlJQgICAAN2/eREhICEaOHImXL19i5syZGD9+PO+d9L/wTBMQEPgLwZgjICAgUAucSCEAJCUl4fXr18jJycGUKVOYyOeIESOwYsUKXhajpKQkaGpq4sSJE+wjG+BPON6+fYu8vLy/FWr8t+HqzcvLw44dO3Du3DkmEqylpYUJEybg9evXtZbnPgyLi4uho6ODUaNG4cSJEyxrUWFhIdLT0/H8+XNeOfFJ36NHj5gRw9/fH2pqajh8+DAT3axKTRPGkpIS3t/i16OmMuLGokOHDsHIyAh79uxhRoTa6oyKioK+vj5ev36NkpISGBgYMIOKjo4ODh48WGN5rp8ePHiAzMxMGBoasgnXlClTIC8vz4x6Vdm8eTNmzZqFIUOG4NKlS2y7hYUFfvzxR6SlpX0Smc84uMlReno6xo8fj7lz57LfamonNwZLS0uxevVqDBkyBF5eXqzPkpOT8fTpU55AeWNOSDZv3gxlZWUkJiZi+PDhvIw0/0sEBASwfwcGBkJZWRkvX75k2548ecLbf9euXWjRogVu374NoPKekpGRYc8+Ozs7WFtbY//+/QCabpLYGBnMqvL06VMsWrQIjo6OiImJqfX+4srm5ubC09MT0dHRSE1NxaRJk1gWqxkzZsDa2rrR+0ckEiEoKAjdunWDlpYWO35UVBRmzpz5SYnqX716FW3btoWMjAxvzO3YsQM6Ojqws7Njz96/exfm5+djwoQJkJOTq7FPs7OzcfToUdy4cQNTp05lhrTExESMHTsW2dnZeP36NWbOnPnBd1t+fj5UVFTw4MEDXLt2Df3798fSpUuhqamJqKiovz3n9+/fY926dbCwsMDZs2ervZM4qo6t3NxcZGdnQ15eHjdu3AAALFmyBAsXLuQZ58TPfcWKFQgLC0NxcTEMDAxw9OhRAMDKlSuxfPly3neIgIDA/xafjl+2gICAwCdEWVkZBQUFUfPmzengwYPUvXt3cnd3p5ycHCotLaXQ0FAaPXo0/fTTT6Sjo8PT7+jQoQNNmDCBzp8/T7m5uSQrK0vt27enFi1aMFdrTogQ/x/p2lT6G1y9cnJyJCUlRUeOHCE/Pz/S19enPXv2kJ2dHSkpKdUa+tOsWTOKjIykwMBA8vT0pPXr11NwcDD9/PPPNHToUPr+++/p66+/ZqErXB9xoQk16c507NiR3N3dKS0trZruTG36MV9++SVPP6aqQKS4sHBNugLt27ens2fPUnJyco26As2bN6fCwkLy8/OjcePGUceOHam0tJSys7NpxYoV9Ouvv1J8fDwTROXq4v7/5s0batOmDXXq1Il+/vlnIiL65ptviIjot99+o8mTJ1OPHj2qnefjx4/pwoULZGBgQPfu3WMi3UpKSrRhwwZSUlKiX3/9tUFjoDGoTVPqxo0bpKWlRePHj69VU4oLb7ty5Qrp6+tTq1at6MWLF3T+/HmSlZWldu3aUbt27ah3795E9M9D7/4pX3/9Nbm5uZG3tzf17duXNDQ0Pqjf8bmQkZFBoaGh1KFDB/rzzz/Jy8uLtm3bRnJycvTNN99Q//79KSkpiQmP9+rVi1deV1eX2rdvT8rKymRvb09PnjyhPn360O+//05ERKtXr/4kQs4aen248lW1btzc3MjZ2Zl2795do9YNxMJj7OzsqF+/ftS3b1/Kzc2l1q1bU0pKCj169IhatGhBlpaWPDHe+sKN/ZKSEiopKaGpU6eSv78/HTx4kBYvXkw2NjYUEhJCLVq0YM+ZpkK8f6SlpWnTpk2UkJBA+/bto9GjR9OUKVPY858T7OW0ZD7Et99+S8HBwaSsrEzS0tJ09epVXp/++OOP1KJFC1q4cCG1adOGCSt36tSJJkyYQCNHjqRWrVqRnZ0ddezYkdfOvLw8+v7771n7bW1t6bfffiM9PT26ffs2FRUV0ahRo6hHjx7Up08fatmyJdNzq0nrZsWKFbRnzx66fv06vXv3rprWDVeOiCgwMJC+/vprGjp0KP3444/UpUsXevv2LV2+fJkSEhJo79699O2337IxxLXZw8ODiIhGjBhBREQdOnSgmJgYatWqFV24cIH8/PyodevWn8S9KiAg8C/QREYkAQEBgU+W1NRUZGZm4tGjR+jTpw+6deuGuLg49vuFCxfQv39/jBgxgq3ic6tk4quKly5dgoaGBlxdXVka70+RuoT+1ER2djZkZGTYCv6GDRugq6uLI0eOfDB0aceOHVBQUEBRUREGDx4MFRUVLFmyBCkpKXjx4gVCQ0NrLcuFgU2YMAEqKipsO+cVUhv3799Hnz59EB0dDR0dHQwaNAiamprIz8/HgwcPcODAgVrLenh4YNSoUVi1ahVbIS0qKoKDgwPWrVvHPBaqhqbdu3cPAwcOhIaGBrS0tBAQEIAnT56gc+fOmDhxIgtdAfihYImJiVBVVYWjoyP728fHByYmJti8eTMqKipqDFlrKiIjI9GzZ0+cP38e3bt3h5aWFhsT5ubmMDY2rrXsixcv0KVLF1y4cAEFBQXw8PCApaUlfH19G31VOSEhAUClx8+TJ0+wdetW/PHHH5gxYwbbR0dHhxfW9rkhEokwbdo02NjY4M6dO2z71atX4e/vD1lZWfzxxx/o3bs3nj59+sFjPXnyBD179sTPP//MthUWFv5rbW8KTpw4gZEjR+Lq1asYO3Ys5OXlcfr0aVRUVGDlypXM06Emdu/eDQUFBRY+BAAbN27ExIkTISkpycLZGuqZw93jZWVlmDVrFqSlpWFiYoKrV68iMjISGhoa6NSpE+bNm8fKNJXHpzhXr17Fw4cPER8fj/z8fLi4uGDFihXYsWMHBg4cyBufdaWqJ6V4ingbGxuoqqrCy8sLMTExbJ/Y2Fg8fPiw2rEa6tFz69YtDB48GBEREVBSUsKQIUOwYcMGAICfn181r03x8WBpaYlBgwZh6dKlmDJlCuLi4nDr1i3MnTsXMjIyLPSz6hgKDg6GnJwcjIyM2LYnT55AR0cHixYtanKvOQEBgX8fwZgjICAgIEZFRQW8vb0RFxeH4uJinDx5EkuWLMGqVavYxBQAMjMzeXoKwF8fzqmpqSgqKkJZWRkSExOhp6cHW1tbREVF/a2x4WPSkNCfqvj4+GDlypXs7927d8PU1LTa+dZXd6Yh+jH11RWoaiApKyuDj48P1NTUcOnSpRrDGKpOnnJycmBiYoLTp0/j9evXuHDhAhQUFBAaGor09HQ20ePayZ1nXl4etm7dinnz5mHSpEmIjo4GUBn6d+DAAWzcuPGT+kCvq6aUONx5BAYGwtbWlh3Px8cHhoaGSExMbLR2NqZ+x6eMkpISTExMeNtCQ0ORlJQEoLLPQ0JC4OTkhD179vzt8QoLCzFhwgQoKyujtLT0X2nzx6axtG7Onj0LRUVF2Nra8t4J7969Y4bIxhxLRkZGsLOzQ1ZWFhwdHWFjY4OoqCjk5uZi69atWLBgAc+w1BRwz8EjR45gxIgRcHd3h5SUFM6cOcO2W1lZwdnZuUH1iPcrV2dsbCwSExORkZGBlJQULF68GKtWrUJ0dDSUlZU/qGFz4sQJdOnSBcOGDeOF4tra2qJXr14YMGAAM+xVrbsuWjfihIWFQUNDg4UKb9u2DZKSkrh79y6A6oZT8fKpqanYunUr1NTUcPz4cdbmsrKyT8LALyAg8O8jGHMEBAQEqvD+/Xvk5OTAyMiIffitWrUK+vr6uHHjBqZNm4bdu3ez/cUn/u/fv8fEiRNhaWkJAwMDREZGoqioCPb29tDU1GRCoU0J19bXr1+joKCAGSUMDQ2xc+dOAICGhkaNXiriXhK2trY4duwYbt68iZKSEowaNYrXL5xuTlXvkfrqzgB1149pDF2BnTt3YuPGjbC3t0dZWRkTSD148GCtuj4cmpqaaNu2LdPPyM/Px44dO7Bu3TrefuKGHKDyWnD94OTkhKlTp+LatWsAKg0dnK5RUxoc6qspJT6xuXHjBi5cuIDnz5+jqKgIsrKyOHv2LPtdXF+jsWhM/Y5PkadPn2L69Om8seHv78+8w4KCgtj2q1evYubMmSgoKPhHY0lJSQlSUlLVxuvnRkO0brjny9OnTxEbG4vXr1/j3bt30NbWxurVq/H48eN/bSJ94cIFDB48mD37ysvLsXLlSsycORPl5eVIT0/Hrl27YGZm9q/UXxeeP3+OAQMGIC0tDfb29pgyZQpkZWWxbdu2avs2tL+48gkJCejUqRPU1dWhrq6O4OBg5Ofnw9raGrq6upg2bVqN5evj0VNfrRsAOHjwIPLy8pCXl4d58+Zh3LhxuHnzJlv8OHnyJLp3786e+Rzc8yg6OhoBAQE4fPgwAGD//v0wMTGBr6/vB3WABAQE/vcQgicFBAQE/p+KigoiImrdujXl5eXRn3/+SadOnaLTp0+Tg4MDDR48mM6fP08//vgjLV68mJUT14BRUVEhTU1NGjFiBF25coU2bNhAgYGB5OTkRJKSkkyfoqng4uYjIyNJTk6O9PX1ydzcnAIDA8nAwIBcXFxIWlqaioqKWBpT/L+uT3h4OJmZmbH067/88gulpqaSjY0NOTs70/jx4+nSpUtUUlJCRMS0brjY/pp0Z4iI6c6sWLGC4uPjWdpVkUjE+z+nH7N48WKaOXMmXb58mU6cOEFERBs2bKCLFy/Sr7/+ytMFqElXoFWrVkxX4OzZs3ThwgUyNjZmugLi+Pv70+7du+nPP/+kt2/f0qBBg2j48OGkr69P/v7+lJyczNuf6yuObdu2UefOnUlZWZmIKvUeOnbsSNeuXaP8/Hy2v7gGgre3N71584Zpk9jb29PcuXPJ1taWDh48SF9++WW1vv3YcJpS/v7+JCcnR25ubkx/gtOUSk5OrqYpRUTk7OxMe/bsISKia9eu0Z07d0hVVZVOnDhB/fv3J3d3d3r58iUREf3555+N0l7x68Lpd0hJSdG+ffvo4sWLRFSp37Rx40ZavXo1tW/f/h/pd3yKfPfdd5SXl0fZ2dlEVJmaOSAggFavXk0KCgp08eJFys/PJyKipKQkat26NX3zzTf/aCwdP36cDh06xBuvnxuoonXTokUL6tu3L3311VdM6+bKlSvVtG64ss2bN6f79++TsrIyubu70+TJkykgIIB27NhBubm5tHXrVjZ+G6u9HF26dKHBgwfTzp07KTQ0lFq0aEGOjo5UXl5O79+/p19++YXmz59Pzs7OjVZ/XfD29ma6YT/99BP5+PjQy5cvKTAwkM6fP0+zZs0iV1dXWr9+Pa9cQ7VcOH0yf39/WrlyJXl5eZG8vDx5enrSuXPnaO3ateTh4UFnz54lor/e9dy/mzVrRnFxcZSUlESmpqbk7u5O4eHhdOzYMYqJiaE5c+bQmzdvaODAgUTET0kfGBhI169fJwA1at24uLgwrRsiohcvXlCHDh3oyy+/pKysLPLw8KBhw4ZRUFAQPX78mMrLy2n27Nl07tw5mjhxIu88W7RoQe/evSNlZWW6d+8eeXh40MKFC0lBQYFmzZpFt27dorCwsAb1pYCAwGdGU1mRBAQEBD4lqmZXiomJQVFREQ4fPgwTExN4e3szN2hudaysrIy3ahsZGYkDBw6gtLQUo0aNgp+fH3bs2IEhQ4bAzc2txrqagrqG/gCV+iIjRozAsWPHEB8fzzteeXk5tm3bhtWrV6N169a8dK1VqavuTGPox9RHV0AkEqG8vBxaWlrw8/Nj211dXSErKwsAH9RBCgoK4nkOzZ8/H+3atcPGjRuhra39Qe8j8bANcc+RoKAgXLhwodZyH4uGaEqpqalBX1+fhVtwPHv2DGvXroW1tTXat2+PQ4cO/Stt/zf1Oz4l5s+fDzMzM+Tk5AAA0666efMmZs+ezfOqqiufs0eOOPXVuikuLsaUKVPYGH358iUkJCTg4eGB4uJieHp6NnpbHz16hMGDByMjIwP5+fnYuHEj5s2bB2traxgYGEBfX7/R66wrpaWlOHnyJNTV1XnvgNOnT2P16tUAKjMHuri4fFBLrb6sX78e/fr1Y8/W/Px8XL9+HXPnzuWF5Ypfz/p49DSG1g0A+Pr6QkNDAxERESgqKsLKlSuxbNkyXL58mefJWPV9ZmNjgxUrVrC/DQwMMH78eJSVleHWrVu1Zs0SEBD430Qw5ggICPznEf9YkpOTg5KSErp27QoXFxdER0fj4sWLMDAwgLOzc62aN56envD29kZubi5u3bqFZcuWAagMKVq4cOEnNUmsS+gPh5ycHNPT4Vi+fDkLy+J49eoVFBQUWOhWQ3RnGqIfU19dgarH2bx5c7V+UVdX57W7ahk/Pz/069cPo0aNgomJCUv5vHr1anz//fe8fhQP0astbCM6OvqTCfdpiKbUqlWrMH36dN62y5cvs7Afce2c3r17VzMa1pePpd/xKcCNpdDQUCxduhROTk5M8LmoqAjS0tLMePmpjKmmoiFaN2ZmZjwjUFRUFJYsWcLbp6FG+6p1GxkZoVevXnjw4AEAYPv27ZCRkYGhoSHbp6muKXeuhYWFuHPnDhYvXgxzc3Pk5OTg0aNHmDBhAhwcHNC+fXs8evSIV6a+VO2f8vJyrFq1CjNnzmTP3LKyMkRERHxQ5LuiogLr16+Ht7c3ioqKcPz4ccydO5cZYjj9O64OjoZo3bx79w75+fnw9PSEgYEBzp8/D6DyfbN48eJqYVniHD16lGeoBSrDosW1xf5XDK4CAgJ/j2DMERAQEPh/jh07hrlz5wIA0tPTYWhoCF1dXQCVK9q1fRBGR0dDQUGBfZxGRERg8ODBCAwMhLS0NDZv3vxxTqAWqn7Y5eXlYfjw4Rg3bhzbdu7cOcjKyiIvL6/a/oWFhVBRUeHp/Rw4cAB9+/ZFjx49WB8BlR++EhIS7GOao666Mw3Rj6mvroD4h/qbN28QHx+PpKQkDBkyBJs3b0ZcXBwOHDiAoUOHIi8vr8ayJSUlWLVqFZtA29jYQE9PDyEhIayfW7dujV27dvHKR0ZGom/fvjAwMECvXr3g4+OD4uJiWFhYQFdX95PKhlYfTamysjIsW7aMpwHx5MkT/PDDD+jTp081HY2ZM2c2qojrx9Tv+BSoqKjA2bNnYWFhgVGjRmHx4sWQkZGBqalpUzetyaiv1k1N27Zs2QJFRUXmBREeHo5Ro0bh/fv3jTqRLisr4z13fX190a5dO2aIPHbsGMzNzeHi4sI0ypoSLgPhixcvYG5uDh0dHWRlZeH+/fs4efIke140xj3G9fOZM2fg6+uLffv2oby8HN7e3pCVleV5Rn6Iunj01FfrRnxM+Pj44IcffsDNmzcBAIcPH4ahoSG8vLwAgC2yVC2Xn5+P/Px8vHz5EsrKyggMDERCQgIyMjIgISGByMjIf9x3AgIC/zsIxhwBAYH/LLm5uSxs5fnz51BWVoaUlBQv3enffRRmZGRAVVUV0tLSiIqKYtt3794NMzMzlp0HaPrVsoaE/hgaGuLkyZMAKt3pL168yH6bOHEiHj9+DKByolRVONnPzw9Dhw7FsWPHoK2tjb59+yI5ORm3b9+GnJwc7t27V2u9XCjElStX2DZfX1+MHj36g2nEU1JS0Lt3bzg6OmLkyJHQ1NREbm4url+/jkWLFlXLsCR+beTk5DBnzhx0794du3fvRnx8PNTU1KCjo4NJkyax61w1BfmbN29gYGCAMWPG8EItXF1deeEcd+7cwb59+3D69GmUl5ejqKgIkydP/qhhG/WhqrHL3d0dy5cvx6lTpwAAXl5esLCwgKqqao3lV65cycItysvLERwcjPDwcGRlZUFSUpJNBN+8ecMLiasvu3fvZkaz1NRURERE4O7duxg6dCjKysqwbds2/Pnnn9U8rz43qnpjiI/ltLQ0hIWF4dChQ7h16xbb/r9gsKoLXJ80xGjq4uICMzMzaGpqIicnB1ZWVpCSkoKZmRmGDBnCjMYN5cGDByzc9MCBAzA2NsaFCxfYdd6zZw+++OILbN26FSUlJThx4sS/Fpb4TykvL0d+fj66d++OxYsXA6h8N65Zswbz5s1jxuzGJjAwEIMGDcKaNWugq6sLSUlJpKamIiAgAP369UN4eHi1MvX16Hn+/DmCg4NRUlKC169fIy0tDSYmJrC2tsb9+/eZQedDXkDbtm2DiYkJ1NTU0LVrV2ZMvnjxIhYtWlTNIMO1dfv27Zg9ezb69++PwMBAHDhwAKqqqlBTU8O4ceM+GNosICDwv41gzBEQEPjPcufOHYSGhjJ35StXrkBTUxOenp5swq6goFDNyFF18hQWFgY1NTW4urryUnmLh2Q1dUhDXUN/quLj44M2bdqwFUfxcI6xY8ciPT29WpmG6s4A9dePqa+uwKlTpzBv3jwAlRmaJk2axDLDVFRUsLFSVdMHqNSDcZU6IfQAAHeOSURBVHZ2hre3N3799Ve4u7uz344dO8bz5tm2bRsmTZoEoHJs2NvbswwowL8TttEQ6qspJc7x48cxYcIEFg7AeVQBwNSpU3mhiA29X5pav+NjwfVTVlYW7x4Tz85Tlf+aIYejPlo3XP9dvHgRgwYNwqNHj7B06VJMmjQJCQkJiI6Oxs2bN3nG5oZw/fp1jB49mnmwvHr1Chs3boS5uTmOHz8OoDILoZmZGfPsaEq4/uHu5fLycsjLy2PKlCnIzs5GRUUFNm3ahB07djRaneLjV0dHhzfuPTw8oK6uDgC8xZWa2lxfj576at0kJyejR48eeP78OYDKd1/fvn1hZ2cHoDL0qqZ2RkdHY9SoUUhOTsalS5cwb948+Pj4oKioCCkpKWwhRbyMgIDAfwfBmCMgIPCfpaKiAhUVFTA2NoapqSlKSkoQEREBY2NjjBkzBosXL2ZhV+JlOLZt24adO3fi9u3beP/+PfT09ODg4IB79+41ufEGaHjoD8A/Xx8fH/zyyy/w8PBAREQEQkNDISEhwYRCq2rdcNRFd6ax9GPqoysQEREBWVlZqKmp8QwvkydPRkRERI1lOPbt2wdJSUk2qXn8+DH69OkDLS0t3n7cmNuwYQP27t0LZ2dn+Pn5Ye3atVBSUvrXwzbqQ0M1pcTbb2Zmhnbt2uHq1avsWigoKMDS0rLR2/sx9TuaAvE2T5kyBVZWVk3Yms+D+mjdxMbGYsmSJfDw8GDbtm3bBgkJCaSlpfH2bci9+vr1awwdOhSBgYHVftu/fz+MjIygp6eHAQMGMC/JT+E9k5ubCwcHB57nl76+Pjp27FjNoNLQZ1lpaSmAylBhf39/ODs7szBmkUiEd+/eQU1NjSfwXdO9XRePnoZo3Yh7bb59+xZGRkZ49uwZ+33fvn3o2bMnlixZwp6d4vVlZ2fDxMQEcnJybFtcXBwkJCRw+vRpXl1N/Z4QEBBoGoTU5AICAv85xNOSJicn04IFC+jLL78kIyMj6tSpE1laWtLYsWOrpSAn+iuFqpaWFt24cYOKiopo/vz5tH//ftq2bRvl5ubSwYMHqbi4+KOeU1W4tMpv374lExMTunTpEgUFBRFRZWro7t27k5ubG924cYNmzpxJgYGB9NVXXxERUX5+Pr169YqIKs+X6y9tbW06d+4cnTlzhtzc3MjT05MsLCxIRkaGAFCLFi1Ymlciordv39LLly9JSUmJjh49Sh4eHhQfH08HDx6kJ0+e0JdffsnaK56+/ENpf7ds2cLaxgGx1L0FBQVUUFBAw4YNo8TERAoNDaXExETKzMykiIgIysjI4NUpnop8yJAhpKSkRPn5+RQSEkJv374lIqKWLVtSSkoKr53idZeUlNB3331HP/zwA9nb21NiYiL169ePwsLCKCoqiu7cucP2Ly4upmbNmpGMjAzZ2dmRt7c3zZ07l6ytren333+nGTNmkIWFBenp6dHy5cupdevWTZ4Cmhvzx48fp2+++YaOHz9OYWFh9PbtW9qyZQvJysqSqqoqKSoqUsuWLVm5pKQkIqrss/LyciIicnV1pVWrVpGDgwMtXryYZs2aRV9//TWtW7eOiKhaaviGtPfBgwc0atQoWrFiBRERmZubU8eOHcnd3Z0GDhxIhw4dov79+/PSDH8ulJSUsDZv2LCBWrduTS4uLpSUlER2dnZ0+fJlys3N5d0b/zVqGkudO3emLVu2sOdzSUkJRUVFUVZWFuur5s2b8/rtzZs39PbtW7p9+zY9ffqUiIiWLl1KQ4cOpdzcXN7xG3KvXrlyhaSlpWnatGlUVFREp0+fJm1tbdLX16eZM2fS0qVLadKkSWRoaEizZ88mospU1U2B+Du0pKSERCIRnTx5kgICAoiIaMeOHfTnn3+SiYkJ7zo09Fn2xRdfEBHRihUrKDs7m2bOnEmbNm2izZs3U7NmzejRo0f07NkzKisrY2W4+0S8HadOnSIrKyuytbWlXbt2kYqKCpmbm9P06dPp0KFDNHz4cCLip7Hfs2cP9ezZk+7fv096eno0duxYunDhAu3evZuMjIzI2dmZvv32W1YH/j+NfUlJCS1ZsoTu379PX3/9NdnY2FBmZibbZ/HixVRRUUGxsbFsG4dIJKKOHTtSaWkp7d27l9LS0qhbt240b9483rusMfpWQEDgM6WprEgCAgICTYH46tXMmTOxZ88eFBUVIT4+HmvXroW6ujoiIyORk5ODdevWYenSpSw7Bcf9+/cxfvx49ndWVhYGDx4Mf39/lJaWVhP//djUN/SHw8HBAebm5nj06BFv5ZdbZSwtLeUJD3N1NkR3piH6MfXVFeDqfv36Nfbv34/g4GBUVFTgzJkzmDdvHhQUFGBmZgZFRcVa68zIyGB9+PDhQ9jZ2cHGxoYnWspRUlICZ2dnZGRkICsrC4aGhpg8eTIcHR3ZMa5cuYKQkJBGC9toCA3RlDp//jwsLS15oVPiXjvv3r1DSkoK3rx5U024uqE0lX7HxyIvLw/Tpk1jYTZBQUGwtraGnJwcjIyMMGPGDKirq/PCEv/L1FXrRnwcciF47969g66uLuzs7LBz504cPnwYvXr1YpnxGoOgoCCoqKggMTERs2fPhqKiIvT19aGkpITevXtXEzhuKm8y8ef8ihUr8OLFC/ZsNjY2xq5du3Dnzh3o6Ogwb9CGeo1cuHCBpV8/deoURowYgTdv3gCofDaNGjUKGhoaGDFiBHt2ivdPQz166qp1I86mTZugoaHB/l6+fDkmT56MhQsXonfv3sjMzISqqipOnDjB66d79+6xMOQTJ07A2NgYGhoa2L59OwYMGNDk3xkCAgKfBoIxR0BA4D+Ji4sLVFRUeNvevn2LnTt3YtasWSgoKEB6ejpLTypOXl4eNDQ02IcqUPmxtXHjxn+93XWhLqE/4rx9+xYWFhYwMTGppi/zTybcddWdaYh+TH11BcTDuoYNGwZlZWUsXboUhoaGyMzMxOPHjzF37lyYmZkxQcuqoWBXrlzB+PHjYWhoCAMDA5SXlyMpKQnOzs7Q1tau8WP7+fPnbFxlZGSgrKwMCxYswMKFC2vMsNWUrvP11ZQCKnV1Vq1aBXt7ewQFBbFxU1FRUeM5NcZ5NoV+x8emvLwcFRUVCAkJgZSUFC5duoQ3b95g69at8PDwYOmQp0yZUi0M479EY2jdyMnJYebMmdDV1UVwcDAKCgpgb2+PUaNGMWM30LihTlpaWpCXl8f06dMRHR3NtispKX1yxjnOqNKjRw9m0D179izU1NQwdOhQNv4aem8nJCRg5MiRTLT+6NGjmD9/PnR1dREfHw+g8hq8ffuW6c7UVqe+vj527dqFqKgodOrUiS1uXLp0CcOGDasWNgfUXeumattXrFiBnj17stA4oFJn7/nz50hNTYWPjw97/3EsXrwYI0aMgIqKCoyMjCASiRAWFgZVVVXo6Ogw0XkBAQEBwZgjICDwn4KbiK9cuRLe3t4A/lp9zc/Px+vXr9kHIgf3sZ6dnc0+9hwcHDBjxgzExsYiNzcX6urqsLCw+Fin8UFEIhGKi4tx4sQJTJs2DRYWFszwlJeXhyFDhuD27dvVyokbdUpKSrB+/XosWrQIAQEB/3gFuq66M42hH1NXXQHx83z69ClbZX316hWcnZ2hrq6OqKgoJCcnQ09PDxYWFtUmUomJiejfvz8ePnwINzc3dOzYESNHjkRycjJycnJw4sQJ3v7ieghhYWFQUFDApk2bmG6QlZUVxo8fz9NTaGrqoyklfn3evn2LTZs2wczMDP7+/h9FaPhj6nc0BZ6ennB0dERWVhbevXuHpKQk3u+lpaXQ1dVlxtT/MnXVuhEfD9HR0dDT00NycjL8/f2hqqrKsuft2LEDS5YsQVBQEE+TqyGIP5Pev3/P++38+fPo27dvjSLzTcXu3bsxZswYREZGwsvLC927d8f27dvZ7+LaZA2hrKwMf/75J/bu3Qugsm+srKxw8eJFODg4wMrKqsaMVRz19ehpqNaNOMXFxdiyZQuMjIyqeYGlpaVh+fLlSElJYeXz8vJgb2+PiooKZGZmYsmSJVBSUkJaWhoSEhJga2sLe3v7D563gIDAf4fPK0hcQEBAoJ5w8fKcDkqHDh3o/v37RET0/fffExGRgYEBJSUlUdeuXYmoMnad055JTEwkKSkp0tfXpylTppCBgQFJSUmRsbEx6ejoUGFhIW3YsIGVawq4et+/f09lZWWkqKhILi4u1KpVK/Ly8qIHDx7Qd999R5GRkTR69GheWXHdkMePH1NeXh6tWLGCZGVl6ciRIxQYGMh0Y6pSX92ZwsLCeuvHiNdZF10Bor80FOzt7cnAwICOHTtGMTEx1KlTJ9LV1aVRo0aRnZ0dtWnThmxsbOi3336jLl268OpMSkoiJycnatmyJR04cICePn1KvXv3psGDB9OrV69IUVGRta2iooJpyTg7O9PgwYPJwcGBnjx5Qm5ubvTq1StycXGhhQsX0h9//PGPrvW/SUM0pbjrk5OTQ+3btycTExMaMmQI3b59m44fP07Jycn/ans/pn5HU9CtWzcqKiqirVu3UnJyMnXo0IGI/rr379+/T7/88gsdPnyYiBpHg+hzAo2gdXPp0iXy8/Ojtm3bUrt27UheXp6WLFlCV69eJRsbG9LX16e+ffvSqVOnGqRZI97W5s2bU2lpKRERtW7dmoiI0tPT6fLly2Rubk6enp70yy+/fDLXMyUlhVRUVGjIkCGko6NDvr6+5OLiQpaWlkRE1KlTJyJq+LuwvLycvv32W7p69SoREWloaNCvv/5KsrKypKCgQL/++ivt3LmToqKiqpVNTEwkBwcHkpaWJiKisrIy6t69Ozk5OdHLly+pZ8+edOvWLXJxcaGzZ8/SpEmTmEZOfbRuxDXYTp8+TaamprRkyRJ6/PgxLVu2jEaMGEF3796ljRs3Mg2xX3/9ldzc3Oi3336jZs2a0dWrV2np0qUUGRlJERER9PPPP9P27dtpwIABJCUlRd9++y2pqKhQs2bN6LfffmtQ3woICPxv0AxNNesQEBAQ+Ehwhornz5+TgoICnTt3jtq2bUvz5s2jn3/+maSkpCgsLIzevHlDgYGBrBzExA+XLl1Kffv2JQMDA1q9ejUFBQXRvn37qF27dlRRUUFfffUVtWrViioqKppElJI7x6tXr5KTkxMNGDCARCIRbdmyhVJSUmj//v0UHx9P5ubmJCEhUetx9PX1KScnh37++Wfq0KEDLV++nKKiosjd3Z0kJSVJT0+PWrVqVa3epKQkCg4Opk6dOtG4cePo/Pnz5OfnR0VFRdStWzd69eoVnThxgpUrLS0lV1dXWrJkCbVo0YLs7e3p+fPnNHbsWDI1NaXvvvuOrl69Sq1ataKSkhKaNGkSKyt+XSIjI+nHH3+k7t2708mTJykkJITev39PI0eOpF27dpGfn1+N53v16lXau3cvLV++nLZs2UI9evQgeXl5GjBgABUUFFBqaip169at2nkSET169Ij69OlDzZo1o3Xr1pFIJCJ7e3s6cOAA3bhxg6ytrXllOeTl5ZnwNBFRbm4uubq6UnJyMunp6dGwYcOq1fWxEe9bOTk5UlRUpHnz5lFycjL5+/vT06dPydjYmLp3706enp6UlJRE6urqNHLkSNbuY8eO0f79+6l3797UsWNHWr58OQUHB9PZs2epTZs2tGTJEvrll18avb2Wlpa0ePFi6tSpE/n6+tLz589JQkKCBgwYQHv27CFbW1vq3Lkzr8zngvhzJSYmho4dO0ZlZWU0YcIEkpGR4Y2X8vJyatmyZZM9i5oK8fPNy8uj77//nlJTU2nlypXUtm1b6tChA/3www/k6OhIYWFh9OOPP1Yr+/DhQ9LU1KTBgwdTYmIiM1x+9913FBERQXFxcTRv3jwiIsrMzKQ2bdo0uN3nzp0jOTm5atszMzPJw8OD+vXrRyoqKk06bqs+k06dOkWnTp2i/fv3s23W1tZ0584dkpOTIzMzs0atU11dnfz9/UlZWZkZKomIYmNj6eHDhzRnzhxe2fLycurRowetWrWKNDU1KSsrizZs2EATJ06k27dvU0lJCSkqKjKh45pwd3enhw8f0r59+4iIyMjIiJ4+fUp//PEH3b17l0JDQ2np0qU0Z84cZrwnInr48CEtWrSIdu/eTevXr6c7d+7QypUrafHixXT69GnKysoiLS0ttj839tLT00ldXZ2kpaXpyZMn1LNnTxo/fjyNHTuWiCqNjLKyskRUKaTPJSwQEBD4j/PRfYEEBAQEmoDi4mKMHTsWPj4+vO2urq5wd3eHg4MDE0msqoGwadMmSElJ4ezZs2ybp6cnFBQUWBmg6cM26hr6U5UdO3ZAQUEBRUVFGDx4MFRUVLBkyRKkpKTgxYsXCA0N5e3fEN0ZoOH6MfXVFXj27Bm+++47Fn7BaQQZGRnh8uXLvJCHqnUuXboU8+fPZ9f95MmTMDQ0xP79+zFs2LBadTSuXr2K2bNnA6jULrKysmLpuFevXl2jYHJTUl9Nqfv376NPnz6Ijo6Gjo4OBg0aBE1NTeTn5+PBgwcsVKWx+Vj6HU2BeJtTUlKQm5uL4uJibN68GWZmZjhx4sRHCWH7XKiv1s2bN28wa9YsJiy9e/duaGho4MCBA0hNTeXt25jjaNasWUy7pepxP4X3C/c8LCkpwaVLl5iemZ6eHmbMmIGgoCA4ODhAU1MTAQEBcHR0bLS6xa/RunXr0LlzZxauy1FVywwAioqK0LdvX6irqwOoTHbg5uYGAHjw4AHc3Nygra2Nhw8f1lhvfbVuRCIRHBwcEBQUhGvXrmH8+PG4fv06unfvjhUrVtTYbqDy+0RBQQHr168HAMTExGD16tWws7PDyZMneeLxn0I6egEBgU8HwZgjICDwnyA/P58n/MvpuZSUlPD2Ky8vr/bRHBISAg0NDZibmzOjxLt37zB58mTk5+f/yy3/MOIfsLdu3cKpU6cQHR2NQYMGIT8/H5qamvjtt994H601GStevXqFkydPIjs7G9bW1iwTyZgxYzBlyhSmM1DTMeqqO9MQ/Zj66gpU/QB2dnbGd999x9NJsLGxYRlOauL06dMYO3Ysb1tycjJWr14Nc3Nz1gdVKSgoQEJCAtq3bw9VVVVoaWlh7dq1mDRpEm+i8ClQH00p8cleQEAAbt68iZCQEIwcORIvX77EzJkzMX78eN4YasyJ6cfS72gK0tLSmJA2d1/Mnj0bO3fuBAAcPnwYhoaG2LlzJy+73H+JhmjdVDUuf/vtt1BQUGDbAgICoKCggD179jRae8UNNABw48YNJhAv3qZPwfAo/pyfPn06pk2bhrlz58LAwAAVFRXw8fGBpaUl5s+fj4KCAqxcuRKLFi1qUJ1Vz1v8HX3o0CF06NABu3bt+kdtVlNTwxdffFFNQ+rFixc4evToB9vxT7VuqiYQyM/PR3Z2NmbOnImAgAAAwLJly5juW03tBABVVVVISEgwfbt3797BxcUFtra2Tf6dISAg8OkiGHMEBAT+J0lMTMTt27fx+PFjxMTEAADGjx8PW1tbts/jx48xefJkvH//vkYDR3BwMO7du4c3b94gMzMTS5cuxcKFC2FqagoVFRWsW7fu455UFcTbHBUVhbKyMpSXl2PNmjVwcnICAOzfvx+LFi1CXFxcreWjoqKgr6+P169fo6SkBAYGBkwgVEdHp1q2IvGPbTs7O0ycOBETJkxAdHQ0KioqkJ6eju3bt0NOTg4lJSV4/fo1SwsublRZvXo1SktL8eDBAyxevBg2NjbM4LNnz55qadO5eq9cuQINDQ1Mnz6dpY0vLy+Ho6Mj+vTpg/T0dERFRWHlypW8iXxRUREOHjyImzdvorCwEAEBAWjXrh2bGFc9t6oEBwez8SP+cZ2RkVFr/yQmJrJ0w2FhYdi8eTPbX19fnxlMmhrxNO0A4OXlBQMDA94+GhoaPO+sqqKxK1asQFhYGIqLi2FgYMAmSytXrsTy5curCbs2Fk5OTjwjXEhICDp06PDBlfDPAZFIBHt7eyxfvhx+fn6Ql5fHu3fvcP/+fcycOZOdX2BgIC5fvtzErW06xDNX2dnZYeXKlQAqJ+PXr1/HwoULYW1tDQDYsmULdHV1qz1buLGZn58PSUlJyMvLs98iIyORkpLSKG3lso1lZmbi0aNHLN24uro6jIyMGqWOf4PTp0+zjIK5ubkwMTHBrFmzeKnHT506hUGDBjVanYGBgezf4vdueHg4fv75Z9y/f7/We7quHj3c8+/UqVMwMTGBrq4u2//QoUNYvnw5NmzYwPOQKSsr49UfEhKCa9eusb9tbW3h6+uL69evQ1VVlYmVVzXi3L9/H2/fvgUAuLm5QUJCgr3XuGyMAgICArUhGHMEBAT+54iPj0fPnj2hoqKCKVOmYOrUqdixYwfev38POTk5zJ07F5cvX8bo0aPh6elZ4zFCQkLQpk0bGBgYYP78+QgICEBpaSnWr1+PadOm/WMDwMegvqE/QKXXiLW1NVt5LCkpwfz587Fw4UJYWFhAWlqa7Vv1I/TKlStQU1NDeHg41NTU4OjoiIcPH0IkEiEvL69GAxLHrFmzYGpqyv7OycmBvb09Fi1axPvo5urk2p6WloYpU6Zg/fr10NTUhLOzM0JCQtj+Fy9eZP8uKiqCv78/SykrLy8PY2NjqKurMy+thw8f4rfffmMTY/FrWbW/nj59ij59+vAyJRkaGn4wrODdu3dwd3dnY45DR0cHM2fOrLXcx4Tr42fPnqF3796IjY1FTk4Opk+fDjU1NXh7e0NHRwfTpk2r9RibN2/mGU/Wrl0LBwcHnDlzBiNGjGBGuqpjqCHt5Th58iQLp+CwsrLChAkTmBHxcyU3Nxdr1qyBsrIyNDQ02OT/3bt3WLhwIWRlZf+zHjnAX/fogwcPMGDAAGhqakJKSgpBQUHMYBMeHs7zrMjIyOBlAbOxsYGmpib09fVZ+ut58+ahX79+SE5OZvs19DkfGhoKZWVlPH/+HMHBwRg8eDCMjY1ha2uLmJgYzJ8/n3mvNcZ90hCysrLg5+eHiooKvHr1CpMnT8bMmTPZM10kEsHV1RUSEhJITExEaWkp4uPjG2ywFTfYS0tLV8uiyPULZxSrqSxHXT16Hjx4gCFDhiAyMhIqKiro2LEjdu/eDaDSyPMh7yw7OzsMHjwYs2fPxsSJE1FQUICrV69CV1cXo0eP5hntk5OTWTpzNzc3TJ06FWZmZlBSUgIA+Pj4oFOnTtVCwgUEBARqQjDmCAgI/E9RVlaGUaNGsTCLtLQ03LlzB9LS0lixYgUKCwthZGSEjRs38sJiRCIRmxgUFxfj7NmzbJXt/PnzmDdvHvsQ3LVrF7S1tXHixAmWPrupqG/oD4eHhwdGjRqFVatWMW+ToqIiODg4YN26dWxVsOrkoiG6M/XVj6mrrkBwcDD69++Ply9f4vjx4zA3NwcADBw4kKd/lJOTU61ObiwUFhZiy5Yt2Lx5M6Kjo3Hnzh106NABVlZWWLZsGSZMmMCbTItPxriJd1ZWFo4fP4558+bB29sbIpEITk5ObLL5KWggNERTKjg4GHJycjzPgidPnkBHRweLFi3C/v37ATSO0bMp9Ts+Jlwfc2P60KFDmD17No4fP85SVBcWFn5wcvpfoa5aN2/fvsXgwYPx/PlzeHt7Y+bMmUhKSsKQIUN4Rnpzc3P4+vo2ShtFIhFevXqFdevWYcGCBXj69CmKi4uRmJiIZcuWQVlZGT/++GODQ5Qai7t37yImJgapqanIzc1FdHQ0NDU1sWnTJrx48YLtV5vmTENISUmBjIwMC48Tf64DNYcJi1Mfj576aN1w7SgrK4OLiwszMBkaGqJ///7MK1TcwFVaWopBgwZh//79uHfvHiQlJZGfn1/NMyskJAQbN278m54SEBAQEIw5AgIC/2Okp6dXi48HKr0qFixYgFevXlX7TdzNuri4GFpaWpg4cSLWrl2LwsJClJeX4/bt25g7dy4L5/D09IS/v/+/ei7/hLqG/lQ1ypSVlcHHxwdqamq4dOkS060Rh5tYNobuTF31Y+qrK5CQkIBu3bqxydmNGzdgaWkJFRUVbNiwAQCQmpqK1atXV9NNEkdBQQGLFi1igtKHDh1Ceno6PD09sW/fPrbCX15ejn379sHExAQVFRVYu3Yt5s2bx4w7+fn52LJlC0aOHMnrn0/BkAPUTVMK4E+SUlNTsXXrVqipqeH48eNsNb2srKxRPQyaQr+jKeDOs6KiAuPHj8fx48cBAMePH4e6ujp2795d7Tn2qYyjj0VDtG6kpKSYGC43qXZzc8P8+fMBVBpfxb3vGpNLly7h+PHjmDNnDvz8/Nj2t2/f4tmzZ5g2bRp7njYV165dQ0pKCgoLC+Hk5AQjIyO8fv0aSUlJ0NfXh52dHcLDw3n3Y0Pvc/HrGR8fD01NTfTt2xeRkZE17lNb+bp49NRX60a8vvDwcCgqKkJKSgp79+5lv2/evBnNmzdHeHg4TwNp9uzZ0NHRAQC8fPkSO3fuxO7duzF9+nRWdvv27bznblN7/goICHzaCMYcAQGB/xlEIhHS0tLw559/4vz587zfSkpKoKioyLw6asPJyQkrVqyAs7Mz1NTUcPr0aSaW+eTJk2orvR+bxgj9AYCdO3di48aNsLe3R1lZGc6cOQN1dXUcPHiQF1pQlYbozjREP6YuugIlJSUYP348JCUlsW3bNty9exfFxcWQlZVFv3792H4zZ85kHkE1cfPmTcjIyLC/U1JS0L9//2pjq6KiArdv38agQYPw4MEDAJVGKzMzM6ioqCA6OhoA8OjRI+jr6/8rq9l1pSGaUtwYjI6ORkBAAAth2b9/P0xMTODr61tjNrLGoin0O5oCNTW1ajoqt27dwty5c+Hi4vJBI+T/KlWfLXXVupk3bx569uyJCxcuoLCwEBcvXsQvv/yC4cOHs3309fVhYmLS6G0+f/48ZGVlkZycjDNnzkBNTY0ZljnWrVvXpKGBFhYWmD59Oi5evAiRSITw8HBs3LgRRkZGuH//PgoKCmBkZIQ1a9Y0Wp3i77T09HSUlpYiKysLO3fuhKqqKs/T5kPUxaNH/N911brh/p+fnw9FRUW4urrCyckJJiYmPINO1eyPZmZm6NKlC+zs7HD//n1kZ2dj8ODB+OGHH9g+GzduxOTJk//R+QoICAgAgjFHQEDgfxBPT0+YmZlVC53ZuXMnnJ2day3n6OiI/v37s4+1AwcOQFNTE56enjwDR1Otgtc39Kcqfn5+GDp0KI4dOwZtbW307dsXycnJuH37NuTk5HDv3j3e/g3RnRGnLvoxDdEVUFZWhqWlJVJTU+Ho6AhLS0tcv34djx49gqmpKQYNGgQ1NTWoqqqyMjW1OS0tDWpqajwDno+PD9NR4MjKysLQoUNZyFlkZCQTD16zZg1mzJgBNzc39O/fn/ex31Q0hqZUSkoKevfuDUdHR4wcORKamprIzc3F9evXsWjRIqY90hg0lX5HU2NgYMCeO+KCvWlpacxA+F+jIVo3xsbGUFBQwL59+2BlZQVvb2/k5OTA29sbsrKy8PX1hYuLC+/52VheEQkJCZCRkWF6YNnZ2QgJCYG+vj6WLFmCoqIilJeXY8mSJdWMxR8LLy8vDBs2rNo5x8XFYfv27TA2NsaZM2cAoJqAdGOgoaGB2bNnY+TIkfDz80NERASOHTsGeXn5as9cjoZ69NRF66YqhoaG7DmfkZGBI0eOwNzcHGvXrmULQEDle3vXrl2QlpbG/fv34enpCUNDQ4SHhzMDlKqqKlatWoVhw4bVKpQsICAgUBOCMUdAQOCzhvtQEzewPHr0CEuXLoWlpSWOHDmC/Px83Lt3D927d2e6CjXx4sULdOrUCSoqKmzblStXoKioyDwuPgXqEvojDqcLpKWlxXPxd3V1haysLAAgNjaWV6YhujP11Y9pqK7A48ePeW1wdXWFpaUl/P39UVxcjLt37zLjlHg/cR/PGRkZzAvI3NwcioqKiIuLQ2ZmJuTk5KplMUtKSsL8+fOxZcsW3Lp1C2PGjOFpmQQEBODIkSOfhL5JQzSlxLGxseFpSRgYGGD8+PEoKyvDrVu3GlVLqin1Oz4mXB9zxkMdHR0oKyuze6e0tBRTp07F06dPm6yNTUl9tW64556ZmRnr46NHj8LU1BQeHh6IjIzErVu3oKmpibVr17IQtoYa7cXvmdDQUAwbNgyzZs1i17O4uBgRERHsXgSqh8d+DEQiESoqKqClpYULFy6wtom3/9WrV/D19YWenh4zsjdW3UBl9sKpU6cCqFxssLS0ZIbv8+fPIzw8vFrZ+nr01EfrRryt3P9XrFiB0aNHs4WJwsJCnDlzBpaWltW8W0+ePMneKXFxcfDy8oKhoSFOnjyJkpIS7NixA6dOnWLvrv9a2KSAgED9EYw5AgICnzXiH7/iH0DPnz+Hi4sLVFRU0LdvX0yePJl94Fdd8Xr48CEiIiKQkJCAsrIyTJkyBZMnT2aCr59SatC6hP5wVJ2Ib968uZpBQl1dnaeXIxKJGqQ70xD9mIboCoifK+dmX1hYiN27d8PCwgI7duzgTUaqus5HRkaif//+kJeXx6xZs5CRkQFnZ2fMmjULSkpKPF0ZcVJTU2FmZoaxY8fWuk/VOpuC+mpKVeXo0aMwMzPjrUBraGjwUsE3hldDU+h3NAVcmy9duoSlS5ciOzsbRUVFsLOzw4wZM3D+/HkoKytj+fLlTdzSpqOxtW6uXbsGKysrrFu3rpoRu6FjSPxd9O7dOxQVFeHRo0ewsLDAkiVL2H1SUVFRq57Zx2bBggXw8vLibROJRMjPz8fdu3eRkZHRaOGTubm5PC8rd3d3nqH+xo0b6N69+wczInLUxaOnvlo34oi3++DBg5g4cSLzDBOJROybpKbnH3eN09PTceTIEZiYmGDnzp08TydBI0dAQKAuCMYcAQGBzxpDQ0MoKSmxiX1ZWRn7GOKMMfHx8bxJJwAcOXIEQKUXz/Dhw+Ho6AgpKSnmuaOvr482bdogOTm51o+6puCfhv5wiE8q3rx5g/j4eLaavXnzZsTFxeHAgQMYOnQo74OyIbozDdGPqa+uQE3ZSapu9/f3h7GxcbVVU26f4uJiaGhosA9zOzs7jBs3DomJicjLy6vmOs8hnj7dw8MDenp6uHDhwicX5lNfTSnxPszPz0d+fj5evnwJZWVlBAYGIiEhARkZGZCQkOCFNzSUptDvaEoSExPRu3dvprWRlZWFmJgYHDt2DKampnBxcWH7NvXE/2PTUK0bcaOJ+HiOioqCvb09TE1NmbG5MdHW1oaGhga0tbVx7tw5PHv2DC4uLlBUVGSaX58K/v7+mDx5Mm7fvs3bXl5eDnl5eURFRTVaXceOHcOxY8eYB9/Tp08xf/58XLx4ke2jrKxco0cOUD+Pnvpq3YjXt2/fPsyYMQNmZmbw8fFBaWkpQkJCMHHiRDg7O9fpG4HTnNPX18f169f/cTkBAQEBcZoBAAkICAh8pmRkZNDq1aspLi6OduzYQZ07dyZUGqqpefPm1fYHQDY2NhQbG0vHjx+nWbNmkb29Pb19+5ZcXFwoKCiIWrduTc2aNaO9e/eSmpoatWzZsgnOrBKRSETNmzenzMxMKikpofbt25OFhQW9fPmSNmzYQK1bt6aFCxeSpKQkWVpa8soCoGbNmhER0axZs+irr76iBw8ekKWlJUlLS5ODgwN9/fXX9PLlS9q0aRMNGDCA1Tdnzhzq1q0bmZqa0s6dO6mwsJCmTp1Kbdq0ob1799K1a9eoX79+VF5eTkeOHGH15eTkkIyMDGloaNDy5cvp/v375OPjQ9u3bydnZ2e6c+cOSUtL0969e8nMzIw0NTVZe728vMjf359cXV0pLCyMYmJiSENDgzp27Ejq6ur0yy+/UO/even8+fN06tQp6tChA2svR1BQEE2bNq3WfkhLS6O2bdvW2NdOTk507do1WrlyJUlLSxMRkZubGz169Ih8fX1ZPQAoNTWVvv/+e/r222+JiKiiooJatGhBREQ+Pj50+/ZtGjt2LM2YMaPW+pqKnTt3UlxcHC1YsIAGDx7Mtu/atYsyMzPJxsaGtz/Xfzt27KArV65QXFwcrV+/njIzMykgIIBatmxJiYmJJC8vT2ZmZo3Sxt27d5OXlxeFh4eza0dEFB8fTxcvXqTY2FiaOHEizZo1i/Lz8+m7775rlHqbAq5/vb296fr167Rjxw46fPgwBQQEUEVFBe3cuZM6d+7M9hcfa/8FTExMKCEhgWbPnk1Pnz6l7t2705w5c+jYsWN09OhRmjdvHr17944uXLhAFy9epFatWrE+5Z4Pubm59MMPP9R4/MTEREpISKAJEyY0arvd3Nzo6dOn5O7uTt27d6dDhw6RjIwMJSYm0pkzZ2j06NE0fPjwRq2zIRQWFpK7uzulp6eTlJQUKSgoEBHR8uXL6f3793Tw4MFGqYe7NsXFxTR27FhasGABmZiY0K5duyguLo6SkpKoXbt2dPfuXbpz5w6vbF5eHuXk5FCHDh2IiGjz5s2UkJBAmzdvJiKimzdv0qJFi+jChQvUrVu3GutftmwZiUQi2r59O2VmZtLly5cpMjKSfv75Z1q6dCkbJ1Xvs3v37pGGhgZdv36dNDU1qby8nEaNGkXm5uaUnp5OgYGBZGRkVO08xf8tvo3b/uLFC+rVq1fDO1ZAQOC/yUc3HwkICAg0AlXDaVavXo2xY8fyNHFqWr328vJCr169WOpSW1tbHD9+HKNHj0ZYWBiAyhCSGzdusDJNFb/e0NAfjlOnTrHQmqSkJEyaNAlmZmasDs7jRLy/6qs70xD9mPrqCvxdWlrxfT607ebNm5g/fz7s7Ozw7NkzAJUeRDNnzuSFdCUlJUFTUxMnTpzged+Ij5Nz587xQsuaioZqSnHlo6OjMWrUKCQnJ+PSpUuYN28efHx8WCYx8fHSEA+2ptTv+NhUfT4lJydDQ0MD7dq1w6ZNm3Dt2jVs2LCB563wX6KhWjdc/8bExLCsbH83NhvL+7KsrAzu7u64dOkSTExMmNbYmzdvEBUVxbxGPzWysrLg4eEBOTk5jBs3DosWLcLEiRPZ7w31CBMPa929ezcuXLiAgQMHYuXKlQCAZ8+eYdu2bfD09OTpqHHUx6OnIVo3XN35+fnYs2cPwsPDERgYCElJSdy4cQMTJkzA/PnzeeFg3LgFKr1SMzIyavTSrM2bVEBAQKAuCMYcAQGBzw7xjztxnZf9+/dj1KhROHjwYI3lrl27hvbt20NTUxMBAQHIz8/HwYMH8c0332Dt2rUAKj/8u3fvzgw7TUVDQ384IiIiICsrCzU1NV4Y1eTJk1lmlQ99VNZFd4ajofox9dEV+Lu0tB/iwoULuHbtGh48eIDs7Gzo6elBXV0dpqamkJOTw549e6qV2bNnD7S0tODr68sMUAD/GjSFmGlVGkNTKjs7GyYmJpCTk2Pb4uLiICEhgdOnT/P2bawJycfU72gKxPtp9erV2LJlC6ytrZGSksJEnZOSktC/f3+eYVmgblo3hYWF0NDQYGLt/6ZhvmrdV65cQe/evTFt2jS2bdasWXB0dPzX2tAYlJeXIzc3F35+fnj8+DEzjjdm3x06dIiFxOXk5EBKSgpqamrVjFw1ab8VFRVh6NCh2LRpE4DKLJXm5uaYO3cujI2NMWrUqBrrrKvWDVe3SCSCg4MDoqOjUVpaClNTUxZCbGxsjJUrV/KyR4rf20pKSliyZAn09PQQFBRUx14SEBAQ+HsEY46AgMBnhfiH0oIFC6Cnp4cxY8YwLZbg4GCMHDkSTk5OvHKpqano0qULgoKCcPbsWRgbG2Pnzp1ISEjAwYMHISkpiWXLlmHEiBEs3fWnsFLm6OiICRMm4OrVq2ybq6srNDQ0ahU5rioGu2vXLigoKCAwMJB5ikybNo2XjarqMcT//ie6M1Xrbiz9mA/pCjQkLS3XzmPHjqFLly5wdHREjx494ObmBpFIBGdnZ8jLy/Oy4nDnxXHp0iVoaGjA1dWVN6n8lPRM6qspJX4O79+/x6ZNmzBlyhT4+voyvSYnJ6cPpu5tCB9Tv6Mp4K6Bu7s7Zs6ciatXr6JXr14IDAxERUUFMjIyICkpiS1btvD2/6/RUK2b69evo0uXLjA1NeUds7Hhngvv3r3DoUOH8OLFC5SUlMDe3h5WVlZwcnKCmZkZT8T9c6Ixx5+Xlxf++OOPaosuCxYsQL9+/VBYWFjtGtXXo6cxtG7279/PPKsAYNmyZZg0aRKCgoIwYMAAxMfH89rIsWTJEqxbtw737t3Dn3/+yfThhExVAgICjYmgmSMgIPBZsnLlSnr9+jXt3buXfv31V2rXrh2tWrWKFBUVKSYmhnJycmjMmDG8Mg8ePGAaIefOnaObN29S+/btafLkyfTtt9/SkydPqHXr1qwcqsS3fwyq1hkSEkI7d+6krl27kpqaGvXq1YseP35MNjY2dOLECfryyy955TmNiKSkJAoODqZOnTrRuHHj6Pz58+Tn50dFRUXUrVs3evXqFZ04caLGNtRVd+bdu3f11o9BPXUFxOvIyMigH3/8kQoKCsjf35+Cg4NJQ0Oj2jlU5dWrV7R161ZSUVGhUaNGUVZWFk2ePJlUVFTIwsKCNm7cSM+fPycFBQWaMmUKtWjRglq0aEFpaWn0ww8/UMuWLSk5OZlcXFyoTZs2pKKiQn369GlSjaWq1EdTiohY/0dGRtKPP/5I3bt3p5MnT1JISAi9f/+eRo4cSbt27SI/Pz+SkJBo9HZ/LP2OpqCkpIRatWpFpaWlZGhoSNu3bycHBwd69+4d7dmzh16/fk35+flUVFREQ4cOJaKmeRY1JfXVuqmpn4KCgmjv3r00YMAAsrW15R2/MSkvL6fRo0dT165dKSIiglxdXUlCQoLevn1LV65coT/++IO0tbXp22+//c/pHlW9LqampnT9+nUKCgqi33//nW0PCwujkSNH1nqcw4cP071792jTpk2Um5tL8vLy1KFDB9qzZw998cUXbD/x61tXrRtxjh07RqtXryYVFRWytbVl57BkyRICQHJyciQnJ0cikYiysrLo66+/pm+++YYqKipo/fr1pKioSKtWraIxY8bQ8uXLKSYmhgBQv379GtSfAgICAoyPbj4SEBAQqCfiq2cODg5IT0+Hrq4u1qxZg9OnT6Nly5a8VNd/d4xbt27BxsYGTk5O1cKqmnolvD6hP+Lu4cOGDYOysjKWLl0KQ0NDZGZm4vHjx5g7dy7MzMzw9OlTXpn66s40RD+mMXQF6pKWFgAuX77MwqKMjY3Ro0cPHDx4kLnJP3/+HMuWLWP7b926FUFBQWzV9f3795g4cSIsLS1hYGCAyMhIFBUVwd7eHpqamrh//361OpuC+mpKibN48WKMGDECKioqMDIygkgkQlhYGFRVVaGjo4NTp079W80H8O/rdzQFe/bswZ49e5Ceng4AMDIywowZM6CiosL2MTExgZ+fH/u7qZ9FH5vG0Lo5fPgwVq5ciZ07dyImJgahoaEwMTHBsmXLWN83ZluBSu+QVatWAagMBZs8eTI2b96MgoICXpn/mmcGF/IaGhoKHx8f7N+/H+Xl5XBxcUGfPn1w584dtu+HMkfWxaOnvlo3NdXt5uYGaWlpRERE8MJ3Od0ejkWLFkFfX5+NLx8fH/z888/Q1tZm+4wePRr79+//J90mICAg8I8QjDkCAgKfBdxH2vXr19kH88uXL6vpEVQNr/o7nj17hhUrVmDbtm2N19h6Ut/QH/GyQKUoJHc+r169grOzM9TV1REVFYXk5GTo6enBwsICL1++5B2jvroz9dGPaYiuQH3S0nLnd+jQIQBgYqmrV6/GrFmzcO/ePeTm5uLo0aMYPnw4T59HHBkZGezduxcnTpxAz549MXfuXJw4cQJA5WQjKyvrb9v/b1NfTSngr77Ny8uDvb09KioqkJmZiSVLlkBJSQlpaWlISEiAra0t7O3ta00d3Fh8DP2Oj8mOHTtgYmKC3bt3Iz8/H48ePUK3bt1gZWUFoHLiOGLEiE9WIPdjUR+tG+4ZePToUfTu3Rt+fn5QVlaGk5MTwsPDERsbywTVGxszMzMsXrwYvXv3ZmGI8fHxmD59OnR1dXkC6v9F4uLiMHToUOzbtw/jxo3D6tWrAVRq53zzzTdMjLgqVQ0rJiYmGDRoEFJSUnjbxdO811frRrzsnTt34O3tjUOHDqGgoADHjx/HxIkTcfr06RrvzefPn6OwsBD6+vpYsGAB4uLikJubCwcHB2hpaWHbtm2YN28edHV169BrAgICAn+PYMwREBD4bEhPT4eenh4CAgIAVH54LVmyBKampjAxMcGSJUvYvnVZzU5LS6u2etpUvHz5EiYmJmy18v379xg6dCjWr18PkUiE9evXQ1tbG2fPnmUTBPFztbOzw8SJEzFhwgRER0ejoqIC6enp2L59O+Tk5FBSUoLXr1/D1dW1Wtm66s40hn5MXXQFcnNzeSKW7u7uMDIyYn/fuHED3bt356221sSFCxewaNEipsGzbds2jB49GoqKijAwMMC9e/cA8PVlgMqsYgcOHEBpaSlGjRoFPz8/7NixA0OGDIGbm9s/Pud/k/pqSomXvXLlCjQ0NDB9+nQ2SSovL4ejoyP69OmD9PR0REVFYeXKlUhMTPwIZ1VzOz9XwsLCICMjA0dHRyQlJeH169eYNGkSVFVVMW3aNNann6vBqjGor9YNN2nnDKxZWVmws7ODiooKRCJRvbW7PsTp06cxZcoUhIeHQ1dXFzIyMsxDr7CwkKd39l/i8OHDLMudpaUlgoKCcPfuXQwdOhTJyclsseDx48fVvFyAhnv01FXrhrvfUlJS0LNnT6xYsQLGxsYYNmwYYmNjcefOHfTr1w/nzp3jtfPy5ctYuHAhW4hwdHTEjBkzEB4ejoSEBAQFBcHCwgKenp6szOfoVSggIPBpIhhzBAQEPhs2bdqEr776ijfZDgkJgYuLC5SUlNiqfV0+lD6FiWF9Q3+qcuXKFaipqSE8PBxqampwdHTEw4cPIRKJkJeXV83IIT5ZTE9PR2lpKbKysrBz506oqqoiMDCw1jZzZVNTU1FUVISysjIkJiZCT08Ptra2iIqKqtGzJyMjgxnOysvL4ezsjKdPn2Lu3Lnw8PAAUJkGWzzVNUd90tJyVBX09fT0hJGREctmcu3aNYwdO5aF6VUdF56envD29kZubi5u3brFrkdUVBQWLlzIm1h8CnBhXwDwyy+/oH///myCGx0djdDQUN7+3PVMS0vDlClTsH79emhqasLZ2RkhISFsP/G+rmkCJlCdu3fvsgxVQKXXWNeuXbF06VI4OTmxkMfy8nJ2b/zXJns1PYcDAwOhoqKCNWvWsG019YuTkxNvgu3h4QEVFRWeoXHmzJk8Q3Bjtffly5fQ1taGs7Mz+23btm2QlJRkXoBVy/wXCAwMZCGR79+/h7e3N+zt7TFmzBhmID59+jQ2bNjA+qUm42V9PXqOHj2K/v37Y/Xq1f/X3r0H5Hj//wN/Vsws5zllYxvGh2HInJl1csqhkBByLKE5FiXkOHLIOUwzRAybrZwP5RwmpxXKkFgOK5LO3a/fH/3u69uNzbq7c5eej382d/fV/b7v7vu67ut1vd7Pt8brPnLkSBkxYoTS8fXy+yktLU08PT1l7dq1ym1bt26Vrl27ikqlkmvXrr3SzZOYmCgbN24UV1dX2bZtm4hkBy6bm5vLnj17XhlbUS7SEpHusZhDRAXWy1+0UlNTZcqUKfLll1++ssqNuvW5sH1R0sXUH5Hs6WKlSpVSCiL379+XyZMny7fffiuHDh36x5WvRHKfO5OX/BhtcwW0XZY2KytLeW/8/PPPsm7dOqWA8/PPP8vYsWNl7dq1kpSUJOHh4dKqVSv57rvvNF6va9euSc+ePZXbzp8/L02aNJG9e/eKmZnZG3Oa3pa8ZkqlpqZKz549ZcGCBSKSnVkye/ZsmTZtmuzevVujOFfYPmf65OvrK6VKlZILFy5IbGysNGnSRCIjIyUxMVGmT58ukyZNkqCgII3Vd4oqbbJu1EXFWbNmSXp6ujx9+lSmTJkiy5Ytk8OHD8vevXulQYMG/7r/zA31fuDWrVsybtw4cXNzEzs7O439bGBgoEycOFEnj1fYqFQqCQgIkNatW4uXl5ds2rRJrl69Kp999pnY2tqKiEhERITUq1dPozispm1Hj7ZZNzm3Cw8PF2NjY+nfv7+I/N/fetiwYXL9+nXlfjlXWRMRGTVqlHTt2lVatGghixYtkpSUFAkJCZHmzZvLihUrcvHqERHlDos5RFTgrVmzRpYtWyY7duyQ2NhY2bJli7Rt21Z+/PFHfQ9NZ3Iz9Uft5RPquXPnSqlSpeTw4cMikv2F08PD47Un8NrmzuSU2/wYbXMFtF2WViT7Kv3p06flzJkz8umnn8p3330ntra2MmrUKMnMzJQzZ86Io6Oj0oV09+5dZaqXSHYnkb29vZiZmWksh71+/XqZOHGieHp6vvKa6oO2mVIvF0zt7e2lXr16cufOHRHJXmp5/vz54unpKUlJSfn5FN5pv/32m5iYmEiZMmXk6NGjyu3x8fHi7e2tTB0tinSRdXPp0iUxMzOTdu3aSVxcnPzxxx/KyXyfPn2UgPu8djypP+NpaWliZ2cnR44ckRcvXsiCBQvE3d1ddu3aJYmJia/dpqhp1aqVlChRQjl2RUVFSZs2bcTa2lrMzMzEz89PRDRfH207erTNuskpJCREEhMTJTo6Who3bizu7u5y//59uXPnjtSsWVPOnz+v3DfnmBctWqTsZ7dt2yYzZ86UadOmSUJCgkRFRb2yuAIRkS6xmENEBdqyZcukY8eO4ufnJw0aNFAKFUePHpVGjRoV6i9KeZ36I5J9lXHLli1y/PhxSU5OluDgYDExMVG+KL+8XV5yZ/KSH6OLXIGAgAAZP368iIg8e/ZMOnToIA4ODq98Sc9Z/PHw8BAnJydxc3NTgqMTEhJk1KhRYmtrKw8ePNAIbRZ5tUgWFhYmDg4OsmjRIo3pMgWtUyUvmVIXL15UXofFixdLvXr1lJOnlJSUVwJHKfdu3rwpderUkalTp2rcXlRP9nPKS9bN999/L66uriIiMnPmTKlfv75y4p2SkqIUlXU5dc3f31+aNm0qjx49EhGRp0+fytq1a8XFxUU2b95c5KbJqalUKuX9vGDBAvH29paPPvpImX4kkl14y7nPzZl3o01Hj7ZZNzndvXtXRo0aJbNnz5bY2FhJTEyUTp06yeeffy5Tp05Viv0qlUqSkpJk165dEhcXJyLZ3aE5i+TqTrChQ4fqdOU0IqLXYTGHiAqkrKwsSUlJkWHDholI9tUve3t7EcnulkhKSpIHDx7oc4hay+vUn+3bt8uNGzdERKRHjx4ybtw4GThwoAwZMkREsr8sV6lSRdzc3ERE82QxL7kzatrkx+Q1VyA3y9K+/Jx/+OEH6d69u4wYMUI5icjIyBAPDw/p3bu3xuonOX/HypUrxc/PT06fPi3x8fHi7OwsM2bMkAsXLhSI4s3LcpMp9eDBA+VkZPHixdKpUyeZOHGi9OrVS0Syp7/VqFFDNmzYoJ8n845KSkqSr7/+Wrp161bkizi6yLrZtWuXDB8+XGOfs2XLFvnss890ukJhzr9Venq67Nu3T3r06CFjxozRKPAGBARoBMAXJTmLKqdPn1YC+vfv3y8ff/yxzJs375VtXvcZ0KajR5usm5cLbmFhYTJ9+nTx9PSUK1euiEj26llNmzZVijIqlUqCg4NlyJAhsn79ennw4IFERkbKV199pbGvdHBwkF9++eU/vnJERNpjMYeIChT1Fy51q7qbm5uYm5uLpaWlcp9x48ZptNwXtpOivEz9CQkJkYYNG8qff/4pO3fuVFbr+PLLL5VQR5HszpWXM2u0zZ3JKbf5MXnJFdBmWVqR11+BP3/+vDg4OMiKFSs0lmRXFzhe5ujoKH369JGlS5fKp59+Kr6+vpKZmSnjx4+XcePGFYgpR9pmSqWnp0vjxo1l06ZNcuHCBWnTpo0kJSXJwIEDNbq0Tpw4IT4+Pvn+PIqiXr16SYcOHYpsB4eI9lk3OfcLAQEBUqlSJWXKpdqJEyfEw8NDZ2NVP2ZUVJSEh4dLZmamnD9/XubNmyfu7u4FLgD9bVO/j58/fy5NmjQRMzMzadCggYSGhopI9pRPExMT8fLyeu322nT05Pzs5CbrJqeYmBjp3r278u/o6GiZMWOG2NraSlBQkIhkrxBpYmIiDx8+VMa4fft2GTp0qHh6esq9e/fkxIkTMmDAALG1tRVnZ2extrbWeG5ERPmFxRwiKjCioqIkICBA/vzzT2nevLlcvHhRrly5It98842yWsj3338vLVq0KDBLieeWtlN/RETu3LkjtWrVUq5MhoaGiru7u9jZ2cnChQtFJHt1qdmzZytXRXM+rvq/uc2dUcttfkxecgXyuiytiMj8+fPF29tbfH195fHjx3L79m1xcnIST09PjVycl128eFHat2+v/DshIUGaNGki27dvl/T0dImIiPjHbfUht5lSNjY2MmLECBHJPsny8/OT9evXS5cuXZT7rFq1SuM9xBMS3XvdZ7yoyW3WjXqf9PTpU3ny5ImkpKRIdHS01KtXT7y9vV/7GHktmOXsiGzSpIl07txZrKysJDQ0VK5cuSI+Pj7i6OiorEpWlE2YMEEJ4ffz8xMzMzPZunWriGTv09XT0nLKa0dPbrJuRLLD4Xfv3q0UE3v06CGmpqZKR9iLFy+kbdu2Go+b83iXnp4u5ubmMnLkSPnyyy/F29tbQkJCJD4+XpYvXy4//vijJCcni0jRW5WOiN4+FnOIqMBQqVQyZswYqVChgnKymZaWJsHBwTJo0CBp27atWFhYKFfaCuJUl3+j7dQfkezXoX379tKmTRtZuXKlnD17VlJTU8XKykoaNGig/F5ra2txd3f/xzHkNndG2/wYXeQKaLssrYjI8uXLpWPHjhIcHCzNmjUTe3t7OXv2rDx79kxGjRqlBE2/zvPnz2XQoEFKCLBI9nSOgtilkttMqYkTJ8pnn30m06ZNk4sXL8rTp0+lSZMmUqZMGeU+Pj4+Gp1wlD+KeoEst1k36tcrKytLzM3NZdq0adKhQwcJCwuT+/fvS9u2bcXGxkanYwwJCRGR7EJ2u3btlFWW/P39pWvXrhIWFiaPHj167apMRcHZs2eV40B4eLg0adJEBg0apPx837590rp1a5k/f75yW873fV47enKTdSMisnr1amnWrJlER0drHNvmz58vNWrUkNDQUAkNDRVra2vluPRyQWbVqlUyatQoEcm+COLl5SX9+/eX0NBQjeNoYft+QkSFE4s5RFSgXLt2TXr16iXW1tZy4sQJjZ9lZGQoXSOF7YpXXqf+9O7dW9zd3eXhw4fi7e0t7u7ucuzYMbly5YpMmDBBGjduLA4ODkqukMirJ4u5zZ3JS36MtrkC2i5Lm/P5Pnz4UFxdXSUpKUnmzp0rvXv3ljVr1kinTp2UbKKccl7tV185njFjhnTt2lWioqIkMTFRBg4cKJMnT35lW33RJlNq7dq1YmZmJhcvXpQ1a9bImDFj5Ny5c/LXX3+JhYWF2Nvby8yZM6VZs2ZKTklh+5xR4ZCXrBtHR0dZtGiRXLlyRb744guNzov+/fvL7du3dTJGFxcXjf1pnz59lAB3kewC9cCBAzW2KWoFOl9fXyldurRSWA8NDRUbGxvx8PBQumcvX74sBw8e/Nffk5uOHm2zbqKiosTU1FT5XUlJSXL16lUJDw+XrKws2bt3r7Rs2VIsLS2V55OVlSWXLl2SwMBA5fG2bdsm7dq1U4qNT58+FVNTU3F2dlYuXhARvS0s5hBRgREXF6ecWO/cuVO+/vpr2bFjh/z1119iY2MjsbGxhf7LsrZTf9QFDhGR2NhYWbRokbi7u8v27dslNTVVzp49q4Qii/xfgULb3JmctM2PyW2ugLbL0or83xf8mJgY2bBhg9y8eVNu3rwpHTp0EBGRe/fuiZWV1Sst++rt7ty5I40bN5ZevXqJlZWVPHz4UHx8fKRr167St29fJRj4da/p25SXTKndu3crXWDR0dGybt06ZcnntLQ0Wb16tfz888/Ke41XlkmXdJV1s3TpUrl796507dpVVq1aJSIip0+f1ijq6KIIOW3aNFm1apU4ODjI8ePHZfny5TJv3jzl83Hw4EHp3bu3RldiUfTbb79JtWrVlCJcRESEfPvtt+Lk5PSPYdB57ejRJuvmxo0b0qVLF0lMTJS7d++Kq6ur1K1bV8zMzMTR0VGSkpLk6dOnysUU9ePdvXtXbt++LZcvX1ZWVZsyZYrMmTNHOeb26tXrXztFiYjyC4s5RKRX6i/dQUFB0rFjR5k8ebKsW7dOkpOT5dy5c9K1a1exsbFR2poLM22n/uT8Eqs+cUhOTpb169fL5MmTZfXq1RpXBNWvqS5yZ7TNj8ltroC2y9LmHHNmZqb07dtXaa2PiYkRW1tb+fvvv2Xz5s3i6OiovCYvZ/q4uLgoJ4azZs2SVq1ayc2bN+X58+fy9OlTpYiizwKHrjKl1O+Px48fy7Zt22T8+PHi5+enETRb2IumVLDkJevm5feij4+PFCtWTKZMmaLc1qpVK42w3LxQT688evSo1K5dW9q0aSMpKSny6NEjGT9+vIwcOVL69OkjTZs2laNHj+rkMQu7iIgIqVOnjowbN05ERB49eiQTJkx4JRBfTZuOnrxm3WRlZYm3t7f07NlTTExMxNXVVQ4dOiQ3btwQe3t7ZUpdzvsvXLhQbt26JSIiffv2lf79+8uff/4pYWFhsmDBAqlbt65YWlrKmDFj8vT6ERFpi8UcItK7qKgoqVevnkRFRUnfvn2lbdu2MmXKFHn8+LGkpKRoZJcUtmkf2k79ybnty//Oefv27dtl3Lhx/7hMe15yZ0S0z4/RNldAm2Vp1RYvXiy2trYSHR2t3Obi4iKdO3cWU1NTpfD08ntoyZIl0qFDB43VwNasWSM9e/bUGKu+Cxz5kSmVnJwswcHBb8wRItJWXrJu1J/VM2fOyA8//CBbtmyRZ8+eyfLly+XLL7+UjRs3Svfu3WXs2LE6GWtmZqbMmDFDbt26JbGxsTJo0CCZPHmy+Pr6yp07dyQ1NVWuXLki+/btUzqBCtsxKb8kJSVJu3btxMbGRlQq1Rv3P7np6NFF1o1IdsfnyZMnNaZNiYjY2toqxxa1TZs2iYGBgbi7uyvHIy8vL+nVq5f8/vvvIpKd6XPt2jVlG74XiOhtYzGHiPRu69atcvDgQTl37pyYmprKoUOHpFOnTtK3b1+N6T/6PpnOLW2n/rxM3WmSU87X4uHDhxo/y0vujLb5MXnJFdBmWdqcz1/9/2vXrpUuXbrIsmXLNIpbsbGxSnt8ZmbmK++jEydOyKBBg2TSpEnKijRxcXFiaWlZIJYgzym3mVKve51eVyTMuXwvUX7IbdZNzlWO6tSpI25ubjJu3Dhp1qyZXL16Vfbv3y+LFi2SdevWKdvoYuWq+fPny4IFC5TbLly4IO7u7jJz5sxXAsXpVba2tvLNN9/8p+P1f+no0Tbr5r9auHChRvepWnx8vNjb28uYMWNkwYIFSkfomjVrpGPHjrJ9+3aN+7OQQ0T6wGIOEelFzqtrqampkpaWJl5eXsoXJi8vL5kwYYJSDChstJ368/L2hw8fFjMzs9eGIr/uy7Iucme0yY/RNlcgr8vSiojcunVL0tPTRaVSyalTp8TBwUFWrlz5j3kN6u1DQkLkwoULEhsbK3///beMHj1aHB0dZcKECWJnZyfffffda7fXl9xmSqnv++LFC3ny5Inyd8npn7q/iHRNm6ybtLQ08fT0lLVr1yq3bd26Vbp27fpKoVVXUyAfP34slpaWsnDhQuW2yMhImTNnjowZM0bpyqB/lrPw/iZv6ujRNuvmTf7++2/Ztm2bNG3aVCn+Z2ZmKnlkIiIbNmyQ5s2by5QpU2TKlCnKBYagoCDp0qWLxtRUIiJ9YDGHiN6qnMGHWVlZGl/evby8pE2bNnLq1Clp1KiRXLx4UUQK9wmmtlN/RERZZWjz5s0iIm8M2tRF7ox6fP81PyYvuQJ5WZZW/YU/KChI2rVrJ56enuLu7i5//fWX/PnnnzJ8+HCZNGnSK0HPaidOnJAPP/xQXFxcpH///hIcHCzp6emyYMEC6dy5s0bLvT7ff9pmSuUcc69evcTJyUmcnZ01VuMhyk/aZt3k3C48PFyMjY2lf//+IvJ/n4dhw4YpxxFdUv/+K1euiKurqyxfvlzJ9rp//77OcnneddrsM/+poye3WTe5GeODBw8kJiZGRLKPKYcOHRIrKyvx9/eXpKQkyczMlD179siPP/4ogYGB8u2338ry5cslJSVFeV8U5u8nRFT4sZhDRG+VOvgwZzEh55U4JycnGTFihGzcuFFECu8XpdxO/Xl5O5HsjpPBgwfLF198oXE1+E2vSV5yZ3KbH6OLXIHcLEubU0xMjNStW1eio6Nl9OjR0rp1axkwYIBcvXpV4uPjNZZBF/m/1zk1NVV+/fVXJbw0KChI+vXrp1z9X7t2rQwdOlR27dr1yjQ0fchLppSTk5N89913cuHCBfn000+VFdO4UhXlJ11k3YSEhEhiYqJER0dL48aNxd3dXe7fvy937tyRmjVranT06FpKSooEBQWJm5ubODs7a6wUKMLPT375p46e3GTd5MWKFSvEwMBAPv74Y1mzZo1MmDBBxo4dK6NGjZK0tDQ5fPiwODs7K0ugExHpG4s5RPTWqYMP1SfwOQUFBWkUPQprMSe3U39ENE8QHj9+LOnp6ZKQkCB+fn5ib2//2uwcNW1zZ/KaH6NNrkBelqXds2eP/Pbbb/L777/L/v375dSpU/L7779L06ZN5dq1a+Lo6CitW7fWCPPN2QGWmpoqQ4YMkW+++UbmzZsnycnJkpmZKadPn5a+ffsqWQ1r1qx5Zez6kptMqSdPniirwWRmZsrcuXMlMjJS+vbtq3zerl27prHUPZEu6SLr5u7duzJq1CiZPXu2xMbGSmJionTq1Ek+//xzmTp1qrIvzOvx4d+mGWZkZMiNGzdkxYoV0rhxY1mxYoXs3bu30B6TCoPcvLb/lHWTVydOnJAaNWrI2LFj5fbt22Jvby9169aVXbt2iYgonTxERAWBgYgIiIjessjISNjY2MDCwgIrV64EAPTu3RsqlQq7d+/W8+i0k5WVBSMjIwQHB2PBggVo3749MjMzMW7cOKSkpGDevHkoV64cJk6ciKpVq/7j7xk8eDCeP3+OBw8eYPz48ahVqxbu3LmDLVu2wNraGsOHD3/t48bFxeH27dswNTXFe++9hwMHDmD48OFwcXHB1KlTNbYRERgYGCj/DQ0NRalSpVC1alWULFkS06dPx4sXL1ChQgXExsaiadOmcHd3V7Z//vw5SpcuDQDw9/fH2rVrYWZmBgD48ssvYW9vj+DgYKxevRrbt29HqVKllG2XLVsGLy8v7N69GxYWFjh+/Dh8fX1Rr149eHp64oMPPsCVK1fw8OFDWFpaKtv5+fnh+++/R8WKFVGrVi20adMGvXv3xvLly1G1alU4ODhg2bJlePToESZMmIAPP/zwldd29uzZSEpKQtmyZREZGYnevXvjm2++QZkyZRAZGYkPP/wQlStXzsVfPX+o/6YAkJaWBgMDA8yZMwdt27aFlZWV8vfx8vJCuXLllO2GDx+O9957D7NmzULFihXh7++PyZMno2fPntiwYQMAoHXr1hg1ahQGDhyoj6dGRUB6ejpmzZqFGjVqYOTIkQCAbdu2ISAgANu3b4exsbFyX/V7XaVSwdDQULn93LlzCA4ORlZWFvr27YuGDRtiwoQJCA0NxYEDB1CxYkVl/5VXS5cuhZWVFb744ovX/vz69et49OgRypQpg0aNGmmMk96u+Ph4HDx4ED4+PggKCoKJiYnG/lIXbt68ie7du2PAgAHw8vLC48ePAQCVKlXS2WMQEemEXktJRFSkvXjxQr7++mvp16+fzJo1S1q3bq38rLBe/czt1B819fP19/eXTp06iYhIYGCguLu7K1POgoKC5Ny5cxrb5SV3Ri23+TG6yBXIzbK0ItmByLVr11Z+16xZs6RPnz4ikj0tysLCQn799Vf53//+p2QtvXy139vbWxo2bKjcvnnzZhk8eLCsWbNGoxtMn1Mo8pIpdePGDUlOTpZRo0bJgAEDJDo6WhITE2XGjBkyZMgQWblypfTr109Gjhz59p8YvfN0kXUTExMj3bt3V/4dHR0tM2bMEFtbWwkKChIRkWnTpomJiYk8fPhQZ50548ePV7r5Xl4JrrAei95Vr8u6yQ9JSUnSpk0bJZiZiKggYjGHiPSub9++YmRkJLGxsSJS+PIItJ36IyKSmJgo9+7dU25funSpfPvtt8q/Q0NDpXbt2hoByq+T29yZvOTH6CpX4L8sS6u2du1aMTIyktOnT4tIdqaFhYWFEnA8bdo0mTp1qmzatElEXn8CdvPmTalRo4bY2dkptx0+fFhsbW0lPDz8X8f6tmibKXXo0CFxdHRUAo69vb2la9eucu7cOblz547s27dPJk+eLGvWrFF+F5fSpfyQ26ybGTNmyO7du5X9S48ePcTU1FTu3r0rItlF/7Zt22qsbHf58mWdjPX+/fuSlpYm06dPl4kTJ/KknV7Rq1cv6dChg2RlZfH9QUQFDos5RFQgxMXFiUjhK+SsWbNGTE1NpWPHjuLi4iIBAQGSlpYmPj4+yipUvr6+4uHhIU+ePHll+59++kl++ukn5UQmMjJS+vfvr3Ey37t371c6cvKSO6OL/Bhd5Qq8aVnanNTdPGvWrJGxY8eKq6urxs9zFidyfum+dOmSnD9/Xu7cuSMZGRnSsWNHsbS0VAKd/2nFK33RJlMqMTFRNm7cKK6urkpO0o8//ijm5uayZ8+eV35PYfucUeGQ26yb1atXS7NmzSQ6OlrjPTl//nypUaOGhIaGSmhoqFhbW8vjx49FRHdFyOTkZHFychILCwsZNWqUfPjhhzJx4kTZuXOnLF68WCPwnYq23Cy1TkT0NjEzh4gKBNFR9sHbdODAAYwZMwZRUVEQEcyZMwdXr17Fjh07sG7dOvz0009wdXWFm5sbtm7diiZNmmjkQqifc2pqKtq2bYsBAwZg/PjxWLt2LaKjo3Hv3j2YmJjg7NmzOHPmjMZja5s7k1Ne82N0mSvQq1cvJCQk4MiRI//6PoiMjETPnj3x5MkT/P333wCAlJQUlCxZUuN+gYGBsLe3x9WrVzFs2DBYW1vj2LFjmDVrFtq1awcXFxfs2LEDV69eRdWqVTXygwqC/5oplXPMLi4uiImJwZMnT9CnTx+MHj0aYWFhcHNzw8CBAzFmzBi9PBd6t2mbdXPr1i3Y29tj3759qFSpEl68eIHbt28jMzMTjRo1woEDBzBr1iyULl0abm5usLCweOWx8jrWx48f48WLFyhWrBh69+6NVq1aoWTJkoiLi8OyZcuUXDAq2grSsYGIKCcWc4iItLRu3Tq4uLjgxIkTaNWqFVJTU9GtWzds3rwZVatWhZeXF7KyslCvXj0MHDhQ4wuh+qRCpVLB398f1atXh7u7O3r06AFvb2/cuHEDhw8fhpGRERwcHFCqVKlXQh6DgoLg5OQEDw8PjB49GpGRkVi7di1SU1MxadIk1K5d+x/HPmvWLOzcuROXLl2CoaEhtmzZgsOHD6Nly5bo0aMHTExMAOCNwZIvXrxAx44dUblyZezatStPX3gfPHiAatWqvfF+KSkp6Ny5MypVqoStW7eiePHiGj+fOnUqoqKisHPnTnTv3h1eXl64f/8+5s+fj3379qF8+fIwMDDAxo0b4eDggGLFimk95vyUnJyMLl26oFq1aqhXrx7279+PU6dOAcg+uQCgvN6LFy/GkSNHsHfvXgQGBuLGjRvIzMzExIkT8eTJE8THx6N58+Z6ey70brt37x7GjBmDPXv2AABu3bqFzZs34+rVqxg6dCi6du0KLy8vbNiwAZcuXUKlSpUQFRWF8ePHIzAwEAkJCVi8eDEOHDiAjz76CDVq1MDKlSuRmZkJAChbtmyeT6hzbj9t2jSUK1cOFSpUgLm5OT755BNMnToV9evX1wgG13WwLhERkS4xjp+ISEsjR47EL7/8gt69e8PPzw9ubm6oX7++slLV7NmzMWfOnNeuGqS+OhwYGIiIiAh07NgRx48fx/HjxzFw4EDUrFkTo0ePhrOzM0qVKgWVSvXKSYW1tTUOHz6M5cuXY/z48UpXjrGxMYKDg/917P369cOzZ8/Qr18/AICDgwMGDhyIQ4cO4eHDh8r93nQiY2xsjJMnT8LQ0BBmZmZQqVTQ9hqBuoD0JiVLlkRISAhEBFZWVhqPuX79evz888/Kyk2NGjVCTEwMFi5ciBUrVqBChQrYuXMnjh8/DkdHRxQrVgxZWVlajTe/ffDBBwgJCYFKpYK3tzd27NgBIPsEMzk5GT///LPytypVqhRatWoFALC3t0fz5s3xyy+/YOLEiShXrhwLOaRzM2fOxM8//4zU1FRUr14dBgYGaNasGWJiYlCrVi24ubnh0aNHuHLlCoDs/eH+/ftRuXJlGBgYoHbt2mjRogUGDRqEli1bAgBWrlyJNWvWIDU1FRcuXEDZsmVRtmxZAMhzZ4R6e1dXV2VlqsWLFyM+Ph4AYGNjg9DQUDx79kzZhoUcIiIq0N72vC4ioneNOsi3QoUKym3qVZz+zbp16+Sjjz6SLVu2aNw+YMAAadCggSQnJ/+nfIjc5M7kZ36MPnIFcj7m0aNHpVq1ajJ48GAJDg6WpKQk2bJli3zwwQdKeOoff/whtWvXlrCwsLc+1rx4OVMqODhYhgwZIuvXr5cHDx5IZGSkfPXVVxqrpTk4OMgvv/yil/HSu01XWTfx8fFy8uRJCQwM1Ljd1tZWYxU9XcjKypLnz5+Ls7OziIi4uLjIlClTRCR71b/Tp0/L/v37dfqYRERE+YnTrIiIdOBNU3/U5KWpAhMmTMCxY8ewb98+paMHAMLCwtCiRYtcjeGfcmfeVn6MNtvklfoxHz16hJYtW2L16tXIyMjA0aNH8b///Q+dOnXCyZMnsWbNGjRt2hRhYWFwcnLC0KFDC1UOwuvGumPHDhw4cAAmJiZwdnbGnTt34Ofnh5SUFFSuXBmxsbH47bff/nF7Im1ER0fna9aNj48PgoKCEBoaqpPxpqam4v3338e9e/dQvXp1jBo1CqdPn0bjxo3x448/AgDs7Ozg6uqKtm3b6uQxiYiI3gYWc4iIdKh37974+++/lYJKzhPozMxMFCtWDKdPn8b169dRvHhx9O/fHz4+Pti8eTM2bNigTDdQn3zn9iT85dyZdyU/5r8IDw9HkyZNAAC//fYbjh8/jmrVqsHS0hLGxsaIiIhA+fLl0bp1awCFu8CRkZGBzp07o1atWggLC4OtrS2+/vprNGrUCFu2bEHZsmXRp08flCxZMs+hsUQ53bx5M1+ybuLj43Hw4EGlmGNiYpLnzJrLly/j/PnzqFevHoYNG4aDBw8iPj4enp6e6NChAyZPnowpU6YgIiICv/76q9aPQ0REpA8s5hAR6di/BfneunULffv2haurK77//ntYWVlh2rRp2Lp1K0aMGIE9e/bAwsJC68fOeeK0fv16LF68GGFhYShbtiymTZuGJk2aYPHixfD19UXz5s3x008/oUqVKmjfvj2Awh/4mfP5nzp1Cnv37sX777+Pjh07auTGFOZCDgCsXr0a165dw+rVq3Hjxg0EBATg1q1bcHJyQqtWrZTOsML+96SCR6VSYc6cOQgPD0dYWBj69OmDbt26oUaNGpgxYwacnZ3x9ddf5/r3igji4uKQmZmJ6tWr6+y96+TkhE2bNmHy5MmYNWsWUlJScPLkSQQEBCAuLg6lS5fGxo0bYWxszM8LEREVKoX3EiwRUQH1cpDvtm3b0LBhQzRo0ADr16/HnDlzUL58eSQnJ2PYsGHIzMxE//790ahRo39dgeq/UBcojh07hpkzZ8LS0hKnTp3C119/jXr16mHQoEGYNm0amjdvjoiICHh4eCAgIEDZvrCfyOQs0LRp0wYVK1aEv78/zp8/r1HMKWyFnMuXL+P69evo27cvAKBChQq4du0anj59irp162LixIkwNzfHtm3bULduXVSpUgVA4f97UsFjaGiIsWPHIiIiArGxscp7EgDS09Nx/fp1rYo5BgYGGvvOvLx3cxZrbW1tYWhoiMuXL+Pw4cOwsLCApaUlLC0tAWR3uRUvXpyFHCIiKnTYmUNElI/27dsHHx8fHD16FAkJCdi9ezfu3r2LI0eOYMmSJWjRogX27NmDmzdvYtKkSTAwMMjzScW7nh+TW48fP4axsTE++OADfQ9FazExMVCpVEhMTET16tVRvnx5TJ06FaVKlUKfPn1Qp04d9O7dG87Oznnq7CLSlq6zbnRh1apVuHXrFpYsWYKAgAB8//33cHFxwaeffoopU6Zgx44dqFChwju77yMioncbO3OIiPKJiCAhIQFpaWmYPn06Pv/8c7Ro0QJz585FkyZN0KJFC0RGRmLq1Knw9fVVTijyenW4cuXK2LVrl5IfAwDHjx/H7t27YWlpic2bNyMiIgL29vZKfsy7SkRQqVIlfQ9DayqVCosXL0avXr1Qs2ZN2Nvbw8jICHPmzIGNjQ1CQkLQvXt31KhRA3Xr1mUhh946ddZNYGAggoKCABSM6X27d+/GiRMnlM6hAQMG4OOPP8by5csBANbW1vjwww/1OUQiIqI8YWcOEVE+a926NS5evIhTp07B1NQU0dHRcHR0VKZa2dnZwcnJSefdMUUlP+ZdtnnzZgwePBhubm7o06cPTE1NMX36dGWKXNOmTXH79m0kJyfjiy++AAAGHtNblV9ZN9qORb0vCwkJwcyZM9GgQQPMnz8fpUuXBgAkJiYiOTlZWT2Q+z8iIiqsWMwhIsoH6l2rgYEBFi5ciNTUVKxbtw6LFi2Cvb09gOwclEqVKilhyfl9UnHjxg34+/ujRo0aGD16dL49DulOQkICXFxcULFiRVSvXh2NGzeGlZUV/Pz88Msvv2Do0KGws7NT7s9CDhVV6iLSkydPkJGRgffffx+GhoYYMWIEqlWrhqlTpypZUmos5BARUWHGYg4RkY6pTyri4uJw+/ZtmJqa4r333sOBAwcwfPhwuLi4YOrUqRrbvK2TinchP6YoeP78udJJ4O/vj7Vr18LMzAwA8OWXX8Le3h7BwcFYvXo1tm/fjlKlSulzuER6pS5iJiUloXv37jAxMUF8fDw6dOgANzc3jB8/Hn/++SdWrFiBTz75RN/DJSIi0gkWc4iIdCjnSUX79u1Rvnx5PHr0CKtWrUL79u1x+/ZttGnTBsOHD8esWbPe6th4FbpwOHz4MHx8fGBvbw87Ozu8//77CA4OxtOnT1GiRAmcOXMGtWrVwogRIyAiKFmyJP+2RAAGDx6Mjz76CHPmzEFcXBxcXFxgamoKLy8veHt7w8XFpVBnaBEREeXEAGQiIh1ST3GZMWMGHB0d4erqirVr18Lb2xvDhw9Hv379EBMTg4SEhLc+Np7sFw7Xr1/HoUOHEBERgbS0NERFRSEjIwOZmZnw9fVFxYoVsXPnTkRFRaFhw4YA+LeloikiIgIxMTHo1KkTAKBu3br46quvYGhoiGrVquG7777DokWLAGTvkwFORSQioncHj2ZERDoQFhaGqKgoAMClS5dw7Ngx/P777wAAJycnTJ48GStXrsR3332HYsWKoVKlSmBjJL3OmDFjcPz4cRgaGiIiIgJjx47F48ePcfToUQQFBcHc3BweHh5KIYeoKIqKioKdnR3Onj2L8PBwAMAHH3wANzc3/P333wCAKlWq4Nq1a7h586ayHQs5RET0rmBnDhGRDpw9exZeXl7YvXs3LCws4OvrC19fX3h6esLT0xOdOnVCtWrV8PDhQ2UbdlPQP2nbti0OHTqE7t27o1KlSti2bRseP36s/Lx69ep6HB2RfqWnp2PAgAH49ttvMWLECOX2cePGISkpCV999RWGDx+OQ4cOwcLCAnXq1NHjaImIiPIHM3OIiHQkKCgITk5O8PDwwOjRoxEZGYm1a9ciNTUVkyZNQu3atfU9RCpkXrx4gY4dO6Jy5crYtWsXC4BEAK5evQofHx9s2rQJQPbUKZVKhWLFsq9Rnjt3Dnfu3EFWVhb69eun3IddOURE9C7hUY2ISEesra1x+PBhLF++HOPHj0e9evXg6ekJY2NjBAcH63t4VAgZGxvj5MmTMDQ0hJmZGVQqFafnUZFnYGCA48eP48aNGwCyp04ZGhpCRLB//34YGRnBzs6OhRwiInqnsTOHiEjHXrx4gc6dO6NixYrYtWsXVCoVjIyM9D0sKuQePHiAatWq6XsYRAXCpEmTUK9ePdjY2KBChQrK7Zs3b0Z4eDgWLFiA4sWL63GERERE+YuXKYiIdMzY2BjHjx+HgYEBzM3NeUWYdMLExETfQyAqMFq0aIFff/0VO3bswB9//AEgO3x+7ty56NOnDws5RET0zmNnDhFRPmI3BRFR/ti7dy8CAwPx4sULPHr0CCqVCk5OThg0aBCnVhER0TuPxRwionwkIgytJSLSoYyMDKXz5tGjRyhevDhu3LgBExMTfPLJJ3oeHRER0dvBYg4RERERFUhZWVkwMjLCw4cP8eTJE9SsWRMlS5b8121YRCcioqKA/adEREREVOCow+MfPHgAS0tL+Pv7o2bNmjh//vy/bsdCDhERFQXszCEiIiKiAkede+Po6Iju3bujZcuWaN26Nc6cOcNAcCIiKvLYmUNEREREBcapU6dw7do1JcC4QYMGSE1NRc+ePeHn5wcTExNs2bIFhw8f1vNIiYiI9IfFHCIiIiIqMC5evAgHBwfs27cPAFC2bFnMmzcPjo6O6NSpEzIzM7FkyRJkZmbqeaRERET6w2lWRERERFSg7NmzBwsXLsSIESMwePBgjB49GsWLF0dGRgauX78OMzMzTJs2Td/DJCIi0hsWc4iIiIhI79SrUD179gxly5bFuXPn4OHhAXNzc0ydOhXHjh3DkydP8N5776FHjx4a2xARERU1LOYQERERkd6JCJKTk2Fvbw9bW1sMGTIEd+7cgZubGypUqIAlS5bggw8+UO6vDkgmIiIqingEJCIiIiK9UalUALKXFDc2NoaLiwsCAwPh4+ODqlWr4vvvv0dmZiacnZ0hIlBfh2Qhh4iIijJ25hARERGR3v3www+wsbFBuXLlEB0djYkTJ6JcuXJYtGgRypcvj8TERFSoUEHfwyQiIioQWMwhIiIiIr2Ki4vD9OnTISKYPHky6tSpg+TkZDRq1AjNmzfH+vXrYWxsrO9hEhERFRjsTyUiIiKity4rKwsAkJ6ejqpVq2LGjBmoX78+5s6di5MnT+KDDz6Aubk5evbsyUIOERHRS4rpewBEREREVLQ8ePAA1apVw8GDB7Fjxw68ePECzs7OaNeuHSpXrgwXFxeUKVMGzZo1g52dHQCuXEVERJQTp1kRERER0Vuzc+dOhISEoEePHvDw8MDcuXNx8eJFPHnyBI0aNcKgQYMQExODqKgomJubA2Ahh4iI6GUs5hARERHRW3P+/HmEhoYiOjoaz58/R0BAAADgyJEjcHNzg6+vL9q1a6fcn0uQExERvYpHRiIiIiLKd+olyL/66ivY2Njgiy++wKVLl7B+/XoAgLm5OaytrXHjxg2N7VjIISIiehU7c4iIiIgoX+WcJpWQkID09HRUqVIFAQEBuHLlClJTU2FnZ4fRo0fD19cXHTp00O+AiYiICjgWc4iIiIjorfjuu+9w6tQpXL9+HcOHD0fXrl0RGxuLhQsXwsDAAGPGjIGNjQ0zcoiIiN6AxRwiIiIiynfh4eEYMWIETp48iSdPnmDevHkoUaIEli5dihMnTiAjIwNmZmYAGHhMRET0JlyanIiIiIjyXXp6OipXroysrCx8/PHHWLFiBSwtLbFp0yYMGjRIuR8LOURERG/GRDkiIiIiyjfq4OO6deuidu3aOHLkCP766y8YGRnBwsICiYmJGvdnIYeIiOjNOM2KiIiIiHTq9OnTiIyMxLBhwwD8X7fN9u3bERoaChFBiRIlcOjQIezduxeffPKJnkdMRERUuLCYQ0REREQ6k5GRgcDAQJw/fx5169bF4MGDUapUKeXnN2/exM2bN/HkyRM0bdoUjRo1QlZWFoyMjPQ4aiIiosKFxRwiIiIi0qkXL14gNDQUx48fh7GxMYYMGYKPP/4YAJCcnIzZs2dj/vz5AJiRQ0REpA1m5hARERGRzqhUKhgbG6NTp07o0qULVCoVVqxYgRs3bgAAunXrhvj4eOX+LOQQERHlHjtziIiIiCjP4uLiULVqVQDQmDZ16dIlHD58GM+ePcOBAwdQvXp17Nq1C0B24cfQkNcWiYiIcotHTyIiIiLKk3379mHmzJm4cOECAMDIyAhZWVkAgMaNG8PGxgZlypSBiYmJUsjJyspiIYeIiEhL7MwhIiIiojwJDw/HsWPHcP/+fVhYWKBz584ANDt0nj17hvfffx8lSpRAZmYmihUrps8hExERFWos5hARERGRVnKGF9++fRuHDh3CtWvX8NVXX2HgwIEAwJWqiIiI8gGLOURERESUJxkZGQCA4sWLY8eOHTh16hRq164NR0dHlC5dWs+jIyIievewmENEREREuaYOL960aRMOHToElUqFrl27on///jh27Bj27t0LQ0NDeHp6okyZMvoeLhER0TuFk5WJiIiIKNcMDQ1x6tQpLFu2DDt37sScOXMwadIknDlzBitWrECZMmVw584dFnKIiIjyAZcQICIiIiKt/PHHH/D19UVkZCRu376N8PBwnDx5ElZWVmjYsCF69eoFIDtbh4iIiHSHxRwiIiIi+k/Uy42rjRw5Ek2aNEFAQADGjBmDKlWqoGfPnihTpgzS0tKU+6lDkomIiEg3OM2KiIiIiN5IRJRVqbZv346MjAx06dIFFSpUQMOGDXHz5k0EBATg9OnT+PHHH1G6dGmuZEVERJRP2JlDRERERG+k7q7x9PSEr68vwsLC0LJlS1y6dAl2dnaIj4/HTz/9hOHDh6Nq1aoaxR8iIiLSLXbmEBEREdF/cv78eVy/fh3Hjx9H8eLF8cMPP8Da2hp+fn5YuHAhREQp+nBqFRERUf5hZw4RERERvVFSUhJ++eUXxMTEICAgAOnp6RgyZAi2bduGXr16Yc+ePfoeIhERUZFhIFxegIiIiIhe4+XMm7S0NKxfvx6xsbFo1qwZrKysUKZMGTx58gQVK1bU40iJiIiKFk6zIiIiIqJXqFQqGBkZISMjA2PHjkVmZiY+++wzjB8/Hj/99BPOnDmDx48fw9bWFlWqVFG2MTRk4zcREVF+YzGHiIiIiBTq3Bt1UWbIkCGoWLEiHB0d4ebmhtu3b8PPzw8VKlTAyZMnUaJECWVbFnKIiIjeDk6zIiIiIiJFbGwsPv74YwDA/fv3MWLECKxbt065rU+fPqhcuTJWrVqlTK/KGXxMRERE+Y+XT4iIiIgIQHZGztKlSxEbGwsA+Oijj1CnTh2cOnUKqampAAAfHx+orwWqc3JYyCEiInq7OM2KiIiIiAAARkZGmD9/Pp49ewYLCwsEBgbC1tYWCxYsQHJyMj766CP4+/srGTlERESkH5xmRURERER4/vw5SpcujXv37iEjIwM//PADwsLC4OfnhxcvXmDLli149uwZSpYsiaVLlwIAp1cRERHpCYs5REREREVcXFwc5s2bh86dO2PJkiVwdXVFt27dsH79evj7+2Pu3LkwMzMD8H8FnJeXLSciIqK3h5k5REREREVYXFwcqlatig4dOqBnz54wMjJCt27dAAAjRozA9OnTMWnSJPj4+Ghsx0IOERGR/rCYQ0RERFRE3bt3D+vWrUN6ejqaNm2KOXPm4MGDB/Dw8FDu0759e2zbtg1du3YFwLBjIiKigoDTrIiIiIiKsKdPnyIyMhLXrl3D8OHDkZKSgq5du6Jq1apYunQpHBwcsGDBApiamup7qERERPT/sTOHiIiIqAjKzMwEAJQqVQoqlQrHjh3DokWLkJqaimPHjqFMmTIYO3Ys2rZty0IOERFRAcPOHCIiIqIiRh1e/Mcff2DDhg1YsmQJrl69ipUrV6JcuXJwcnJCzZo1kZCQgPLlywMAVCoVDA15HZCIiKgg4BGZiIiIqIgxMjLC06dP0bt3b3z11VcAgIYNG2LZsmUoXbo0pk+fjkuXLimFHBFhIYeIiKgAKabvARARERHR2/frr7+iV69e6NevH3799Vds2LABlSpVwvfff49Vq1bh008/Ve7L0GMiIqKChZdYiIiIiIqAl2fWf/bZZ1i5ciU6dOiAkJAQjBw5Eo8ePUJYWBhGjx6NcuXKQaVS6Wm0RERE9G/YmUNERERUBKi7a0JCQmBkZISPP/4Yly5dwp9//gkzMzMAwLx585CWlqZsw6lVREREBROP0ERERERFxI4dO+Dq6op9+/bBysoKAQEBMDMzQ2JiItq2bQtzc3O0b99e38MkIiKiN+BqVkRERERFQEJCArp3746FCxeiVatWePbsGSwtLdG5c2d4enrC398fzs7OALhyFRERUUHHozQRERFREVC+fHk0bdpUmW5VtmxZrFu3Ds+fP8d7772nFHKysrJYyCEiIirgeKQmIiIiegdlZWW98v+ff/45Zs2ahUePHgEAbty4gfDwcI2cHCMjo7c7UCIiIso1BiATERERvWNERCnKDB06FIaGhvjrr7+wceNGJCUlwc7ODnXq1MH58+exfv16lChRAiLCJciJiIgKCWbmEBEREb2jNm7ciJ07dyIwMBA+Pj44cuQI1q9fj7JlyyIpKQmZmZmoX78+M3KIiIgKGXbmEBEREb2DTp48iX379qFbt24oVaoUvL29UatWLdjb2+PYsWOoVq2acl8WcoiIiAoXHrmJiIiI3hE5G67V06ZOnz6NyMhIAMCgQYPw2WefISkpSV9DJCIiIh3gNCsiIiKid0BWVhaMjIzw/PlzFC9eHMWLF0dCQgK8vb1RrFgxVKxYEYaGhjhw4ABCQkL0PVwiIiLKAxZziIiIiAo5deaNSqVCt27dUK9ePaSlpWHgwIFo0qQJlixZgr179+Kbb76Bi4sLKleurBR/iIiIqPBhZg4RERFRIafOvLG3t0eHDh1gamoKJycnPHr0CD179oS7uzsqVaqEM2fO4OTJkzA3N0fZsmX1PGoiIiLSFos5RERERIVUzlWooqOjYWZmBmdnZ1hZWWH8+PEoU6YMFi1ahOjoaHh5eSErKwvnz5+HjY2NnkdOREREecFiDhEREVEhpC7MfPnllzhx4gTee+892Nvb48qVK6hevTpcXFxw79497N+/Hy1atAAAjBgxAmlpaTAwMNDz6ImIiCgvuJoVERERUSGUkJCA2NhY9OvXD8OGDUPDhg1Rrlw5FCtWDJcvX8bevXvx7bffolatWrCyslK2K1GihB5HTURERLrAYg4RERFRISMiqFixIj755BMcOXIEzZo1w/Xr1wEA9evXx7fffot9+/ahZs2a8Pb2VrYhIiKidwNXsyIiIiIqhDIzMxEVFQURwfXr13H8+HF88cUXGDFiBGJiYpCcnIz//e9/AMCVq4iIiN4xzMwhIiIiKiREBAYGBhARHDp0CMuWLcP+/ftRuXJlpKen49y5c+jXrx8uXbqEo0ePKtuxkENERPRuYTGHiIiIqJBQBxcbGBjA1NQUpUqVwuPHj1GpUiX06tULX3zxBc6ePYtRo0bBxMREKf4QERHRu4XTrIiIiIgKkQMHDmD27Nno2bMn/Pz80L59ewwZMgQGBgaoW7cuKlWqBAAs5BAREb3D2JlDREREVMCpVCoYGhoiLS0NjRo1goeHBypUqICzZ8/iwIEDSE9PR3x8PNq3b48pU6YAAAs5RERE7zB25hAREREVAnFxcfDw8MCkSZNQv359AMBff/2FlStXYu7cuXoeHREREb1NXJqciIiIqAASEahUKuXfVatWRdmyZTFlyhScOHECKpUKFStWREhICIKDg5VteJ2OiIjo3cdiDhEREVEBFBkZCUPD7K9qBw8eBAAsXboU1tbWmD59OjZu3IjixYtj8ODBaNmyJYDsqVWcXkVERPTuY2YOERERUQEiIkhOTkbnzp3RvXt3TJo0Cf7+/rh8+TImT56MkSNHokKFCnBwcAAADBw4ECVLllRydYiIiOjdxyM+ERERUQFiYGAAY2NjXLlyBRERERg6dChcXFzw7NkzuLu7AwB69+6NLl26oHLlyihZsiQAsJBDRERUhPCoT0RERFTAZGVloWzZsjhy5Ahq1KiB0aNHo2XLlqhUqRJatmyJDh06oFmzZrC2ttb3UImIiEgPuJoVERERUQGUc9rUnDlzsG7dOvj7+6N8+fKIiIjAwIEDAWRPy2JODhERUdHCYg4RERFRAZWzULNt2zZMnjwZy5cvh62tLYDsDh4jIyN9DpGIiIj0gAHIRERERAVUzo6bfv364bPPPsPEiRNRu3ZtNGrUiIUcIiKiIoqZOURERESFgEqlQsuWLVG7dm3ExMToezhERESkRyzmEBERERUChoaGSExMRJUqVfD111/rezhERESkR8zMISIiIipEMjMzUawYZ8oTEREVZSzmEBEREREREREVIpxmRURERERERERUiLCYQ0RERERERERUiLCYQ0RERERERERUiLCYQ0RERERERERUiLCYQ0RERERERERUiLCYQ0RERERERERUiLCYQ0RERERERERUiPw/hPs3xJGyhjcAAAAASUVORK5CYII=", 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", 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "\n", - "# Import preprocessed data\n", - "datagroup = glob.glob('/home/roya/Documents/BRAINHACK/project/Harvard/**/ses-01/func/*preproc_bold.nii.gz', recursive=True)\n", - "confound = glob.glob('/home/roya/Documents/BRAINHACK/project/Harvard/**/ses-01/func/*confounds_timeseries.tsv', recursive=True)\n", - "\n", - "# Import Harvard atlas\n", - "atlas_harvard_oxford = datasets.fetch_atlas_harvard_oxford('cort-maxprob-thr25-2mm')\n", - "atlas_filename = atlas_harvard_oxford.maps\n", - "labels = atlas_harvard_oxford.labels\n", - "selected_labels = atlas_harvard_oxford.labels[1:]\n", - "\n", - "# Extracting functional connectivity matrix\n", - "df = pd.read_excel('/home/roya/Documents/BRAINHACK/project/Harvard/nps_scores.xlsx')\n", - "depressed_df = df[df['BDI'] == 1]\n", - "nondepressed_df = df[df['BDI'] == 0]\n", - "\n", - "depressed_matrices = []\n", - "nondepressed_matrices = []\n", - "\n", - "for i in datagroup:\n", - " label = i.split('/')[7]\n", - " confounds_simple, sample_mask = load_confounds(i, strategy=[\"wm_csf\"], motion=\"basic\", wm_csf=\"basic\")\n", - " masker = maskers.NiftiLabelsMasker(labels_img=atlas_filename, standardize=True, memory='nilearn_cache', verbose=5)\n", - " time_series = masker.fit_transform(i, confounds=confounds_simple, sample_mask=sample_mask)\n", - "\n", - " correlation_measure = ConnectivityMeasure(kind='correlation')\n", - " correlation_matrix = correlation_measure.fit_transform([time_series])[0]\n", - " c = connectome.sym_matrix_to_vec(correlation_matrix, discard_diagonal=True)\n", - " np.save(f\"/home/roya/Documents/BRAINHACK/project/Harvard/{label}.npy\", c)\n", - "\n", - " bdi_score = df[df['Subject'] == label]['BDI'].values[0]\n", - "\n", - " selected_indices = [i for i, atlas_label in enumerate(labels) if atlas_label in selected_labels]\n", - " submatrix = correlation_matrix\n", - "\n", - " if len(selected_labels) > 0 and submatrix.shape[0] == len(selected_labels):\n", - " plotting.plot_matrix(submatrix, figure=(10, 8), labels=selected_labels, vmax=0.8, vmin=-0.8, reorder=True)\n", - "\n", - " if bdi_score == 1:\n", - " depressed_matrices.append(submatrix)\n", - " else:\n", - " nondepressed_matrices.append(submatrix)\n", - "\n", - "depressed_matrices = np.array(depressed_matrices)\n", - "nondepressed_matrices = np.array(nondepressed_matrices)\n", - "\n", - "mean_depressed = np.mean(depressed_matrices, axis=0)\n", - "std_depressed = np.std(depressed_matrices, axis=0)\n", - "mean_nondepressed = np.mean(nondepressed_matrices, axis=0)\n", - "std_nondepressed = np.std(nondepressed_matrices, axis=0)" - ] - }, - { - "cell_type": "markdown", - "id": "bab5cc67", - "metadata": {}, - "source": [ - "## Data Processing and Grouping based on BDI Scores for Connectivities Analysis" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c0f87abc", - "metadata": {}, - "outputs": [], - "source": [ - "# Create header names for the matrix\n", - "header_names = [f\"{i}-{j}\" for i in selected_labels for j in selected_labels]\n", - "\n", - "# Convert header names to a matrix\n", - "matrix_size = int(np.sqrt(len(header_names)))\n", - "matrix = np.reshape(header_names, (matrix_size, matrix_size))\n", - "\n", - "# Convert matrix to vector\n", - "A = connectome.sym_matrix_to_vec(matrix, discard_diagonal=True)\n", - "b = list(A)\n", - "\n", - "# Collect file paths\n", - "vectorlist = sorted(glob.iglob('/home/roya/Documents/BRAINHACK/project/Harvard//sub-mp*.npy', recursive=True))\n", - "\n", - "# Load the data from the file\n", - "data = pd.read_excel(\"/home/roya/Documents/BRAINHACK/project/Harvard/nps_scores.xlsx\")\n", - "\n", - "# Create a dictionary to store the subject IDs and BDI values\n", - "subject_bdi_dict = {}\n", - "for _, row in data.iterrows():\n", - " subject_id = row[\"Subject\"]\n", - " bdi = row[\"BDI\"]\n", - " subject_bdi_dict[subject_id] = bdi\n", - "\n", - "# Create two groups based on BDI values\n", - "depressed_group = []\n", - "nondepressed_group = []\n", - "for file_path in sorted(glob.glob('/home/roya/Documents/BRAINHACK/project/Harvard/*/*.npy')):\n", - " subject_id = file_path.split(\"/\")[-1].split(\".\")[0]\n", - " bdi = subject_bdi_dict.get(subject_id)\n", - " if bdi == 1:\n", - " depressed_group.append(file_path)\n", - " elif bdi == 0:\n", - " nondepressed_group.append(file_path)\n", - "\n", - "k = 0\n", - "depressed_data = []\n", - "nondepressed_data = []\n", - "\n", - "# Creating lists\n", - "for i in vectorlist:\n", - " subname = (i.split('/'))[7][0:10]\n", - " k += 1\n", - " data = np.load(i)\n", - " num_columns = len(selected_labels) # Number of columns based on labels_matrix\n", - "\n", - " # Ensure that the number of columns in data matches the number of columns in labels_matrix\n", - " data = data[:num_columns]\n", - "\n", - " # Create the DataFrame with the correct number of columns\n", - " df = pd.DataFrame([data], index=[subname], columns=selected_labels)\n", - "\n", - " # Check BDI value and add DataFrame to respective group\n", - " bdi = subject_bdi_dict.get(subname)\n", - " if bdi == 1:\n", - " depressed_data.append(df)\n", - " elif bdi == 0:\n", - " nondepressed_data.append(df)\n", - "\n", - "# Concatenate DataFrames for depressed group\n", - "depressed_data = pd.concat(depressed_data, ignore_index=False)\n", - "\n", - "# Concatenate DataFrames for non-depressed group\n", - "nondepressed_data = pd.concat(nondepressed_data, ignore_index=False)\n", - "\n", - "# Save the DataFrames to separate Excel files\n", - "depressed_data.to_excel(\"/home/roya/Documents/BRAINHACK/project/Harvard/dep/depressed_connectivities.xlsx\")\n", - "nondepressed_data.to_excel(\"/home/roya/Documents/BRAINHACK/project/Harvard/nondep/nondepressed_connectivities.xlsx\")\n" - ] - }, - { - "cell_type": "markdown", - "id": "af25eebf", - "metadata": {}, - "source": [ - "## Visualization of Atlas-based Coordinates for Depressed and Non-Depressed Groups" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "463ae55c", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Function to get coordinates for a given atlas\n", - "def get_coordinates(atlas_filename):\n", - " values = np.unique(atlas_filename.get_fdata())[1:]\n", - " coords = []\n", - " for v in values:\n", - " data = np.zeros_like(atlas_filename.get_fdata())\n", - " data[atlas_filename.get_fdata() == v] = 1\n", - " xyz = plotting.find_xyz_cut_coords(nib.Nifti1Image(data, atlas_filename.affine))\n", - " coords.append(xyz)\n", - " return coords\n", - "\n", - "\n", - "\n", - "# Get coordinates for depressed group\n", - "depressed_coords = get_coordinates(atlas_filename)\n", - "\n", - "# Visualize depressed group coordinates\n", - "plotting.plot_connectome(np.eye(len(depressed_coords)), depressed_coords)\n", - "\n", - "\n", - "# Get coordinates for non-depressed group\n", - "nondepressed_coords = get_coordinates(atlas_filename)\n", - "\n", - "# Visualize non-depressed group coordinates\n", - "plotting.plot_connectome(np.eye(len(nondepressed_coords)), nondepressed_coords)" - ] - }, - { - "cell_type": "markdown", - "id": "09ed7eab", - "metadata": {}, - "source": [ - "## Ploting of Functional Connectivity in Depressed and Non-Depressed Groups" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "0ff06e6e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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", 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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# ploting connections dep\n", - "dep_output = plotting.plot_connectome(mean_depressed, depressed_coords, edge_threshold='95%', title=\"plot connections dep\")\n", - "display(dep_output)\n", - "\n", - "# ploting connections nondep\n", - "nondep_output = plotting.plot_connectome(mean_nondepressed, nondepressed_coords, edge_threshold='95%', title=\"plot connections nondep\")\n", - "display(nondep_output)\n" - ] - }, - { - "cell_type": "markdown", - "id": "04d868b8", - "metadata": {}, - "source": [ - "## Visualization of Functional Connectivity in Depressed and Non-Depressed Groups" - ] - }, - { - "cell_type": "code", - "execution_count": 60, - "id": "ca90758c", - "metadata": {}, - "outputs": [ - { - "data": { - "text/markdown": [ - "## Visualize connections dep" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/markdown": [ - "## Visualize connections nondep" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# Visualize connections dep\n", - "dep_output = plotting.view_connectome(mean_depressed, depressed_coords, edge_threshold='95%')\n", - "display(Markdown(\"## Visualize connections dep\"))\n", - "display(dep_output)\n", - "\n", - "# Visualize connections nondep\n", - "nondep_output = plotting.view_connectome(mean_nondepressed, nondepressed_coords, edge_threshold='95%')\n", - "display(Markdown(\"## Visualize connections nondep\"))\n", - "display(nondep_output)\n" - ] - }, - { - "cell_type": "markdown", - "id": "c376ce9a", - "metadata": {}, - "source": [ - "### Create a new faunctional connectivities file based on labels of Interest and neurobehavioral data\n" - ] - }, - { - "cell_type": "code", - "execution_count": 65, - "id": "f4795296", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "T-Statistic: -2.1285744408976934\n", - "P-Value: 0.034839969587321724\n" - ] - } - ], - "source": [ - "# Load the data from Excel file\n", - "df_connectivities = pd.read_excel('/home/roya/Documents/BRAINHACK/brainhack-project/connectivities_NPS.xlsx')\n", - "data = df_connectivities\n", - "\n", - "# Extract the relevant columns\n", - "connectivities = data['connectivities']\n", - "bdi = data['BDI']\n", - "\n", - "# Separate the connectivities into two groups based on depression status\n", - "depressed_connectivities = connectivities[bdi == 1]\n", - "non_depressed_connectivities = connectivities[bdi == 0]\n", - "\n", - "# Perform T-test\n", - "t_statistic, p_value = ttest_ind(depressed_connectivities, non_depressed_connectivities)\n", - "\n", - "# Print the results\n", - "print(\"T-Statistic:\", t_statistic)\n", - "print(\"P-Value:\", p_value)\n" - ] - }, - { - "cell_type": "code", - "execution_count": 66, - "id": "38d77f5a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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    " - ], - "text/plain": [ - " subjects connections connectivities BDI UPDRS MCI\n", - "0 1 1 0.304139 1 11 1\n", - "1 1 2 0.438628 1 11 1\n", - "2 1 3 0.247141 1 11 1\n", - "3 1 4 0.246869 1 11 1\n", - "4 1 5 0.182651 1 11 1\n", - ".. ... ... ... ... ... ...\n", - "155 16 6 0.097312 0 22 0\n", - "156 16 7 0.047990 0 22 0\n", - "157 16 8 0.558486 0 22 0\n", - "158 16 9 0.700038 0 22 0\n", - "159 16 10 0.749662 0 22 0\n", - "\n", - "[160 rows x 6 columns]" - ] - }, - "execution_count": 66, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "df_connectivities" - ] - }, - { - "cell_type": "markdown", - "id": "4f9a7d28", - "metadata": {}, - "source": [ - "## Connectivity Distribution by Group: Depressed vs. Non-Depressed" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "5cd00b02", - "metadata": {}, - "outputs": [ - { - "data": { - "application/vnd.plotly.v1+json": { - "config": { - "plotlyServerURL": "https://plot.ly" - }, - "data": [ - { - 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If alone, simple put your name within [] -names: [Roqaie moqadam] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/Moqadam_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [parkinson's, rsfmri, fmriprep, python, nilearn] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to investigate the functional connectivity patterns in individuals with Parkinson's disease and neuropsychiatric symptoms (PD+NPS) compared to those without the NPS. The study utilizes resting-state fMRI data to analyze the connectivity matrix and identify alterations in functional brain networks associated with PD+NPS. The project also involves familiarizing with data science packages, interpreting neuroimaging data, and advanced visualization techniques. The findings may contribute to understanding the neural mechanisms underlying PD+NPS and inform future research and interventions. The project involves BIDS validation, fMRI preprocessing, functional connectivity analysis, group comparisons, and prediction modeling for mild cognitive impairment." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "view.png" ---- - - -## Project definition - -### Background - - -Inspired by the https://alz-journals.onlinelibrary.wiley.com/doi/full/10.1002/trc2.12371, this project has defined which aims to investigate the functional connectivity patterns in individuals with Parkinson's disease and neuropsychiatric symptoms (PD+NPS) compared to those without the NPS. The study utilizes resting-state fMRI data to analyze the connectivity matrix and identify alterations in functional brain networks associated with PD+NPS. The project also involves familiarizing with data science packages, interpreting neuroimaging data, and advanced visualization techniques. The findings may contribute to understanding the neural mechanisms underlying PD+NPS and inform future research and interventions. The project involves BIDS validation, fMRI preprocessing, functional connectivity analysis, group comparisons, and prediction modeling for mild cognitive impairment. - -### Tools - - - * Jupyter notebook for coding and visualization - * Docker container - * fMRIPrep for rs-fMRI preprocessing - * Python Packages: matplotlib, seaborn, nilearn, plotly, Nibabel, scipy, Pandas - * Git and Github for Version Control - - -### Data - -The pilot version of this project currently utilizes small raw data from the Niemolab for analysis. However, the intention is to eventually incorporate data from a larger Parkinson's disease (PD) cohort for a more comprehensive investigation. The use of a larger dataset will enhance the generalizability and statistical power of the findings, allowing for a more robust understanding of the functional connectivity patterns in PD with neuropsychiatric symptoms (PD+NPS). - -### Deliverables - -Jupyter notebooks: Share interactive code, analysis, and visualizations. Organize project code, preprocessing steps, analysis, and results. Share notebook files (.ipynb) -Jupyter notebooks for code and analysis -GitHub for version control and collaboration - -## Results - -## BIDS Validation in Raw Neuroimaging Dataset - -The BIDS Validator is a tool that verifies if neuroimaging datasets adhere to the BIDS standard, promoting organized and correctly formatted data for enhanced data sharing and reproducibility in neuroimaging research. In the case of the "mp1014" subject dataset, it identified 2 errors and 1 warning in 62 files. I utilized the error log for subjectmp1014 and subsequently ran fmriprep for the dataset. - -![BIDS Validator](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/BIDSvalidator.png) - -## Running fMRIPrep with Docker: Preprocessing fMRI Data for Multiple Participants - -I executed the following command on my local machine to run fMRIPrep using Docker for 5 subjects: - -docker run -ti --rm \ - -v $HOME/subjectmp1014:/data:ro \ - -v $HOME/outputmp1014:/out \ - -v $HOME/freesurfer/license.txt:/opt/freesurfer/license.txt \ - nipreps/fmriprep:latest \ - /data /out \ - participant --participant_label {sub-mp0010,sub-mp0011,sub-mp0012,sub-mp0013,sub-mp0014 --skip-bids-validation - -![Brain-mask-fmriprep](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/Brain-mask.png) -![Spatial-normalization-fmriprep](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/Spatial-normalization.png) -![Alignment-functional-anatomical-fmriprep](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/Alignment-functional-anatomical.png) - -## Functional Connectivity Analysis and Group Comparison using Harvard Atlas - -This analysis aimed to investigate functional connectivity patterns and group differences using the Harvard atlas. The preprocessed data and confound information were imported from the specified directory. The Harvard atlas was utilized for defining brain regions of interest. The functional connectivity matrix was extracted, and subjects were divided into depressed and non-depressed groups based on BDI scores. -Connectivity matrices were computed for each subject, and mean matrices were calculated for the depressed and non-depressed groups. -![Connections with Dependencies](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/connectionsdep.png) -![Connections](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/connections.png) - -## Data Processing and Grouping based on BDI Scores for Connectivities Analysis - -Data processing and grouping based on BDI scores were performed to investigate connectivities. The data consisted of preprocessed functional connectivity data and BDI scores obtained from participants. The functional connectivity matrix was computed, and subjects were categorized into depressed and non-depressed groups based on their BDI scores. -Connectivity matrices were created for each subject, and group-level analyses were conducted. The results demonstrated distinct patterns of connectivity between the depressed and non-depressed groups. These findings highlight the potential differences in brain network organization associated with depression. -Updating and Filtering Correlation matrix for Analysis -![Connectivities](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/connectivities.png) - -## Updating and Filtering Correlation matrix based on label of interest - -Updating and filtering the correlation matrix to focus our analysis on specific regions of interest and their associations with neurobehavioral data, improved the accuracy and relevance of the data, allowing us to uncover meaningful insights and generate hypotheses for further investigation. - -![Non-Dependencies](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/nonDep.png) -![Dep](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/Dep.png) - -## Ploting of Functional Connectivity in Depressed and Non-Depressed Groups - -The aim of this analysis was to visualize atlas-based coordinates for depressed and non-depressed groups. Coordinates were obtained using the specified atlas, and separate visualizations were created for each group. The connectivity patterns and spatial distribution of these coordinates were examined. -The visualizations revealed distinct patterns of connectivity and spatial organization in the depressed and non-depressed groups. These findings provide valuable insights into the differences in brain network architecture associated with depression. The visualizations serve as a powerful tool for understanding and interpreting the complex connectivity patterns in different brain states. - -![Plot](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/plot.png) -![View](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/view.png) - -## Connectivity Distribution by Group: Depressed vs. Non-Depressed - -This analysis aimed to explore the distribution of connectivities between depressed and non-depressed groups. The connectivities were obtained from participants belonging to these two groups. A box plot was created to visualize and compare the connectivity distributions. - -The results of the T-test revealed a significant difference in connectivities between the depressed and non-depressed groups (T-Statistic: -2.1286, P-Value: 0.0348). This indicates that there are distinct patterns of brain connectivity associated with depression. -These findings suggest that neuroconnectivity analysis could potentially serve as a valuable tool for understanding and identifying markers of depression. - -![Connection by Group](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/conn%20by%20group.png) - - -## Linear Regression Model for MCI Prediction - -This study aimed to predict Mild Cognitive Impairment (MCI) using connectivities and BDI scores. The dataset was split into training and test sets (80% training, 20% test). A linear regression model was created, trained on the training set, and used to predict MCI values for the test set. -The model's performance was evaluated using Mean Squared Error (MSE) and R-squared (R2). The MSE was 0.279, indicating the average squared difference between predicted and actual MCI values. The R2 value was -0.115, suggesting the model did not explain much variance in MCI. -In summary, the linear regression model showed limited success in predicting MCI using connectivities and BDI scores. - -![LM](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/lm.png) - -Mixed Effects Linear Regression Model for MCI Prediction: - -A mixed effects linear regression model was developed to predict Mild Cognitive Impairment (MCI) using connectivities and BDI scores. The dataset was split into training and test sets (80% training, 20% test). -After fitting the model, predictions were made on the test set. The evaluation of the model yielded a Mean Squared Error (MSE) of 0.250 and an R-squared (R2) value close to zero. The MSE represents the average squared difference between predicted and actual MCI values, while R2 indicates the proportion of variance in MCI explained by the model. -In summary, the mixed effects linear regression model showed limited success in predicting MCI using connectivities and BDI scores. The convergence warning suggests potential issues with model estimation. - -![Mixed](https://github.com/brainhack-school2023/Moqadam_project/raw/main/outputs/mixed.png) - -### Progress overview - -I have encountered obstacles during the project that affected the speed, particularly due to the utilization of lab data and local machine instead of server for preprocessing. However, I am actively working on removing these obstacles to improve the efficiency and speed. - -### Tools I learned during this project - -Throughout this project, I have gained proficiency in several tools and technologies, including: - - * Jupyter Notebooks - * GitHub - * BIDS Validator - * High Performance Computing - * Data Visualization Tools (specifically Nilearn) - -These tools have been instrumental in facilitating code development, version control, data validation, efficient computing, and data visualization tasks within the project. - -## Conclusion - -In conclusion, this pilot project has provided valuable insights into the functional connectivity patterns in individuals with Parkinson's disease and neuropsychiatric symptoms (PD+NPS). The analysis of resting-state fMRI data has revealed distinct alterations in functional brain networks specific to the PD+NPS population. While these findings contribute to our understanding of the condition, further research using larger datasets is needed to fully elucidate the underlying neural mechanisms and to explore the potential implications for future research and clinical interventions. - -## Acknowledgements: - -I would like to express my sincere gratitude to Prof. Bellec, and other co-founder and TAs in particular Isil and Marie-Eve who have contributed to the development of this project. I also acknowledge the support and assistance provided by the Niemolab (My Ph.D. supervisor Dr. Alexandru Hanganu) and his research team. diff --git a/content/en/project/Parkinson-fMRI/plot.png b/content/en/project/Parkinson-fMRI/plot.png deleted file mode 100644 index 0ab1fef4..00000000 Binary files a/content/en/project/Parkinson-fMRI/plot.png and /dev/null differ diff --git a/content/en/project/Parkinson-fMRI/view.png b/content/en/project/Parkinson-fMRI/view.png deleted file mode 100644 index c2ff4cd2..00000000 Binary files a/content/en/project/Parkinson-fMRI/view.png and /dev/null differ diff --git a/content/en/project/Pred_Mod_Cog_rsFMRI/cover.png b/content/en/project/Pred_Mod_Cog_rsFMRI/cover.png deleted file mode 100644 index b9497332..00000000 Binary files a/content/en/project/Pred_Mod_Cog_rsFMRI/cover.png and /dev/null differ diff --git a/content/en/project/Pred_Mod_Cog_rsFMRI/index.md b/content/en/project/Pred_Mod_Cog_rsFMRI/index.md deleted file mode 100644 index bcd886aa..00000000 --- a/content/en/project/Pred_Mod_Cog_rsFMRI/index.md +++ /dev/null @@ -1,85 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-16" # Date you first upload your project. -# Title of your project (we like creative title) -title: Predicting general cognition from resting-state functional brain connectivity - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Ngieng Shih Yang] - -# Your project GitHub repository URL -github_repo: https://github.com/NSYYYYY/BHS2025.git - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [regularized regression, resting-state, cognition, prediction] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: The purpose of the project is to compare various predictive models to compare the effectiveness of each predictive model and to identify important features that best contribute towards predicting general cognition. Additionally, the ideal number of features were also explored for each model. - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover.png" ---- - - -## Project definition - -### Background - -This study was inspired by the potential to use various machine learning techniques to improve predictive performance of resting-state functional connectivity on various performances measures. Specifically for this project, 7021 features were utilised in an attempt to predict the cognition composite scores of children aged 9 - 10 years old. Participants were recruited as part of a larger multi-site study called the Adolescent Brain Cognitive Development (ABCD) study. This study aims to use the data obtained during the baseline assessment inconjunction with various regularized regression methods and predictive models in an attempt to better predict general cognition. The project consists of various steps such as 1) data consolidation and cleaning, 2) subsampling of data, 3) training the model and 4)results presentation. - -### Tools - -The "project template" project will rely on the following technologies: - * Markdown, to structure the text. - * Rstudio, for data cleaning, consolidation and visualization. - * Python (various packages) for model training, testing and visualization. - * Adding the project to the website relies on github, through pull requests. - -### Data -Permission has been granted for data use of the National Institute of Mental Health (NIMH) Data Archive. -The files utilise in this project were obtained from ABCD-HCP fMRI pipeline v0.0.2 by the DCANS lab team (Sturgeon et al., 2019) . Inclusion criteria included images that were not rejected due to incidental radiological findings, passing satisfactory protocol compliance, and passing FreeSurfer Quality Control. More details about the preprocessing process are detailed in prior work (Hagler et al., 2019). - -The rsfMRI data was used to construct a matrix consisting of 119 x 119 nodes, based on parcellated cortical nodes from the schaefer 100 parcel, 17 network atlas (Schaefer et al., 2018; Thomas Yeo et al., 2011), with an addition of 19 subcortical nodes, including the cerebellum from the FreeSurfer Aseg Atlas, resulting in 7,021 unique connections. - -### Deliverables - -#### Steps for running the entire analysis to visualization. - -##### Step 1: Data consolidation and cleaning -Open the data_cleaning_CogComp_T1.Rmd (in RStudio). The top of the Markdown file indicates the necessary files to consolidate and clean the data. -Ensure that all the files that is required has been retrieved. -Once the Markdown file has been ran, files will be generated for the next step - -##### Step 2: Subsampling of the data -Use the subsampling.ipynb to subsample the data into the preferred subsample size. -In this stage, the remaining sample will be saved as a different CSV file for potential future use. - -##### Step 3: Training the model -Next, use the subsample_ml_v5.ipynb to train, test and visualize the model. -The labels for the model can be found in 7021Labels.csv. -The output will be saved as both .joblib files and .csv files for future use. - -##### Step 4: Connectogram creation -This step uses the CSV files that were obtained from step 3 to create a connectogram in RStudio. -Use the Connectogram_Script_Rstudio_...v2.R to create th connectograms. (There are three different, one for each model) -This step requires an additional labelsFC_schaefer119.csv file (that I am not too sure if I am allowed to share, hence not available) - - -### Tools I learned during this project - - * **Scikit_learn-** This is such a powerful package for running machine learning modelling and various different forms of regression for predictive purposes. - * **Matplotlib.pyplot-** Powerful visualization tool that allows generation of various different types of charts and figures to better visualize results that is otherwise very hard to understand. - * **Tool_flexibility** Through the project I learnt to utilise various tools that are best able to do what I require. I learnt not to be too focused on just utilising only 1 specific tool and software and to explore various options that can best fit my workflow. - -### Results -The results suggest that Elastic Net regression achieves the best results in balancing predictive performance and the number of features. Ridge regression achieves the best results as it utilizes all of the features to generate a prediction. Lasso regression is useful only when a small number of features were to be extracted and used for future predictions. SVR performance was poor likely due to the low sample size that was utilise for model creation due to time constraints. - -## Conclusion and acknowledgement - -Overall, the results seem to show low predictive performance of resting-state functional connectivity on predicting general cognition. This is somewhat to be expected as resting-state mri is task-free and does not involve and tasks for the participant to conduct during the mri scan. Even so, there does seem to be some merit in utilising such machine learning methods in predicting various abilities. diff --git a/content/en/project/RegressionModellingERPs/apps_script.png b/content/en/project/RegressionModellingERPs/apps_script.png deleted file mode 100644 index 67836fc3..00000000 Binary files a/content/en/project/RegressionModellingERPs/apps_script.png and /dev/null differ diff --git a/content/en/project/RegressionModellingERPs/binned_results.png b/content/en/project/RegressionModellingERPs/binned_results.png deleted file mode 100644 index 2f4c10a7..00000000 Binary files a/content/en/project/RegressionModellingERPs/binned_results.png and /dev/null differ diff --git a/content/en/project/RegressionModellingERPs/index.md b/content/en/project/RegressionModellingERPs/index.md deleted file mode 100644 index 43839f9f..00000000 --- a/content/en/project/RegressionModellingERPs/index.md +++ /dev/null @@ -1,85 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-11" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Regression-Modelling ERPs (and More!)" - -# Sole author -name: [Szu-Chi Amanda Lin] - -# Your project GitHub repository URL -github_repo: https://github.com/amandalin047/Amanda_BrainHack_2023 - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [eeg/erp, python, regression, javascript] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Emotion perception is contextualized. However, how emotional context modulates word processing is unclear. We regression-fitted raw EEG data to test for emotional valence effects. The results revealed a widespread effect of context valnece, as well as a plausibility N400 waveform, well replicating the past ERP literature. Moreover, as we plan on conducting a subsequent experiment to follow up on the findings the present study has revealed, this project also includes the code for constructing experimental stimuli." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "rerp_coef.png" - ---- - - -# Regression-Modelling ERPs (and More!) -## Background -Grand Average ERPs -Emotion perception is contextualized. However, how emotional context modulates word processing is unclear. We tested 20 young native speakers who read 208 Taiwan Mandarin sentences with varied emotionality conveyed through the context. To deal with multiple covarying factors in natural language, we adopted a regression-based rERP method to titrate the contextual effects. Moreover, as we plan on conducting a subsequent experiment to follow up on the findings the present study has revealed, this project also includes the code for constructing experimental stimuli. - -## Tools -This project has implemented the following programming languages and brain imaging techniques: -- EEG/ERP -- Python -- Matlab -- JavaScript - -## Data -- **EEG Analyses**: A 20-subject language experiment EEG dataset collected by a lab senior several years ago. (_The data files on this repository are currently blank dummy files._) Besides planning on adding 10 more participants to the original and recruiting 30 young adults for the following-up experiment, my advisor (Dr. Charlene Lee) and I also aim to ultimately put our lab data in BIDS. -- **Stimuli Construction**: Participant Gmails and Excel sheets sent as attachments. - -## Deliverables -- This markdown README documenting the project -- Multiple Jupyter Notenooks (.ipynb), which also have the results clearly illustrated with nice data visualization -- Python scripts (.py) -- A Google Apps Script (.gs) - -[Find in the `amanda_rerp_ols_package` folder under `rERP_2023` a mini pip-installable Python package I uploaded onto PyPI. Not only is it an extension of the MNE built-in `mne.stats.linear_regression` method, but I also wrapped **my calculated-by-hand solution matrix into a user-defined class** (a Python named tuple, actually) as the return object.](https://github.com/amandalin047/Amanda_BrainHack_2023/tree/master/rERP_2023/amanda_rerp_ols_package) - -# Results -## Progress Overview -- **EEG Analyses** - + The main structure of the regression models was completed during winter break (January through February), following Brouwer et al.'s 2020 method along with advice suggested by Dr. Kevin Hsu. However, rather than performing repeated-measures ANOVAs on the regression fitted values as was done by Brouwer et al., I t-tested each regression coefficient against 0 for concerns about systematic and statistically significant conditional differences among the predictors (in regression terms, everything in the predictors shows up as linear combinations in the fitted values, thus causing confounds). - + The problem of multiple comparisons was tackled around March after a brief discussion with Dr. Joshua Goh. The Bonferonni correction was, as I realized, stringently unrealistic in the case where each (channel x time point) cell is regressed separately, rendering the statistical resulst less susceptible to individual Type I errors. I later settled (for the mean time) with the BH-procedure, but am still looking into cluster-based correction methods to better take into account the spatial relationships between 3D-configurated scalp channels. - + Two sessions in April with Prof. Kara Federmeier from the University of Illinois Urbana-Champaign pointed me towards a new direction, namely to group the regression coefficients into spatiotemperal ROIs, which largely reduced the number of multiple comparisons for which I needed to correct. - + The class attributes and methods in the program were substantially modified and revised soon after to improve run-time efficiency due to issues related to automatically dying Jupyter kernels in WSL2. - + The EEG Toolbox under Matlab differs from MNE-Python in many respects. Having been initially trained in Matlab, I aspire to create Python functions with which Matlab users will feel more familiar, such as bin descriptor text files and the moving-window peak-to-peak method for artifact detection. To this aim, other EEG-related Python notebooks/scripts included in this repository were subsequently developed in late April through May. - + It was an incredible honor — considering that I started off more theory-oriented than applicational — to have the opportunity to give a four-hour workshop on MNE-Python to several of my lab mates with self-written scripts. - -- **Stimuli Construction** - + I started developing the Python code for compiling ratings Excel sheets roughly around March. - + A massive round of ratings was carried out in April, thus calling for a means to automatically label, upload, and reply to incoming participant emails. -

     

    Google Apps Script - -## Skillsets Learned -- **MNE-Python**: As a math undergraduate, I was initially trained in C++ and never formally took Python (I could read and code in Python as languages that support OOP share some similarities, yet I was far from proficient). It was not easy-peasy to start a Python program from scratch with the limited syntax I knew at the time; I'd spent countless hours Googling, sifting through threads on GitHub and Stack Overflow. As such, I genuinely find amazing how much I've learned and matured this semester in terms of Python programming skills, not only through my own project, but also as a TA working with the students. -- **Statistical Models**: Statistics was _not_ a required undergraduate course in the Department of Mathematics (basic probablity theory was, though). I only took introductory stats as an elective, so I had but a vague idea of statistical modelling when I started off with this project. Yet as hands-on experiences often are great ways to learn, I've been implementing models I never knew before, and I do look forward to trying out different, more complicated ones. -- **JavaScript**: I really went from zero on this. The immediate need for an automated Gmail gave me a miraculous adreneline boost and had me picking up the language in several hours — not sure how I did it, but I'm glad it worked! - -## Results -- **EEG Analyses** - + A widespread effect of contextual valence from 250ms to 750ms, with words following emotional contexts showing more positive responses relative to words in neutral contexts. - + Greater implausibility elicited more negative and then more positive responses during 250-500ms and 600-1000ms, respectively, over central-posterior regions, which well-replicated the past ERP literature on the N400 plausibility effect and thus provided justification for our regression model. Further, this plausibility effect was not modulated by context valence, suggesting no evidence for the Affective Primacy hypothesis in sentence comprehension where one would've expected a significant interaction between the two. - + A frontally distributed effect of word emotionality during 400ms to 700ms. - + These findings showed that linguistic emotional context modulates subsequent word processing over and beyond sentence constraint and word emotionality, corroborating robust contextualized emotion processing in reading. -

     

    rERP Coefficients - -- **Stimui Construction** - + A great learning oppurtunity as we've come to realize which response collection methods are more efficient (and less tedious). - + A nice, albeit still under construction, pipeline for collecting and sorting ratings responses. - -## Conclusion and Acknowledgements -This has been an incredible journey in myriad ways, both academically and personally. I would like to give the biggest, most heartfelt thanks to my amazing thesis advisor, Dr. Charlene Lee at the Graduate Institue of Linguistics, National Taiwan University, without whom none of this would have been possible. I am deeply grateful not only for her sound advice, incredible support, but also for the faith she had in me when I struggled with self-doubts and didn't believe I was capable of carrying out this project or taking on this TA position. Having graded 82 module exercises, I must say I really do find reading people's code interesting. I sincerely appreciate all the students who have discussed with me their projects and code on Discord — those were the moments when I got to learn the most. There are many directions in which this project can be expanded and imporved, all of which I look forward to. diff --git a/content/en/project/RegressionModellingERPs/rerp_coef.png b/content/en/project/RegressionModellingERPs/rerp_coef.png deleted file mode 100644 index 12413e1c..00000000 Binary files a/content/en/project/RegressionModellingERPs/rerp_coef.png and /dev/null differ diff --git a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/brain_dcnn_parallel.png b/content/en/project/Revealing similarities between deep learning models and brain EEG representations/brain_dcnn_parallel.png deleted file mode 100644 index 286cb8c6..00000000 Binary files a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/brain_dcnn_parallel.png and /dev/null differ diff --git a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/dcnn_rdms_only.png b/content/en/project/Revealing similarities between deep learning models and brain EEG representations/dcnn_rdms_only.png deleted file mode 100644 index 5210824e..00000000 Binary files a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/dcnn_rdms_only.png and /dev/null differ diff --git a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/index.md b/content/en/project/Revealing similarities between deep learning models and brain EEG representations/index.md deleted file mode 100644 index cbccf76b..00000000 --- a/content/en/project/Revealing similarities between deep learning models and brain EEG representations/index.md +++ /dev/null @@ -1,166 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-05-16" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Revealing similarities between deep learning models and brain EEG representations" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Simon Faghel-Soubeyrand] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/deep_representational_learning - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [ Deep neural networks, brain representations, vision, EEG, decoding] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. -#Deep learning is a growing field of AI that is now reaching cognitive-neurosciences. -summary: "Do artificial neural networks process visual images similarly to our brain? If so, how? In this project, we bridge deep learning and brain EEG signals as we aim to understand more about our ability to process common visual stimuli such as objects, faces, scenes and animals." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "logo_project_1.png" ---- - - -# Exploring representations of deep neural networks and their similarity with the human brain - -## Summary - -I'm a PhD student at Université de Montréal & University of Birmingham (UK). I use an aggregate of psychophysics, EEG, and computational techniques to understand individual differences in vision, specifically in object/face recognition. - - -The practical objectives of this project were to develop skills in Python, data visualisation and developping better coding habits with Github. - -The general aim of this project is to understand and visualize how deep neural networks represent visual stimuli compared to our brain. For human representations, we will use high-density EEG signal from a simple visual task. - - -The project will unfold in three steps. - -1) Create a custom deep convolutional neural network (DCNN; using TensorFlow & Keras). -2) Create, from high-density EEG time series, group-averaged representational dissimialrity matrices (RDMs; we will be feeding eeg topographies to linear classifiers to do so). -3) Compare the representations (RDMs) from each of the DCNNs' layers to human brain representations (RDMs) unfolding in time. - -The first two steps will be developed in parallel. The last step will integrate their output. - -Initially, the plan was to train from scratch a DCNN to "learn" more human/brain representations. This is a mid/long-term role, and here I chose to focus on learning programming tools (described below). - -## Project definition -### Background - -The idea of comparing and restraining a DCNN weight representations is highly inspired by work from [Cichy et al., (2016)](https://www.nature.com/articles/srep27755) -[Kietzmann et al., (2019)](https://www.pnas.org/content/116/43/21854). - - -Deep neural networks (DNNs) encode information in a similar way to the visual brain (e.g. primary visual cortex V1 encodes similar information than convolutional filters in the first layer of a DNN). -The idea here is to come up with a common measure of processing between DCNN and brain imaging signal, here electroencephalogrpahy (EEG), and link the computations in both modalities. - - - - -A good summary of brain and DNN computations can be obtained with a Representational Dissimlarity Matrix (RDM, see DATA section). - - -## Tools - -The structure of the analyses will rely on : - -- developping analysis in **Python** scripts: pyrsa, scikit-learn, tensorFlow & keras -- basics in visualisation tools : jupyter notebooks, interactive widgets, seaborn, and scikit-learn for multi-dimensional scaling. -- Considering that the data is not completely available, no need to focus on BIDS standards that much. -- **Github** -- **Binder** -- I will also familiarize with **deep learning** - -## Data - -Description (general): - -we previously used brain EEG data to "decode" pairs of images (faces, objects, scenes, animals, etc.) that were presented to human participants. -By doing this with all pairs of images presented (49 stimuli = 1178 pairs), we created a Dissimilarity Matrix that is a summary of how the brain of each participant encodes diverse visual stimuli. -This Representational Dissimilarity Matrix (RDM) was used as the base data input of this project. - --RDMs were averaged across particpants (N=23). Preprocessed EEG recordings at 128 electrodes (BioSemi) - -Task: simple one-back task over a stream of images containing faces of different emotions/gender, human-made/natural objects, animals and scenes. - - - - -## Deliverables - -The plan is to have at least: - -- Python scripts for steps 1 and 3 -- Markdown README.md explaining the whole pipeline. - -And perhaps : - -- A container that enables to reproduce these analyses - -For the course : - -**Week 2 deliverable:** [README file](https://github.com/brainhack-school2020/deep_representational_learning/blob/master/README.md) - -**Week 3 deliverable:** : *Binder environment for data visualization* - -This link redirect to an interactive visualisation of the human brain data (RDMs): -[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/brainhack-school2020/deep_representational_learning/master?filepath=%2Fanalysis%2Finteractive_figures_EEGxRSA.ipynb) - -**Week 4 deliverable:** [presentation](https://github.com/brainhack-school2020/deep_representational_learning/blob/master/presentation/BHS_2020.pdf) - - -## Results - -## Pipeline (analysis and visualization) with scripts. - - - -## human brain RDMs - -An interactive visualisation of the human brain data (RDMs) can be found here : -[![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/brainhack-school2020/deep_representational_learning/master?filepath=%2Fanalysis%2Finteractive_figures_EEGxRSA.ipynb) - - - -Results for group-average **Representational Dissimiarlity matrices (RDMs)** had previously been derived at every time step from image onset. These *stimulus* x *stimulus* matrices contains pairwise decoding accuracies between all images (e.g. image face vs image car), indicating the brain's representational model across various visual stimuli. - -Here, the 2D coordinates of the representational distances from the RDMs are computed "online" using Multi-Dimensional Scaling from sklearn MDS method (to play interactively with this, see binder link above). - -![alt text](interactive_RSA_time_MDS.gif) - - -## DNN representations and link with brain data - -### DNN representations -Using the same stimuli we showed to participants as input to DNNs, I computed an RDM for every layer of the VGG16 neural network (weights from imagenet). - - - -### Similarity between brain signal and DNN representations -By correlating these DNN representations with the human RDMs, I obtained the time courses of similarity between VGG16 hierarchical processing and the EEG brain representations. - - - - - -## Tools & Skills I developed during this project - -- **Python**, and useful libraries (e.g. pingouin, pandas, scipy, sklearn, tensorflow, keras) -- Machine learning (**deep learning**). -- Interactive figures in **Jupyter notebooks** and visualization libraries (e.g. matplotlib, seaborn, ipywidgets) -- **Binder** reproducible environments to share code and figures. -- **GitHub** -- **Markdown** -- **Inkscape** for figures. - -## Conclusion and acknowledgements - -Big thanks to all instructors, to Peer & Valerie, and to all the BHS community. This was a full month but I learned and enjoyed it a lot. I should also thank Michelle, which reminded me all the deliverables and deadlines throughout the way! - -Thanks to my supervisors (F. 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Affirmer understands and acknowledges that Creative Commons is not a - party to this document and has no duty or obligation with respect to - this CC0 or use of the Work. diff --git a/content/en/project/Ridani_Chi_separation_project/index.md b/content/en/project/Ridani_Chi_separation_project/index.md deleted file mode 100644 index 023ea21b..00000000 --- a/content/en/project/Ridani_Chi_separation_project/index.md +++ /dev/null @@ -1,215 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Validating χ-separation using phantom simulations" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Daniel Ridani] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/Ridani_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Python, Susceptibility, Software, Visualization, Polytechnique] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "How can we validate χ-separation algorithm? In the absence of ground truth to validate χ-separation, my project aims to validate the χ-separation results using realistic in-silico head phantom simulations. Simulations offer a valuable advantage by providing a controlled environment where we can define and manipulate various parameters with known ground truth values. By choosing specific values for the simulation, we can create a ground truth against which we can compare the results obtained through the χ-separation algorithm." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Cover_image.png" ---- - - -## About Me -![Screenshot 2023-04-14 150759](https://github.com/brainhack-school2023/Ridani_project/assets/77506715/787adb2e-bd57-41fa-b1b1-ef0e2da9c4b1) - -Hello everyone, my name is Daniel Ridani. I am a first-year PhD student at Polytechnique Montreal, majoring in biomedical engineering. I did my Bachelor's in general physics and my Master's in biomedical engineering, where I fell in love with this field and decided to pursue a PhD. Currently, I am working on quantitative MRI, specifically quantitative susceptibility mapping (QSM). In my research, I focus on studying the susceptibility contributions from iron and myelin and developing methods to effectively separate them. Brain Hack School has given me the opportunity to improve my Python skills and explore new topics such as deep learning and machine learning. - -## Project Summary - -### Introduction - -My project aims to validate χ-separation algorithm using realistic in silico head phantom simulation. Susceptibility denoted as (χ), is a measure of how easily a material can be magnetized in response to an external magnetic field. Positive susceptibility implies that the material's spin aligns its magnetic moment parallel to the main field, while negative susceptibility indicates an opposing alignment. The main two sources of susceptibility are myelin (χ<0) and iron (χ>0) and they co-exist in almost every region in the human brain. Using the susceptibility, we can generate maps known as Quantitative susceptibility mapping (QSM) which does not have a ground truth. In the absence of ground truth for QSM, efforts have been made (QSM reconstruction challenge 2.0) [1] to create a phantom that can serve as a reference standard for validation. QSM measures the total susceptibility rather than the distinct positive and negative susceptibility sources, hence, to address this, χ-separation techniques, are employed to separate the two susceptibility sources [2]. The distinction between positive and negative sources of susceptibility plays a crucial role in understanding the underlying physiological processes and their implications for brain function. The ability to accurately discern and differentiate between these sources contributes significantly to the reliability of the assessments conducted in this study. The aforementioned phantom can be utilized to validate the accuracy of the χ-separation results. - -### Main Objectives -- Get more familiar with χ-separation limitation. -- Validate χ-separation algorithm using ground truth data (phantom simulations). -- Implement python scripts to analyze and visualize the results. -- Create a GitHub repo to share my results. - -### Personal Objectives -- Gain a deeper understanding of susceptibility contribution in the human brain. -- Develop the skill to manage a small project in a short period. -- Improve my programming skill using the BrainHack school modules. -- Share my knowledge with others to encourage open science. - -### Tools -- χ-separation GUI developed by Hyeong-Geol Shin et al. -- QSM reconstruction challenge 2.0 code for Gradient Echo (GRE) simulations of custom phantoms. -- Git and GitHub for Version Control. -- Python Packages: "matplotlib" [3], "seaborn" [4], "pandas" [5]. -### Data -The dataset used in this study was simulated using the Matlab code from the QSM reconstruction challenge 2.0 article developed by José P. Marques et al. This article also provided susceptibility values for 10 different regions in the brain. - -A summary of the susceptibility values is as follows [6]: - -|Brain Regions |Susceptibility (ppm)| -|:---------------|:----------------:| -|Caudate Nucleus |0.044 | -|Globus Pallidus |0.1305 | -|Putamen |0.038 | -|Red Nucleus |0.1 | -|Dentate Nucleus |0.152 | -|Substanial Nigra |0.111 | -|Thalamus |0.02 | -|White Matter |-0.03 | -|Grey Matter |0.02 | -|CSF |0.019 | - -Table 1: Susceptibility values of different brain region -### Project Deliverables - -At the end of this project, we will have: -- A phantom for χ-separation used as a ground truth. -- Detailed project workflow documented in a GitHub repository. -- Executable python scripts for data visualization and analysis. -- Markdown file providing comprehensive project details. - -## Method - -### Phantoms - -To generate the phantoms used in this study, two experiments were performed: -- The first experiment involved assigning variable values to each voxel within a specific region, with the mean value ± standard deviation being used for analysis. -- The second experiment, a uniform value was assigned to every voxel within the same region. -This approach will help reduce the complexity of the phantom model to see if the complexity of the phantom is a limitation of χ-separation. - -### χ-separation input - -χ-separation requires three main inputs: - -- Magnitude image. - -- Frequency shift (Δf): This map can be obtained from the phase image after we apply a couple of processing steps that will be explained in the next section. -- R\'2 map (R\'2 = R\*2 - R2 ): In order to obtain an R\'2 map, you will need to follow these steps. First, acquire two different scan sequences: Gradient-echo (GRE) and Spin-echo (SE). From each sequence, generate magnitude images. Next, perform an exponential fitting on the magnitude images separately. This will provide you with T\*2 and T2 maps for the GRE and SE sequences, respectively. -To calculate R\*2, take the inverse of T\*2 (denoted as 1T\*2). Similarly, calculate R2 by taking the inverse of T2 (denoted as 1T2). Finally, obtain R\'2 by subtracting R2 from R\*2. - - -### Pipeline and preprocessing - -Figure 1: Reconstruction pipeline from raw data to χ-separation


    - -Figure 1 represents the entire pipeline used to get two separate images of iron and myelin. The custom phantom (χTotalSimulated) is simulated into GRE data to give magnitude and phase images. The magnitude image is used to extract a binary mask to identify the region of interest and an R\*2 using an exponential fitting. Since χ-separation requires an R\'2 map and the simulation only provides GRE data an approximation adapted from Alexey V. Dimov et al was used to estimate the R\'2 map [7]. In his work he found a strong correlation between R\*2 and R\'2 maps and establish a relation between them: R\*2 = αR\'2. Afterward a phase unwrapping algorithm is applied on the phase image to obtain the true phase followed by a background field removal to remove the induced background field from the region of interest and finally a dipole inversion technique is applied to estimate the local susceptibility. At this point we apply the χ-separation algorithm to separate the positive (χPositiveMeasured) and negative (χNegativeMeasured) susceptibilities. Finally, the positive and negative susceptibility maps are combined to obtain the total susceptibility (χTotalMeasured), which will be used for comparing the susceptibility values before and after χ-separation. - -## Results -### Phantoms - -Figure 2: Phantom maps of variable and uniform assessments of brain region values. The left set (a, b, c) illustrates a variable assessment approach, where image a represents χPositiveSimulated, image b represents χNegativeSimulated, and image c represents χTotalSimulated values. The right set (d, e, f) presents a uniform assessment approach, with images d, e, and f mirroring the same representation as a, b, and c, respectively.


    - -Figure 2 represents the phantom maps that will be used as ground truth. This figure present two sets of maps: the first (a, b and c) has a variable assessment of brain region values and the second (d, e and f) has a uniform assessment of brain region values. The figure presented in this study exemplifies the comparative analysis of variable and uniform assessments. The findings of these experiments will shed light on the limitations of χ-separation when it comes to the complexity of the used model. - -### χ-separation -#### Qualitative assessment

    - -Figure 3: Visual comparison between χPositiveMeasured and χNegativeMeasured vs χPositiveSimulated and χNegativeSimulated respectively for both variable and uniform assessment of brain regions values. Figure a represents χPositiveMeasured values, showcasing three subfigures (a.1, a.2, a.3) that focus on specific brain regions, namely the Caudate Nucleus (CN), Putamen (Put), and Globus Pallidus (GP), as well as the Thalamus, Red Nucleus (RN), and Substantia Nigra (SN). Similarly, figure b corresponds to χNegativeMeasured values. It also contains three subfigures (b.1, b.2, b.3) that highlight the same brain regions as figure a but with negative susceptibility. Figure c (c.1, c.2, c.3) and Figure d (d.1, d.2, d.3) follow the same configuration as Figure a (a.1, a.2, a.3) and Figure b (b.1, b.2, b.3) respectively.


    - -Figures 3 provide a compelling visual representation of the clear separation observed between positive and negative sources of susceptibility in the assessment of brain regions. Notably, the measured maps obtained through x-separation exhibit an resemblance to the ground truth, validating their accuracy and reliability in both the evaluation of variability and uniformity within the brain regions of interest which demonstrates the successful separation of positive and negative susceptibility sources in the assessment of brain regions. Through a meticulous comparison of the measured maps with the ground truth, it becomes evident that the applied x-separation method effectively captures the details of the brain regions under investigation. The similarity observed between the measured maps and the ground truth maps validates the effectiveness of the employed methodology and strengthens confidence in the obtained results. - -#### Quantitative assessment

    - -Figure 4: Quantitative comparison between simulated and measured values. Figure A illustrates the variability assessment of brain regions which comprises three subfigures: A.1: comparison between QSM, χTotalMeasured vs χTotalSimulated. A.2: comparison between χPositiveMeasured vs χPositiveSimulated. A.3: comparison between χNegativeMeasured vs χNegativeSimulated. Each plot contains a red dotted line depicting y=x. Figure B illustrates the uniformity assessment of brain region values which replicates the structure and comparisons of Figure A. In addition, each plot indicates the correlation value between the values as well as the slope value.


    - -Figure 4 presents the quantitative comparative analysis between simulated and measured susceptibility values for both variable and uniform assessment of brain region values. Each plot includes a y=x line to facilitate visual comparison and evaluate the consistency between measured and simulated data. This comparison is important to demonstrate the validity of the χ-separation algorithm. Ideally, the measured values should be equal to the simulated values, thus, the closer the value of the slope is to 1 the more accurate the measured values are to the simulated values. On the firs hand, when we took a variable assessment of brain region values approach the linear regression results of Figure A are as follows: slope=0.77, R2=0.98 when comparing QSM vs χTotalSimulated; slope=0.39, R2=0.98 when comparing χTotalMeasured vs χTotalSimulated; slope=0.36, R2=0.99 when comparing χPositiveMeasured vs χPositiveSimulated and finally slope=0.15, R2=0.53 when comparing χNegativeMeasured vs χNegativeSimulated. On the other hand, when we took a uniform assessment of brain region values approach to make the model less complex, the linear regression results of Figure B are as follows: slope=0.89, R2=0.99 when comparing QSM vs χTotalSimulated; slope=0.45, R2=0.99 when comparing χTotalMeasured vs χTotalSimulated; slope=0.41, R2=0.99 when comparing χPositiveMeasured vs χPositiveSimulated and finally slope=0.28, R2=0.70 when comparing χNegativeMeasured vs χNegativeSimulated. An immediate rise in the value of correlation and slope was observed when the model was simplified at a small rate. - -## Conclusion and future work -- χ-separation is a great and easy tool to use that allows us to separate myelin from iron. -- Simulations are important to obtain the ground truth and validate the measured values. -- χ-separation showed great visual results compared to the simulated maps but it poorly performed numerically, especially when it comes to negative susceptibility. -- χ-separation performed better when the χ-model was less complex, which could be one of the algorithm's limitations. -- Using Python for data visualization and analysis is easy and produces the best plots. -- Other χ-separation limitations should be explored -- Other separation algorithms should be studied. -- Add microstructure information to the algorithm to make it more accurate (such as myelin fiber orientations) - - - -### Objectives, Tools, and Deliverables -Regarding the objectives, learning tools, and deliverables, I consider the project to be a successful endeavor. It has resulted in the creation of a comprehensive pipeline that encompasses all the necessary steps, starting from raw data processing and leading to the visualization of results. Furthermore, the project has successfully incorporated the targeted tools, enabling me to gain proficiency in their utilization. The deliverables of the project have been met, as evidenced by the provision of a detailed project walkthrough and the availability of reproducible Python scripts for future use. - -## Detailed guide to Reproducibility -Requirements: -- Download χ-separation code from GitHub, you can find the repository [here](https://github.com/SNU-LIST/chi-separation). It have a well documented manual on how to use the GUI. -- Download QSM reconstruction challenge 2.0 simulation code. you can find the files [here](https://data.donders.ru.nl/collections/di/dccn/DSC_3015069.02_542?1). Note that you will have to request access in order to download the file, but it's really simple you just have to connect to your ORCID account. In case you don't have an ORCID-ID you can create one [here](https://orcid.org/) -- Download and install python packages for data visualization and analysis you will need three: Seaborn, Matplotlib, Pandas. You can install them use these command line:`pip install seaborn` || `pip install matplotlib` || `pip install pandas` -- Download qMRLab software for data fitting. you can find the software [here](http://qmrlab.org/) [8]. -- Matlab - -Once all the files are installed, carefully read the manuals that are provided by the developers as well as this report. I suggest also to read their corresponding articles so you can have an idea on how the algorithms work. You can find the link for the χ-separation article [here](https://www.sciencedirect.com/science/article/pii/S1053811921006479), and the link for the QSM reconstruction challenge 2.0 [here](https://onlinelibrary.wiley.com/doi/10.1002/mrm.28716). - -After reading everything, you have a general idea of what you should expect from these codes. First, open your simulation file and create your custom phantom. You can do that by changing, for example, the values of each region of the brain provided by a file named "parameters.mat", which will contain susceptibility values used as a reference for your work denoted as "chiref", "chiref" will present the total susceptibility, I suggest adding two more columns named "chipos" and "chineg" so you can add your positive and negative susceptibilities (always make sure that chiref=chipos+chineg). Now RUN the file named `MacroCreateSusceptibiltyPhantom.m` that will call the main function `CreateOwnRealisticPhantom.m`. Now before running you might want to consider one of these two options: -- Run the code through chiref, chipos, chineg individually. (By default, the code will use chiref since we manually added chipos and chineg so to run the code over the values of chipos and chineg you will have to change in `CreateOwnRealisticPhantom.m` every chiref into chipos or chineg). -- Change the code! You can automatically get the chipos and chineg then add them together and save the results as chiref. Here is my suggestion: 1) Make a copy of the original code so you don't lose it. 2) Open `CreateOwnRealisticPhantom.m` and change every chiref to chipos. 3) Copy-paste almost all the code and now change it to chineg. At this point you should have the exact code repeated twice once for chipos and once for chineg. 4) To get chiref add these few lines at the end: -```matlab -%Calculation of ChiTotal from ChiNeg and ChiPos -% File paths of the two NIfTI images to be loaded -ChiNegPath = 'data/chimodel/ChiNeg.nii'; -ChiPosPath = 'data/chimodel/ChiPos.nii'; -% Load the first NIfTI image -chineg = load_untouch_nii(ChiNegPath); -chinegdata = chineg.img; -% Load the second NIfTI image -chipos = load_untouch_nii(ChiPosPath); -chiposdata = chipos.img; -% Perform addition of the two images -Chitotal = chinegdata + chiposdata; -% Save the result as a NIfTI image -resultNii = chineg; % Use image1 as a template for header information -resultNii.img = Chitotal; % Assign the result to the image data -% File path to save the result NIfTI image -resultPath = 'data/chimodel/Chi.nii'; -% Save the result NIfTI image -save_untouch_nii(resultNii, resultPath); -% Display a message upon successful save -disp('Result NIfTI image saved successfully.'); -``` -Now we have 3 images chiref saved as `Chi.nii`, chipos saved as `ChiPos.nii` and chineg saved as `ChiNeg.nii`. For the next step (data simulation) use only the `Chi.nii` file since the `ChiPos.nii` and `ChiNeg.nii` are only used for comparison reasons. Open `MacroCreateSimulationData.m` file, after you make sure you used the parameters you want, run the file and wait until the simulation ends. This simulation will result in multiple phase and magnitude images each correspond to it's TE time. You can use this file [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/Scripts/Concatenate_echoes.py) to concatenate the files into one file named `Magnitude_data.nii.gz` and `Phase_data.nii.gz`. Now go ahead and open χ-separation GUI and follow the instruction to get the separated images. Note that you can use this code [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/Scripts/R2Prime_calculation.py) to calculate an estimation of R\'2 map. - -In order to create susceptibility maps and other maps that have constant regions as I did in this project you can use this python code [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/Scripts/Make_uniform_chi.py) to create uniform χ susceptibility maps and this code [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/Scripts/Make_uniform_maps.py) to create other uniform maps that you will need in this work (read the code to understand which maps I am talking about). - -The final step is to make the plots that I showed in the results section. To do this you will have first to download this .csv file [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/susceptibility.csv) that will contain all the values used to plot the figures and you can find the code [here](https://github.com/brainhack-school2023/Ridani_project/blob/main/NoteBook/Figure_plotting.ipynb) which is a Jupyter Notebook code. - -IMPORTANT NOTE: Always make sure that everything is on the same path (requirements and data) - -## CONGRATULATIONS YOU REPRODUCED MY PROJECT!! - - -## Acknowledgments -I would like to thank the Brank Hack School 2023 for organizing this course and for their support. The course has been highly beneficial, and I would like to express my appreciation to Dr. Eva Alonso Ortiz for delivering excellent instructions. -## References - -1. Marques, José P., et al. "QSM reconstruction challenge 2.0: A realistic in silico head phantom for MRI data simulation and evaluation of susceptibility mapping procedures." Magnetic Resonance in Medicine 86.1 (2021): 526-542. - -2. Shin, Hyeong-Geol, et al. "χ-separation: Magnetic susceptibility source separation toward iron and myelin mapping in the brain." Neuroimage 240 (2021): 118371. - -3. Waskom, M. Seaborn: Statistical Data Visualization. Retrieved from https://seaborn.pydata.org/ - -4. Hunter, J. D. (2007). Matplotlib: A 2D graphics environment. Computing in Science & Engineering, 9(3), 90-95. https://doi.org/10.1109/MCSE.2007.55 - -5. McKinney, W. (2010). Data Structures for Statistical Computing in Python. In Proceedings of the 9th Python in Science Conference (pp. 56-61). https://doi.org/10.25080/Majora-92bf1922-00a - -6. Krebs, Nikolaus, et al. "Assessment of trace elements in human brain using inductively coupled plasma mass spectrometry." Journal of Trace Elements in Medicine and Biology 28.1 (2014): 1-7. - -7. Dimov, Alexey V., et al. "Susceptibility source separation from gradient echo data using magnitude decay modeling." Journal of Neuroimaging 32.5 (2022): 852-859. - -8. Karakuzu, A., Boudreau, M., Duval, T., Boshkovski, T., Leppert, I. R., Cabana, J. F., … & Stikov, N. (2020). qMRLab: Quantitative MRI analysis, under one umbrella. Journal of Open Source Software, 5(53), 2343. doi: 10.21105/joss.02343. - - - - diff --git a/content/en/project/Ridani_Chi_separation_project/phantoms.png b/content/en/project/Ridani_Chi_separation_project/phantoms.png deleted file mode 100644 index f913449c..00000000 Binary files a/content/en/project/Ridani_Chi_separation_project/phantoms.png and /dev/null differ diff --git a/content/en/project/Ridani_Chi_separation_project/pipeline.png b/content/en/project/Ridani_Chi_separation_project/pipeline.png deleted file mode 100644 index 40f1e2ef..00000000 Binary files a/content/en/project/Ridani_Chi_separation_project/pipeline.png and /dev/null differ diff --git a/content/en/project/Ridani_Chi_separation_project/plot.png b/content/en/project/Ridani_Chi_separation_project/plot.png deleted file mode 100644 index 6baf80d7..00000000 Binary files a/content/en/project/Ridani_Chi_separation_project/plot.png and /dev/null differ diff --git a/content/en/project/Ridani_Chi_separation_project/requirements.txt b/content/en/project/Ridani_Chi_separation_project/requirements.txt deleted file mode 100644 index 73438232..00000000 --- a/content/en/project/Ridani_Chi_separation_project/requirements.txt +++ /dev/null @@ -1,3 +0,0 @@ -Seaborn version: 0.11.0 -Matplotlib version: 3.7.1 -Pandas version: 1.5.3 diff --git a/content/en/project/Ridani_Chi_separation_project/susceptibility.csv b/content/en/project/Ridani_Chi_separation_project/susceptibility.csv deleted file mode 100644 index 5e6e380a..00000000 --- a/content/en/project/Ridani_Chi_separation_project/susceptibility.csv +++ /dev/null @@ -1,11 +0,0 @@ -,,Region\Map,Chi,QSM,ChiTotal,ChiPos_truth,ChiPosMap,ChiNeg_truth,ChiNegMap,,,,,Region\Map,Chi2,QSM2,ChiTotal2,ChiPos_truth2,ChiPosMap2,ChiNeg_truth2,ChiNegMap2 -,1,Caudate Nucleus,0.0379,0.0329691,0.0165532,0.0484887,0.0168559,-0.0105699,-0.000303032,,,,1,Caudate Nucleus,0.0439991,0.0343003,0.017225,0.0528013,0.0172314,-0.00880004,-6.38E-06 -,2,Globus pallidus,0.125,0.0836621,0.0420012,0.137987,0.0420068,-0.012965,-5.64E-06,,,,2,Globus pallidus,0.130501,0.0973529,0.0488464,0.1436,0.0488464,-0.0131001,0 -,3,Putamen,0.0353,0.0112188,0.00564466,0.0419966,0.00970432,-0.00671862,-0.00406152,,,,3,Putamen,0.0379977,0.0199957,0.0100854,0.0436976,0.0101783,-0.00569974,-9.31E-05 -X-separation protocol,4,Red Nucleus,0.0972,0.0808925,0.0405947,0.119403,0.0406374,-0.0221927,-4.28E-05,,,X-separation protocol no variation,4,Red Nucleus,0.100001,0.0828606,0.0415814,0.124999,0.0415814,-0.0250004,0 -,5,Dentate nucleus,0.1424,0.118571,0.0594287,0.152489,0.0594526,-0.0100528,-2.39E-05,,,,5,Dentate nucleus,0.152002,0.137211,0.0687489,0.161999,0.0687489,-0.00999979,0 -,6,substantia nigra,0.1026,0.0729951,0.0366273,0.111409,0.0367523,-0.00881363,-0.000125098,,,,6,substantia nigra,0.111001,0.0976436,0.0489544,0.118997,0.0489544,-0.00800021,0 -,7,Thalamus,0.0156,0.00598218,0.00301646,0.0245963,0.00560119,-0.00899235,-0.00258648,,,,7,Thalamus,0.0199991,0.00726592,0.00368881,0.0269979,0.00390117,-0.00700043,-0.00021292 -,8,White Matter,-0.0314,-0.0144786,-0.00728982,0.000565248,0.000710241,-0.0319229,-0.00800382,,,,8,White Matter,-0.0299957,-0.0249187,-0.0125373,0.00150182,3.34E-06,-0.0315,-0.0125451 -,9,Grey Matter,0.0138,0.00611861,0.00307884,0.0170268,0.00498429,-0.00323201,-0.00190684,,,,9,Grey Matter,0.0199991,0.0124622,0.00628209,0.0210022,0.00650682,-0.000999786,-0.000225044 -,10,CSF,0.0185,0.00302186,0.00151801,0.0183176,0.00200344,-0.000151271,-0.000485967,,,,10,CSF,0.0190017,0.00333623,0.00168477,0.0190017,0.00201875,0,-0.000334226 diff --git a/content/en/project/Ridani_Chi_separation_project/x-separation.png b/content/en/project/Ridani_Chi_separation_project/x-separation.png deleted file mode 100644 index 9885d96a..00000000 Binary files a/content/en/project/Ridani_Chi_separation_project/x-separation.png and 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If alone, simple put your name within [] -names: [Nilay Ozdemir Haksever] - -# Your project GitHub repository URL -github_repo: https://github.com/nilayoh/swm_fmri_project.git - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [spatial working memory, functional connectivity, machine learning, ADHD] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Firstly, this project investigates differences in frontoparietal brain connectivity between individuals diagnosed with ADHD and control participants during Spatial Working Memory Task, using fMRI-based connectivity data. In the second part of this project, To classify individuals as either having ADHD or being in control group based on functional connectivity data features machine learning models was tested by using k-fold cross validation. " - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Image.jpg" ---- - - -## Project definition - -### Background -Working memory is a core component of executive function, and spatial working memory is often impaired in ADHD. -Deficits in working memory contribute to: -* Inattention, impulsivity, and poor task performance -* Difficulty sustaining attention in spatial contexts -Neural Mechanisms: -SWM tasks typically activate: -* Dorsolateral prefrontal cortex (DLPFC): for maintaining and manipulating information -* Parietal cortex: for spatial processing - -In ADHD, these areas show reduced activation. - -### Tools - -* The "project template" project will rely on the following technologies: -* Git and Github -* Python libraries: -* ScikitLearn for machine learning, -* Nilearn for fMRI connectivity analysis -* Pyplot, Matplotlib, Seaborn for data visualization -* Jupyter Notebook - -### Data -The dataset obtained from following project. - -Alpha oscillations and working memory deficits in ADHD: A multimodal imaging investigation (R01MH116268) - -https://nda.nih.gov/edit_collection.html?id=3101 - -It was a multimodal data containing both fMRI and EEG. This project only focused on the fMRI data. A total of 68 young adults was used in these analyses (39 ADHD, 29 Control; Mage: 21.35) -The data was based on a computerized version of the spatial working memory (SWM) task. - - - -### Deliverables - -At the end of this project, I have: -- A Github repository with code scripts (https://github.com/nilayoh/swm_fmri_project.git) -- Figures and results summarizing the performance of the model and showing the functional connectivity across regions -- Jupyter notebook that includes analysis codes and visualizations - - -## Results -![meanfrontoparietalfconn](meanfrontoparietalfunctionalconnectivity.png) -![BrainAllDiff](BrainAllDiff.png) -These images show mean functional connectivity across frontoparietal regions of the brain. Blue color indicate higher functional connectivity for Control than ADHD patients. Red color indicates higher functional connectivity for ADHD patients than control group. - -![signdifferencesinfrontoparietalconnec](signdifferencesinfrontoparietalconnec.png) -![BrainSignDiff](BrainSignDiff.png) -These images show significant differences between ADHD and control group across frontoparietall regions of the brain before FDR correction. - -![FDRCorrected](FDRCorrected.png) -No significant difference between ADHD and Control group across these areas after FDR correction. - -Even though I could not find significant difference for practice I would like to continue to investigate my second part of the project. -I used machine learning methods to classify participants as ADHD or control. I used k-fold cross validation (k=5) to test my model. -The cross validation accuracy across folds can be seen in following graph. -![KFold_ML](KFold_ML.png) - -## Conclusion and acknowledgement - -What I’ve Learned: - -Understanding fMRI Data: -* Downloading, organizing datasets -* Managing confounding variables -Functional Connectivity Analysis: -* Comparing ADHD vs. Control groups using connectivity matrices -* Using atlases for brain parcellation -Debugging & Code Practice: -* Troubleshooting analysis pipelines in Python -* Gaining confidence in working with neuroimaging libraries (e.g., Nilearn, Nibabel) -Introduction to Machine Learning: -* Applying classification techniques to distinguish between ADHD and Control groups -* Exploring pipelines for diagnosis-based predictions - -Thank you to all TAs, Dr. Erin Dickie, for all your help in the process and this opportunity. Also, thank you to Joel Diaz for providing the data and helping. diff --git a/content/en/project/SWM-FC-ML/meanfrontoparietalfunctionalconnectivity.png b/content/en/project/SWM-FC-ML/meanfrontoparietalfunctionalconnectivity.png deleted file mode 100644 index eff1bc3c..00000000 Binary files a/content/en/project/SWM-FC-ML/meanfrontoparietalfunctionalconnectivity.png and /dev/null differ diff --git a/content/en/project/SWM-FC-ML/signdifferencesinfrontoparietalconnec.png b/content/en/project/SWM-FC-ML/signdifferencesinfrontoparietalconnec.png deleted file mode 100644 index d0adab11..00000000 Binary files a/content/en/project/SWM-FC-ML/signdifferencesinfrontoparietalconnec.png and /dev/null differ diff --git a/content/en/project/ShahirAdha_project/confusion_matrix_test.png b/content/en/project/ShahirAdha_project/confusion_matrix_test.png deleted file mode 100755 index 6e6923d6..00000000 Binary files a/content/en/project/ShahirAdha_project/confusion_matrix_test.png and /dev/null differ diff --git a/content/en/project/ShahirAdha_project/index.md b/content/en/project/ShahirAdha_project/index.md deleted file mode 100644 index 95677736..00000000 --- a/content/en/project/ShahirAdha_project/index.md +++ /dev/null @@ -1,83 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Decoding Perceived Emotion from BOLD data using Machine Learning" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Muhammad Shahir Adha] - -# Your project GitHub repository URL -github_repo: (https://github.com/MShahirAdha/Adha_project/tree/main) - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [emotion, machine learning, fmri, perception] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project applies machine learning to decode perceived emotions from fMRI data using ROI-based features. Data from the ds003548 OpenNeuro dataset are analyzed, with task labels extracted from events files. ROI time series are extracted using the MIST 64-ROI atlas, and mean signals during emotion blocks are classified using linear SVM. The goal is to distinguish between six conditions (happy, sad, angry, neutral, blank, scrambled), demonstrating key concepts and challenges in neuroimaging-based classification." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "confusion_matrix_test.png" ---- - - -## Project definition - -### Background - -Understanding how the brain processes emotions is a central challenge in cognitive neuroscience. Functional Magnetic Resonance Imaging (fMRI) allows researchers to non-invasively measure brain activity during emotional tasks, but traditional univariate methods often miss the distributed nature of neural representations. - -This project uses multivariate pattern analysis (MVPA) to decode emotional states from fMRI data in the OpenNeuro dataset ds003548. Participants viewed emotional and non-emotional face stimuli across several runs. Smoothed, denoised BOLD images were used to extract region-wise average signals based on the MIST 64-region functional atlas. A linear Support Vector Machine (SVM) was trained to classify six conditions: happy, sad, angry, neutral, scrambled, and dim. This approach demonstrates how machine learning can reveal distributed emotion-related patterns in the brain. - -### Tools - -The project will rely on the following technologies: - * Python: nibabel, pandas, numpy, scikit-learn, nilearn, matplotlib - * Adding the project to the website relies on github, through pull requests. - -### Data - -This project uses publicly available fMRI data from the OpenNeuro dataset ds003548, titled "Emotion Category and Face Perception Task Optimized for Multivariate Pattern Analysis". The dataset includes BOLD fMRI scans from participants viewing emotional and non-emotional face stimuli across multiple runs. - -Preprocessing was performed using fMRIPrep, and the analysis uses smoothed, denoised BOLD images in MNI space. Task condition labels were extracted from events.tsv files, and brain activity was summarized using the MIST 64-region functional atlas. - -### Deliverables - -At the end of this project, we will have: - - The current markdown document, completed and revised. - - Model test accuracy results and confusion matrix - - Jupyter notebook code - -## Results - -### Progress overview - -This project was developed as part of BrainHack School 2025. I adapted material from the tutorials to perform emotion classification using fMRI data from the OpenNeuro ds003548 dataset. The pipeline includes data loading, ROI-based feature extraction, and machine learning classification using a linear SVM. The process was straightforward, and community feedback may help refine future iterations. - -### Tools I learned during this project - - * **fMRI analysis** I learned how to work with BIDS-formatted fMRI data, use nibabel and nilearn to load and process brain images, and apply ROI-based feature extraction using the MIST 64 atlas. - * **Machine Learning for Neuroimaging** I applied scikit-learn to perform classification using a linear SVM, using cross-validation strategies suited for subject-level generalization. - * **GitHub & Collaboration** I practiced using GitHub for project version control and learned how to structure a project for reproducibility and collaboration. - -### Results - -#### Deliverable 1: Jupyter Notebook code - -A Jupyter notebook containing my entire project pipeline, with additional exploratory analyses, is included in the repository. - -#### Deliverable 2: project results - -The model achieved an overall accuracy of 51.5% on the test data. It model performs very well in identifying control conditions like Blank and Scrambled images, with over 90% accuracy. However, the model struggles more with the emotional categories. For example, Angry is correctly classified only 30% of the time, Happy 23%, Neutral 20%, and Sad performs somewhat better at 47%. -These lower accuracies likely reflect the more subtle and overlapping neural signatures of emotions, making them more challenging to distinguish. - - -## Conclusion and acknowledgement - -This project highlights the applications of MVPA on neuroimaging data to predict perceived emotion. Thanks to all Brainhack School collaborators from NTU SG and NTU TW for the wonderful learning opportunity! diff --git a/content/en/project/ShahirAdha_project/roi_correlation_matrix.png b/content/en/project/ShahirAdha_project/roi_correlation_matrix.png deleted file mode 100755 index 8f39705c..00000000 Binary files a/content/en/project/ShahirAdha_project/roi_correlation_matrix.png and /dev/null differ diff --git a/content/en/project/SubtypingPD/cover_photo.png b/content/en/project/SubtypingPD/cover_photo.png deleted file mode 100644 index 945f48f2..00000000 Binary files a/content/en/project/SubtypingPD/cover_photo.png and /dev/null differ diff --git a/content/en/project/SubtypingPD/index.md b/content/en/project/SubtypingPD/index.md deleted file mode 100644 index 508b803f..00000000 --- a/content/en/project/SubtypingPD/index.md +++ /dev/null @@ -1,92 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-21" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Grandpa is moody, will his cognition decline? Predicting cognitive decline in Parkinson's disease from non-motor symptoms evolution" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Y Song] - -# Your project GitHub repository URL -github_repo: https://github.com/song-y/SubtypingPD - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://song-y.github.io/SubtypingPD/ - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [machine learning, mri, cognition, parkinson's disease] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "While Parkinson's disease (PD) is recognized by its motor symptoms, it is also characterized by non-motor symptoms (NMS), such as anxiety, depression, pain, etc. NMS often precede cognitive decline, making them potential predictors of such decline. This project aims to investigate the longitudinal association between non-motor symptoms and cognitive and neural decline in patients with PD. Early identification of individuals at higher risk of cognitive decline through their NMS presentation can facilitate timely interventions." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover_photo.png" ---- - - -## Project definition - -### Background -Parkinson's disease (PD) is the second most prevalent neurodegenerative disorder globally and is rapidly growing in Canada. While PD is often associated with motor symptoms, it is in fact characterized by a combination of both motor and non-motor symptoms (NMS). NMS cover a wide range of disruptions, including mood disorders, anxiety, perceptual disturbances, and pain. They often precede cognitive decline, which makes them potential predictors of such decline. Yet to this day, NMS most associated with cognitive decline in PD patients have not been identified. As PD is a **heterogeneous** disease, NMS need to be examined together rather than individually when aiming to predict cognitive decline. Data-driven techniques like clustering algorithms are well-suited for identifying patterns in data comprising numerous attributes. - -#### Objectives - -**This project aims to investigate the association between NMS and cognitive and neural decline over time in individuals with PD.** - -Specifically, the objectives are to: -1. Identify subtypes of PD with respect to NMS evolution. -2. Verify whether a specific subtype of PD is associated with faster cognitive decline longitudinally. -3. Verify whether a specific subtype of PD is associated with faster neural decline longitudinally. - -### Tools - -Throughout the school, I used the following tools: - -**1. Python scripting in jupyter notebooks:** most of my work was done in notebooks, including tasks such as data manipulation and plotting, visualization of neuroimaging data, statistical analyses, etc. -**2. Git & Github:** allowed the version control of the project -**3. BIDS and Freesurfer:** conversion of raw MRIs to BIDS, then going through the Freesurfer pipeline for preprocessing -**4. Basics of ML:** learned ML basics such as the ML pipeline (training, validation and testing phases), h-parameter tuning, evaluating models, etc. -**5. High-performance computing:** parallelization of MRI data preprocessing, clustering of high dimensional data -**6. Bash scripting:** automation of neuroimaging preprocessing -**7. Weights & Biases:** tracking algorithm runs and hyperparameter tuning -**8. Sphinx:** documentation for Python deliverables - -### Data - -3 independant datasets of PD patients are used in this project, comprising cross-sectional clinical data of NMS and longitudinal cognitive and neuroimaging data: -- Canadian Open Parkinson Network (COPN) -- Parksinson's Progressive Markers Initiative (PPMI) -- UK Biobank - -### Deliverables - -![Link Name](./project_overview.png) - -The deliverables of this project consist of [three pipelines in the form of Jupyter notebooks](https://song-y.github.io/SubtypingPD/): - -**1. Pipeline #1: Clustering** -- Data visualization -- Preparing and adjusting algorithm inputs -- Running the algorithm -- Model stability tracking -- Model performance evaluation - -**2. Pipeline #2: Imaging** -- Raw MRI conversion to BIDS -- Preprocessing with Freesurfer - - [Small section of the pipeline in .sh](https://github.com/song-y/SubtypingPD/tree/main/brainhack_source/resources/freesurferPreproc) -- Manipulating neuroimaging data - -**3. Pipeline #3: Statistical analyses** -- Descriptive statistics -- Statistical comparisons of cognitive and neural decline between identified clusters -- Visualization of results - -[Project source code](https://github.com/song-y/SubtypingPD) - -## Acknowledgement - -A HUGE thank you to the BHS organizers for this incredibly enriching experience. A sincere thank you to everybody who contributed to making this a great, positive experience. A special thank you to Pierre-Lune and Marie for your exceptional support and dedication!! diff --git a/content/en/project/SubtypingPD/project_overview.png b/content/en/project/SubtypingPD/project_overview.png deleted file mode 100644 index c2efbb4b..00000000 Binary files a/content/en/project/SubtypingPD/project_overview.png and /dev/null differ diff --git a/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/RSA.png b/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/RSA.png deleted file mode 100644 index 190a1f0f..00000000 Binary files a/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/RSA.png and /dev/null differ diff --git a/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/index.md b/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/index.md deleted file mode 100644 index e98488b8..00000000 --- a/content/en/project/Tracking_Consciousness_report_with_time-resolved_RSA/index.md +++ /dev/null @@ -1,88 +0,0 @@ ---- -type: "project" -date: "2025-06-15" -title: "BHS_trRSA_project" -names: [Xu Peng] -github_repo: https://github.com/pengxu1308/BHS_trRSA_project -tags: [tr-rsa, consciousness, decoding, rsa] -summary: "Implementing Time-Resolved Representational Similarity Analysis to Track Cortical Representation of Consciousness Report" -image: "RSA.png" ---- - -## Project definition - -### Background - -Understanding the neural basis of consciousness remains a central challenge in cognitive neuroscience. A widely used framework is the study of Neuronal Correlates of Consciousness (NCC)—neural signals that reliably track the presence of conscious experience. Within EEG research, two ERP components have been proposed as NCCs: Visual Awareness Negativity (VAN) and Late Positivity (LP). These are often discussed in the context of the early-vs-late debate on the temporal onset of consciousness. - -However, leading theories diverge in interpretation. Recurrent Processing Theory posits that consciousness arises when early visual signals are processed recurrently, not just feedforwardly. Yet this theory lacks direct EEG evidence linking such recurrent activity to VAN or LP. Meanwhile, Global Neuronal Workspace Theory suggests that consciousness emerges through a late, all-or-none “ignition” process—possibly reflected in LP—but similarly lacks precise mapping to ERP dynamics. - -Recent studies challenge the binary view altogether, proposing that consciousness may unfold gradually over time. For example, Colombetti et al. identified multiple components contributing independently to awareness, while Cohen et al. modeled conscious access as a graded neural representation. - -Given these perspectives, traditional ERP methods may be too limited to capture the full complexity of conscious processing. This project applies time-resolved Representational Similarity Analysis (RSA) to investigate whether VAN and LP reflect recurrent processing, ignition, or graded accumulation. By comparing neural and behavioral RDMs across time using whole-scalp EEG patterns, and leveraging tools from the BrainHack School RSA pipeline, this approach aims to provide new insights into the dynamics of visual consciousness. - -### Tools - -The tr-RSA project will rely on the following technologies: - * EEG MNE-python. Most the analysis are done within MNE-python. - * Open Science Framework. Where the data is downloaded. - * Adding the project to the website relies on github, through pull requests. - * The function is written in python script in vscode. - * The environment is controlled by ANACONDA. - - -### Data - -The data is download from [OSF](https://osf.io/xz8jr/). All the data is collected from a published paper by [Railo et al, 2021](https://onlinelibrary.wiley.com/doi/10.1111/ejn.15354). - -### Deliverables - -After completing this project, we will obtain: - -- Representational Dissimilarity Matrices (RDMs) of EEG data across time bins, aligned with behavioral factors. -- Well-documented RSA pipelines for both individual and group-level analysis, including split-half reliability tests, permutation tests, and more. -- Insights into cortical representations through time-resolved multivariate analysis. - -## Results - -### Progress overview - -This project employs a multivariate pattern analysis (MVPA) approach to investigate the time series of conscious experience. Specifically, trial-by-trial neural Representational Dissimilarity Matrices (RDMs) were constructed for each 50 ms time bin. Principal Component Analysis (PCA) was applied for dimensionality reduction and result visualization, followed by split-half reliability testing to assess the consistency of neural patterns over time. - -In parallel, three behavioral RDMs were created to capture the structure of participants’ stimulus-response relationships. Representational Similarity Analysis (RSA) was then conducted by comparing the neural and behavioral RDMs to quantify their correspondence. - -### Tools I learned during this project - - * **EEG data analysis** I learn how to deal with EEG data from 0. - * **Representational Similarity Analysis-** Basic concepts of doing RSA. - * **Dimension reduction method** Through this project, I compared different methods of dimensionality reduction and evaluated various options for variance retention. - -### Results - -The RSA results revealed that the neural-behavioral correlation began to increase around 250 ms after stimulus onset, particularly with respect to the subjective clarity ratings. The correlation peaked around 400 ms, followed by a slight dip, and then entered a plateau phase between approximately 600–1000 ms. Notably, nearly the entire EEG epoch exhibited significant RSA values. - -These findings suggest a strong relationship between neural representations and subjective clarity reports. Future analyses—especially those incorporating reaction time or additional behavioral measures—are encouraged and may benefit from consulting the original data contributor for more detailed behavioral response information. - -#### Deliverable 1: Neural RDMs for each subject with vairas validation method. - -You can find out a interactively visualization results in the Jupyter Notebooks. Futhermore, the notebooks contain validation cells that users can play around with to find different results(such as changing to 90% variance retainsion within dimension reduction.) - -#### Deliverable 2: Behavioral RDSm for each sunject - -In the notebooks, you can also find out the behavioral RDM to see the response pattern for participants. - -#### Deliverable 3: Individaul RSA and group-level RSA - -Not only the individual RSA is done but also the group level RSA is implemented to see the trend of the time series from consciousness response. - -## Conclusion and acknowledgement - -In conclusion, although the analysis was carried out successfully, the interpretation of the results remains limited due to the absence of participants’ reaction time data. Without precise behavioral response timing, it is difficult to fully understand or contextualize the RSA values. - - - - - - - - diff --git a/content/en/project/Twin-normative-modelling/images/females.png b/content/en/project/Twin-normative-modelling/images/females.png deleted file mode 100644 index f34a7cba..00000000 Binary files a/content/en/project/Twin-normative-modelling/images/females.png and /dev/null differ diff --git a/content/en/project/Twin-normative-modelling/images/males.png b/content/en/project/Twin-normative-modelling/images/males.png deleted file mode 100644 index 4e482c6b..00000000 Binary files a/content/en/project/Twin-normative-modelling/images/males.png and /dev/null differ diff --git a/content/en/project/Twin-normative-modelling/images/normative.png b/content/en/project/Twin-normative-modelling/images/normative.png deleted file mode 100644 index 45d59c39..00000000 Binary files a/content/en/project/Twin-normative-modelling/images/normative.png and /dev/null differ diff --git a/content/en/project/Twin-normative-modelling/index.md b/content/en/project/Twin-normative-modelling/index.md deleted file mode 100644 index 15b19bc7..00000000 --- a/content/en/project/Twin-normative-modelling/index.md +++ /dev/null @@ -1,110 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2022-07-22" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Twin normative modelling project" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Johanna Bayer] - -# Your project GitHub repository URL -github_repo: https://github.com/likeajumprope/normative_twins_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [normative_modelling, twins, python, mri] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project I am trying to train and test a normative model on a neuroimaging data set containing twin longitudinal data. I want to look at both changes of deviations in z-scores over time and differences in z-scores between twins " - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. - -image: "images/normative.png" - - ---- - - -## Project definition - -### Title -Normative modelling on structural neuroimaging data from the Queensland Twin IMaging (QTIM) data set to compare individualized deviations of twins from the norm. -### Background - -Normative modelling is known from growth charts, where it describes height in form of an individualized z-score/percentile score of deviation from the norm. -Similarly, normative models can be used in neuroimaging to describe an individual's deviation from a the normative variation of a brain measure, for example from cortical thickness. - - - - -## Tools - -The "project template" project will rely on the following technologies: - * Normative modelling using the [PCN toolkit](https://github.com/amarquand/PCNtoolkit) - * python packaging. - * google collab. - * the [brainhack cloud](https://brainhack.org/brainhack_cloud/) - -### Data - -The data for this project is the [Queensland Twin IMaging (QTIM)](https://openneuro.org/datasets/ds004169/versions/1.0.5) dataset: a multimodal neuroimaging dataset of young adult twins and siblings (18-30 years, N = 1026), including a subsample of participants, scanned a second time to assess test-retest reliability (N = 78, test-retest interval ~ 3.5 months). - -I am going to use the derivatives from FreeSurfer parcellation that can be downloaded from the repository: -* cortical thickness data (mm) -* cortical surface area data (mm^2) -* subcortical volumes data (mm^3) - - -### Deliverables - -At the end of this project, we will have: - - A first run of the PNC toolkit on the twin data. - - A package to structure the data to be able to load them into toolkit. - - Tests that are integrated into the package to test the input data. - -## Results - -I was able to run the model on an initial region the data set, for males and females separately. -These are preliminary results: - -## Predictions for the thickness of the right insula cortex (mm^2): - -### Predictions for women: - - -### Predictions for men: - - -### Progress overview - -* the model was trained using a **2 fold cross validation** -* the model calculates **measures of model fit**, such as: - * explained variance - * standardized root mean square error - * Pearson's correlation coefficient - - -### Tools I learned during this project - - * **Deeper understanding of the PNC toolkit** I have now a better understanding of the Python implementation, and I customized the implementation in the Jupyter book that is included in this repository. - * **Python packaging** I wrote my first ever Python package. - * **Python testing** I added some tests to the package, which gave me a deeper understanding of unit tests in Python. - - -##### Other projects -Here are other good examples of repositories: -- [The Predictive Clinical Neuroscience toolkit](https://github.com/amarquand/PCNtoolkit) by Andre Marquand's group - -## Next steps -* run the model on remaining brian regions -* look at changes of z-scores over time within individuals -* look at twin differences - - -## Conclusion and acknowledgement -I thank the brainhack school staff for all their support and hope to be able to join Brainhack school next year again! diff --git a/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/cover.png b/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/cover.png deleted file mode 100644 index 116643f3..00000000 Binary files a/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/cover.png and /dev/null differ diff --git a/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/index.md b/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/index.md deleted file mode 100644 index 7c19fd9d..00000000 --- a/content/en/project/Understanding_Learning_Trajectories_in_VRIT_Dynamic_Behavioral_and_Neural_Signatures_of_Inference/index.md +++ /dev/null @@ -1,56 +0,0 @@ ---- -type: "project" -date: "2025-06-14" -title: "Understanding Learning Trajectories in VRIT: Dynamic Behavioral and Neural Signatures of Inference" -names: ["Tzu-Yun Kung"] -github_repo: "https://github.com/TYK0903/Tzu-Yun_Kung_project" -tags: [inference, learning trajectories, python, fmri] -image: "cover.png" -summary: "This project aims to examine how the brain supports two types of inference—active and passive—during the process of posterior belief integration. I applied trial-by-trial analysis to track participants’ learning trajectories over time." ---- - -## Project definition - -### Background - -Inferencing is a fundamental process through which the human brain updates its beliefs about environmental causes and future states. This belief-updating can occur via passive inference, where prior beliefs and outcomes are only loosely connected, and new beliefs primarily emerge from observing associations in the environment. -However, inference is not always passive. It can also take an active form, involving hypothesis-driven actions that manipulate contextual elements and actively test the causal links between beliefs and outcomes. -To explore this distinction, our study aims to examine how the brain supports these two types of inference—active and passive—during the process of posterior belief integration. To this end, our lab designed the Visual Rule Inference Task (VRIT), a paradigm specifically developed to probe the neural mechanisms involved in these distinct inferential processes. -The goal of this project is to uncover the inference processes that underlie participants’ behavior as they perform the VRIT. To do so, I analyzed both neural and behavioral data, with a particular focus on how participants engage in inference under different task conditions—namely, active versus passive inference. More specifically, I applied trial-by-trial analysis to track participants’ learning trajectories over time. - - - -### Tools - -The project will rely on the following technologies: - * Python, to organize data, analyze and visualize behavior and brain data. - * SPM, to analyze brain data. - * Adding the project to the website relies on github, through pull requests. - -### Data - -The dataset I used in this project is from Brain and Mind Lab, Taiwan. https://gibms.mc.ntu.edu.tw/bmlab/ - - -### Deliverables - - "As the study is still unpublished, this repository contains only the Python scripts I wrote and shared as part of my learning experience during the Brainhack School." - -## Results - -### Progress overview - * 1. Use Python to organize the data. - * 2. Use Python to analyze and visualize the behavioral data. - * 3. Write scripts to create batches of brain image preprocessing. - * 4. Organize the onset time and durations by Python. - * 5. Create contrast files. - * 6. I used Python to troubleshoot issues by analyzing beta values. - * 7. I created visualized brain images using Python. - -### Tools I learned during this project - * Python, to organize data, analyze and visualize behavior and brain data. - * SPM, to analyze brain data. - * Adding the project to the website relies on github, through pull requests. - - -## Conclusion and acknowledgement -From the results, we observed notable differences between the two types of inference, as well as variations in their learning trajectories. These findings suggest the need for more in-depth analyses in the future. diff --git a/content/en/project/Univariate_analysis_on_melody_evaluation_test/image.png b/content/en/project/Univariate_analysis_on_melody_evaluation_test/image.png deleted file mode 100644 index 5fda3001..00000000 Binary files a/content/en/project/Univariate_analysis_on_melody_evaluation_test/image.png and /dev/null differ diff --git a/content/en/project/Univariate_analysis_on_melody_evaluation_test/index.md b/content/en/project/Univariate_analysis_on_melody_evaluation_test/index.md deleted file mode 100644 index 5d7dca04..00000000 --- a/content/en/project/Univariate_analysis_on_melody_evaluation_test/index.md +++ /dev/null @@ -1,81 +0,0 @@ ---- -type: "project" - -date: "2025-06-12" - -title: "Univariate analysis on melody evaluation test" - -names: [Hsin-Yu Cheng] - -github_repo: https://github.com/SkyStream5240/Hsin-YuCheng_project - -tags: [auditory, fmri] - -summary: "The project focused on extracting activities from functional images in a previous study about neural representation of melody-transposition. Using parcellated brain atlas as a mask, the BOLD signals underwent univariate analysis to look for effects in error detection or music-like stimulus-related brain regions/" - -image: "image.png" ---- - - -## Project definition - -For brainhack school TW-SG 2025 - -__bhfunc2025.py__ includes some functions are used in other code - -__projectVisualizeTest.ipynb__ is the main processing steps I work on extracting the activities and images from preprocessed fMRI images - -The exported csv files are plotted to bar graphs in __resultplotting.ipynb__ - -### Background - -Inspired by the previous paper: Y.-­ A. Han and P.J. Hsieh Imaging Neuroscience, Volume 2, 2024 https://doi.org/10.1162/imag_a_00352. I want to understand how simple melody stimuli can induce neuronal activities in the brain. - - -### Tools - -The __Univariate analysis on melody evaluation test__ project will rely on the following technologies: - * jupyter notebook - * python packages - nilearn and nibabel - * nilearn.dataset - Spatially constrained parcellation: msdl_rois - -### Data - -Using the functional fMRI data in the previous paper: Y.-­ A. Han and P.J. Hsieh Imaging Neuroscience, Volume 2, 2024 https://doi.org/10.1162/imag_a_00352. -Will not be provided when the project is uploaded. - -### Deliverables - - - comparison of activity in a set of parcellated brain regions - -## Results - -### Progress overview - -The preprocessed image series went through masking and activities are extracted. - -### Tools I learned during this project - - * **Github workflow** - * **dealing with Nifti data** - * **basic data visualization in seaborn** - -### Results - -#### Deliverable 1: Comparison of activity difference - -Two subjects, one run each, are analyzed to look for the activation difference in dorsal ACC, dlPFC, and a generalized auditory region. image -Expected effect are seen in one run of one subject but the other doesn't seem obvious. - -image -image -image - -image -image -image - - -## Conclusion and acknowledgement - -We can see the brain activity in different regions vary a lot in different individuals, even in identical test runs. 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If alone, simple put your name within [] -names: [Sebastian Morales] - -# Your project GitHub repository URL -github_repo: https://github.com/sebastianmorales-lab/BHS_project_repo - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/sebastianmorales-lab/BHS_project_repo), click `manage topics`. -# Please only lowercase letters -tags: [python, github, machine learning, fmri] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project uses functional magnetic resonance imaging data to study the connectivity of children with Attention Deficit Hyperactivity Disorder (ADHD).A set of children diagnosed with ADHD were given a series of memory tasks while undergoing MRI scans. In this project, data from one of these tasks was used to calculate connectivity matrices for 65 subjects from that data set and a machine learning model was trained. The data was downloaded from Openneuro [website](https://openneuro.org/datasets/ds002424/versions/1.2.0)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "portada.jpeg" ---- - - -## Project definition - -### Background - Inspired by the work of [(Hammer et al., 2025)](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4576365/) that looks for neurobiological markers to differentiate a population of children with ADHD from those without the disorder. In this study, four memory tasks were applied while a group of 20 children with ADHD and 20 healthy controls underwent functional magnetic resonance imaging (fMRI) scans and a machine learning model was fitted. fMRI data from the four VSWM tasks enabled a classification accuracy of 92.5%, with high predicted ADHD probability values for most clinical cases. The project was attempted through a simple machine learning model, using the tools learned during the brainhack to predict a trait such as age from the connectivity matrices. - - - -### Tools - -For this project, several tools were used, such as: - * Markdown, to structure the text. - * Git and Github,to maintain repositories - * Pyton for programming the analysis - * jupyter-Notebook to analysis and visualization - * Nibabel to fmri data processing - * Nilearn to conectivity analysis - * scikit-learn: machine learning in Python - * Numpy and Pandas to structure the data - * Adding the project to the website relies on github, through pull requests. - * Openneuro to download the data set - -### Data - -The data was downloaded from Openneuro [website](https://openneuro.org/datasets/ds002424/versions/1.2.0) -James R. Booth and GE Cooke and Jessica Gayda and Rubi Hammer and Marisa N. Lytle and MA Stein and Michael Tennekoon (2021). Working Memory and Reward in Children with and without Attention Deficit Hyperactivity Disorder (ADHD). OpenNeuro. [Dataset] doi: 10.18112/openneuro.ds002424.v1.2.0 - -### Deliverables - -At the end of this project, we will have: - -- The current markdown document. - -- A repository with the dataset . - -- The jupyter notebook with data analysis and visualisation - -## Results - -### Progress overview - -### Overview of progress -This project was developed solely for the purpose of learning new techniques applicable to magnetic resonance imaging. It was carried out exclusively for the Brainhack school and is not directly related to my line of research. It is a first approximation to an analysis of this kind and therefore it is a simple project with several aspects to improve. It is hoped that feedback from the community will lead to further rapid improvements to this first version.We split the data into a training set and a test set to train a machine learning model. We use the SVR model to try to predict the age of the children based on their functional connectivity matrices. We did not achieve a model that could effectively distinguish diagnosis. -We tried to fit a model to predict the age of children. - - -### Tools I learned during this project - -* **Project-Management** During brainhack school I learn how to manage a project, think about its different parts and the tools that would be useful. -* **Github workflow** I learned how to use git and github to manage directories, organise files and be able to do collaborative work. -* **python for data science** Through branhack school I learned to use python and its various libraries for MRI data analysis. I usually perform resonance analysis using SPM (Matlab), and incorporating these tools is very useful for my academic future. -* *** course content *** much of the course content is new to me, from connectivity, to installing packages, to using machine learning. -### Results - -#### Deliverable 1: Markdown document -Generate a marckdown file in order to submit it to the school web repository. - -#### Deliverable 2: Report directory - -You can access all the data and analysis done during the project in [my public repository](https://github.com/sebastianmorales-lab/BHS_project_repo/). - - -#### Deliverable 3: Project analysis -#####Correlation connectivity matrix -![connectivity_matrix](connectivity_matrix.png) -I calculate the correlation matrices per subject. The presence of two large clusters seems to be observed. One encompassing regions such as the frontal pole, the posterior occipital region, the anterior cingulate cortex and others. -Another cluster comprises regions such as dorsolateral prefrontal cortex, posterior temporal region, auditory and motor regions. Activations in visual and motor regions may be due to the characteristics of the task presented. -The one subject matrix is presented for ejample - -#####Classification -######Using the classifier to see if I can predict the children ages looking at the connectivity matrices. - -First upload the atlas, and thus visualise the regions of interest -![atlas](atlas.png) -extract the timeseries from the ROIs in the atlas and plotting the he feature matrix ![feature](feature.png) - -the feture matrix is what the model was trained with. -We want to predict age by plotting the age distribution. Only session 1 was taken because not all subjects had a second session. -![Ages](age_distribution.png) - -See the age distribution. -#####Machine Learning Model - -Run the Machine Learning model - -As this is counted as a small number of participants, we decided on a standard regression model called Support Vector Regressor (SVR). This model usually gives robust results. - -![model_init](plot_md_init.png) - -accuracy (R2) = -0.15458416133781716 -MAE = 0.884920224737749 - - -The model does not fit well, there is a low accuracy and a rather high Mean Absolute Error. -We tried to do some manipulations like cross-validation but did not get any better settings. - -##### Can our model predict the ages from the functional connectivity matrices? - -accuracy (r2) = -0.15576602592786326 - -mae = 0.8901443045170564 - -![model predediction](plot_md_end.png) - -![mapping](newplot.png) - - -## Conclusion and acknowledgement - The model has not been efficient in predicting the age of children using the functional connectivity matrices. It is likely that there are not many differences in the functional connectivity of children between the ages of 8 and 13. However, it is also likely that the model used is not able to distinguish efficiently and another model should be used or the hyperparameters should be adjusted. The dataset used consisted of only 65 subjects, for age prediction no distinction was made between children who received the diagnosis and those who did not. -Further research is needed in the search for neural markers of Attention Deficit Hyperactivity Disorder (ADHD). - -I would like to thank Brainhack School for these weeks of intense training and learning, and the organisers for this initiative. I think this school is an important experience that strengthens the ties between the neuroscience community. - -### References -Hammer R, Cooke GE, Stein MA & Booth JR (2015). Functional neuroimaging of visuospatial working memory tasks enables accurate detection of attention deficit and hyperactivity disorder. Neuroimage – Clinical, 9, 244-252. (PMCID: PMC4576365) - -James R. Booth and GE Cooke and Jessica Gayda and Rubi Hammer and Marisa N. Lytle and MA Stein and Michael Tennekoon (2021). Working Memory and Reward in Children with and without Attention Deficit Hyperactivity Disorder (ADHD). OpenNeuro. 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If alone, simple put your name within [] -names: [Vincent Chamberland, Renaud Dagenais] - -# Your project GitHub repository URL -github_repo: https://github.com/vchamberland/VidGame-LLM - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [video LLM, automatic annotation, video games, cognitive neuroscience] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to develop a preprocessing pipeline to fine-tune a Video Large Language Model (Vid-LLM) for automatic annotation of gameplay recordings in cognitive neuroscience studies. Leveraging the Gym Retro ecosystem and the Courtois NeuroMod dataset, we convert event logs into video format and generate detailed annotations and timestamps to train the Vid-LLM. Deliverables include cleaned datasets, documentations and Jupyter notebooks." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "sub-01_ses-003_task-shinobi_run-01_level-1_rep-01_end_frame.png" ---- - - -## Project definition - -### Background - -Video games provide a controlled and rich environment to observe and modulate human behavior, and have been used in various research fields, such as cognitive neuroscience, psychology, and human-computer interaction. However, analyzing gameplay recordings can be time-consuming and labor-intensive, as it often requires manual annotation of player actions and events, which can be error-prone, subjective, and challenging to scale, especially when dealing with large datasets or complex game dynamics ([Harel et al., 2023](https://osf.io/preprints/psyarxiv/uakq9)). - -Recently, a growing number of large language models (LLMs) have been specialized for video understanding (Vid-LLMs), where they can generate detailed descriptions of video content, such as actions, objects, and events ([Tang et al., 2023](https://arxiv.org/abs/2312.17432)). These models can be fine-tuned on specific tasks to improve their performance and adapt them to new domains. For example, a model fine-tuned with sports videos can be used to analyze player performance, develop gameplay strategies, and provide detailed commentary. - -### Aims -Therefore, this project aims to develop a preprocessing pipeline to fine-tune a Vid-LLM for automatic annotation of gameplay recordings in order to reduce manual annotation and increase efficiency. - -### Brainhack objectives -1. Gain experience with the Gym Retro ecosystem and its Python API for video game analysis -2. Gain experience in manipulation of video data (e.g., conversion, extraction, and processing) -3. Gain experience with project and version management tools (e.g., Git, DataLad) -4. Gain experience in Python scripting (e.g., dataframes, computer vision, automation) -5. Gain experience with LLM training and testing using video data - -### Dataset -The dataset is provided by the [Courtois NeuroMod project](https://www.cneuromod.ca/). It includes behavioral data recorded during gameplay of the retro video game "Shinobi III - Return of the Ninja Master", specifically capturing the movements and actions taken by three subjects. Each subject participated in four gaming sessions, with each session consisting of approximately a dozen runs. For the purposes of this project, we will focus on a subset of this dataset: analyzing runs from a single participant, specifically those in which they played level 1 of Shinobi [i.e., 89 runs]. - -### Tools - -- Python scripting tools & packages - - Jupyter notebooks - - Gym Retro’s Python API (RetroEnv) - - Dataframe handling (e.g., pandas, numpy) - - Computer vision (e.g., OpenCV, moviepy) - - Machine Learning requirements for the Vid-LLM model (pytorch, CUDA, etc.,) -- Project management & versioning - - Version controlling (Git, Github, Datalad) - -## Deliverables (Week 4 results) -- Cleaned-up event dataset (```data/datasets```) -- Formatted question-answers json file for supervised fine-tuning of the Vid-LLM (```data/json_files/custom.json```) -- Jupyter notebooks for data preprocessing and exploration: - - Dataset cleaning (```notebooks/dataset_preprocessing.ipynb```) - - Generating training videos from all Gym Retro's bk2 files (```notebooks/training_video_generator.ipynb```) - - Generating custom question-answers json file (```notebooks/custom_jason_generator.ipynb```) - - Generating short testing videos (```notebooks/testing_video_generator.ipynb```) - - Generating a single short testing video (```notebooks/single_testing_video_generator.ipynb```) - - Generating specific frames and gifs from selected videos (```notebooks/frame_gif_generator.ipynb```) - - Finding specific frames in a video (```notebooks/frame_finder.ipynb```) -- Documentation on the notebooks (```doc/notebook_doc.md```) -- Detailed documentation on how to download the raw dataset (```doc/how-to-download-raw-data.md```) -- Examples of training and testing videos, frames and gifs (```output/```) -- requirements.txt file for the project (```requirements.txt```) - -## Collaborators -* The Pierre/Lune Bellec Lab -* The Courtois NeuroMod Project - -## References -- Harel, Y., Pinsard, B., Boyle, J. A., Cyr, A., Clei, M. L., Mignot, P.-H., St-Laurent, M., Jerbi, K. and Bellec, P. (2023). Gamer in the scanner : Event-related analysis of fMRI activity during retro videogame play guided by automated annotations of game content. https://doi.org/10.31234/osf.io/uakq9 -- Tang, Y., Bi, J., Xu, S., Song, L., Liang, S., Wang, T., Zhang, D., An, J., Lin, J., Zhu, R., Vosoughi, A., Huang, C., Zhang, Z., Zheng, F., Zhang, J., Luo, P., Luo, J. and Xu, C. (2023). Video Understanding with Large Language Models: A Survey. arXiv. https://doi.org/10.48550/arxiv.2312.17432 \ No newline at end of file diff --git a/content/en/project/VidGame-LLM/sub-01_ses-003_task-shinobi_run-01_level-1_rep-01_end_frame.png b/content/en/project/VidGame-LLM/sub-01_ses-003_task-shinobi_run-01_level-1_rep-01_end_frame.png deleted file mode 100644 index b5d4fc7f..00000000 Binary files a/content/en/project/VidGame-LLM/sub-01_ses-003_task-shinobi_run-01_level-1_rep-01_end_frame.png and /dev/null differ diff --git a/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/index.md b/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/index.md deleted file mode 100644 index 7acf0433..00000000 --- a/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/index.md +++ /dev/null @@ -1,83 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-05-21" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Working Memory in Children with and without ADHD" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Wei-Chen Chang, Shan-San Huang] - -# Your project GitHub repository URL -github_repo: https://github.com/wcnoname5/BHS2023_Project_ADHD - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/wcnoname5/BHS2023_Project_ADHD), click `manage topics`. -# Please only lowercase letters -tags: [adhd, fmri, connectivity, behavioral] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to using both fMRI data and the behavioral data during a n-back task to compare the difference between ADHD children and the heathly control ones." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "sub-03_conn_95.png" ---- - - -## Project definition - -### Background - -Attention deficit hyperactivity disorder (ADHD) is characterized by inattention, impulsivity, and hyperactivity (American Psychiatric Association, 1994). ADHD is a relatively common disorder in children, but with high diagnostic heterogeneity (Hammer et al., 2015). -In past researches, ADHD is found to associated with an impaired function of the frontal lobe (Rubia et al., 1999). Furthermore, researchers have found neuroimaging-based biomarkers of ADHD using MRI (Johnston et al., 2014; Lim et al.). Thus we want to use fMRI data from open source data to analyze the difference between ADHD and the healthy childrens. - -### Tools - - The "ADHD" project would have two parts of analysis, behavioral data and funtional images. - * `datalad`, which is used for download the dataset. - * Some simpe `bash` scripts used to fetch the data in interest. - - For behavioral data analysis, the following tools was used: - * `pandas` is used to cleaning and reconstructing the data. - * `statsmodels.api` is used to perform statistical analysis (2-way ANOVA). - * `matplotlib` and `Seaborn` are used to visualize the data. - - And for fMRI data analysis, the following tools was used: - * `fmriprep`, a python-based package is used to preprocessing the functional images. - * `nilearn`, which is used to visualize the brain images and analyze the connectivity - -### Data - -The dataset is from OpenNeuro -[Working Memory and Reward in Children with and without Attention Deficit Hyperactivity Disorder (ADHD)](https://openneuro.org/datasets/ds002424/versions/1.2.0), and is fetched using `Datalad`. The files structures is saved in `data/ds002424/` which is connected to Github site of the original study. - -### Results - -#### Deliverable 1: bash scripts -There're 3 bash scripts helps to deal with the data, which are: - * `download_anat.sh` is used to get all the interested anatomical images in current project via `datalad`. - * `download_VLD_VLI.sh`: is used to get all the interested functional images via `datalad`. - * `fmriprep_singSubj.sh`: is used to perform the fMRI preprocessing for single subject via `fmriprep-docker`. This script is actually downloaded and modified from the [Andy's Brain Book's tutorial](https://github.com/andrewjahn/OpenScience_Scripts). - -#### Deliverable 2: behavioral data analysis -In the `Behavioral_Analysis` folder, there're files including: - * `Behavioral_Analysis.ipynb`: a jupyter notebook go through the behavioral data analysis we've performed. - * Lots of `.csv`s: the behavioral data used during analysis. - * Lots of`.png`s: the results for statistical analysis and the visualization. - -#### Deliverable 3: fMRI analysis results -In the `fMRI_Analysis` folder, there're files including: - * `Analysis.ipynb`: a jupyter notebook that go through the fMRI data analysis, including visualiztion, connectivity, and connectomes. - * `result_figs/`: A directory that stores all the result figures. - -## Conclusion and acknowledgement - -In the beginning, we want to build a model to classify the ADHD and healthly controls using the machine learning technique. But the preprocessing of the fMRI data took longer than we expected. (We've spending loads of time dealing with countless problems, and eventually find out how to preprocess the fMRI data with `fmriprep`. - -At that point, we’re running out of time, so we decided to look into the connectivity to see if there is any difference between the ADHD child and Healthy control. Also we have practiced our skills on drawing plots with Python, like using `matplotlib` and `Seaborn`. -For future, we could try out and apply machine learning technique on the dataset. - -Thanks all the TAs and Teachers and students all contributing to Brainhack School! diff --git a/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/sub-03_conn_95.png b/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/sub-03_conn_95.png deleted file mode 100644 index 51bd6511..00000000 Binary files a/content/en/project/Working_Memory_in_Children_with_and_without_ADHD/sub-03_conn_95.png and /dev/null differ diff --git a/content/en/project/abide-fmri/abide-team.png b/content/en/project/abide-fmri/abide-team.png deleted file mode 100644 index 8d43f912..00000000 Binary files a/content/en/project/abide-fmri/abide-team.png and /dev/null differ diff --git a/content/en/project/abide-fmri/cover-image.png b/content/en/project/abide-fmri/cover-image.png deleted file mode 100644 index 088e966a..00000000 Binary files a/content/en/project/abide-fmri/cover-image.png and /dev/null differ diff --git a/content/en/project/abide-fmri/index.md b/content/en/project/abide-fmri/index.md deleted file mode 100644 index 6963d072..00000000 --- a/content/en/project/abide-fmri/index.md +++ /dev/null @@ -1,266 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-11" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Using fMRI Data to Predict Autism Diagnoses with Various Machine Learning Models and Cross-Validation Methods" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Emily Chen, Andréanne Proulx, Mikkel Schöttner] - -# Your project GitHub repository URL -github_repo: "https://github.com/brainhack-school2020/abide-fmri" - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [brainhack-school, abide-data, resting-state-fmri, machine-learning, reproducible-science, project-management, open-science] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Is autism associated with a distinct neurofunctional signature? If so, how accurately are we able to predict the diagnosis based on fMRI data? In this project, we set out to compare different machine learning models and cross-validation methods to see how well each one was able to predict autism from resting state fMRI data in the ABIDE dataset." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover-image.png" ---- - - -## Project Definition - -### Personal Backgrounds - -#### Emily [(personal repository)](https://github.com/brainhack-school2020/emilyemchen-EEGML) -Hello! I am an (incoming) fourth year undergraduate student at McGill University studying computer science and urban health geography with a minor in cognitive science. I am a research assistant with Isabelle Arseneau-Bruneau in the Zatorre Lab and have been learning a lot about neuroscience research while (hopefully) lending some of my technical skills to Isabelle's PhD work exploring the effect of musical training on FFR. - -When joining the BrainHack School, I was looking forward in particular to working on a project at the intersection of neuroscience and CS because my previous classes rarely focused on the application of the abstract concepts we learned. Upon completion of the BrainHack School, I had the opportunity to learn from and collaborate with talented neuroscience researchers and participants, write a machine learning script using python and neuroscience data, and gain hands-on practice in reproducibility efforts and good project management. - -You can find me on GitHub at [emilyemchen](https://github.com/emilyemchen) and on Twitter at [@emilyemchen](https://twitter.com/emilyemchen). - -#### Andréanne [(personal repository)](https://github.com/brainhack-school2020/anproulx-fMRI-autism) - -Hi! I am an incoming master's student in Psychology at the University of Montreal. My background is in cognitive neuroscience and my career objective is to work on research projects aiming to discover new ways of characterizing the brain in its pathological states. At the moment, I am working with Sébastien Jacquemont and Pierre Bellec, and the focus of our research is on investigating the effect of genetic mutations on functional and structural brain phenotypes. More precisely, I have been working with resting-state functional connectivity measures in carrier populations with developmental disorders. - -By joining the Brainhack School, I hoped to strengthen my computational skills and my knowledge in the applications of machine learning to the field of neuroimaging. Not only did I get to work on a machine learning problem specific to my field, but I also got to learn about useful tools such as GitHub. More importantly, I also met a community of brilliant/aware researchers and got to collaborate with other students, even across the world! - -#### Mikkel [(personal repository)](https://github.com/brainhack-school2020/mschoettner_fMRI-ML) - -Hey! I am a master's student in Cognitive Neuroscience at the University of Marburg. My background is in psychology. I am especially interested in the social brain and how humans infer thoughts and emotions from the actions of others. Right now, I am doing my Masters thesis on how the capacities of Theory of Mind and empathy interact in the brain using fMRI. I am also very much interested in research methods and how we can use statistics and data science techniques on neuroimaging data. - -When getting into Brainhack School, I hoped to get a better understanding of machine learning, and how it is useful for analyzing fMRI data. I learned a lot about collaborative project organization, how to make pretty interactive plots and how to write better Python scripts. Brainhack School was really an awesome experience getting to know a lot of talented and motivated people and being able to collaborate with them across the Atlantic! - -You can find me on GitHub at [mschoettner](https://github.com/mschoettner) and on Twitter [@mikkelschoett](https://twitter.com/mikkelschoett). - -*** - -### Tools - -We expected to use the following tools, technologies, and libraries for this project: - -* Git -* GitHub -* Visual Studio Code -* Docker -* Jupyter Notebook -* HPC/Compute Canada -* Python libraries: `numpy`, `pandas`, `matplotlib`, `scikit-learn`, `nilearn`, `seaborn`, `pyplot`, `pyplot` -* `venv` - -*** - -### Data - -The goal of this project was to compare different machine learning models and cross-validation methods and see how well each is able to predict autism from resting state fMRI data. We used the preprocessed open source [ABIDE database](http://fcon_1000.projects.nitrc.org/indi/abide/), which contains structural, functional, and phenotypic data of 539 individuals with autism and 573 typical controls from 20 different research sites. - -*** - -### Deliverables - -By the end of The BrainHack School, we aimed to have the following: -* `README.md` file -* `requirements.txt` file that outlines the packages needed to run the script -* Jupyter notebooks with code and explanations -* GitHub repository documenting project workflow -* Presentation showing project results - -## Project Results - -![ABIDE-Team](abide-team.png) - -### Project Background - -Several studies have found an altered connectivity profile in the default mode network of subjects with Autism Spectrum Disorder, or ASD (Anderson, 2014). Based on these findings, resting state fMRI data have been used to predict autism by training a classifier on the multi-site ABIDE data set (Nielsen et al., 2013). This project's scientific aim is to replicate these findings and extends the literature by comparing the effects of differing cross-validation methods on various classification algorithms. - -### Becoming a Team -The three of us joined forces when we realized that we shared many similar learning goals and interests. With such similar project ideas, we figured we would accomplish more working together by each taking on a different cross-validation methods to train various machine learning models. - -*** - -### Team Project Management - -We all shared a common interest in making our project as reproducible as possible. This goal involved creating a transparent, collaborative workflow that could be tracked at any time by anyone. To achieve this objective, we utilized the many features that GitHub has to offer, all of which you can see in action at our shared repository [here](https://github.com/brainhack-school2020/abide-fmri). -* **Branches:** used to work simultaneously on our own parts and then push changes to the master branch -* **Pull requests:** created when making changes to the master branch -* **Issues:** used to communicate with each other and keep track of tasks -* **Tags:** used to keep issues organized -* **Milestones:** used to keep our main goals in mind (Week 4 presentation and final deliverable) -* **Projects:** used to track various aspects of our work - -*** - -### Standardized Data Preparation and Jupyter Notebooks - -The data are processed in a standardized way using a Python script that prepares the data for the machine learning classifiers. Several Jupyter notebooks then implement different models and cross-validation techniques which are described in detail below. - -![Step1-2](step1-2.png) -![Step3](step3.png) - -*** - -### Tools, Technologies, and Libraries Learned - -Many of these contribute to open science practices! - -* **Jupyter Notebook:** Write code in a virtual environment -* **Visual Studio Code:** Edit files such as `README.md` -* **Python libraries:** `numpy`, `pandas`, `nilearn`, `matplotlib`, `plotly`, `seaborn`, `plotly`, `sklearn` (dimensionality reduction, test-train split, gridsearch, cross-validation methods, evaluate performance) -* **Git:** Track file changes -* **GitHub:** Organize team workflow and project -* **Machine learning:** Apply ML concepts and tools to the neuroimaging field -* **`venv`:** Make `requirement.txt` file for a reproducible virtual environment - -*** - -### Deliverables - -#### Deliverable 1: Jupyter notebooks (x3) - -* ##### Leave-site-out cross-validation - -[*`leave-site-out-cv_classifier.ipynb`*](https://github.com/brainhack-school2020/abide-fmri/blob/master/code/leave-site-out-cv_classifier.ipynb) - -This notebook contains code to run a linear support vector classification to predict autism from resting state data. It uses leave-group-out cross-validation using site as the group variable. The results give a good estimate of how stable the model is. While for most of the sites the prediction works above chance level, for some, autism is predicted only at or even below chance level. - -* ##### K-fold and leave-one-out cross-validation - -[*`kfold-leave-one-out-cv_classifier.ipynb`*](https://github.com/brainhack-school2020/abide-fmri/blob/master/code/kfold-leave-one-out-cv_classifier.ipynb) - -This notebook contains the code to run linear support vector classification, k-nearest neighbors, decision tree, and random forest algorithms on the ABIDE dataset. The models are trained and evaluated using k-fold and leave-one out cross-validation methods. We obtain accuracy scores that represent how skilled the model is at predicting the labels of unseen data. Leave-one out cross validation gives more accurate predictions than kfold cross validation. The accuracy values range from 55.8% to 69.2%. - -* ##### Group k-folds cross-validation - -[*`group-kfolds-cv_classifier.ipynb`*](https://github.com/brainhack-school2020/abide-fmri/blob/master/code/group-kfolds-cv_classifier.ipynb) - -This notebook implements a 10-fold iterator variant to split the data into non-overlapping groups. It then runs four classification algorithms on the data: linear support vector machines (`LinearSVC`), *k*-nearest neighbors (`KNeighborsClassifier`), decision tree (`DecisionTreeClassifier`), and random forest (`RandomForestClassifier`). The most accurate classifier, `LinearSVC`, has an average accuracy score for all models of 63.5%, while the least accurate classifier, `RandomForestClassifier`, has an average accuracy score for all models of 52.6%. This latter percentage is not far off from the average accuracy scores of the other two classifiers. These scores are not particularly impressive, and one reason could be the data that this model is being trained on. Each site had differing processes, methods, and amounts of data they collected, so the lack of similarity could suggest less widespread generalizability. Future work into optimizing the parameters would be the logical next step. - -##### Table 1: Group 10-fold cross validation average accuracy scores (percentages) per classifier algorithm -| Algorithm | Average Score | Maximum Score | Minimum Score | -| ----------|---------------|---------------|-------------- | -| `LinearSVC` | 63.5% | 72.0% | 52.3% | -| `KNeighborsClassifier` | 55.2% | 66.7% | 48.7% | -| `DecisionTreeClassifier` | 54.3% | 61.6% | 44.9% | -| `RandomForestClassifier` | 52.6% | 60.5% | 39.7% | - -##### What were the overall results? -![CV-Results](result_cv.png) - -#### Deliverable 2: [`prepare_data.py`](https://github.com/brainhack-school2020/abide-fmri/blob/master/code/prepare_data.py) script - -This script - -* downloads the data -* extracts the time series of 64 regions of interest defined by the BASC brain atlas -* computes the correlations between time series for each participant -* uses a principal component analysis for dimensionality reduction - -To fetch and prepare the data set you can call the `prepare_data.py` script like this: - -`./prepare_data.py data_dir output_dir` - -or alternatively: - -`python prepare_data.py data_dir output_dir` - -where -* `data_dir` is the directory where you want to save the data or have it already saved and -* `output_dir` is the directory where you want to store the outputs the script generates. - -The notebooks also call the `prepare_data` function from the preparation script. - -#### Deliverable 3: [`requirements.txt`](https://github.com/brainhack-school2020/abide-fmri/blob/master/requirements.txt) file - -This file increases reproducibility by helping to ensure that the scripts run correctly on any machine. To make sure that all scripts work correctly, you can create a virtual environment using pythons built-in library `venv`. To do this, follow these steps: - -1. Clone repo and navigate to folder in a shell -2. Create a virtual environment in a folder of your choice: `python -m venv /path/to/folder` -3. Activate it (bash command, see [here](https://docs.python.org/3/library/venv.html) how to activate in different shells): `source /path/to/folder/bin/activate` -4. Install all necessary requirements from requirements file: `pip install -r requirements.txt` -5. Create kernel for jupyter notebooks: `ipython kernel install --user --name=abide-ml` -6. Open a jupyter notebook: `jupyter-notebook`, then click the notebook you want to run -7. Select different kernel by clicking *Kernel -> Change Kernel -> abide-ml* -8. Run the code! - -#### Deliverable 4: Data visualizations (Week 3) - -* [Emily's GitHub Repository](https://github.com/emilyemchen/bhs2020-dataviz) - -Click [here](https://emilyemchen.github.io/bhs2020-dataviz/abide_age.html) for the website. - - - -Click [here](https://emilyemchen.github.io/bhs2020-dataviz/abide_fiq.html) for the website. - - - -Click [here](https://emilyemchen.github.io/bhs2020-dataviz/abide_viq.html) for the website. - - - -Click [here](https://emilyemchen.github.io/bhs2020-dataviz/abide_piq.html) for the website. - - - -* [Andréanne's GitHub Repository](https://github.com/brainhack-school2020/anproulx-fMRI-autism) - -Click [here](https://anproulx.github.io/publication_website/) for the website. - - - -Click [here](https://anproulx.github.io/cross_validation_plots/) for the website. - - - -* [Mikkel's GitHub Repository](https://github.com/brainhack-school2020/mschoettner_fMRI-ML) - -Click [here](https://mschoettner.github.io/brainhack_visualization/) for the website. - - - -#### Deliverable 5: Presentation (Week 4) - -The presentation slides can be viewed [here](https://www.canva.com/design/DAD-ByEQaXI/QLgHbYgnKd-xDWJXVnaGDA/view) on Canva, which is the platform we used to create the slides. A video of our presentation can be viewed on this project page. We presented our work to The BrainHack School on June 5, 2020 using the RISE integration in a Jupyter notebook, which can be found [here](https://github.com/brainhack-school2020/abide-fmri/tree/master/presentation). - -## Conclusion and Acknowledgement - -First and foremost, we would like to thank our Weeks 3 and 4 peer clinic mentor and co-organizer of the Brainhack School, Pierre Bellec. A special thank you as well to our Week 2 mentors Désirée Lussier-Lévesque, Alexa Pichet-Binette, and Sebastian Urchs. - -Thank you also to The BrainHack School leaders and co-organizers Jean-Baptiste Poline, Tristan Glatard, and Benjamin de Leener, as well as the instructors and mentors Karim Jerbi, Elizabeth DuPre, Ross Markello, Peer Herholz, Samuel Guay, Valerie Hayot-Sasson, Greg Kiar, Jake Vogel, and Agâh Karakuzu. - -## References - -1. Choosing appropriate estimators with `scikit-learn` https://scikit-learn.org/stable/tutorial/machine_learning_map/ - -2. Benchmarking functional connectome-based predictive models for resting-state fMRI (for classification estimator inspiration) https://hal.inria.fr/hal-01824205 - -3. Getting the data using `nilearn.datasets.fetch` https://nilearn.github.io/modules/generated/nilearn.datasets.fetch_abide_pcp.html - -4. Python Data Science Handbook GitHub and website https://github.com/jakevdp/PythonDataScienceHandbook - -5. BrainHack School course materials and lectures https://github.com/neurodatascience/course-materials-2020 - -**Scientific articles:** - -Anderson, J. S., Patel, V. B., Preedy, V. R., & Martin, C. R. (2014). Cortical underconnectivity hypothesis in autism: evidence from functional connectivity MRI. Comprehensive Guide to Autism, 1457, 1471. - -Nielsen, J. A., Zielinski, B. A., Fletcher, P. T., Alexander, A. L., Lange, N., Bigler, E. D., ... & Anderson, J. S. (2013). Multisite functional connectivity MRI classification of autism: ABIDE results. Frontiers in Human Neuroscience, 7, 599. \ No newline at end of file diff --git a/content/en/project/abide-fmri/result_cv.png b/content/en/project/abide-fmri/result_cv.png deleted file mode 100644 index 42a1dfe6..00000000 Binary files a/content/en/project/abide-fmri/result_cv.png and /dev/null differ diff --git a/content/en/project/abide-fmri/step1-2.png b/content/en/project/abide-fmri/step1-2.png deleted file mode 100644 index 349a9507..00000000 Binary files a/content/en/project/abide-fmri/step1-2.png and /dev/null differ diff --git a/content/en/project/abide-fmri/step3.png b/content/en/project/abide-fmri/step3.png deleted file mode 100644 index 58144596..00000000 Binary files a/content/en/project/abide-fmri/step3.png and /dev/null differ diff --git a/content/en/project/activation-tools/activation_map.png b/content/en/project/activation-tools/activation_map.png deleted file mode 100644 index 971dc8d0..00000000 Binary files a/content/en/project/activation-tools/activation_map.png and /dev/null differ diff --git a/content/en/project/activation-tools/brain_cover.gif b/content/en/project/activation-tools/brain_cover.gif deleted file mode 100644 index d8af0547..00000000 Binary files a/content/en/project/activation-tools/brain_cover.gif and /dev/null differ diff --git a/content/en/project/activation-tools/brain_cover.gif:Zone.Identifier b/content/en/project/activation-tools/brain_cover.gif:Zone.Identifier deleted file mode 100644 index f6bcce37..00000000 --- a/content/en/project/activation-tools/brain_cover.gif:Zone.Identifier +++ /dev/null @@ -1,4 +0,0 @@ -[ZoneTransfer] -ZoneId=3 -ReferrerUrl=https://www.google.com/ -HostUrl=https://i.pinimg.com/originals/a4/64/60/a46460eef9156cf9144b95fd2375cf3e.gif diff --git a/content/en/project/activation-tools/index.md b/content/en/project/activation-tools/index.md deleted file mode 100644 index 0fe58932..00000000 --- a/content/en/project/activation-tools/index.md +++ /dev/null @@ -1,113 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-14" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Functional Brain Activation During a Memory Encoding and Retrieval Task: Discovering Tools and Techniques for Analysis" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Stella Ruddy] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/Ruddy_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [task-related activation, fmri, memory, open-science] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aimed to explore tools and techniques used to analyze fMRI brain activation at the first level using data from an open-access dataset. We produced a comprehensive Jupyter Notebook that provides a step-by-step guide to running the analyses, including applying the GLM, defining contrasts, and generating various brain activation maps." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_cover.gif" ---- - - -I am a PhD student in clinical neuropsychology (research and intervention stream) at the Université de Montréal. I completed my undergraduate studies in Psychology with a concentration in Neuroscience. I am interested in investigating the neurobiological basis of cognitive training gains and whether it shares similar underlying neurobiological mechanisms with cognitive reserve. Brainhack School 2025 provides an exciting first opportunity for me to delve into neuroimaging analysis using task-based fMRI. Prior to Brainhack school, I had no experience in neuroimaging analyses nor coding. -## Project definition - -### Background - -Studies have shown that there are numerous factors that might account for up to 40% of cases of Alzheimer’s disease, such as those pertaining to cognitive engagement and cognitive reserve (CR) proxies (Livingston et al., 2020). Thus, gaining a better understanding of cognitive interventions and protective mechanisms, such as CR, that may alter the cognitive aging trajectory to prevent or delay the onset of neurocognitive disorders in older age has become a priority. Shedding light on the underlying neurofunctional mechanisms put into action following cognitive interventions and the interplay with CR proxies will ultimately promote the development of better, more personalized, cognitive interventions and uncover whether they can be useful for the development of CR, even in older adults. - -Functional Magnetic Resonance Imaging (fMRI) represents an important technique for discerning functional changes over time and between populations. fMRI is the main technique used in previous research to investigate both the neurofunctional basis of CR and effects of cognitive training gains (Pappalettra et al., 2014), and has been shown to be sensitive to chronological age, thus qualifying it as a potential biomarker of aging and neurodegenerative disease (Belleville & Bherer, 2012). - -#### ENGAGE Study - -My doctoral project is on the ENGAGE study, which was a randomized controlled, double-blind preference trial with a comprehensive cohort design that aimed to test the efficacy and long-term impact of an intervention that combines cognitive training and cognitively stimulating leisure activities in older adults with subjective cognitive decline. More information can be found in the study protocol (Belleville et al., 2019). The objectives of my thesis will be to explore the neurofunctional basis of a multi-faceted cognitive training and cognitive stimulation intervention (ENGAGE) and the relationship between CR and task-related brain activation. - -## Brainhack Objectives -The primary objective of my Brainhack School project was to analyze fMRI activation data from one open-access subject. This project consists of a first exposure and learning opportunity for neuroimaging analyses and coding, which will be useful for future analyses using data from the ENGAGE study. - -### Specific Objectives -Skills development (coding, visualization, open science) -Modeling (GLM, contrasts, activation maps) -Conceptual notions pertaining to data handling (BIDS format, preprocessing tools) - -### Tools - -* GitHub: Sharing the project via a public repository -* Jupyter Notebook/Python code: Code writing and documentation, narratives -* Nilearn: GLM fitting (subsequent memory paradigm), statistical contrasts, and brain visualizations - -### Data -We used raw data from an open-access dataset (OpenNeuro ds003789). We used snapshot 2.0.0, corresponding to Git commit 26d526316b558d23eea68db5cd48736950fa22ca, which follows the BIDS 1.0.1 specification and can be downloaded using Datalad. Though fMRIPrepped data is available for this dataset, it is not complete, in that it did the steps of head motion correction and coregistration, but not of spatial normalization to MNI space. Therefore, we were unable to do any second-level (group-level) analyses. -![fMRI Task](task_design.png) -This specific dataset was chosen because the task resembles that used in the ENGAGE study. The task used in the current study was composed of two phases: 1) encoding and 2) retrieval. In the first phase of the task, participants were asked to remember 9 lists of words, each presented 3 times. In the retrieval phase, which took place 24 hours later, the participants were presented with a series of words and indicated whether or not the word was presented in the lists shown on the previous day. We analyzed brain activations during memory encoding as participants were shown the lists for the first and third time (rep1 and rep3). The figure below shows a more detailed description of the task. - -### Deliverables -- Markdown folder for project description -- Creation of a GitHub repository to share my results -- Comprehensive Jupyter Notebook with narratives -- Memory-related brain activation maps -- Bonus: interactive brain maps - -## Results -The repository of this project, with the complete Jupyter Notebook and interactive map, can be found [here](https://github.com/brainhack-school2025/Ruddy_project). -We created a Jupyter Notebook with narratives explaining step-by-step the analysis process, which can be found in my GitHub repository. The Notebook includes not only the code, but also descriptions of each conceptual step and provides some theoretical background to key concepts to help guide the reader. - -The steps include: - -* Importation of libraries, accessing the data, “preprocessing” -* Familiarization with the data: display of anatomical and mean functional images, events files -* Specify and apply the GLM, design matrix, expected BOLD signal -* Definition and computation of the contrasts -* Extraction of different brain activation maps (+ interactive map) -* Extraction of predicted and observed time series -* Exploration of statistical tests and next steps, reporting of results - -#### Example activation map -The image below shows a z-map when we apply the contrast rep1 > rep3. Therefore, here, we see regions that are more active during the first presentation of the word list stimuli compared to the activity during the third presentation of the word lists. We also chose to look at specific coordinates based on the clusters table. - -![z-map](activation-map.png) - -These results remain exploratory and should be interpreted with caution as they are based on a single participant across nine runs and have not been corrected for multiple comparisons. In addition, the images have not been properly preprocessed. These preliminary results seem to align with the hypothesis that there would be more activation during rep1 than rep3 in regions involved in memory encoding, such as the Prefrontal Cortex, perhaps because the participant is generating memory strategies to memorize the words. When the list is presented for the third time, the subject may be more familiar with the word list, and therefore less effort is required to encode the information at that point. -An interactive visualization of this map is available in my repo. - -#### A note on open science best practices -Through this project, I developed a deeper appreciation for open science practices, many of which are underemphasized in formal training. I now better recognize their critical role in ensuring transparency, collaboration, and equitable access to scientific knowledge. I look forward to working to integrate these principles into my future work, whether through open-access tools, publicly shared code, or accessible community-oriented knowledge translation efforts. -In line with best practices in open-science, we used the following tools: - -* GitHub: Sharing the project via a public repository, including the complete Jupyter Notebook, interactive image, and complete references to the version of the dataset used. More generally, by exploring this tool, I see potential for collaborations and sharing information/code/results with a larger audience. - -* Python: Learning to code using Python allows for the project to be more reproducible by automating the commands, as opposed to manually executing steps through graphical user interfaces, which are harder to track, share, and replicate. - -* Jupyter Notebook with narratives: The narratives provide context, which helps others follow along exactly what we did and to detect potential errors in my code or approach. This allows for full transparency and minimizes the "black box" science. - -* BIDS format: Though we did not directly work to organize the files in BIDS format, I became familiar with this structure, which I now see as being very important for standardization, compatibility with other tools and collaborators, transparency and reusability. - -## Conclusion -Due to only using a limited amount of data from one subject that was not fully preprocessed, the results of this project are not significant in terms of scientific advancement. However, completing this project over the intensive course of four weeks was a great first learning opportunity and exposure to these tools. I look forward to continuing to build on my skills acquired during Brainhack School and apply them to my own projects. -#### Next Steps -Though this project focused on acquiring basic competencies for single-subject (first-level) fMRI activation analyses with open-access data, I also acquired some experience and exposure to a series of tools and theoretical concepts that I envision will be useful in the future when working with the ENGAGE study data. - -- Docker: Containerized environment for running neuroimaging tools (BIDS-validator, fMRIPrep) -- BIDS-validator: Ensures raw data complies with BIDS format -- fMRIPrep: Standardized preprocessing pipeline for fMRI data - - -A heartfelt thanks to all those involved for this rich learning experience and growing opportunity. diff --git a/content/en/project/activation-tools/task_design.png b/content/en/project/activation-tools/task_design.png deleted file mode 100644 index b2d89d8f..00000000 Binary files a/content/en/project/activation-tools/task_design.png and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/eeg_adhd.jpg b/content/en/project/adhd_eeg_age/eeg_adhd.jpg deleted file mode 100644 index b34d6fa1..00000000 Binary files a/content/en/project/adhd_eeg_age/eeg_adhd.jpg and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/figures/age_correlation.png b/content/en/project/adhd_eeg_age/figures/age_correlation.png deleted file mode 100644 index 835f508f..00000000 Binary files a/content/en/project/adhd_eeg_age/figures/age_correlation.png and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/figures/age_pattern.png b/content/en/project/adhd_eeg_age/figures/age_pattern.png deleted file mode 100644 index 12d88810..00000000 Binary files a/content/en/project/adhd_eeg_age/figures/age_pattern.png and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/figures/feature_selection.png b/content/en/project/adhd_eeg_age/figures/feature_selection.png deleted file mode 100644 index 3f9127c9..00000000 Binary files a/content/en/project/adhd_eeg_age/figures/feature_selection.png and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/figures/roc_curve.png b/content/en/project/adhd_eeg_age/figures/roc_curve.png deleted file mode 100644 index 919e3ad8..00000000 Binary files a/content/en/project/adhd_eeg_age/figures/roc_curve.png and /dev/null differ diff --git a/content/en/project/adhd_eeg_age/index.md b/content/en/project/adhd_eeg_age/index.md deleted file mode 100644 index ff9010e0..00000000 --- a/content/en/project/adhd_eeg_age/index.md +++ /dev/null @@ -1,120 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Age-Dependent EEG patterns for Predicting Treatment Response in ADHD" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Tianyi/Amanda Liu, Ingrid Campbell] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/age_eeg_pattern - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [adhd, eeg, age, prediction] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project investigates whether there are age-dependent EEG patterns for individuals with ADHD and whether these patterns can predict neurofeedback treatment response. Using the ADHD samples from TDBrain database (n=204), we developed a random forest model to characterize age-related EEG biomarkers and assess treatment prediction across different age groups. Our model achieved AUC=0.865, identifying key EEG signatures including theta-beta ratios and frontal low-frequency patterns that vary with age and treatment response." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "eeg_adhd.jpg" ---- - - -## Project definition - -### Background - -Attention Deficit Hyperactivity Disorder (ADHD) is a neurodevelopmental and psychiatric disorder that exhibits significant age-related changes throughout development. Electroencephalography (EEG) has emerged as a powerful neuroimaging technique for extracting neural features and patterns associated with ADHD, such as theta-beta ratios and alpha peak frequency. While machine learning approaches have shown promise for age prediction using neural data, there remains a critical gap in developing treatments based on EEG patterns and age-specific considerations for individuals with ADHD. - -Current research has established that EEG biomarkers change across the lifespan, but the relationship between these developmental patterns and treatment response remains poorly understood. Therefore, this project aims to address the question: How can we use EEG patterns to predict treatment responses for individuals with ADHD across different age groups? - -### Tools - - * **Python**: `numpy`, `FOOOF`, `matplotlib` for data processing, feature extraction and visualization - * **R**: `caret`, `randomForest`, `ggplot2` for machine learning and statistical analysis - * **Jupyter notebooks**: interactive analysis - * **GitHub**: version control and collaboration - -### Data - -[**TDBrain Database**](https://www.brainclinics.com/resources) - -We utilized the comprehensive TDBrain database, an extensive clinical EEG dataset containing: - -- **Sample size**: 1,274 participants collected over two decades -- **Age range**: 5-89 years -- **Data types**: Raw resting-state EEG recordings, NEO-FFI personality data, demographic information, and behavioral measures -- **ADHD subset**: 204 ADHD participants, with 70 having treatment response data for neurofeedback therapy - -### Deliverables - -**[GitHub Repository](https://github.com/brainhack-school2025/age_eeg_pattern)** - -- Workflows in both Python and R -- Documentation with figures and visualizations -- Reproducible analysis pipeline - -### Results - -#### Dataset Characteristics - -While the ADHD sample contains 204 samples, only 70 individuals have neurofeedback treatment response data. - -| Age Group | Non-Responder (Number of sessions) | Responder (Number of sessions) | -| --------- | ---------------------------------- | ------------------------------ | -| Youngest | 14 | 40 | -| Middle | 4 | 48 | -| Oldest | 1 | 50 | - -The distribution of number of sessions for responder v.s. non-responder is very imbalanced. - -#### Feature selection - -feature selection - -Using bootstrap, we determined the maximum number of features to be used in the model is 60. The selected 60-feature set demonstrated high stability across bootstrap iterations, with minimal variance in feature rankings across different data samples. The above figure presents the top 15 features being selected by our model. Top tier precitors includes C3_delta_rel, CPz_fooof_alpha_cf and T8_theta_beta_ratio represents central region delta relative power, central-parietal alpha center frequency and right temporal theta-beta ratio. Notably, age emerged as a significant predictor, ranking 8th among all features, confirming the importance of developmental considerations in treatment prediction. - -#### Random forest classification results - -roc curve - -The AUC of our random forest model achieve 0.865, indicating strong predictive performance, although there is potential of overfitting due to imbalanced dataset and small sample size. The model is evaluated by out-of-bag bootstrap method. - -### Age-Related EEG feature - -We evaluated whether the selected features are correlated with age and has variabiltiy across age groups. - -![age correlation](./figures/age_correlation.png) - -The left panel shows age-EEG correlations for the top 10 features by correlation strength. Features like C4_beta_rel and Cz_low_beta_rel show significant correlations with age, indicating that these brain activity patterns change systematically across development. The right panel displays the most age-variable EEG features using coefficient of variation across age groups. F4_delta_abs shows the highest variability, followed by T8_foof_offset and C3_delta_rel. This suggests these features may be sensitive developmental markers that can play crucial role for age-specific treatment prediction. - -![age pattern](./figures/age_pattern.png) - -We then visualized the overlapping features identified by correlation and variability analysis. The left heatmap displays developmental patterns by response group, showing clear differences in EEG feature means across age groups between responders and non-responders. The right panel shows developmental trajectories, illustrating how EEG features change with age differently for responders versus non-responders. For example, the C3_delta_rel and C4_beta_rel features show divergent developmental patterns between groups. There is no significant visual difference between age groups, possibly due to small sample size. Additionally, due to imblanaced dataset, the pattern shown for non-responders may be not highly reliable. Further tests are needed for validate model accuracy in larger samples. - -### Tools Learned and Applied - -- **Machine Learning**: feature selection and random forest implementation using bootstrap -- **EEG Analysis**: Frequency domain analysis and biomarker extraction -- **Data Integration**: Merging multiple data sources and handling missing data - -## Conclusion - -This project demonstrates that age-dependent EEG patterns provide valuable information for predicting neurofeedback treatment response in ADHD. The Random Forest model achieved strong performance (AUC=0.865), with age emerging as an important predictor with several EEG features showing robust correlations with developmental stage. However, there is potential for overfit due the small sample size and imbalanced case-control sessions. There is need to validate findings in a larger dataset. - -## References - -1. van Dijk, H., van Wingen, G., Denys, D. et al. The two decades brainclinics research archive for insights in neurophysiology (TDBRAIN) database. Sci Data 9, 333 (2022). https://doi-org.myaccess.library.utoronto.ca/10.1038/s41597-022-01409-z -2. Arns, M., Conners, C. K., & Kraemer, H. C. (2012). A Decade of EEG Theta/Beta Ratio Research in ADHD: A Meta-Analysis. Journal of Attention Disorders, 17(5), 374-383. https://doi-org.myaccess.library.utoronto.ca/10.1177/1087054712460087 (Original work published 2013) -3. Clarke, A. R., Barry, R. J., Heaven, P. C. L., McCarthy, R., Selikowitz, M., & Byrne, M. K. (2008). EEG in adults with Attention-Deficit/Hyperactivity Disorder. International Journal of Psychophysiology, 70(3), 176-183. - -## Acknowledgments - -We thank the [Brainclinics Foundation](https://brainclinics.com/) for providing the [TDBrain dataset](https://brainclinics.com/resources/tdbrain-dataset/introduction/downloads) and the [BrainHack School](https://school.brainhackmtl.org/) community for tutorials and learning material. Special appreciation to our instructors, TA and participants who provided valuable feedback throughout the project development. diff --git a/content/en/project/brainhack_EEG_depression_ml_dl/cover img.png b/content/en/project/brainhack_EEG_depression_ml_dl/cover img.png deleted file mode 100644 index d5672a27..00000000 Binary files a/content/en/project/brainhack_EEG_depression_ml_dl/cover img.png and /dev/null differ diff --git a/content/en/project/brainhack_EEG_depression_ml_dl/index.md b/content/en/project/brainhack_EEG_depression_ml_dl/index.md deleted file mode 100755 index 5130afa6..00000000 --- a/content/en/project/brainhack_EEG_depression_ml_dl/index.md +++ /dev/null @@ -1,118 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) - -date: "2025-06-15" - -title: "Decoding Depression via EEG Biomarkers: A Neurocomputational Approach using Machine and Deep Learning" - -names: [Wei-Xuan Chai] - -github_repo: https://github.com/ChaiWeiXuan/brainhack-EEG-depression-ml-dl - -website: - -tags: [EEG, depression, svm, eegnet] - -summary: "This project was conducted as part of Brainhack School 2025. It aimed to classify major depressive disorder (MDD) using temporal-domain EEG features (i.e., band power), applying both machine learning (SVM) and deep learning (EEGNet) models." - -image: "cover img.png" - ---- - -## Project definition - -### Background - -This project was inspired by a clinical case from Shanghai Ruijin Hospital, where Brain-Computer Interface (BCI) technology was applied to treat severe depression. That real case made me wonder about the potential of neural decoding in understanding and supporting mental health. - -As someone interested in both neuroscience and BCI, I believe it is essential to master machine learning and deep learning techniques—especially when working with high-dimensional signals like EEG or other neuroimaging data. This project is my personal attempt to explore how machine learning (SVM) and deep learning (EEGNet) models perform in classifying major depressive disorder (MDD) based on EEG band power features. - - -### Tools - -The project will rely on the following technologies: - -1. Programming & Environment -- Python -- Jupyter Notebook: Used for data preprocessing and training the SVM machine learning model. -- Google Colab: Used for training the EEGNet deep learning model. - -2. Libraries & Frameworks -- scikit-learn, gridsearchCV: For machine learning models. -- MNE: For EEG data processing and visualization. -- numpy, pandas, matplotlib: For data manipulation and plotting. -- tensorflow, keras: For deep learning models. - -3. External Models / Resources -- Brainhack School Modules: Working with MNE-Python and EEG-BIDS [page](https://school-brainhack.github.io/modules/mne_python/) -- Brainhack School Modules: Machine learning for neuroimaging [page](https://school-brainhack.github.io/modules/machine_learning_neuroimaging/) -- EEGNet implementation from ARL (Army Research Laboratory) EEGModels Project [page](https://github.com/vlawhern/arl-eegmodels) - - -### Data -This project uses the MDD Patients and Healthy Controls EEG Data (New), downloaded from [page](https://figshare.com/articles/dataset/EEG_Data_New/4244171/2). -- The dataset includes 30 Healthy Controls (H) and 34 Major Depressive Disorder (MDD) participants. -- Each participant completed three conditions: - - Eyes Closed (EC) - - Eyes Open (EO) - - P300 Task (TASK) - -For this analysis, we used: -- Only the 5-minute EC EEG data -- Successfully downloaded: 28 H and 30 MDD subjects - - -### Deliverables - -At the end of this project, we will have: -1. Preprocessing & Bandpower Feature.ipynb -2. Machine Learning_SVM.ipynb -3. Deep Learning_EEGNet.ipynb -These deliverables reflect the full pipeline from raw EEG preprocessing to both traditional ML and DL models training. - - -## Results - -### Progress overview - -This project started with the goal of integrating what I’ve previously learned—EEG preprocessing, machine learning, and deep learning—into a single end-to-end pipeline. While I had prior experience working with EEG data and individual modeling techniques, I had never tried building an entire classification workflow on my own, from data preparation to model comparison. - -I began by preprocessing the EEG data using MNE-Python and extracting temporal-domain features (band power). Then I implemented an SVM classifier, followed by a deep learning model based on EEGNet. Although the EEGNet part was more challenging due to model tuning and GPU limitations, I still managed to get a working prototype on Google Colab. - -Beyond modeling, I also learned how to structure a project repository, push updates to GitHub, and write clear documentation—sometimes after a few frustrating errors (and moments of panic). But overall, it was a fun and fulfilling learning experience, and a solid first attempt at decoding mental health signals using both machine learning and deep learning techniques. - - -### Tools I learned during this project - -- Learned to preprocess EEG signals and extract bandpower features using MNE. -- Applied classical machine learning models (SVM) with scikit-learn and gridsearchCV. -- Implemented and trained a deep learning EEG model (EEGNet) with TensorFlow and Keras. -- Developing, testing, and executing the entire analysis pipeline using Jupyter Notebooks and Google Colab as interactive environments - - -### Results - -Preliminary results suggested that SVM achieved higher accuracy (> 0.95) compared to EEGNet (~0.8), possibly due to limited hyperparameter tuning and model optimization in this early-stage exploration. While deep learning provides promising end-to-end modeling capabilities, classical approaches like SVM may still offer superior performance when the dataset is small and features are carefully extracted. - - -#### Deliverable 1: Preprocessing & Bandpower Feature - -An EEG preprocessing pipeline was implemented using MNE-Python, followed by the extraction of frequency-domain features (band power) for classification purposes. - - -#### Deliverable 2: Machine Learning_SVM - -A Support Vector Machine (SVM) model was trained and evaluated based on the extracted band power features. Grid search with 10-fold cross-validation was used to tune key hyperparameters (e.g., C, gamma). Several trials were conducted, including the integration of feature selection and dimensionality reduction using PCA. However, these modifications did not improve the accuracy, suggesting that the original band power features already effectively captured discriminative patterns related to depression in the EEG data, or that such techniques may not be beneficial in this particular case. - - -#### Deliverable 3: Deep Learning_EEGNet - -An EEGNet model [page](https://github.com/vlawhern/arl-eegmodels) was trained and evaluated using preprocessed EEG epoch data, without extracting band power features. The model was implemented on Google Colab with GPU support. Hyperparameter tuning was conducted using both Keras Tuner and manual for-loop implementations, each within a 10-fold cross-validation framework. Due to time constraints, only minimal tuning was performed, which may explain the lower performance (~80% accuracy). Nevertheless, this pipeline demonstrates how CNN-based architectures can be applied end-to-end to EEG data. - - - -## Conclusion and acknowledgement - -This project was my first attempt at an EEG decoding pipeline, from preprocessing, feature extraction, to model training with SVM and EEGNet. Though basic, it revealed skill gaps in computational neuroscience and BCI, guiding my future learning. - -I appreciate the supportive learning environment and resources from Brainhack School 2025, including video tutorials and coding notebooks. Special thanks to the researchers who shared the MDD EEG dataset on Figshare and the EEGNet developers for their open-source contribution. 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If alone, simple put your name within [] -names: [Peter Brotherwood] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/brotherwood_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Machine-Learning, Connectivity, Diagnosis, Workflow] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Can functional connectivity data be used as a predictor for neuropsychiatric diagnosis? This project explores the usefulness of connectivity data in predicting ADHD, Bipolar Disorder, and Schizophrenia diagnoses using machine learning classification methods." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "connectivity_image.jpg" ---- - - -## About Me - - - -
    Peter Brotherwood -
    - -I am a first year PhD student at the University of Montreal studying in computational neuroscience. I come from a fairly different background, with a BSc in Genetics and an MSci in Bioinformatics from the University of Birmingham. Much of my current work is in perception, using machine learning based approaches to model representational spaces in individual subjects. My hope is that BHS will introduce me to tools and best prectices I need to learn in order to fully integrate into the field of computational cognitive neuroscience. -## Project Summary - -### Introduction -Brain regions with correlated temporal activity are seen to form functional networks of varying scale and distribution. Regions correlated at rest form resting state networks. Aberrant functional connectivity of resting state networks has been observed in multiple populations sufering from neuropsychiatric disorders; including ADHD (Sudre *et al*., 2017), Bipolar Disorder (Syan *et al*., 2018), and Schizophrenia (Sheffield & Barch, 2016). Given these observed differences in resting state network connectivity, this project aims to apply machine learning methods to investigate if aberrations in resting state functional connectvitiy can be used to identify neuropsychiatric diagnoses. - -### Main Objectives -- Provide a full neuroimaging workflow from preprocessing of raw data to visualisation of results. -- Emphasize reproducibility, making all elements of the project as reproducible as possible. -- Investigate ability of machine learning algorithms in predicting phenotype based on connectivity data. - -### Personal Objectives -- Learn more about open data and project reproducibility. -- Gain an understanding of fMRI and neuroimaging database structures and best practices. -- Develop skills in proprocessing and analysis of fMRI data. -- Apply knowledge of machine learning to neuroscientfic studies. - -### Tools -- Compute Canada for Job Submission -- Git and Github for Version Control -- DataLad for Reproducibility -- Singularity for Reproducibility -- fMRIPrep for data preprocessing -- Python Packages: `matplotlib`, `seaborn`, `scikit-learn`, `nilearn` - -### Data -The dataset used in this study comes from the UCLA Consortium for Neuropsychiatric Phenomics LA5c Study (Poldrack *et al*., 2016). The dataset is comprised of fMRI data for 122 healthy individuals, and 142 individuals with neuropsychiatric disorders. Of these 139 individuals, 50 are diagnosed with schizophrenia, 49 with bipolar disorder, and 40 with ADHD. The dataset contains fMRI data collected at rest and over a series of attentional tasks. The fMRI data is in nifti format and the dataset is provided in BIDS format. More information on this dataset can be found at https://openneuro.org/datasets/ds000030/versions/1.0.0. - -A summary of the dataset is as follows: - -| |Participants|Male|Female|Average Age|Age Std| -|:-------------|:----------:|:--:|:----:|:---------:|:-----:| -|Control |122 |65 |57 |32.05 |10.28 | -|Schizophrenia |50 |38 |21 |35.29 |8.94 | -|Bipolar |49 |28 |19 |31.59 |8.77 | -|ADHD |40 |21 |12 |36.46 |8.79 | -|Total |261 |152 |109 |33.29 |9.29 | - -

    - -

    - -### Project Deliverables -- Reproducible project workflow, detailed in git repo and via datalad logs, reproducible via containers. -- Executable Python scripts for data preparation and machine learning -- Markdown file introducing the project and detailing project results - -## Results - -### Preprocessing using `fMRIprep` - -Preprocessing of raw fMRI data was done using `fMRIprep` (Esteban *et al*., 2018) and executed via the `preprocessing.sh` script on Alliance Canada's Beluga HPC Cluster. Due to lack of resting state data for some subjects, 260 preprocessed resting state BOLD fMRI and their associated confound files were returned. fMRIprep was run using singularity 3.8 with the following steps: - -- Brain masking and tissue segementation of T1w image -- Spatial normalization of the anatomical T1w reference -- Surface reconstruction using FreeSurfer -- Alignment of functional and anatomical MRI data -- Brain masking and confound extraction - -### Getting Connectivity Data using `nilearn` - -Brain masking and connectivity data retrieval was done using `nilearn` (Abraham *et al*., 2014). The BASC multiscale deterministic atlas (Bellec *et al*., 2009) with 64 regions of interest (ROIs) was used to mask the preprocessed voxel-wise BOLD activity data, in order to reduce the complexity of the features. A plot of this atlas can be seen below: - - -

    - -

    - - -Confounds detected by `fMRIprep` were loaded using `nilearn`'s `load_confounds_strategy` method and regressed out during masking. Following this, connectivity matrices showing correlations in BOLD timeseries activity between ROIs were generated for each subject. The impact of confound removal strategy on the output connectivity matrices can be seen below: - - -

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    - - -The upper triangular vector (UTV) of each subject's connectivity matrix forms a set of features which will serve as input to the machine learning step. The UTVs of all matrices can be combined to form a feature matrix: - - -

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    - - -### Machine Learning using `scikit-learn` - -Phenotype was learned and predicted using a support vector classifier with a linear kernel from `scikit-learn` (Pedregrosa *et al*., 2011). 30% of individuals were used as unseen test data, and a grid search with 5-fold cross validation was performed on the remaining 70% of subjects to find the optimum value for the the `C` regularizer. This process was done once with the full dataset, and once with a stratified dataset, as seen below: - - -

    - -

    - -Using each model to predict the unseen test data, the folllowing multi-label confusion matrices were obtained: - - -

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    - - -With the corresponding classification summaries: - - -**All Subjects** - -Accuracy: 0.456 - -| |Control| ADHD |Bipolar Disorder|Schizophrenia|Macro Average|Weighted Average| -|:-------------|:-----:|:----:|:--------------:|:-----------:|:-----------:|:--------------:| -|Precision |0.528 |0.0 |0.083 |0.583 |0.299 |0.374 | -|Recall |0.757 |0.0 |0.067 |0.467 |0.323 |0.456 | -|F1 Score |0.622 |0.0 |0.074 |0.519 |0.304 |0.404 | -|Support |37 |12 |15 |15 | | | - - -**Stratified Subjects** - -Accuracy: 0.316 - -| |Control| ADHD |Bipolar Disorder|Schizophrenia|Macro Average|Weighted Average| -|:-------------|:-----:|:----:|:--------------:|:-----------:|:-----------:|:--------------:| -|Precision |0.384 |0.176 |0.294 |0.500 |0.338 |0.347 | -|Recall |0.333 |0.250 |0.333 |0.333 |0.313 |0.316 | -|F1 Score |0.357 |0.207 |0.313 |0.400 |0.319 |0.325 | -|Support |15 |12 |15 |15 | | | - - -Following this, SVC coefficients were extracted to identify those features which had the most extreme weights when predicting phenotype: - -**Control vs Schizophrenia** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Control_vs_Schizophrenia_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Control_vs_Schizophrenia_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Control_vs_Schizophrenia_feature_connectome_interactive.html) for an interactive connectome. - -**Control vs ADHD** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Control_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Control_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Control_feature_connectome_interactive.html) for an interactive connectome. - -**Control vs Bipolar Disorder** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Control_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Control_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Control_feature_connectome_interactive.html) for an interactive connectome. - -**Schizophrenia vs ADHD** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Schizophrenia_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Schizophrenia_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Schizophrenia_feature_connectome_interactive.html) for an interactive connectome. - -**Schizophrenia vs Bipolar Disorder** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Schizophrenia_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Schizophrenia_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/Bipolar_vs_Schizophrenia_feature_connectome_interactive.html) for an interactive connectome. - -**ADHD vs Bipolar Disorder** - - -

    - -

    - -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Bipolar_image_interactive.html) for an interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Bipolar_3D_interactive.html) for a 3D interactive map. -Click [here](https://brainhack-school2022.github.io/brotherwood_project/ADHD_vs_Bipolar_feature_connectome_interactive.html) for an interactive connectome. - -## Conclusions - -### Can we predict diagnosis from fMRI data? -While in this instance, the model was unable to accurately classify neuropsychiatric diagnoses based on resting state fMRI connectivity data, various factors should be considered when answering such a question. Factors such as the nature and composition of the data, the features selected for model fitting, choice of mask and confounding strategy, choice of model, and choice of performance metric should all be considered when implementing such a pipeline as this. - -### Objectives, Tools, and Deliverables -In terms of objectives to achieve, tools to learn, and deliverables to produce I believe the project was a success. The output is a comprehensive pipeline from raw data to visualization of results, utilising all of the tools I had aimed to learn. The deliverables are fulfilled, with a comprehensive walkthrough of the project, and reproducible python scripts for replicable use. While complete containerization of the environment using Singularity was not possible, the following reproducibility guide serves as an adequate substitute for this. - -## Guide to Reproducibility -All scripts used in the analyses are located in the `scripts` directory of the [git repo](https://github.com/brainhack-school2022/brotherwood_project) and are executable in the Linux command line. Each script is written such that it can be executed using fMRI data from alternative functional tasks from the same dataset, or with similar datasets conforming to BIDS formatting standards. The `requirements.txt` file provides all neccesary dependencies for execution of scripts following preprocessing using fMRIprep. - -A basic example of running the contents of the `scripts` directory on a Linux machine is as follows: - -### Running fMRIprep - -To run `mriprep.sh` it is highly recommended to use a HPC cluster, more instructions on preprocessing requirements and how to properly format `mriprep.sh` can be found at https://www.nipreps.org/apps/singularity/. - -Following correct installation and formatting, preprocessing can be run by running `$ sbatch mriprep.sh` - -### Setting up a virtual environment for running the python scripts -``` -$ cd # go to project directory - -$ python3 -m venv # initialize virtual environment - -$ source /bin/activate # enter the virtual environment - -() $ pip install --upgrade pip # upgrade the package manager - -() $ pip install -r requirements.txt # install project dependencies -``` - -*What follows is a basic usage tutorial on `.py` scripts in the `scripts` directory; for more information on each script and its associated parameters use:* `scripts/.py -h` - -### Getting connectivity data -``` -$ source /bin/activate # enter the virtual environment - -() $ scripts/format_data.py # create an index file in the derivatives folder for use with other python scripts - -() $ scripts/get_connectivity_data.py # get individual subject connectomes -``` - -### Fitting a Support Vector Classifier -``` -$ source /bin/activate # enter the virtual environment - -() $ scripts/fit_svm.py # perform a parameter search and find the best fitting model -``` - -### Troubleshooting -In the instance that attempting to run a script returns `permission denied`, it may be neccesary to run `() $ chmod +x scripts/.py`. Alternatively running `() $ python3 scripts/.py ` will execute the scripts. - -## Acknowledgements -I would like to thank the Brainhack team of 2022 for their continued support throughout the course. With particular thanks to Hao-Ting Wang and Natasha Clarke for providing their support and expertise throughout the project. - -## References -Abraham, A., Pedregosa, F., Eickenberg, M., Gervais, P., Mueller, A., Kossaifi, J., Gramfort, A., Thirion, B. and Varoquaux, G., 2014. Machine learning for neuroimaging with scikit-learn. *Frontiers in Neuroinformatics*, 8. - -Bellec, P., Rosa-Neto, P., Benali, H. and Evans, A., 2009. Multi-level bootstrap analysis of stable clusters (BASC) in resting-state fMRI. *NeuroImage*, 47, p.S123. - -Esteban, O., Markiewicz, C., Blair, R., Moodie, C., Isik, A., Erramuzpe, A., Kent, J., Goncalves, M., DuPre, E., Snyder, M., Oya, H., Ghosh, S., Wright, J., Durnez, J., Poldrack, R. and Gorgolewski, K., 2018. fMRIPrep: a robust preprocessing pipeline for functional MRI. *Nature Methods*, 16(1), pp.111-116. - -Pedregosa, F., Varoquaux, G., Gramfort, A., Michel, V., Thirion, B., Grisel, O., Blondel, M., Prettenhofer, P., Weiss, R., Dubourg, V. and Vanderplas, J., 2011. Scikit-learn: Machine learning in Python. *The Journal of machine Learning research*, 12, pp.2825-2830. - -Poldrack, R., Congdon, E., Triplett, W., Gorgolewski, K., Karlsgodt, K., Mumford, J., Sabb, F., Freimer, N., London, E., Cannon, T. and Bilder, R., 2016. A phenome-wide examination of neural and cognitive function. *Scientific Data*, 3(1). - -Sheffield, J. and Barch, D., 2016. Cognition and resting-state functional connectivity in schizophrenia. *Neuroscience; Biobehavioral Reviews*, 61, pp.108-120. - -Sudre, G., Szekely, E., Sharp, W., Kasparek, S. and Shaw, P., 2017. Multimodal mapping of the brain’s functional connectivity and the adult outcome of attention deficit hyperactivity disorder. *Proceedings of the National Academy of Sciences*, 114(44), pp.11787-11792. - -Syan, S., Smith, M., Frey, B., Remtulla, R., Kapczinski, F., Hall, G. and Minuzzi, L., 2018. 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If alone, simple put your name within [] -names: [Zeeshan Haqqee] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/haqqeez_bhs2020_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [calcium imaging, single cell, population, mouse behaviour] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "I have calcium imaging data in mice while they performed behavioural learning tasks in a touchscreen chamber. I want to figure a way to consolidate the neural data (activity of ~100 individual cells over time (~30,000 x ~30ms time bins)) with behavioural data (time-stamped actions and decisions made by the animal during their behavioural task)" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "neurons4.gif" ---- - - -## Project definition - -### Background: Behavioural task - -The goal of the task is for the mouse to learn that specific objects on the screen will give a reward only if they are touched when in specific locations. Otherwise, they are a distractor. For example, for Trial type 1, the flower will give a reward because it is displayed on the left, but the spider will not. For Trial type 6, the flower will not give a reward because it is in the middle, but the spider will, because it is on the right. - -6 Different trial type combinations exist from 3 object-location associations (flower-left, airplane-middle, spider-right) that the mice need to learn. These 6 trial types are presented randomly. 36 total trials (6 x 6) per session: - - - -### Background: Calcium imaging - -The mouse completes the task with a miniatrue microscope (miniscope) implanted on its head, which shines an LED light onto an implanted lens to illuminate genetically modified neurons that fluoresce (i.e., light-up) whenever calcium is being used by the cell. In the same way that fMRI infers brain activity from blood-oxygen levels, calcium imaging infers neuronal activity from calcium concentration in the cell (indicating action potentials, graded potentials, synaptic potentials etc.) - -This is what the camera sees. A MATLAB script takes each frame and determines which groups of pixels are neurons and which are not and tags and counts them. - -
    - -Once tagged, each neurons's brightness level is measured to infer calcium activity. The raster plots generated here looks similar to what you would see in 'spiking' data for single-unit electrophysiology. - - - -(left; zoomed in, right; same but zoomed out) The y axis is each one individual neuron. The x-axis is time (in frames; ~30ms). A more yellow colour = stronger fluoresence measured = higher likelihood of neuronal activity. - -Big overarching question: How does neural activity change over time as the animal gets better at the memory task? Are there clusters of cells that activate during certain events? (Incorrect vs. correct choices, left vs. right vs middle response, etc.). - - -For a detailed review of general tools and methodology, see: https://www.biorxiv.org/content/10.1101/2020.02.06.937573v1.full - - -### Data - -Behavioural data is time-stamped for every action done by the animal (touching the screen, drinking reward, incorrect choice, correct choice, etc.) - -Calcium data is a matrix representing NumberofCells x TotalFrames (e.g., 100 cells and 30,000 frames is a 100 x 30000 matrix). Where each value in the matrix represents fluoresence level (inferred spiking probability) for a particular cell at a particular frame in time. - -Hence, the design of my data uses the activity of individual neurons as its features (x-values), the behavioural events as its dependent or predictor variables (y-values). A 'sample' here is defined as each individual attempt made by animal on the task. - - - -Note: Ones and zeros here denote the cell being 'on' or 'off' for sake of simplicity. In reality, the activity is defined as a transient of activity based on the change in fluoresence measured by the image analysis software. - -### Learning Goals - -The primary issue with my analysis design is that each cell's activity is its own time-series, which makes it difficult or impossible to use with traditional machine learning tools (at least, in its current format). Thus, my first goal is to pre-process my time series data into a meaningful format for cell-by-cell and population level analyses. My second goal is to use machine learning to predict and decode correct vs incorrect events from individual cell and population level activity. - - - -1. For single-cell analysis, I have the option of using the time series data of a single cell. However, treating each frame in the time series as its own independent variable is not realible; any slight jitter in the cell activity from trial to trial will make it impossible to find recurring patterns. To fix this, I will use a sliding window that takes the average of a few frames, effectively smoothing out the time series for each trial to allow a more liberal overlap of activity between trials. - -2. From the single-cell analysis, I have the option of taking the cell-by-cell predicted categories and inputting them into a random forest analysis to test whether neurons show any kind of 'democratic' coding for correct vs. incorrect attempts. - -3. For the population level analysis, I have the option of condensing my time series data into mean firing or total firing across the time series per cell, then using this overall activity score to predict behavioural events. - -4. Finally, I can also apply nilearn tools to compute a correlation matrix between cells, and using those correlation values as my features to predict behaioural events. - - -### Tools - -* Python -* Jupyter notebooks -* nilearn -* scikitlearn -* MATLAB - -## Results - -### Single Cell - Sliding window analysis - -Below are histograms depicting the distribution of test scores (top) and 5-fold cross validation scores (bottom) for three machine learning classifiers tested on 109 individual cells with windowed (4 frames) time-series data. Training and test data was shuffled and re-tested 50 times, and counts of cells that scored >80% accuracy on each test are tabulated next to each classifier method. - - - -Adding +1 to the Cell ID, it appears that cells 29, 25, and 4 most frequently scored above 80% prediction accuracy for correct vs. incorrect trial attempts. Let's see what they look like: - - - -Here we can see visually that these cells do indeed differ significantly between correct and incorrect responses. These results were, in fact, already known. Several cells in the hippocampus are expected to light up whenever an animal receives a reward for a correct trial. Thus, the purpose of this test was just to validate that my machine learning tools were working properly. - -### Population level - 'democracy' - -Now then, what about population level activity? Is there something about the activity of all these cells, or groups of cells, that can indicate correct vs. incorrect response choices? One idea is to test whether hippocampal cells function as some kind of 'democracy'; where the predictions of individual neurons accounted together could somehow improve the overall accuracy of the machine learning tools. - -To do this, I took the predctions of each individual neuron from the training set of the linear SVC analysis and put it into a Random Forest classifier. Unfortunately, the results were quite poor (41.6% +/- 11% accuracy on cross validation). This isn't too surprising, as hippocampal cells aren't really expected to work 'democratically' to predict single, specific events. - -### Population level - Summed Activity - -Equally bad were the results of the summed time-series activity all 109 cells. This is again to be expected, as temporal dynamics cannot be ignored on the large timescales over which activity was averaged (over 2 seconds). Cells with distinct and specific activity in very narrow timeframes (left image) are treated the same as cells that fire sparsely, but the same amount overall, within the same time-frame (right image). However, this type of 'summed' activity might be more useful for more specific and narrow time windows of interest (<1 second) that are tied to specific, expected events. Accuracy might also improve by 'leaving out' features (i.e., cells) with inconsistent activity from the model. Indeed, not all cells would be expected to contribute equally (or at all) to the coding of a correct or incorrect trial. - - - -### Population level - Cell-to-Cell Correlations - -Another way to look at population level activity is through cell-to-cell correlations, similar to what is done fMRI connectivity analyses. Except here, each region of interest is an individual neuron. Adapting the script learned from the machine learning with nilearn tutorial, I generated a 109 x 109 correlation matrix for all cells, as well as a feature matrix of 5800+ correlations between pairs of cells' windowed time series data: - - - -Feeding these featrues into a few machine learning classifiers, we get some cool test results (+ cross validation)! - -* SVC (rbf): 78.8% (82.5 +/- 10%) -* Decision tree: 82.6% (65 +/- 10%) -* Random forest: 73.5% (72.5 +/- 9%) - -It appears that looking at correlated activity is a reasonable approach for understanding correct vs. incorrect responses in this task, when the animal is collecting reward. This again makes intuitive sense, as we know that large populations of cells fire together whenever the animal receives a reward, so highly correlated activity would be indicative of a 'reward' event (and thus, a 'correct' event), perhaps even more so than any single cell's activity. - -## Conclusions - -Here, we see that both single cell and population level analyses can be useful for modelling correct vs. incorrect performance on a reward-driven behavioural task. However, some methods seem to work better than others, and both the methods that do and do not work help us understand the functional dynamics of the hippocampal cells that govern certain aspects of reward-driven learning. - -## Future directions - -* Use machine learning to predict and decode other events in the population activity of the cells, such as trial and object types. -* What does the 'connectome' of relevant correlations for specific events look like? How does it change over time? -* How does prediction accuracy for each of these tests change over time? Does this reflect anything about how the hippocampus handles the learning of new information? -* Create a polished machine learning pipeline to systematically decode different types of events in the behaviour and pick return a rank of the best models and their respective prediction accuracies and how they change over time. - -## Acknowledgements - -I'd like to thank the BrainHack team for putting together this wonderfully fun and fascinating course on neural data science! I've learned a lot about how other neuroscientists are tackling their analyses and how best to share my data with collaborators and labmates. Special thanks to Yann and Loic for helping me out with the machine learning aspects of my project. diff --git a/content/en/project/calcium-behaviour-decoding/neurons4.gif b/content/en/project/calcium-behaviour-decoding/neurons4.gif deleted file mode 100644 index cb2912bb..00000000 Binary files a/content/en/project/calcium-behaviour-decoding/neurons4.gif and /dev/null differ diff --git a/content/en/project/calcium-behaviour-decoding/plan.PNG b/content/en/project/calcium-behaviour-decoding/plan.PNG deleted file mode 100644 index 80ecd63c..00000000 Binary files a/content/en/project/calcium-behaviour-decoding/plan.PNG and /dev/null differ diff --git a/content/en/project/calcium-behaviour-decoding/results1.PNG b/content/en/project/calcium-behaviour-decoding/results1.PNG deleted file mode 100644 index 44cf219f..00000000 Binary files a/content/en/project/calcium-behaviour-decoding/results1.PNG and /dev/null differ diff --git a/content/en/project/calcium-behaviour-decoding/timeseriestable.png b/content/en/project/calcium-behaviour-decoding/timeseriestable.png deleted file mode 100644 index c520ab08..00000000 Binary files a/content/en/project/calcium-behaviour-decoding/timeseriestable.png and /dev/null differ diff --git a/content/en/project/cognitive_dispersion_fMRI/index.md b/content/en/project/cognitive_dispersion_fMRI/index.md deleted file mode 100644 index f906a0b6..00000000 --- a/content/en/project/cognitive_dispersion_fMRI/index.md +++ /dev/null @@ -1,86 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-14" # Date you first upload your project. -title: "2025 Brainhack School (Mini-)Project - Cognitive Dispersion and Its Neural Correlates" -names: [Truc (Curt) Nguyen] -github_repo: https://github.com/curt-1711/Curt_brainhack_project -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -tags: [neuropsychology, fMRI, cognitive dispersion, default mode network] -summary: "This mini-project for the 2025 Brainhack School is part of my PhD dissertation on Late-Life Cognitive Heterogeneity, where I examine the neural correlates of cognitive dispersion -- a measure of within-individual variability -- using neuropsychological and fMRI data from the Midnight Scan Club dataset (OpenNeuro ds000224)." -image: "project_cover_20250617.jpg" - ---- - - - -## Project definition - -### Background - -Cognitive dispersion is a measure of intra-individual fluctuations -across a range of neuropsychological tests, operationalized as the -standard deviation of scores across multiple cognitive domains or tasks -during one occasion. One of the most prevailing speculations regarding -the mechanism of dispersion is the disruption of functional -connectivity. However, these studies have primarily consisted of -cross-sectional findings, i.e., scans that were acquired at a single -time point, examined group-average brain, with RS-fMRI scan length -lasting 5–6 minutes—an approach that might not fully capture functional -brain organization at the individual level. While conventional fMRI -studies have strived to increase the sample size, more recent works have -directed attention towards *precision functional mapping*, i.e., -collecting large amounts of data at the individual level. - -Here I (a third year PhD student in Neuroscience at National Taiwan -University / Academia Sinica as of June 2025) propose to use -state-of-the-art precision functional mapping tools to determine brain -activity patterns associated with cognitive dispersion. As a -proof-of-concept (pilot) study, I will be using the neuropsychological -and fMRI data from the Midnight Scan Club dataset (OpenNeuro ds000224) -to examine the neural correlates of cognitive dispersion. - -### Tools - -- MATLAB; -- CONN toolbox, an SPM-based software for the analysis of functional - connectivity; -- Utilities by the authors of the Midnight Scan Club dataset - ([github](https://github.com/MidnightScanClub/MSCcodebase/tree/master)); -- Tutorials to run the *precision functional mapping* pipeline (Lynch - *et al., Nature* 2024; - [github](https://github.com/cjl2007/PFM-Depression/tree/main)) and - the *multi-session hierarchical Bayesian modeling* (Kong *et al., - Cereb Cortex* 2019; - [github](https://github.com/ThomasYeoLab/CBIG/tree/master/stable_projects/brain_parcellation/Kong2019_MSHBM)). - -### Data - -The Midnight Scan Club dataset (Gordon *et al.*, Precision Functional -Mapping of Individual Human Brains, *Neuron* 2017; OpenNeuro -[ds000224](https://openneuro.org/datasets/ds000224/versions/1.0.4)). - -## Results - -### Progress overview - -During the three weeks that I had to work on this mini-project, I ran -into multiple errors in MATLAB (details in the PDF file of my -presentation). After hours (and hours) of troubleshooting and as the -deadline to submit my project approached, I resorted to use the CONN -toolbox for a quick analysis of the resting-state fMRI data from -Midnight Scan participants. - -### Tools I learned during this project - -- **Human Connectome Workbench** to visualize the CIFTI files - (derivatives). -- **MATLAB** running code and troubleshooting. -- **CONN toolbox** for fMRI data preprocessing and functional - connectivity analysis. - -## Conclusion and acknowledgement - -Many, many thanks to the 2025 Brainhack School Organizers (Faculty and -TAs)! I have learned so much from you and my peers this semester. diff --git a/content/en/project/cognitive_dispersion_fMRI/project_cover_20250617.jpg b/content/en/project/cognitive_dispersion_fMRI/project_cover_20250617.jpg deleted file mode 100644 index 36b9ea5e..00000000 Binary files a/content/en/project/cognitive_dispersion_fMRI/project_cover_20250617.jpg and /dev/null differ diff --git a/content/en/project/cwas4fmri/example_cwas.png b/content/en/project/cwas4fmri/example_cwas.png deleted file mode 100644 index a8f2a36b..00000000 Binary files a/content/en/project/cwas4fmri/example_cwas.png and /dev/null differ diff --git a/content/en/project/cwas4fmri/illuminated-neural-network-stockcake.jpg b/content/en/project/cwas4fmri/illuminated-neural-network-stockcake.jpg deleted file mode 100644 index 96f381bc..00000000 Binary files a/content/en/project/cwas4fmri/illuminated-neural-network-stockcake.jpg and /dev/null differ diff --git a/content/en/project/cwas4fmri/index.md b/content/en/project/cwas4fmri/index.md deleted file mode 100644 index fd1430f8..00000000 --- a/content/en/project/cwas4fmri/index.md +++ /dev/null @@ -1,191 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-18" # Date you first upload your project. -# Title of your project (we like creative title) -title: "CWAS4fMRI: a python package to perform Connectome Wide Association Study" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Clara El Khantour] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/elkhantour_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://brainhack-school2025.github.io/elkhantour_project/ - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, cwas, connectome, package] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aimed to develop a BIDS App for performing Connectome-Wide Association Studies (CWAS) on fMRI connectivity matrices. The result is a GitHub repository that can be installed via pip, enabling analyses on BIDS-formatted connectomes. Integration tests ensure the pipeline runs reliably, and a dedicated website provides full documentation and example outputs." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "illuminated-neural-network-stockcake.jpg" ---- - - -## Project definition - -### Background - -The reproducibility crisis in neuroimaging has affected many research domains, and psychiatric research is no exception [1](https://doi.org/10.1016/j.bpsc.2022.12.006). Indeed, psychiatric studies using neuroimaging tools have long struggled with poor reproducibility, largely due to small sample sizes and heterogeneity in analysis methods. - -To address this issue, initiatives such as the ENIGMA consortium (Enhancing NeuroImaging Genetics through Meta-Analyses) were launched [2](https://doi.org/10.1007/s11682-013-9269-5). ENIGMA is a consortium comprising international research sites and organized into several Disease Working Groups that focus on most major psychiatric conditions. It promotes a collaborative framework: while data remain at local sites, analyses follow standardized protocols, enabling large-scale meta-analyses across cohorts. - -This approach has proven successful for structural and diffusion MRI, thanks to the development of open and reproducible protocols (https://enigma.ini.usc.edu/protocols/). In this context, Waller et al., 2020 developed HALFpipe [3](https://doi.org/10.1002/hbm.25829), an open-source software that facilitates the preprocessing and extraction of connectivity matrices from functional MRI data. However, no standard tools has yet been proposed by ENIGMA for statistical analyses of functional connectivity matrices. - -#### Objectives -This project aims to support the broader collaborative effort by developing a dedicated BIDS-App for conducting Connectome-Wide Association Studies (CWAS) based on connectivity matrices. - -#### Objectives for BrainHack school -Learn how to : -1. Write scripts in python following the BIDS-app workflow -2. Build a GitHub repository with automated tests with GitHub Actions -3. Develop a sustainable and easy-to-use python package -4. Produce interactive plots and interactive website ✨ - -### Tools - -This project uses the following tools and standards to ensure reproducibility, openness, and long-term usability: -- **Python scripts** : To write functions, modules and be able to test them -- **Git & GitHub**: - - *Public repo*: Enables version control and promotes open-source, collaborative development of the library. - - *GitHub Actions*: Implements automated testing and continuous integration to maintain code quality during development (Git Actions). -- **BIDS Ecosystem**: Ensures compatibility with the BIDS standard, following the workflow of a BIDS App [4](https://doi.org/10.1371/journal.pcbi.1005209). - - For this package, we followed the [BEP-017 proposal](https://bids.neuroimaging.io/extensions/beps/bep_017.html) -- **Python Packaging with uv**: Distributes the tool as an installable open-source Python library for easy integration and reuse. -- Interactive documentation : Provides documentation and examples on the website. - - **Jupyter Notebooks** - - **Plots with Plotly** - - **Website with MyST** - -### Data - -To test the integration of the pipeline, toy data have been generated using `numpy` and `pandas`. - -Local tests have been made base on [Giga-connectome outputs](https://giga-connectome.readthedocs.io/en/latest/). - -### Deliverables - -1. Python scripts following the BIDS-App workflow -2. A python package ready to be used available on [GitHub](https://github.com/brainhack-school2025/elkhantour_project) -3. A public [GitHub repository](https://github.com/brainhack-school2025/elkhantour_project) with integration test -4. A [website](https://brainhack-school2025.github.io/elkhantour_project/) with interactive plots - -## Results - -### Progress overview - -During Brain Hack School 2025, I developed a functional and pip-installable Python package. I also set up a website with all the documentation you need to run the CWAS pipeline. This first version of the Python package is now open to feedback and collaboration. - -### Tools I learned during this project - -- **Python scripts** : All original scripts were refactored into modular Python files. Scripts are now organized by topic and function to improve readability and maintainability. - -- **Git, GitHub & Testing with pytest** : This project introduced me to advanced GitHub features, including GitHub Actions for continuous integration. I learned to use `pytest` to write and integrate tests that ensure the pipeline remains functional after updates. - -- **Python Packaging with uv** : I discovered `uv` during one of the BHS2025 modules in Montreal, and used it to build this package. - -- **BIDS Ecosystem** : This project helped me to understand the importance of the BIDS ecosystem and all the related BIDS-App. I discovered BIDS extension proposals (BEPs) such as those for derived data like connectivity matrices. - -- **Website with MyST** : I used MyST Markdown to build and publish a clean, structured documentation website. - -- **Plots with Plotly** : To create interactive visualizations, particularly for complex connectivity maps involving many brain regions. - -### Results - -#### Deliverable 1: BIDS workfow implementation -This pipeline was created to follow the BIDS-App workflow as proposed by [Gorgolewski et al., 2017](https://doi.org/10.1371/journal.pcbi.1005209) for group level anlaysis. - -Alt text - -This pipeline takes as input a directory structured according to the [BEP-017 proposal](https://bids.neuroimaging.io/extensions/beps/bep_017.html). Both the input and output directories are defined via command-line arguments. - -#### Deliverable 2: Python package -This package was initialize using [`uv`](https://github.com/astral-sh/uv). - -Thanks to this setup, the repository can be installed using using `pip install .`. This configuration ensures that: -- All required dependencies are installed -- The pipeline can be tested using `pytest` - -###### Quick start -To run this pipeline, you simply need to follow the next 3 steps: - -1. Clone the repository -``` -git clone https://github.com/brainhack-school2025/elkhantour_project.git -``` -2. Install the package - -``` -pip install -e . -``` - -3. Run the pipeline using the command `cwas-rsfmri` followed by the flags. - -```bash -cwas-rsfmri --bids_dir=bids_directory --output_dir=results --atlas_file=atlas.txt --atlas=example_atlas --phenotype_file=participants.tsv --group=diagnosis --case_id=NDD --control_id=HC --session=timepoint1 --task=task01 --run=01 --feature=denoiseSimple -``` - -#### Deliverable 3: Continuous integration with GitHub Action - -The tests were implemented using [pytest](https://docs.pytest.org/en/stable/). - -Since this package serves as a *glue* between already existing pipelines, the focus is on integration testing rather than unit testing. To support this, toy datasets are automatically generated and deleted during each pytest run to avoid unnecessary disk usage. - -For now, two integration tests are included: -1. One without any optional arguments (`scan`, `sequence`, `medication`). -2. One using all optional arguments - -These tests are automatically run on GitHub via GitHub Actions on every push to the `main` and `dev_test` branches, as well as on pull requests. - -#### Deliverable 4: MyST Website -To provide complete documentation and show example figures generated by the pipeline, a website was built using MyST and is hosted on GitHub Pages. - -The documentation is available directly on the site https://brainhack-school2025.github.io/elkhantour_project/ - -To visualize the interactive figure, please see: https://brainhack-school2025.github.io/elkhantour_project/interactive-plots - -Alt text - -#### Contribution to Open Science -This project aims to: -1. Promote __collaborative science__ through: -- A public GitHub repository open to contributions -- Continuous integration with GitHub Actions, which automatically run on new pull requests -2. Ensure __reproductible pipeline and results__ by: -- Providing a Python package that can be run with just three command-line commands -- Following the BIDS standard for input organization, aligning with community efforts to standardize neuroimaging workflows -3. Offer extensive __documentation__ using MyST markdown, a tool designed for open-source projects that supports clear, structured scientific communication and web-based publishing. - -## Conclusion and acknowledgement - -This project provides an easy-to-use and fast Python package for researchers working with fMRI connectivity matrices. It's fully open-source and welcomes collaboration from the community. - -The package was built using recent, open-source tools and follows principles established by the neuroimaging community to align with current standards in neuroimaging research. - -### Next steps -- **Expand integration tests**: Improve existing tests and add failing test cases to ensure the pipeline handles incorrect inputs and edge cases properly. -- **Publish to PyPi**: Once the pipeline is more stable and mature, release an official version to PyPI for easier installation and distribution. -- **Docker & Apptainer**: Containerize the pipeline to ensure full environment reproducibility using Docker and Apptainer. - -### Brain Hack School presentation materials -[Project description - Week 2](https://docs.google.com/presentation/d/1BFQEd32ZGSvIpQaBQh5KjRjrZ0RL78illSvqR80Dr_E/edit?usp=sharing). - -[Final presentation - Week 4](https://docs.google.com/presentation/d/1AT7jvhL63toRHIYBsFZYHyxpPp-cLphSkeC5kAkJMak/edit?usp=sharing). - -## Aknowledgements -This library is based on code originally published by Dr. Clara A. Moreau & Dr. Sebastian Urchs. - -The original version of the scripts can be found here : https://github.com/claramoreau9/NeuropsychiatricCNVs_Connectivity - -Thanks to Sara & Cleo for their help to create the Myst website! I would like to thank all the Professors, TAs, speakers of Brain Hack School 2025 Montreal. Special thanks to Lune Bellec who was mentoring me over the past few weeks. - -## References -1. Botvinik-Nezer R, Wager TD. Reproducibility in neuroimaging analysis: Challenges and solutions. Biol Psychiatry Cogn Neurosci Neuroimaging. 2023;8: 780–788. -2. Thompson PM, Stein JL, Medland SE, Hibar DP, Vasquez AA, Renteria ME, et al. The ENIGMA Consortium: large-scale collaborative analyses of neuroimaging and genetic data. Brain Imaging Behav. 2014;8: 153–182. -3. Waller L, Erk S, Pozzi E, Toenders YJ, Haswell CC, Büttner M, et al. ENIGMA HALFpipe: Interactive, reproducible, and efficient analysis for resting-state and task-based fMRI data. Hum Brain Mapp. 2022;43: 2727–2742. -4. Gorgolewski KJ, Alfaro-Almagro F, Auer T, Bellec P, Capotă M, Chakravarty MM, et al. BIDS apps: Improving ease of use, accessibility, and reproducibility of neuroimaging data analysis methods. PLoS Comput Biol. 2017;13: e1005209. \ No newline at end of file diff --git a/content/en/project/cwas4fmri/workflow.png b/content/en/project/cwas4fmri/workflow.png deleted file mode 100644 index ba844368..00000000 Binary files a/content/en/project/cwas4fmri/workflow.png and /dev/null differ diff --git a/content/en/project/dMRI-Vision/CVI.png b/content/en/project/dMRI-Vision/CVI.png deleted file mode 100755 index 8f12bfbd..00000000 Binary files a/content/en/project/dMRI-Vision/CVI.png and /dev/null differ diff --git a/content/en/project/dMRI-Vision/bhs2020.png b/content/en/project/dMRI-Vision/bhs2020.png deleted file mode 100755 index d211b685..00000000 Binary files a/content/en/project/dMRI-Vision/bhs2020.png and /dev/null differ diff --git a/content/en/project/dMRI-Vision/bidsexample.png b/content/en/project/dMRI-Vision/bidsexample.png deleted file mode 100755 index 7a706634..00000000 Binary files a/content/en/project/dMRI-Vision/bidsexample.png and /dev/null differ diff --git a/content/en/project/dMRI-Vision/connectivity_matrix.gif b/content/en/project/dMRI-Vision/connectivity_matrix.gif deleted file mode 100755 index 9feb4602..00000000 Binary files a/content/en/project/dMRI-Vision/connectivity_matrix.gif and /dev/null differ diff --git a/content/en/project/dMRI-Vision/connectome.gif b/content/en/project/dMRI-Vision/connectome.gif deleted file mode 100755 index 420f2b9a..00000000 Binary files a/content/en/project/dMRI-Vision/connectome.gif and /dev/null differ diff --git a/content/en/project/dMRI-Vision/connectome_glassbrain.gif b/content/en/project/dMRI-Vision/connectome_glassbrain.gif deleted file mode 100755 index 5e12fa24..00000000 Binary files a/content/en/project/dMRI-Vision/connectome_glassbrain.gif and /dev/null differ diff --git a/content/en/project/dMRI-Vision/connectome_glassbrain.png b/content/en/project/dMRI-Vision/connectome_glassbrain.png deleted file mode 100755 index 1f2771ea..00000000 Binary files a/content/en/project/dMRI-Vision/connectome_glassbrain.png and /dev/null differ diff --git a/content/en/project/dMRI-Vision/index.md b/content/en/project/dMRI-Vision/index.md deleted file mode 100644 index 88c52d9f..00000000 --- a/content/en/project/dMRI-Vision/index.md +++ /dev/null @@ -1,184 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Diffusion MRI- From raw data to mapping brain connectomes." - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Michèle W. MacLean] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/mwmaclean-BHS2020 - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [dMRI, data-management, preprocessing, tracking, data-visualization] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The focus of this project was to combine, use and present a set of tools to organize, preprocess, analyze and visualize diffusion MRI data. The overarching goal is to investigate the consequences of cortical blindness on structural connectivity using diffusion MRI. " - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "connectome_glassbrain.png" ---- - - - -# Diffusion MRI- From raw data to mapping brain connectomes. -## Organizing, preprocessing, analyzing and visualizing diffusion MRI data. -### This project is part of the Brainhack Summer School 2020. - -### Contributors: Michèle W. MacLean & Brainhack School Members - - - -## Summary - -Hello! I'm currently a PhD student in Cognitive Neuroscience at l'Université de Montréal. My main focus is to study cortical visual impairment using MRI techniques. Damage to the primary visual areas can result in clinical blindness and prompt a cascade of dynamical structural and functional alterations of the neural networks at both the cortical and subcortical level. Following this damage, individuals can sometimes preserve the ability to non-consciously process visual information in their blind field, a striking phenomenon know as blindsight. My fascination resides in understanding how the brain can process visual information without conscious awareness. - -The overall goal of the current project was to combine, use and present the new tools learned during the BrainHack Summer School to organize, preprocess, analyze and visualize diffusion MRI data acquired at l'Unité de neuroimagerie fonctionnelle during my PhD. - - - - - -# Project definition - -## Background - -This project explored the steps for analyzing diffusion magnetic resonance imaging data starting from the raw data all the way to data visualization. For this, I used previously acquired data from l'Unité de Neuroimagerie Fonctionnelle in Montréal. - -**Project objectives during BHS 2020:** -The first steps were to **1)** organize the MRI data in a BIDS friendly format and then **2)** preprocess the data. Then, I explored **3)** analyzing diffusion MRI (i.e. tracking) and **4)** performed data visualization. - -**Overarching goal:** -The long term goal is to investigate the consequences of a primary visual cortex lesion on structural and functional connectivity using both diffusion MRI and resting state functional connectivity. - -## Tools -This project will rely on the following: -* **GitHub** for creating a repository & assembling all the resources. -* **Bash terminal** -* **Visual studio code** as a code editor -* **BIDS** as a standard to organize the neuroimaging data -* **Python** -* **Docker container** to run preprocessing pipeline and basic tracking -* **DIPY** for preprocessing and basic tracking of diffusion MRI -* **Jupyter Notebook** and for data visualization -* **Interactive data visualization tools**: Nilearn, Plotly, Numpy, Matplotlib, Seaborn, Widgets, etc. - - -## Data -MRI data was acquired with a high resolution 3 Tesla scanner (Siemens Trio system) and consists of a preliminary data set of 5 subjects, including 1 individual with cortical visual impairment with blindsight and 4 neurotypical controls. For each participant, raw structural MRI, resting state functional connectivity, fMRI and diffusion MRI data is available. - -Given the time course of the summer school, after the initial preprocessing of the data, I focused on working with the diffusion MRI data. This data set will allow to first become familiarized with the new neuroimaging tools learned during the BrainHack summer school. When I will acquire a larger data set, during the rest of my PhD, I plan to incorporate it to this project. - - - -The figure above is an example of an individual with cortical visual impairment to give you an idea of the type of data, where A) shows a T1-weighted anatomical scan with three different slice views showing the primary visual cortex removal in the left hemisphere and the destruction of the primary visual areas (V1) and B) the individual's visual field showing a symmetric loss across both eyes leading to a complete contralateral visual loss in the right visual field. - -As the dataset is not yet open access, feel free to send me a message if you have any questions and I'll be happy to answer! - -## Deliverables -For the project: -* The current markdown document, completed and revised. -* Organization of MRI data into BIDS format -* The diffusion MRI data preprocessed. -* Basic tracking performed on the preprocessed diffusion MRI data with an output of streamlines & connectivity matrices. -* Data visualization within a jupyter notebook using plotly, nilearn and matplotlib. -* Requirements.txt for the Jupyter notebook - -For the course: -* **Week 1 Deliverable:** [Assessement](https://github.com/mwmaclean/MacLean-M-QLSC612) -* **Week 2 Deliverable:** [README file](https://github.com/brainhack-school2020/mwmaclean-BHS2020/blob/master/README.md) -* **Week 3 Deliverable:** [Data visualization](https://github.com/brainhack-school2020/mwmaclean-BHS2020/tree/master/data_visualization) -* **Week 4 Deliverable:** [Presentation](https://github.com/brainhack-school2020/mwmaclean-BHS2020/tree/master/presentation) - -## Methods -1. **Data Organization/Management.** -* Convert dicoms to a BIDS friendly dataset. [This tutorial](http://reproducibility.stanford.edu/bids-tutorial-series-part-1b/) served as a guideline. - - -2. **Preprocessing diffusion MRI data.** -* Running a preprocessing pipeline using [this docker image](https://hub.docker.com/r/gkiar/dwipreproc_fsl-5.0.11_minified) -* [This python script](https://github.com/gkiar/stability/blob/master/code/preprocessing/preprocessing_pipeline.py) was used within the docker container. -* Labels from Klein & Tourville (2012) were applied. - -3. **Creating a seed mask.** -* [This python scricpt](https://github.com/gkiar/mask2boundary) was used to create a seed mask for each participant. - -4. **Tracking of diffusion weighted images (DWI)** -* [This docker image](https://hub.docker.com/r/gkiar/dipy_tracking) was used to perform tracking of the diffusion data. -* [This python script](https://github.com/gkiar/stability/blob/master/code/tractography/dipy/dipy_tracking.py) was used within the container. This script is based off of [this tutorial](https://dipy.org/documentation/1.0.0./examples_built/tracking_introduction_eudx/) for DIPY tracking. - -5. **Data visualization** -* Data visualization was performed within a Jupyter notebook using Plotly, Nilearn, Matplotlib, Seaborn and more (see visualization examples with gif below). - - -## Progress & Results - -### Data visualization -1. Connectivity matrix -2. Connectome projected on 3 views of a 2D glass brain -3. Connectome projected on a 3D glass brain - - - - - - - - -* The [jupyter notebook](https://github.com/brainhack-school2020/mwmaclean-BHS2020/blob/master/data_visualization/dMRI_data_visualization.ipynb) version of all three figures is interactive with a drop-down for each subject using widgets. -* The connectivity matrices (.mat files) used for the data visualization can be found [here](https://github.com/brainhack-school2020/mwmaclean-BHS2020/tree/master/data_visualization/connectivity_matrices) -* The figures (saved as .png or .html) for each subject can also be found [here](https://github.com/brainhack-school2020/mwmaclean-BHS2020/tree/master/images) - -### Progress overview -This project was initiated by Michèle MacLean May 19th 2020 as part of the BrainHack Summer School 2020. -Organization of MRI data into BIDS format, preprocessing and basic tracking of the data is complete as well as data visualization for the deliverable for week 3. See the methods section for a detailed description. This will be an ongoing project that I will continue to work on after BrainHack Summer School. Feedback is welcome! - -#### Tools and skills I learned during this project -* **Bash terminal** -* **GitHub** -* **Markdown** -* **Visual Studio Code** -* How to implement **BIDS** -* **Python** scripts -* **Docker container** -* **DIPY** for preprocessing and basic tracking of diffusion MRI -* **Jupyter Notebook** -* Interactive figures in Jupyter Notebook using **data visualization libraries**: Nilearn, plotly & matplotlib, etc. -* **Preprocessing diffusion MRI data** -* **Tracking diffusion MRI data** -* **Mapping connectomes** - - -![](tools.png) - - -## Conclusion -The BrainHack Summer School 2020 provided a theoretical framework as well as an extensive set of practical neural data analysis and visualization tools that were mainly all new to me. For the current project, my goal was to maximize using these new tools, to learn and apply the open science protocols in order to analyze data within my own doctoral project. Within the time frame of the summer school, I set out to perform all the steps starting from raw diffusion MRI data, which I previously acquired at l'Unité de neuroimagerie fonctionnelle, leading to data visualization. In particular, this dataset was organized into a BIDS friendly format, preprocessed with a python script within a docker container, basic tracking was also performed using another python script within a second container and finally data visualization was done using multiple libraries within a jupyter notebook. As a neuroscientist with a limited previous background in programming, I believe I sensibly improved my skills towards performing independently the whole process to analyze neuroimaging data. As I plan to continue working on this project with the new tools learned, my next immediate step will be to increase the number of subjects. Also, my next challenge will be to specifically account for brain injuries leading to cortical visual impairment during the analyses as this requires additional algorithmic tools and modifications to the preprocessing and analysis pipelines. - - -## Acknowledgements -Thanks to the wonderful BrainHack Summer School 2020 for this experience as well as all the excellent resources provided! -I would like to thank my instructors Noor and Benjamin for their advice and for providing specific resources for this project. Special thanks to my instructor Greg who originally developed the python scripts and docker images I used and invested a lot of time to help and contribute to this project. I would also like to thank my new friend and coding partner Daniel and my friend Simon who was a great study buddy throughout the summer school! - -Be sure to check out the other cool projects from the BrainHack Summer School 2020 [here](https://school.brainhackmtl.org/project/)! - -## References -1. Abraham, A., Pedregosa1, F., Eickenberg1, M., Gervais, P., Mueller, A., Kossaifi, J., Gramfort, A., Thirion, B., Varoquaux, G. (2014). Machine learning for neuroimaging with scikit-learn. Frontiers in Neuroinformatics 8: 14. https://doi.org/10.3389/fninf.2014.00014 (for using nilearn) -2. Garyfallidis E, Brett M, Amirbekian B, Rokem A, van der Walt S, Descoteaux M, Nimmo-Smith I and Dipy Contributors (2014). DIPY, a library for the analysis of diffusion MRI data. Frontiers in Neuroinformatics, vol.8, no.8. -3. Gorgolewski, K.J., Auer, T., Calhoun, V.D., Craddock, R.C., Das, S., Duff, E.P., Flandin, G., Ghosh, S.S., Glatard, T., Halchenko, Y.O., Handwerker, D.A., Hanke, M., Keator, D., Li, X., Michael, Z., Maumet, C., Nichols, B.N., Nichols, T.E., Pellman, J., Poline, J.-B., Rokem, A., Schaefer, G., Sochat, V., Triplett, W., Turner, J.A., Varoquaux, G., Poldrack, R.A., 2016. The brain imaging data structure, a format for organizing and describing outputs of neuroimaging experiments. Sci Data 3, 160044. -4. Kiar, G. . (2020). Dipy Tracking and Connectome Generation (Version v0.4.0). Zenodo. http://doi.org/10.5281/zenodo.3699595 -5. Kiar, G. (2020). dipy. Retrieved from https://github.com/gkiar/stability/tree/master/code/tractography/dipy -Kiar, G. (2019). Using FSL from FMRIB at Oxford- BIDS App - FSL Diffusion Preprocessing (Version 5.0.9). Zenodo. http://doi.org/10.5281/zenodo.2566455 -6. Kiar, G. (2019). preprocessing. Retrieved from https://github.com/gkiar/stability/tree/master/code/preprocessing -7. Kiar, G. (2019). mask2boundary. Retrieved from https://github.com/gkiar/mask2boundary -8. Klein, A. and J. Tourville (2012). 101 labeled brain images and a consistent human cortical labeling protocol. 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If alone, simple put your name within [] -names: [Dylan Sutterlin-Guindon, Marie-Eve Picard, Jeni Chen, Mathieu Landry, Pierre Rainville] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/sutterlin_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [decoding, fMRI, pain, hypnosis, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Painful experience involves a distributed pattern of brain activity. With hypnosis, it's possible to increase or decrease pain. This project aims to decode fMRI pain-evoked brain activity and identify pattern of activity that are associated with specific hypnotic conditions" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain-activity.webp" ---- -### Background -#### personal background - -Link to Github page : -
    Dylan Suttelrin-Guindon -
    - -Education : - * B.Sc. Neuroscience cognitive(fundamental research option) from Université de Montréal - -### Project definition - -Pain is a multi-dimensional experience involving emotional, sensory and motivational aspects. Hypnosis is one intersting psychological - tool among many others (like placebo or meditation) that have been shown to effectively modulate pain. Verbal suggestions are an important component of hypnosis and are defined as verbal instructions that are intended to change or induce a cognition, behavior or sensory experience. In the case of pain, suggestions can be hyperalgesic or hypoalgesic, and are intended to increase or decrease pain, respectively. Verbal suggestions to reduce pain can reduce or amplify the brain activity evoked during painful experiences (e.g. during the administration of electrical shocks). - -Studies show that the experience of pain is not correlated with spatially restricted brain activity, but rather is the result of activity in several regions (e.g. anterior mid-Cingulate Cortex, insula, thalamus, somatosensory cortex). Given the distributed nature of brain activity during the experience of pain, multivariate pattern analyses seem to be a good approach to study the subjective experience of pain. - -In order to better understand how verbal instructions (such as hyper/hypoalgesia) are integrated by the brain and then result in a modulation of brain activity during the administration of painful stimuli, this project aims to decode pain-related brain activity and identify activation patterns that predict a specific type of verbal suggestion. - -### Tools - -A machine learning approach will be used to decode pain-evoked brain activity and predict verbal suggestions that was administered prior to painful stimulation. - -The tools used to accomplish this task are: - -* Python scripts -* Python modules (pandas, numpy, sklearn, nilearn, nibabel, matplotlib, seaborn) -* Bash to run the scripts on elm server -* Git and Github to keep track of the project's evolution - -### Data - -The dataset that will be used comes from Desmartaux et al., 2021 and has restricted access. It includes 24 participants (13 women and 11 males) and mean age is 26.9. Subjects participated to a fMRI scanning session where they received hypnosis to either increase or decrease pain. After hypnotic suggestions to modulate pain,a serie of either 6 or 9 painful stimuli were administered. In total, each participant received 72 electrical shocks. Across all participants, a total of 1728 trials/shocks were done. -![](protocole_desmartaux2021.png) - -### Method - -A Support vector classifier from [sklearn documentation](https://scikit-learn.org/stable/modules/generated/sklearn.svm.SVC.html) was applied to 1726 statistical brain maps, each modeling the brain activation during a single painful shock. Those contrast maps were generated using a General Linear Model for which the code can be found [here](https://github.com/dylansutterlin/decoding_pain_experience). Those 1726 trials were used to predict the pain modulating condition administered prior to each shock. - -* Example of a statistical map : -![](betamaps_07.png) - -There were four different type of verbal suggestion to modulate (or not for the control sugestions) the pain experience. Hence, there were four classes to predict with the model. Those four classes are listed a the following : - - * Hyperalgesia - * Neutral suggestion in Hyperalgesia run - * Hypoalgesia - * Neutral suggestion in hypoalgeisa run - - -#### Target deliverables - -* Python scripts (main script that run the analyses) -* Metrics and statistics of the performances of the model -* Graphics (e.g. ROC curve, confusion matrix) -* fMRI maps of the voxels that best predicted suggestions plotted as 3D interactive plots -* A markdown README.md describing globaly the project and putting it in a scientific context -* Github repository provinding a fairly open science/reproductible aspect to the project - -## Results - -### Overview - -#### Actual deliverables - -* - [x] Python scripts (main script that run the analyses) -* - [x] Metrics and statistics of the performances of the model -* - [x] Graphics (e.g. ROC curve, confusion matrix) -* - [x] fMRI maps of the voxels that best predicted suggestions plotted as 3D interactive plots -* - [x] A markdown README.md describing globaly the project and putting it in a scientific context -* - [x] Github repository provinding a fairly open science/reproductible aspect to the project - -#### Final script's structure -* data : Permission pending to give access to date (...) -* docs : A readme file descripbing the pipeline -* images : The images used in this README.me -* results : Saved metrics' dataframe, brain maps (.nii files) showing the voxels that were the most predictive of the target -* scripts : The main scripts with a function file that are called in main.py -* src : All the general function that can be reused wihout context - -### Statistical model - -* The SVC model was performed with a linear kernel -* A nifti masker was used to project the 3 dimmensional contrast maps to 1 dimensional with the argument `(mask_strategy = 'whole-brain-template', standardize = True)` -* Then a SVC was applied using on a K-fold cross-validation with the following parameters : `GroupShuffleSplit(n_splits = 5, test_size = 0.3, random_state = 33)` - -* The final model was fitted all the training set and was then tested on a subset of data for that the model had never 'seen'. The final model accuracy = **0.60970874** - -* A Matrix confusion is presented to illustrate the model'performance -* * Class 1 = Hyperalgesia - * Class 2 = Neutral suggestion in Hyperalgesia run - * Class 3 = Hypoalgesia - * Class 4 = Neutral suggestion in hypoalgeisa run -![](images/confusion_matrix_finalSVC.png) - -* With the final model, all the coefficients were reprojected to the MNI space using `masker.inverse_transform()`. Since there were four classes, six different class comparisons can be made and the highest coefficient for each comparison are presented in the plots below. The highest peaks represents the brain regions that either when activated or deactivated (red or blue) had the highest preictive value of the class(type of suggestion). For example, when looking at the first plot, the activation of the dlPFC appears to be the most predictive to predict the Neut_HYPO vs HYPO class. -![](coeff1png.png) -![](coeff2.png) -![](coeff3.png) -![](coeff4.png) -![](coeff5.png) -![](coef6.png) - -## Conclusion - -The main objective of this project was to complete a decoding model having the voxels of statistical brain maps as features and type of verbal suggestions as classes. Globally this project and it objectives have been reached. The delivarables were mostly acheived. Also, althought the code to train the decoding model has been made and is operational, the statistical maps that were used to train the model are prone to change in the sense that quality-control is still required in order to be confident about the validity of the results. - -## Acknowledgement - -Thanks to all the instructors, espicially Marie-Eve and Francois who took the time to sit down with me and precise some concepts and shed some light on many topics such as the proper workflow, debugging techniques, proper use of sklearn, nilearn modules and so on! - -## References - - -Casiglia, E., Finatti, F., Tikhonoff, V., Stabile, M. R., Mitolo, M., Albertini, F., Gasparotti, F., Facco, E., Lapenta, A. M., & Venneri, A. (2020). MECHANISMS OF HYPNOTIC ANALGESIA EXPLAINED BY FUNCTIONAL MAGNETIC RESONANCE (fMRI). International Journal of Clinical and Experimental Hypnosis, 68(1), 1 15. https://doi.org/10.1080/00207144.2020.1685331 - -Desmarteaux, C., & Rainville, P. (2021). Brain Responses to Hypnotic Verbal Suggestions Predict Pain Modulation. Frontiers in Pain Research, 2, 18. -Franz, M., Schmidt, B., Hecht, H., Naumann, E., & Miltner, W. H. R. (2021). Suggested visual blockade during hypnosis : Top-down modulation of stimulus processing in a visual oddball task. PloS One, 16(9), e0257380. https://doi.org/10.1371/journal.pone.0257380 - -Hofbauer, R. K., Rainville, P., Duncan, G. H., & Bushnell, M. C. (2001). Cortical Representation of the Sensory Dimension of Pain. Journal of Neurophysiology, 86(1), 402 411. https://doi.org/10.1152/jn.2001.86.1.402 - -Jiang, H., White, M. P., Greicius, M. D., Waelde, L. C., & Spiegel, D. (2017). Brain Activity and Functional Connectivity Associated with Hypnosis. Cerebral Cortex (New York, N.Y.: 1991), 27(8), 4083 4093. https://doi.org/10.1093/cercor/bhw220 - diff --git a/content/en/project/decoding-pain-related-brain-activity/protocole_desmartaux2021.png b/content/en/project/decoding-pain-related-brain-activity/protocole_desmartaux2021.png deleted file mode 100644 index 7cfd94c9..00000000 Binary files a/content/en/project/decoding-pain-related-brain-activity/protocole_desmartaux2021.png and /dev/null differ diff --git a/content/en/project/deepelectrode-mapper/coverimage.png b/content/en/project/deepelectrode-mapper/coverimage.png deleted file mode 100644 index bf9b1adb..00000000 Binary files a/content/en/project/deepelectrode-mapper/coverimage.png and /dev/null differ diff --git a/content/en/project/deepelectrode-mapper/index.md b/content/en/project/deepelectrode-mapper/index.md deleted file mode 100644 index a34b90b4..00000000 --- a/content/en/project/deepelectrode-mapper/index.md +++ /dev/null @@ -1,145 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-05-20" # Date you first upload your project. -title: "Deep Electrode Mapper: Localizing EEG Electrodes from 3D Point Clouds Using Deep Learning" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Joel P. Diaz-Fong, Lucas Vidal Murakami, Aijia Ivy Zhong] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/DeepElectrodeMapper - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2023/JDaoust_project.git), click `manage topics`. -# Please only lowercase letters -tags: [electrode localization, deep learning, clustering] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects. - -summary: "Accurate EEG source localization depends on precise electrode coordinates, yet current methods are often manual, costly, and technically demanding. *Deep Electrode Mapper* attempts to address this by applying deep learning to segment electrodes from 3D head models—derived from MRI or 3D scans—and localize their coordinates using clustering. Although the project remains incomplete, it demonstrates a proof-of-concept pipeline, and progress is documented in the public repository." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "coverimage.png" ---- - - -## Project definition - -### Background - -In EEG analysis that aims to localize the origin of brain signals, source localization requires a realistic head model and precise electrode coordinates to ensure spatial accuracy. However, current approaches to obtaining these coordinates are either time-consuming (e.g., manual labeling) or require specialized, often costly hardware/software. Both options demand technical expertise, posing barriers to widespread or streamlined use. - -Further complicating matters, electrode localization must accommodate various data formats, such as MRI volumes (Pinte et al., 2021), 3D surface scans, and photogrammetry (Hirth et al., 2020). A robust solution must therefore be both format-agnostic and computationally efficient. - -Recent innovations have begun to address this need: pipelines using mobile phones for 3D scanning (Everitt et al., 2023), algorithms that infer missing electrodes from partial montages (Hirth et al., 2020), and deep learning models applied to MRI-based localization (Pinte et al., 2021) have all demonstrated potential. - -Building on these efforts, our project aims to develop a deep learning-based pipeline for electrode localization that is generalizable across file types and imaging modalities. The goal is to create a solution that reduces cost, minimizes manual labor, and increases accessibility—regardless of the acquisition method used. - - - - -#### Objectives -- Automate EEG electrode localization and labeling -- Develop a flexible pipeline that can be applied to external datasets -- Evaluate localization accuracy across data types (e.g., same-modality `.obj` vs. cross-modality T1-weighted MRI) to test generalizability - - -#### Objectives for BrainHack school -- Gain hands-on experience with open-source tools, deep learning frameworks, and collaborative coding practices - -### Tools - -This project relies on the following tools: - -- **GitHub** – For version control and collaborative development -- **VS Code** and **Jupyter Notebook** – For interactive and modular code development - -Key libraries and components: - -- **Open3D** – Convert surface and volume data into 3D point cloud format (`.ply`, `.npz`) -- **h5py** – Transform labeled and unlabeled 3D point clouds into HDF5 format -- **PointNet++** – Deep learning model for training and testing electrode localization and segmentation -- **K-Means Clustering** – Identify electrode centroids and extract their coordinates -- Custom alignment tools – Align electrode labels to head scans - -### Data - -The dataset includes 3D head models acquired using a portable 3D scanner (`.obj` files). A subset of participants also has T2-weighted MRI scans (`.nii`) acquired while wearing an EEG cap. - -These data come from the study *Alpha Oscillations and Working Memory Deficits in ADHD: A Multimodal Imaging Investigation* (R01MH116268), available through the NIH Data Archive: -[https://nda.nih.gov/edit_collection.html?id=3101](https://nda.nih.gov/edit_collection.html?id=3101) - - - -### Deliverables - -1. GitHub repository with our tools and code. -2. Documentation on how to train and test on different datasets. - -## Results - -### Progress Overview - -We focused on preparing the dataset for training the PointNet++ model and developing a clustering pipeline to extract electrode coordinates once segmentation is complete. A subset of the dataset was manually labeled to create both labeled and unlabeled data for training and testing the model. - -We also built two tools to align electrode labels with the corresponding head model. To ensure compatibility with PointNet++, we converted the data into point cloud format and then into HDF5 files—both in labeled and unlabeled versions. Our preprocessing script accepts multiple input formats to support generalizability. - -Additionally, we implemented a Python script using K-Means clustering to extract centroid coordinates from the segmented point clouds. These centroids are intended to serve as the localized electrode positions. - -Next steps include training and evaluating the deep learning model. Given the limited dataset size, we are also exploring the possibility of augmenting the training set with synthetic data. - - -### Tools I Learned During This Project - -- **GitHub** - We learned how to use GitHub for version control and collaborative development, enabling us to share and track changes to code and scripts across the team. - -- **Jupyter Notebook** - We used Jupyter Notebooks to develop and test code in a modular, step-by-step fashion. This structure made it easier to isolate and debug issues and helped organize different components of the pipeline. - -- **VS Code** - Visual Studio Code was valuable for integrating multiple development tools in one environment. We used it to write and manage code across files, run terminals, and install packages directly, streamlining the development workflow. - - -### Results - -#### Deliverable 1: GitHub Repository - -Although the project is still in progress and the GitHub repository does not yet contain the final versions of the scripts or a trained model, we have uploaded several core components. These include tools for aligning electrode labels with 3D head scans, scripts for preprocessing data for deep learning input, and post-segmentation clustering scripts to extract electrode coordinates from the model output. - -#### Deliverable 2: Documentation - -Although the deep learning model has not yet been trained or tested, we began preparing documentation that outlines the full electrode localization workflow. This includes a step-by-step description of the data preprocessing, model input/output formatting, and post-processing steps such as clustering for coordinate extraction. - -To aid clarity and reproducibility, we created a visual representation of the workflow: - -![Deep Electrode Mapper Workflow](workflow.png) - -This diagram illustrates the full pipeline—from raw 3D scan input and manual labeling to PointNet++ segmentation and centroid estimation. Full documentation will be completed as the project advances and the model is finalized. - - -### Conclusion and Acknowledgements - -Developing a generalizable and accessible tool for localizing EEG electrode coordinates would represent a meaningful advance in both clinical and research applications of EEG. While deep learning offers a promising route toward automation and scalability, it introduces limitations—particularly the need for large, labeled datasets and consistency in data acquisition setups. Despite these challenges, our approach demonstrates the potential for building a flexible pipeline that accommodates diverse file formats and EEG systems. - -We plan to continue developing this project to assess the feasibility and accuracy of the proposed method. - -We gratefully acknowledge the study *Alpha Oscillations and Working Memory Deficits in ADHD: A Multimodal Imaging Investigation* (R01MH116268) for providing access to the data used in this project. We also thank the BrainHack School for offering the time, support, and collaborative environment that enabled this work. - -Sample data can be accessed at: [osf.io/87av2](https://osf.io/87av2) - - -## References - -Diaz-Fong, J. P., & Lenartowicz, A. (2025, March 8). 3D Scanning Sample Data for EEG Electrode Localization. Retrieved from osf.io/87av2 - -Everitt, A., Richards, H., Song, Y., Smith, J., Kobylarz, E., Lukovits, T., Halter, R., & Murphy, E. (2023). EEG electrode localization with 3D iPhone scanning using point-cloud electrode selection (PC-ES). Journal of Neural Engineering, 20(6), 066033. - -Hirth, L. N., Stanley, C. J., Damiano, D. L., & Bulea, T. C. (2020). Algorithmic localization of high-density EEG electrode positions using motion capture. Journal of neuroscience methods, 346, 108919. https://doi.org/10.1016/j.jneumeth.2020.108919. - -Pinte, C., Fleury, M., & Maurel, P. (2021). Deep learning-based localization of EEG electrodes within MRI acquisitions. Frontiers in Neurology, 12, 644278. - -Tveter, M., Tveitstøl, T., Nygaard, T., Kulashekhar, S., Bruña, R., Hammer, H. L., Hatlestad-Hall, C., & Haraldsen, I. R. H. (2024). EEG electrodes and where to find them: automated localization from 3D scans. Journal of Neural Engineering, 21(5), 056022." diff --git a/content/en/project/deepelectrode-mapper/workflow.png b/content/en/project/deepelectrode-mapper/workflow.png deleted file mode 100644 index 6f4d24ee..00000000 Binary files a/content/en/project/deepelectrode-mapper/workflow.png and /dev/null differ diff --git a/content/en/project/djerrouds-template/index.md b/content/en/project/djerrouds-template/index.md deleted file mode 100644 index 5128140b..00000000 --- a/content/en/project/djerrouds-template/index.md +++ /dev/null @@ -1,81 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2024-06-25" -# Title of your project (we like creative title) -title: "Voice and Linguistic Analysis to Determine Emotions in Friends' Interactions" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Katia Djerroud] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2024/Djerroud-project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [Emotion Detection, Voice Analysis, Linguistic Analysis, Social Interactions] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Analyzes emotional dynamics in social interactions using voice and linguistic analysis on the Friends TV show dataset. Utilizing tools like Praat, OpenSmile, NLTK, and Hugging Face Transformers, it detects emotions from audio and text. Deliverables include code, documentation, datasets, and analysis workflows. Achievements encompass integrated emotion detection models and a robust analysis pipeline, with future plans to enhance models and expand datasets." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "sweet-talk.jpg" ---- - - -## Djerroud-project - -Voice and Linguistic Analysis to Determine Emotions in Friends' Interactions Welcome to my project, where I explore the intersection of voice analysis, linguistic analysis, and natural language processing (NLP) to uncover the emotions generated during interactions among friends. This project analyze speech patterns, text exchanges, and vocal nuances to detect and interpret emotional states and determine the closeness betweeen the characters. - -## Features: - -Voice Analysis: Utilizes Praat for detailed spectrograms, pitch, formant analysis, and other acoustic features. Emotion Detection: Employs OpenSmile for extracting vocal features and identifying emotional cues from speech. Linguistic Analysis: Implements NLTK for tokenization, parsing, and sentiment analysis of textual interactions. NLP Models: Integrates state-of-the-art models from SpeechBrain and Hugging Face for comprehensive speech and text processing. Interactive Visualizations: Provides insights through visual representations of emotional states and linguistic patterns. Goals: - -To understand how friends' vocal expressions and word choices convey emotions. To develop a robust system for real-time emotion detection and linguistic analysis. To create a dataset and models that can be utilized for further research in social dynamics and emotional intelligence. Join me in this journey of decoding the emotional landscapes of social interactions through the power of voice and linguistic analysis! - - -Project Definition Objective Analyzing emotional dynamics in social interactions using voice, linguistic, and text analysis techniques applied to the "Friends" TV show dataset. - -## Background Dataset Source: - -Obtained from MarieSTL, Pierre Bellec’s Lab, ensuring credibility and relevance to the research question. - -## Modality: - - Includes audio (MP3) and textual transcripts (JSON) of dialogues. - -## Suitability: - -Ideal for capturing real-life interactions among friends and exploring emotional dynamics. - -## Tools Voice Analysis - -Librosa, Praat, OpenSMILE Linguistic Analysis NLTK, SpaCy, Gensim Emotion Detection Hugging Face Transformers - -## Data Content - -Audio files (MP3) extracted from video episodes JSON transcript files containing dialogue text - -## Deliverables Expected Outputs - -GitHub repository with code scripts and Jupyter notebooks Documentation (README.md) Dataset files (audio, JSON transcripts) Analysis workflow/pipeline Training materials and models - -## Results Achievements - -Integrated voice and linguistic analysis for emotional dynamics Developed emotion detection models for audio and text inputs Established a robust analysis pipeline from data preprocessing to visualization - -## Progress Overview Summary - -Successfully implemented tools for voice and linguistic analysis Challenges included data integration and model optimization Tools I Learned During This Project Praat, OpenSMILE for voice analysis Hugging Face Transformers for emotion detection Docker, Git/GitHub for version control and project management - -## Conclusion and Acknowledgement Next Steps - -Enhance model performance and expand dataset coverage Prepare findings for publication and seek collaboration opportunities Acknowledgement Special thanks to MarieSTL, venkatesh and Pierre Bellec’s Lab for providing the "Friends" dataset Gratitude to the open-source community for tools and libraries used - -## More details - -Additional information is available in the `notebooks` and `presentation` folders. diff --git a/content/en/project/djerrouds-template/sweet-talk.jpg b/content/en/project/djerrouds-template/sweet-talk.jpg deleted file mode 100644 index 43551b39..00000000 Binary files a/content/en/project/djerrouds-template/sweet-talk.jpg and /dev/null differ diff --git a/content/en/project/duolingo_eeg_ml_classification/Cz_sample_filtered.jpg b/content/en/project/duolingo_eeg_ml_classification/Cz_sample_filtered.jpg deleted file mode 100644 index 8f222e6e..00000000 Binary files a/content/en/project/duolingo_eeg_ml_classification/Cz_sample_filtered.jpg and /dev/null differ diff --git a/content/en/project/duolingo_eeg_ml_classification/Cz_sample_pre_filtered.png b/content/en/project/duolingo_eeg_ml_classification/Cz_sample_pre_filtered.png deleted file mode 100644 index 5491d81e..00000000 Binary files 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"2023-06-10" # Date your first upload your project. -# Title of your project -title: "Predicting feedback perception in an online language learning task using EEG and machine learning" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Dylan Scott Low Y.J., Stephanie Fu Pei-Yun] - -# Your project GitHub repository URL -github_repo: https://github.com/stephanie0404/Brainhack-school-project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [machine learning, duolingo, eeg, neurolinguistics, brainhack] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project, we aim to use machine learning on EEG data from participants' language learning tasks on Duolingo. Specifically, we ask if EEG features can predict whether the participant has gotten a task right or wrong when they receive feedback. Using a k-nearest neighbours classifier, we achieve 98% accuracy in determining correct or incorrect answers based on EEG voltages from 8 electrodes." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "./Cz_sample_filtered.jpg" ---- - - -## Project definition - -### Background - -In recent years, new apps and products have been introduced based on the idea that machine learning techniques could be applied to EEG brainwaves in order to decipher a person's thoughts and generate statistics about the different kinds of thoughts a person has in a day (e.g, Neurosity; see also Houser, 2019; Fireship, 2023). Our motivation is to attempt to implement our own simple machine learning analysis on raw EEG data to discern cognitive activity, especially that related to language. We selected a dataset containing EEG data recorded while participants completed language learning tasks in the online platform, Duolingo (see "Data" below). Our main objectives in this project were to develop a pipeline for analysing EEG data (OpenBCI format) using open source tools like MNE Python and apply machine learning methods to the analysis. Our personal learning objectives were to make ourselves more familiar with EEG data analysis, the Python programming language and corresponding workflows, and other open source tools used in neurosciencce research. - -The main question we asked in this project was: How can we use machine learning techniques to identify, based on EEG data, if the participant was receiving positive feedback (they got the learning task correct) or negative feedback (they got the learning task wrong) from Duolingo? - -### Tools - -The project relied on the following tools: - * R programming language (packages: tidyverse, ggplot2, readr) - * Python programming language (libraries: pandas, scikit-learn, MNE Python) - * Git/GitHub - * Bash terminal - -### Data - -The data we used comes from a project titled Data in Brief: Multimodal Duolingo Bio-Signal Dataset by Notaro & Diamond (2018; click here for the corresponding article). As suggested by the title, this is a multimodal dataset. Four kinds of data were recorded: (1) EEG via a low-cost OpenBCI electrode cap, (2) Gazepoint-GP3 eye-tracking, (3) Autohotkey cursor movements and clicks, and (4) Autohotkey screen content data (screenshots taken when a click occurs). Data was recorded while participants (n = 22) were completing beginner German language lessons on the desktop version of Duolingo. Participants were either English native speakers or fluent in English. - -Our project focused on (1) and (4), that is, the EEG and screenshot data. In particular, we analyse only the data of participant 1. - -### Deliverables - -At the end of this project, these files will be available: - * A .txt file (data_labels_raw.txt) containing manually selected filenames (timestamps) of the screenshots corresponding to when the participant receives feedback on their Duolingo performance. - * An R script (data_labels.r) for cleaning the raw filenames list (data_labels_raw.txt) into machine-readable format (data_labels_clean.txt). - * A Jupyter notebook containing Python script for preprocessing the OpenBCI EEG data (high and low pass filtering). - * An R script (data_labelling.r) for combining the filtered EEG data with the data_labels_clean.txt file. - * A Juyter notebook containing Python script for running machine learning classifiers (e.g., MLP, kNN, random forest) on the labelled EEG data. - -## Results - -### Progress overview - -At first, we thought preprocessing the data would be a simple matter. However, we quickly realised that the OpenBCI EEG format (formatted as a .txt file) is not a standard raw EEG format that could be easily imported in MNE Python. Solving this problem caused us some delays, but we eventually came up with a custom script to import the data in MNE Python. Another peculiarity we observed was that the OpenBCI set-up only consisted of 8 electrodes, as opposed to the standard 32 channels. - -Also, we initially intended to analyse the data of more than one participant in the data set, but realised that even data from one participant (recorded over about 58 minutes) was very large, and likely more than sufficient to train an ML model. The large size also delayed our work due to the long wait times when processing the data, sometimes leading to crashes which force us to start the process over again until it reaches fruition (an unfortunate symptom of running such analyses on weak personal machines). - -### Tools we learnt during this project - - * **MNE Python**: We learnt how to filter raw EEG data during the preprocessing stage, as well as how to import EEG data even if not in a recognised standard raw format. - * **Github workflow**: We got well-acquainted with using Git via the Bash terminal, and also some related tools like Datalad and Git LFS (Large File System). - * **Bash Terminal**: We gained a good understanding of how to use the Bast erminal in lieu of File Explorer (Windows)/Finder (Mac). - -### Results - -#### Figures and Plots - -##### Preprocessing -Unfiltered Cz Channel during 1 second epoch Unfiltered Cz Channel during 1 second epoch. - -Filtered Cz Channel during 1 second epoch Filtered Cz Channel during 1 second epoch. - -Unfiltered F3 Channel during 1 second epoch Unfiltered F3 Channel during 1 second epoch. - -Filtered F3 Channel during 1 second epoch Filtered F3 Channel during 1 second epoch. - -Power Spectral Density (PSD) plot for the unfiltered EEG Power Spectral Density (PSD) plot for the unfiltered EEG. - -Power Spectral Density (PSD) plot for the filtered EEG Power Spectral Density (PSD) plot for the filtered EEG. - -EEG cap sensor positions EEG cap sensor positions. - -##### Machine Learning - -Feature Importance (Random Forest) Feature Importance (Random Foreest) - -Confusion Matrix (Random Forest) Confusion Matrix (Random Forest) - -Feature Importance (kNN) Feature Importance (kNN) - -Confusion Matrix (kNN) Confusion Matrix (kNN) - -Feature Importance (Logit) Feature Importance (Logit) - -Confusion Matrix (Logit) Confusion Matrix (Logit) - -Feature Importance (Multilayer Perceptron) Feature Importance (Multilayer Perceptron) - -Confusion Matrix (Multilayer Perceptron) Confusion Matrix (Multilayer Perceptron) - -#### Discussion - -The full results can be viewed in the Jupyter notebook ml_eeg_classifier in our GitHub repository. We briefly summarise the accuracy rates attained by each model below. - -Random Forest: 0.8923478119142694 - -Logistic Regression: 0.5955504848830576 - -k-Nearest Neighbours: 0.9759595794963736 - -Multilayer Perceptron: 0.6984760818189226 - -A prima facie look will show that the k-Nearest Neighbours (kNN) classifier achieved the highest performance in accurately predicting whether the participant was looking at positive or negative feedback based on the EEG data. However, it is possible that the high accuracy rate may be due to overfitting, and more sophisticated evaluation metrics will need to be consulted (unfortunately, time limits prevent us from doing so here). - -Future directions for this project could involve exploring more advanced machine learning techniques, such as deep learning models, to capture complex patterns in the EEG data. Additionally, incorporating other modalities available in the multimodal dataset, such as eye-tracking or cursor movements, could potentially enhance the prediction accuracy and provide a more comprehensive understanding of the cognitive processes during language learning. - -## Conclusion and acknowledgement - -In summary, this project provides a starting point for applying machine learning methods to EEG data analysis in the context of language learning. The results highlight the potential of using EEG features to predict certain cognitive tasks, but further research is required to refine this (admittedly) very coarse implementation and address the aforementioned limitations. - -We humbly thank the Brainhack School Team for organising this fantastic learning journey, as well as all the instructors who developed the learning modules and corresponding video lectures/lessons. We would especially like to thank the Taiwan Hub team (National Taiwan University and National Central University) for all their support and encouragement. diff --git a/content/en/project/duolingo_eeg_ml_classification/pre_filtered_EEG_psd.png b/content/en/project/duolingo_eeg_ml_classification/pre_filtered_EEG_psd.png deleted file mode 100644 index 21a77e62..00000000 Binary files a/content/en/project/duolingo_eeg_ml_classification/pre_filtered_EEG_psd.png and /dev/null differ diff --git a/content/en/project/duolingo_eeg_ml_classification/sensors_montage.png b/content/en/project/duolingo_eeg_ml_classification/sensors_montage.png deleted file mode 100644 index 40797653..00000000 Binary files a/content/en/project/duolingo_eeg_ml_classification/sensors_montage.png and /dev/null differ diff --git a/content/en/project/easy-guide-on-python-packages-utilisation/index.md b/content/en/project/easy-guide-on-python-packages-utilisation/index.md deleted file mode 100644 index d3343f81..00000000 --- a/content/en/project/easy-guide-on-python-packages-utilisation/index.md +++ /dev/null @@ -1,97 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2022-07-05" # Date you first upload your project. -# Title of your project (we like creative title) -title: "An easy guide to not throwing your expensive computer out the window because you can't run a Python neuroimaging tool" -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Claudéric DeRoy] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/deroy_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [python, scripting, packaging, replicability] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The goal of this project was to learn how to create code that would be easy to use for unexperienced users but also to be as more open as possible while also being replicable. So I took a code already written and scripted it, packaged it, made a Docker container for it, and finally created a guide on how to use it." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "python_code.jpg" ---- - - -# Project definition - -## Personnal Background -Hello there! My name is Claudéric DeRoy. I have completed a Bachelor in Cognitive Neuroscience at Université de Montréal and also a part of a Bachelor degree in Computer Science, also at Université de Montréal. I am actually a master student in psychology in the NeCS lab under the supervision of Professor Sébastien Hétu. I essential study some computer programmes and pipelines for preprocessing electrodermal activity (EDA) to propose guidelines on how to signal process EDA to the scientific community. - - -## Project Background -The more theoretical background is from another [project](https://github.com/brainhack-school2022/Lajoie_project/blob/main/project_description.md) of the Brainhack School 2022. The background for this project is more of a practical one. Essentially, computer programmes or computer analysis pipelines for neuroimaging are quite common and can be pretty intimidating for people who are not used to programming in general, which corresponds to a lot of undergrad and graduate students in psychology. Fortunately, there are many tools that can make the installation of libraries, modules, virtual environments and the rest easier or at least less painful. This also helps on another level of research. In 2012, Gronenschild et al. obtained a difference in percentage of volume and cortical thickness using FreeSurfer on both a Macintosh and a Hewlett-Packard machine but also between two different versions of Mac OSX (OSX 10.5 and OSX 10.6). This demonstrates the importance of packaging and containerized programmes so that scripts are always run in the same environment, but also making those containers available so that the scientific community can use the same tools in the same environment, helping rule out the difference between software as a cause for reproducible failure. - - -## Objectives/Goals -The main goals of this project are to familiarise myself with scripting, packaging Python code, making Python scripts run more easily on high performance computers (HPC) for the average user, and containeraizing the whole thing. This will help make it easy for inexperienced users to get everything from my Github repository and execute the script either on HPC or their personal machine. So the main goals are : -- Take the existing Python code for the seed to voxel correlation and make a script that will make it easy to run from the terminal. -- Do the same thing but for the machine learning algorithm that will use the seed to voxel correlation to classify. -- Use Git and Github to create version control of all the scripts. -- Getting familiar with HPC, especially Calcul Canada (Alliance), using Singularity with Docker image or file to use them on Calcul Canada. -- Containerize everything at the end so that the entire project can be easily installed on any computer or HPC. -- Make an easy-to-use guide so people with little to no knowledge of computer science would be able to use and deploy the Docker container or execute the script. - - -## Tools used -- Python -- Git/Github -- Script and packaging with Python -- Bash -- HPC (Calcul Canada or Brainhack ORACLE) - - -## Data -I won't work with data, per se but more with code. However, I will use the other [project](https://github.com/brainhack-school2022/Lajoie_project/blob/main/project_description.md) data to make sure everything works correctly. - - -## Deliverables -I want to produce by the end of the project : -- The script, packaging, and containerization of at least the seed to voxel correlation code. -- In the best case scenario, I will do the same for the machine learning code. -- Some sort of tutorial (either a markdown file or a video) to explain to someone who has no background in computer science how to install everything and run the code. - - -# Results -I do not have results in the more general term. As previously stated, my goal is to make an existing code more accessible, easy to use, open and replicatable. So, I will lay out what I accomplished in terms of these goals. - -## Accessibility -I packaged everything I produced during this project. There are four important files : the `script.py`, `batch.json`, `seed_voxel.py` and `Dockerfile`. They are part of the packaging I did, which is available on TestPyPi (https://test.pypi.org/project/seed-to-voxel-neurok8050/). So, it is more accessible because anybody can install the package with a simple `pip install` (see the [`guide.md`](https://github.com/brainhack-school2022/deroy_project/blob/main/guide.md) for a full installation explication). - -## Ease of use -The idea was to make the code as easy to use as possible. Often, when you have access to code that a researcher has used for a paper and you want to use it and have access to it, it is somewhat of a daunting task; you do not really know where to start or what to modify, because everything is "baked" into the code itself (variables, values, etc.). So my original idea was to use a `.txt` with all thes variables names and their values, so that the script could just parse it and plug the variables into the right places. The user would just have to modify the `.txt` file and would not have to play around in the source code (although he is more than welcome to do so). It turns out that `.txt` are not suited for such a task, but `.json` file are perfect for this purpose. That is where the `batch.json` comes from. Finally, when the user wants to run the `script.py` he only has to pass one argument (the `.json` file) instead of 20. - -## Openness -This is fairly simple, everything is accessible on my GitHub repository. So feel absolutely free to `git clone` my repository and have fun with it. I really do not mind. Have fun and make it yours, that is the joy of programming. - -## Replicability -Creating a Docker container (actually writing a Dockerfile) will help (in my humble opinion) to run the code more replicable. Like I said above, Gronenschild et al. (2012) have shown a certain degree of variability between different versions of the same OS and also between different versions of the same software. Using a Docker container constrains the version of software used during the execution of the code. This version constraint will be the same for every user that runs the code inside the Docker container. But also, in each run, the same user will technically have the same software version each time, thus ruling out the software as a potential point of source failure for replicated study. -Also, the `.json` also helps for replicability. For example, if I run the code with an edited version of the `batch.json` by me, I can publish the article with my edited `batch.json` so that any researcher who is trying to replicate my finding will only have to run the code with the `batch.json` I provided in my article. - - -## The tools I learned and used for this project - -- Scripting in Python (shebang is the rule) -- Packaging Python code (setup.py, pyproject.toml) and uploading it to TestPyPi -- Docker container (This was by far the most difficult thing) -- High performance computer (I wanted to use Singularity to make the Docker container work on Compute Canada, but didn't have time to do it) - -# Conclusion - -To conclude, I managed to complete most of my objectives. Now I want to focus on deploying it and seeing if the users are capable of using the package, and make changes depending on the user experience with it. I did not package the machine learning algorithm part, but it is part of the next steps I want to take with this project, alongside adding the Singularity part for a good integration of the Dockerfile to HPC. I am really pleased with what I learned during Brainhack school. I have sort of a template for scripting, packaging, and containerizing all of my future projects. - -## Reference -Gronenschild, E. H. B. M., Habets, P., Jacobs, H. I. L., Mengelers, R., Rozendaal, N., van Os, J., & Marcelis, M. (2012). The Effects of FreeSurfer Version, Workstation Type, and Macintosh Operating System Version on Anatomical Volume and Cortical Thickness Measurements. PLoS ONE, 7(6), e38234. https://doi.org/10.1371/journal.pone.0038234 diff --git a/content/en/project/easy-guide-on-python-packages-utilisation/python_code.jpg b/content/en/project/easy-guide-on-python-packages-utilisation/python_code.jpg deleted file mode 100644 index 11132031..00000000 Binary files a/content/en/project/easy-guide-on-python-packages-utilisation/python_code.jpg and /dev/null differ diff --git a/content/en/project/eeg_athlete_performance/correlation_graph.png b/content/en/project/eeg_athlete_performance/correlation_graph.png deleted file mode 100644 index 01b08707..00000000 Binary files a/content/en/project/eeg_athlete_performance/correlation_graph.png and /dev/null differ diff --git a/content/en/project/eeg_athlete_performance/correlation_graph.png:Zone.Identifier b/content/en/project/eeg_athlete_performance/correlation_graph.png:Zone.Identifier deleted file mode 100644 index e69de29b..00000000 diff --git a/content/en/project/eeg_athlete_performance/index.md b/content/en/project/eeg_athlete_performance/index.md deleted file mode 100644 index 2dae1da0..00000000 --- a/content/en/project/eeg_athlete_performance/index.md +++ /dev/null @@ -1,112 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-19" # Date you first upload your project. -# Title of your project (we like creative title) -title: "EEG Athlete Project: Brain Activity During Golf Performance" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Samantha Bjelis, Fardin Islam] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/islam_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2023/JDaoust_project.git), click `manage topics`. -# Please only lowercase letters -tags: ["EEG", "sports neuroscience", "golf", "data analysis", "bootstrapping"] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Using EEG band power to investigate cognitive states during golf swings and correlate them with subjective performance ratings." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "project_image.png" ---- - -## Project definition ---- -### Background - -Cognitive states such as focus, relaxation, and arousal are known to influence athletic performance, particularly in precision sports like golf. Electroencephalography (EEG) offers a non-invasive way to monitor neural activity and derive insights about cognitive engagement through frequency band analysis. Prior studies have associated increased alpha and theta power with focused attention and automaticity, while beta and gamma activity are linked to heightened alertness and motor preparation. - -The aim of this project is to explore how EEG-derived band power dynamics relate to subjective performance ratings of golf swings, as rated by the athletes themselves. This work contributes to a growing field of neurofeedback and cognitive training in sports. - -### Tools -Python Libraries: - MNE: EEG preprocessing and visualization - numpy, pandas: Data manipulation - matplotlib, seaborn: Plotting and statistical graphics - scipy.stats: Correlation analysis - sklearn: (optional for classification or clustering) - -Signal Processing: Welch’s method for power spectral density estimation. - -### Data -Participants: Golf athletes performing standardized swing tasks. -EEG Data: Multi-channel EEG signals recorded during golf swings. -Subjective Ratings: Swing quality scores rated by the athletes on a Likert-type scale immediately post-swing. -Electrode Layout: Standard 10-20 system with key channels such as Fz, Cz, Pz, etc. - -### Pipeline -Preprocessing -Bandpass filter: 1–50 Hz -Artifact rejection (e.g., blink or muscle noise via thresholding or ICA) - -Feature Extraction -Compute Relative Band Power for: - Theta (4–8 Hz) - Alpha (8–12 Hz) - Beta (12–30 Hz) - Gamma (30–45 Hz) -Normalize power per epoch across channels - -Statistical Analysis -Correlation analysis: Pearson’s r between each frequency band (per channel) and shot quality scores. -Bootstrapping: Resample correlation coefficients to assess stability and confidence intervals, especially for alpha band (often hypothesized to relate to motor preparation). -Topographical Maps: Visualize band power distributions across the scalp for high- vs. low-rated swings - -### Project deliverables -At the end of this project, these files will be made available: -1) To extract relative band power (Theta, Alpha, Beta, Gamma) from EEG recordings during golf swing preparation and execution. -2) To assess the relationship between EEG features and subjective swing performance scores. -3) To explore statistical and visual analysis methods (e.g., correlation, bootstrapping, topographical mapping) that may inform real-time cognitive training tools. - -## Results -Correlation Between EEG Band Power and Shot Score -Scatter plots were generated to assess linear relationships between relative EEG band power and subjective golf shot scores (rated out of 10). -Key findings: - Alpha band power showed a moderate positive correlation with shot scores (r = 0.43), suggesting increased alpha may relate to better perceived performance. - Theta, Beta, and Gamma bands showed weak or no correlation with shot quality (r = -0.07, 0.00, and 0.14 respectively), indicating less consistent relationships. - -##### Figure 1. Correlation between EEG power bands and score -![](correlation_graph.png) - -EEG Topographical Maps -Topographic visualizations of average relative EEG power for each frequency band (from Muse headset – 4 channels) reveal distinct spatial patterns: - Alpha activity is more prominent over posterior regions, consistent with literature linking it to relaxed focus and motor readiness. - Gamma activity showed asymmetric right-side prominence. - Beta and Theta distributions were more uniformly diffuse, with Beta slightly higher at posterior sites. - -##### Figure 2. EEG Topographical Map for One Shot -![](topo_maps.png) - -### Tools I learned during this project -This project helped me build hands-on experience across several domains of neurodata analysis and scientific computing: -MNE-Python: I learned to use the MNE library to preprocess EEG data, extract band power using Welch’s method, and visualize scalp topographies. This was my first time working with MNE, and it gave me a strong foundation in EEG signal workflows. -Scipy.stats: I applied statistical functions such as Pearson correlation and bootstrapping to quantify relationships between brain activity and behavioral performance — gaining confidence in interpreting significance levels and confidence intervals. -Git & GitHub Workflow: I practiced version control using Git and contributed to the BrainHack School repository via pull requests. I also learned how to structure markdown-based project documentation. - -## Conclusion and acknowledgement -This preliminary analysis supports the potential of EEG-based monitoring for assessing cognitive states in sports performance. Alpha power, in particular, may serve as a target for real-time neurofeedback to enhance swing execution. Future work could involve real-time decoding models, athlete-specific baselines, and integration into wearable feedback systems. - -I would like to thanks all the Brainhack School organizators and all the crew. Mostly, thanks for this awesome opportunity! - -## References -Crews, D. J., & Landers, D. M. (1993). Electroencephalographic measures of attentional patterns prior to the golf putt. Medicine & Science in Sports & Exercise, 25(1), 116–126. https://doi.org/10.1249/00005768-199301000-00018 - -Gramfort, A., Luessi, M., Larson, E., Engemann, D. A., Strohmeier, D., Brodbeck, C., ... & Hämäläinen, M. S. (2013). MEG and EEG data analysis with MNE-Python. Frontiers in Neuroscience, 7, 267. https://doi.org/10.3389/fnins.2013.00267 - -Mirifar, A., Beckmann, J., & Ehrlenspiel, F. (2017). Neurofeedback as supplementary training for optimizing athletes' performance: A systematic review with implications for future research. Neuroscience & Biobehavioral Reviews, 75, 419–432. https://doi.org/10.1016/j.neubiorev.2017.02.005 diff --git a/content/en/project/eeg_athlete_performance/index.md:Zone.Identifier b/content/en/project/eeg_athlete_performance/index.md:Zone.Identifier deleted file mode 100644 index e69de29b..00000000 diff --git a/content/en/project/eeg_athlete_performance/project_image.png b/content/en/project/eeg_athlete_performance/project_image.png deleted file mode 100644 index f0001337..00000000 Binary files a/content/en/project/eeg_athlete_performance/project_image.png and /dev/null differ diff --git a/content/en/project/eeg_athlete_performance/project_image.png:Zone.Identifier b/content/en/project/eeg_athlete_performance/project_image.png:Zone.Identifier deleted file mode 100644 index 2da7ef1e..00000000 --- a/content/en/project/eeg_athlete_performance/project_image.png:Zone.Identifier +++ /dev/null @@ -1,4 +0,0 @@ -[ZoneTransfer] -ZoneId=3 -ReferrerUrl=https://www.google.com/ -HostUrl=https://www.mattcraddock.com/img/MatlabTopo.png diff --git a/content/en/project/eeg_athlete_performance/project_image.png:Zone.Identifier:Zone.Identifier b/content/en/project/eeg_athlete_performance/project_image.png:Zone.Identifier:Zone.Identifier deleted file mode 100644 index e69de29b..00000000 diff --git a/content/en/project/eeg_athlete_performance/topo_maps.png b/content/en/project/eeg_athlete_performance/topo_maps.png deleted file mode 100644 index 406bcaf5..00000000 Binary files a/content/en/project/eeg_athlete_performance/topo_maps.png and /dev/null differ diff --git a/content/en/project/eeg_athlete_performance/topo_maps.png:Zone.Identifier b/content/en/project/eeg_athlete_performance/topo_maps.png:Zone.Identifier deleted file mode 100644 index e69de29b..00000000 diff --git a/content/en/project/epilepsy-detection/README.md b/content/en/project/epilepsy-detection/README.md deleted file mode 100644 index 263c51f0..00000000 --- a/content/en/project/epilepsy-detection/README.md +++ /dev/null @@ -1,93 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-20" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Automated detection of focal epilepsy based on brain morphometrics" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Arthur Toulouse] - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/epilepsy-detection - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [MRI, PCA, Epilepsy, Visualization] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Focal epilepsy is a type of epilepsy in which seizures originate from a specific region of the brain, often associated with structural abnormalities visible on neuroimaging. Accurate localization of the epileptogenic zone is essential for effective treatment planning, especially in cases considered for surgical intervention. In this project, we aim to classify the anatomical region of seizure onset using structural MRI data (T1-weighted images) processed with FreeSurfer." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "epilepsy.jpg" ---- - - -## Project definition - -### Background - -Focal epilepsy is a type of epilepsy in which seizures originate from a specific region of the brain, often associated with structural abnormalities visible on neuroimaging. Accurate localization of the epileptogenic zone is essential for effective treatment planning, especially in cases considered for surgical intervention. In this project, we aim to classify the anatomical region of seizure onset using structural MRI data (T1-weighted images) processed with FreeSurfer. -FreeSurfer enables the extraction of detailed cortical morphometric features such as thickness, surface area, curvature, and volume across predefined brain regions. These quantitative features can potentially reflect subtle structural anomalies associated with focal epilepsy. By using a mixed-age dataset of patients with focal epilepsy, we aim to build a machine learning model that predicts the anatomical region of the epileptic focus based on these morphometric biomarkers. This approach could contribute to more objective and automated presurgical evaluation workflows. - - -### Objectives - - * To develop a machine learning model capable of classifying the anatomical region of seizure onset in focal epilepsy patients using cortical morphometric features extracted from T1-weighted MRI scans. - * To evaluate the performance of different classifiers and identify the most informative brain features associated with focal epileptogenic zones. - - -### Tools - - * GitHub – for version control and collaborative code management - * DataLad – to manage and track neuroimaging datasets in a reproducible way - * Python – for data processing, feature extraction, and model development - * Bash – for automation and scripting of preprocessing pipelines - * FreeSurfer – to extract cortical morphometric features from T1-weighted MRI scans - * scikit-learn – for implementing and evaluating machine learning classification models - -### Data - - -This study uses the Imaging Database for Epilepsy and Surgery ([IDEAS](https://pubmed.ncbi.nlm.nih.gov/39636622/)), an open-source dataset available on OpenNeuro. The dataset includes 442 pre-operative T1-weighted and FLAIR MRI scans from patients with focal epilepsy, along with 100 healthy control scans acquired on the same scanner for consistency. In addition to imaging, the dataset provides rich metadata such as age of seizure onset, sex, number of medications, scan and surgery timing, histopathological findings, and surgical outcomes. The additional data can be found [here](https://openneuro.org/datasets/ds005602/versions/1.0.0) - -![Distribution](distribution.jpg) - - -### Deliverables - -At the end of this project, we will have a [GitHub repository](https://github.com/school-brainhack/epilepsy-detection) containing the code : - * data.ipynb to process the data from freeSurfer - * model.ipynb to run the classification models - * the processed csv files obtained after running the data.ipynb for testing purposes - -## Results - -The first model was a binary classification task distinguishing between epileptic patients and healthy controls based on cortical morphometric features extracted from T1-weighted MRI using FreeSurfer. The classifier achieved promising results, with a receiver operating characteristic (ROC) curve showing a clear separation between the two groups. The area under the curve (AUC) was approximately 0.85, indicating that the model was able to effectively capture structural differences associated with epilepsy. - -![Model 1](model1.png) - -In the second model, the task was extended to multiclass classification to predict the specific anatomical region of the epileptic focus using the full set of regions. However, the performance of this model was limited. This can be attributed to both class imbalance and the increased difficulty of distinguishing between many finely segmented areas in a relatively small dataset. - -![Model 2](model2.png) - -To address this, a third model was developed where only regions with a significant number of patients are used. This simplification led to a noticeable improvement in classification performance. - -![Model 3](model3.png) - - - -## Conclusion and acknowledgement - -This project demonstrates the feasibility of using morphometric features extracted from structural MRI to classify focal epilepsy and localize the seizure onset zone. While binary classification between epileptic and control subjects showed strong performance, multiclass classification across specific brain regions remains a challenging task.These results highlight both the potential and the limitations of current approaches, pointing toward the need for larger, balanced datasets and more advanced modeling techniques. - -I gratefully acknowledge the use of the IDEAS dataset (Imaging Database for Epilepsy And Surgery), an open-access resource available on OpenNeuro. This dataset was developed to support research in epilepsy diagnosis and surgical planning, and I thank the authors and contributors for making this valuable resource publicly available. -Taylor PN, Wang Y, Simpson C, Janiukstyte V, Horsley J, Leiberg K, Little B, Clifford H, Adler S, Vos SB, Winston GP, McEvoy AW, Miserocchi A, de Tisi J, Duncan JS. The Imaging Database for Epilepsy And Surgery (IDEAS). Epilepsia. 2025 Feb;66(2):471-481. doi: 10.1111/epi.18192. Epub 2024 Dec 5. PMID: 39636622; PMCID: PMC11827737. - -I also gratefully acknowledge the developers of FreeSurfer, whose open-source neuroimaging software made it possible to extract detailed cortical morphometric features essential to this analysis. - -Finaly, I would also like to sincerely thank the Brainhack School for providing this unique opportunity to explore applied neuroimaging and data science in a collaborative setting. Special thanks to Eva and Sebastian for their guidance, support, and insightful feedback throughout the project. diff --git a/content/en/project/epilepsy-detection/combined_demographics.csv b/content/en/project/epilepsy-detection/combined_demographics.csv deleted file mode 100644 index 5d3fa52f..00000000 --- a/content/en/project/epilepsy-detection/combined_demographics.csv +++ /dev/null @@ -1,543 +0,0 @@ -ID,Sex,Age -1,M,22.0 -2,F,37.0 -3,M,27.0 -4,M,42.0 -5,F,47.0 -6,F,22.0 -7,F,27.0 -8,F,42.0 -9,F,27.0 -10,M,22.0 -11,F,22.0 -12,F,27.0 -13,M,27.0 -14,F,22.0 -15,F,32.0 -16,M,57.0 -17,F,32.0 -18,F,37.0 -19,M,27.0 -21,M,27.0 -22,F,32.0 -23,M,37.0 -24,F,47.0 -25,F,17.5 -26,F,27.0 -27,F,42.0 -28,M,22.0 -29,F,32.0 -30,F,57.0 -31,F,52.0 -32,F,32.0 -33,M,37.0 -34,F,22.0 -35,F,32.0 -36,M,32.0 -37,F,32.0 -38,M,32.0 -39,F,57.0 -40,F,42.0 -41,M,17.5 -42,M,22.0 -43,F,47.0 -44,F,37.0 -45,F,37.0 -46,F,32.0 -47,M,67.5 -48,M,47.0 -49,F,47.0 -50,F,52.0 -51,M,32.0 -53,M,42.0 -54,M,52.0 -55,M,37.0 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a/content/en/project/epilepsy-detection/data.ipynb b/content/en/project/epilepsy-detection/data.ipynb deleted file mode 100644 index e4cc8bf3..00000000 --- a/content/en/project/epilepsy-detection/data.ipynb +++ /dev/null @@ -1,584 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "c213b6e7", - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import re\n", - "import os\n", - "from pathlib import Path\n", - "import glob\n" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "85f36dc2", - "metadata": {}, - "outputs": [], - "source": [ - "#Transform the age range in a single value\n", - "def convert_age_range_to_midpoint(age_string):\n", - " \n", - " if pd.isna(age_string):\n", - " return None\n", - " \n", - " numbers = re.findall(r'\\d+', str(age_string))\n", - " \n", - " if len(numbers) >= 2:\n", - " min_age = int(numbers[0])\n", - " max_age = int(numbers[1])\n", - " return (min_age + max_age) / 2\n", - " elif len(numbers) == 1:\n", - " \n", - " return float(numbers[0])\n", - " else:\n", - " \n", - " return None\n", - "\n", - "# Transform the files Metadata_Controls_Release.csv and Metadata_Release_Anon.csv in the Subject folder in a single dataframe\n", - "def create_demographics_dataframe():\n", - " \n", - " controls_df = pd.read_csv(r'.\\Subject\\Metadata_Controls_Release.csv')\n", - " release_df = pd.read_csv(r'.\\Subject\\Metadata_Release_Anon.csv')\n", - " \n", - " \n", - " controls_subset = controls_df[['ID', 'Sex', 'Binned_Age_at_Scan']].copy()\n", - " release_subset = release_df[['ID', 'Sex', 'Binned_Age_at_Scan']].copy()\n", - " \n", - " \n", - " controls_subset['Age'] = controls_subset['Binned_Age_at_Scan'].apply(convert_age_range_to_midpoint)\n", - " release_subset['Age'] = release_subset['Binned_Age_at_Scan'].apply(convert_age_range_to_midpoint)\n", - " \n", - " \n", - " controls_subset = controls_subset[['ID', 'Sex', 'Age']] #We only keep the features in all patients\n", - " release_subset = release_subset[['ID', 'Sex', 'Age']]\n", - " \n", - " \n", - " combined_df = pd.concat([controls_subset, release_subset], ignore_index=True)\n", - " \n", - " combined_df = combined_df.drop_duplicates(subset=['ID'], keep='first')\n", - " combined_df = combined_df.sort_values('ID').reset_index(drop=True)\n", - " \n", - " return combined_df" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "91e67fe4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Dataframe saved as 'combined_demographics.csv'\n" - ] - } - ], - "source": [ - "demographics_df = create_demographics_dataframe()\n", - "\n", - "demographics_df.to_csv('combined_demographics.csv', index=False)\n", - "print(\"\\nDataframe saved as 'combined_demographics.csv'\")" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "ee60a35d", - "metadata": {}, - "outputs": [], - "source": [ - "#Read a FreeSurfer stats file and return a DataFrame\n", - "def read_freesurfer_stats(filepath):\n", - " \n", - " with open(filepath, 'r') as file:\n", - " lines = file.readlines()\n", - " \n", - " \n", - " for i, line in enumerate(lines):\n", - " if line.startswith('# ColHeaders'):\n", - " headers = line.strip().split()[2:] \n", - " data_start_idx = i + 1\n", - " break\n", - " else:\n", - " raise ValueError(\"No column headers found in the file.\")\n", - " \n", - " \n", - " data = []\n", - " for line in lines[data_start_idx:]:\n", - " if not line.startswith('#') and line.strip(): \n", - " data.append(line.strip().split())\n", - " \n", - " df = pd.DataFrame(data, columns=headers)\n", - " \n", - " \n", - " for col in df.columns:\n", - " df[col] = pd.to_numeric(df[col], errors='ignore')\n", - " \n", - " return df\n", - "\n", - "def load_additional_data(csv_filepath, subject_id_column='Subject_ID'):\n", - " \"\"\"\n", - " Load additional patient data from CSV file\n", - " \n", - " Parameters:\n", - " -----------\n", - " csv_filepath : str\n", - " Path to the CSV file containing additional patient data\n", - " subject_id_column : str\n", - " Name of the column containing subject IDs in the CSV\n", - " \n", - " Returns:\n", - " --------\n", - " pd.DataFrame\n", - " DataFrame with additional patient data, indexed by subject ID\n", - " \"\"\"\n", - " try:\n", - " # Read the CSV file\n", - " additional_data = pd.read_csv(csv_filepath)\n", - " \n", - " # Convert subject ID column to string to match FreeSurfer data\n", - " additional_data[subject_id_column] = additional_data[subject_id_column].astype(str)\n", - " \n", - " # Set subject ID as index\n", - " additional_data.set_index(subject_id_column, inplace=True)\n", - " \n", - " print(f\"Successfully loaded additional data from: {csv_filepath}\")\n", - " print(f\"Additional data shape: {additional_data.shape}\")\n", - " print(f\"Additional data columns: {list(additional_data.columns)}\")\n", - " \n", - " return additional_data\n", - " \n", - " except Exception as e:\n", - " print(f\"Error loading additional data from {csv_filepath}: {str(e)}\")\n", - " return None\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "1c014abe", - "metadata": {}, - "outputs": [], - "source": [ - "def process_lh_aparc_a2009s(base_dir):\n", - " \n", - " subject_base = os.path.join(base_dir, 'Subject')\n", - " \n", - " if not os.path.exists(subject_base):\n", - " raise ValueError(f\"Subject directory not found: {subject_base}\")\n", - " \n", - " all_data = {}\n", - " processed_subjects = []\n", - " \n", - " \n", - " subject_dirs = [d for d in os.listdir(subject_base) \n", - " if os.path.isdir(os.path.join(subject_base, d)) and d.isdigit()]\n", - " \n", - " print(f\"Found {len(subject_dirs)} subject directories: {sorted(subject_dirs)}\")\n", - " \n", - " for subject_id in subject_dirs:\n", - " \n", - " stats_path = os.path.join(subject_base, subject_id, 'stats', 'lh.aparc.a2009s.stats')\n", - " \n", - " if not os.path.exists(stats_path):\n", - " print(f\"Warning: {stats_path} not found for subject {subject_id}\")\n", - " continue\n", - " \n", - " try:\n", - " \n", - " df = read_freesurfer_stats(stats_path)\n", - " \n", - " # TO CHANGE TO INCLUDE LESS FEATURES\n", - " measure_columns = ['SurfArea', 'GrayVol', 'ThickAvg', 'ThickStd', 'MeanCurv', 'GausCurv', 'FoldInd', 'CurvInd']\n", - " \n", - " \n", - " available_measures = [col for col in measure_columns if col in df.columns]\n", - " \n", - " if not available_measures:\n", - " print(f\"Warning: No standard measures found in {subject_id}\")\n", - " continue\n", - " \n", - " \n", - " subject_data = {}\n", - " for _, row in df.iterrows():\n", - " region = row['StructName'] \n", - " for measure in available_measures:\n", - " column_name = f\"{measure}_{region}\"\n", - " subject_data[column_name] = row[measure]\n", - " \n", - " all_data[subject_id] = subject_data\n", - " processed_subjects.append(subject_id)\n", - " \n", - " \n", - " except Exception as e:\n", - " print(f\"Error processing subject {subject_id}: {str(e)}\")\n", - " continue\n", - " \n", - " if not all_data:\n", - " raise ValueError(\"No data was successfully processed\")\n", - " \n", - "\n", - " \n", - " result_df = pd.DataFrame.from_dict(all_data, orient='index')\n", - " result_df.index.name = 'Subject'\n", - " \n", - " \n", - " result_df = result_df.reindex(sorted(result_df.index, key=lambda x: int(x)))\n", - " \n", - " \n", - " def get_epileptic_status(subject_id):\n", - " subject_num = int(subject_id)\n", - " if 1 <= subject_num <= 463:\n", - " return 'Epileptic'\n", - " elif subject_num >= 4000:\n", - " return 'Not Epileptic'\n", - " else:\n", - " return 'Unknown'\n", - " \n", - " result_df['Epileptic_Status'] = [get_epileptic_status(subj) for subj in result_df.index]\n", - " \n", - " cols = ['Epileptic_Status'] + [col for col in result_df.columns if col != 'Epileptic_Status']\n", - " result_df = result_df[cols]\n", - " \n", - " other_cols = sorted([col for col in result_df.columns if col != 'Epileptic_Status'])\n", - " result_df = result_df[['Epileptic_Status'] + other_cols]\n", - " \n", - " print(f\"\\nSuccessfully processed {len(processed_subjects)} subjects\")\n", - " print(f\"Final dataset shape: {result_df.shape}\")\n", - " \n", - " return result_df\n", - " \n", - "def process_lh_aparc_a2009s_with_additional_data(base_dir, additional_csv_path=None, \n", - " subject_id_column='Subject_ID'):\n", - " \n", - " \n", - " \n", - " freesurfer_data = process_lh_aparc_a2009s(base_dir)\n", - " \n", - " if freesurfer_data is None:\n", - " print(\"Failed to process FreeSurfer data\")\n", - " return None\n", - " \n", - " # If no additional CSV provided, return original data\n", - " if additional_csv_path is None:\n", - " print(\"No additional CSV provided, returning FreeSurfer data only\")\n", - " return freesurfer_data\n", - " \n", - " \n", - " additional_data = load_additional_data(additional_csv_path, subject_id_column)\n", - " \n", - " if additional_data is None:\n", - " print(\"Failed to load additional data, returning FreeSurfer data only\")\n", - " return freesurfer_data\n", - " \n", - " \n", - " print(f\"FreeSurfer data subjects: {sorted(freesurfer_data.index.tolist(), key=int)}\")\n", - " print(f\"Additional data subjects: {sorted(additional_data.index.tolist(), key=lambda x: int(x) if x.isdigit() else float('inf'))}\")\n", - " \n", - " \n", - " merged_data = freesurfer_data.join(additional_data, how='left')\n", - " \n", - " \n", - " freesurfer_subjects = set(freesurfer_data.index)\n", - " additional_subjects = set(additional_data.index)\n", - " \n", - " matched_subjects = freesurfer_subjects.intersection(additional_subjects)\n", - " freesurfer_only = freesurfer_subjects - additional_subjects\n", - " additional_only = additional_subjects - freesurfer_subjects\n", - " \n", - " print(f\"\\nMerge Results:\")\n", - " print(f\" Subjects with both FreeSurfer and additional data: {len(matched_subjects)}\")\n", - " print(f\" Subjects with only FreeSurfer data: {len(freesurfer_only)}\")\n", - " \n", - " \n", - " if freesurfer_only:\n", - " print(f\" FreeSurfer-only subjects: {sorted(list(freesurfer_only), key=int)}\")\n", - " \n", - " if additional_only:\n", - " print(f\" Additional-only subjects: {sorted(list(additional_only), key=lambda x: int(x) if x.isdigit() else float('inf'))}\")\n", - " \n", - " \n", - " epileptic_col = ['Epileptic_Status']\n", - " additional_cols = [col for col in additional_data.columns if col in merged_data.columns]\n", - " freesurfer_cols = [col for col in merged_data.columns \n", - " if col not in epileptic_col and col not in additional_cols]\n", - " \n", - " final_column_order = epileptic_col + additional_cols + sorted(freesurfer_cols)\n", - " merged_data = merged_data[final_column_order]\n", - " \n", - " \n", - " \n", - " return merged_data\n", - "\n", - "\n", - " \n", - "def process_with_additional_data(): \n", - " \n", - " base_directory = r\"\"\n", - " \n", - " # Path to your additional CSV file \n", - " additional_csv_path = r'.\\combined_demographics.csv' # UPDATE THIS PATH\n", - " \n", - " subject_id_column = 'ID' # UPDATE THIS IF THE COLUMN HAS A DIFFERENT NAME\n", - " \n", - " try:\n", - " \n", - " combined_data = process_lh_aparc_a2009s_with_additional_data(\n", - " base_directory, \n", - " additional_csv_path, \n", - " subject_id_column\n", - " )\n", - " \n", - " if combined_data is not None:\n", - " \n", - " \n", - " epileptic_cols = [col for col in combined_data.columns if 'Epileptic' in col]\n", - " additional_cols = [col for col in combined_data.columns \n", - " if col not in epileptic_cols and not any(measure in col for measure in \n", - " ['SurfArea', 'GrayVol', 'ThickAvg', 'ThickStd', 'MeanCurv', 'GausCurv', 'FoldInd', 'CurvInd'])]\n", - " freesurfer_cols = [col for col in combined_data.columns \n", - " if col not in epileptic_cols and col not in additional_cols]\n", - " \n", - " \n", - " \n", - " \n", - " output_file = 'lh.csv'\n", - " combined_data.to_csv(output_file)\n", - " print(f\"\\nCombined data saved to: {output_file}\")\n", - " \n", - " \n", - " missing_summary = combined_data.isnull().sum()\n", - " cols_with_missing = missing_summary[missing_summary > 0]\n", - " \n", - " if len(cols_with_missing) > 0:\n", - " print(f\"\\nColumns with missing values:\")\n", - " for col, count in cols_with_missing.items():\n", - " percentage = (count / len(combined_data)) * 100\n", - " print(f\" {col}: {count} missing ({percentage:.1f}%)\")\n", - " else:\n", - " print(f\"\\nNo missing values in the dataset!\")\n", - " \n", - " return combined_data\n", - " \n", - " except Exception as e:\n", - " print(f\"Error processing data: {str(e)}\")\n", - " return None\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "82d12d1d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Found 542 subject directories: ['1', '10', '100', '101', '102', '103', '104', '105', '106', '108', '109', '11', '110', '111', '112', '113', '114', '115', '116', '117', '118', '119', '12', '120', '121', '122', '123', '124', '125', '126', '127', '128', '129', '13', '130', '131', '132', '133', '134', '135', '136', '137', '138', '14', '141', '142', '143', '144', '145', '146', '147', '148', '149', '15', '150', '151', '152', '153', '154', '155', '156', '157', '158', '159', '16', '160', '161', '162', '163', '164', '165', '166', '167', '168', '169', '17', '170', '171', '172', '173', '174', '175', '176', '177', '178', '179', '18', '180', '181', '182', '183', '184', '185', '186', '187', '188', '189', '19', '190', '191', '192', '193', '194', '195', '196', '197', '198', '199', '2', '200', '201', '202', '203', '204', '205', '206', '207', '208', '209', '21', '210', '211', '213', '214', '215', '216', '217', '218', '219', '22', '220', '221', '222', '223', '224', '225', '226', '227', '228', '229', '23', '230', '231', '232', '233', '234', '235', '236', '237', '238', '24', '240', '241', '242', '243', '244', '245', '246', '247', '248', '249', '25', '250', '251', '252', '253', '254', '255', '256', '257', '258', '259', '26', '260', '261', '262', '263', '264', '265', '266', '267', '268', '269', '27', '270', '271', '273', '275', '276', '277', '278', '279', '28', '280', '281', '282', '283', '285', '286', '287', '288', '289', '29', '290', '291', '292', '293', '294', '295', '296', '297', '298', '299', '3', '30', '300', '301', '302', '303', '304', '305', '306', '308', '309', '31', '310', '311', '312', '313', '314', '315', '316', '317', '319', '32', '320', '321', '322', '323', '324', '325', '326', '327', '328', '329', '33', '330', '331', '332', '333', '334', '335', '336', '337', '338', '339', '34', '340', '341', '343', '344', '345', '346', '347', '348', '349', '35', '350', '351', '352', '353', '354', '355', '356', '357', '358', '36', '360', '361', '362', '363', '364', '365', '366', '367', '368', '369', '37', '370', '371', '372', '373', '374', '375', '376', '377', '378', '379', '38', '380', '381', '382', '383', '384', '385', '387', '388', '389', '39', '390', '391', '392', '393', '394', '395', '396', '397', '399', '4', '40', '400', '4001', '4002', '4003', '4004', '4005', '4006', '4007', '4008', '4009', '401', '4010', '4011', '4012', '4013', '4014', '4015', '4016', '4017', '4018', '4019', '402', '4020', '4021', '4022', '4023', '4024', '4025', '4026', '4027', '4028', '4029', '403', '4030', '4031', '4032', '4033', '4034', '4035', '4036', '4037', '4038', '4039', '404', '4040', '4041', '4042', '4043', '4044', '4045', '4046', '4047', '4048', '4049', '405', '4050', '4051', '4052', '4053', '4054', '4055', '4056', '4057', '4058', '4059', '406', '4060', '4061', '4062', '4063', '4064', '4065', '4066', '4067', '4068', '4069', '407', '4070', '4071', '4072', '4073', '4074', '4075', '4076', '4077', '4078', '4079', '408', '4080', '4081', '4082', '4083', '4084', '4085', '4086', '4087', '4088', '4089', '409', '4090', '4091', '4092', '4093', '4094', '4095', '4096', '4097', '4098', '4099', '41', '410', '4100', '411', '412', '413', '414', '415', '416', '417', '418', '419', '42', '420', '421', '422', '423', '424', '425', '426', '427', '428', '429', '43', '430', '431', '432', '433', '434', '435', '436', '437', '438', '439', '44', '440', '441', '442', '443', '444', '445', '446', '447', '448', '449', '45', '450', '451', '452', '453', '454', '455', '459', '46', '460', '461', '462', '463', '47', '48', '49', '5', '50', '51', '53', '54', '55', '56', '57', '58', '59', '6', '60', '61', '62', '63', '64', '65', '66', '67', '68', '69', '7', '70', '71', '72', '74', '75', '76', '77', '78', '79', '8', '81', '82', '83', '84', '85', '86', '87', '88', '89', '9', '90', '91', '92', '93', '94', '95', '96', '97', '98', '99']\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "C:\\Users\\toulo\\AppData\\Local\\Temp\\ipykernel_18728\\3929357964.py:26: FutureWarning: errors='ignore' is deprecated and will raise in a future version. Use to_numeric without passing `errors` and catch exceptions explicitly instead\n", - " df[col] = pd.to_numeric(df[col], errors='ignore')\n" - ] - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Successfully processed 542 subjects\n", - "Final dataset shape: (542, 593)\n", - "Successfully loaded additional data from: .\\combined_demographics.csv\n", - "Additional data shape: (542, 2)\n", - "Additional data columns: ['Sex', 'Age']\n", - "FreeSurfer data subjects: ['1', '2', '3', '4', '5', '6', '7', '8', '9', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '21', '22', '23', '24', '25', '26', '27', '28', '29', '30', '31', '32', '33', '34', '35', '36', '37', '38', '39', '40', '41', '42', '43', '44', '45', '46', '47', '48', '49', '50', '51', '53', '54', '55', '56', '57', '58', '59', '60', '61', '62', '63', '64', '65', '66', '67', '68', '69', '70', '71', '72', '74', '75', '76', '77', '78', '79', '81', '82', '83', '84', '85', '86', '87', '88', '89', '90', '91', '92', '93', '94', '95', '96', '97', '98', '99', '100', '101', '102', '103', '104', '105', '106', '108', '109', '110', '111', '112', '113', '114', '115', '116', '117', '118', '119', '120', '121', '122', '123', '124', '125', '126', '127', '128', '129', '130', '131', '132', '133', '134', '135', '136', '137', '138', '141', '142', '143', '144', '145', '146', '147', '148', '149', '150', '151', '152', '153', '154', '155', '156', '157', '158', '159', '160', '161', '162', '163', '164', '165', '166', '167', '168', '169', '170', '171', '172', '173', '174', '175', '176', '177', '178', '179', '180', '181', '182', '183', '184', '185', '186', '187', '188', '189', '190', '191', '192', '193', '194', '195', '196', '197', '198', '199', '200', '201', '202', '203', '204', '205', '206', '207', '208', '209', '210', '211', '213', '214', '215', '216', '217', '218', '219', '220', '221', '222', '223', '224', '225', '226', '227', '228', '229', '230', '231', '232', '233', '234', '235', '236', '237', '238', '240', '241', '242', '243', '244', '245', '246', '247', '248', '249', '250', '251', '252', '253', '254', '255', '256', '257', '258', '259', '260', '261', '262', '263', '264', '265', '266', '267', '268', '269', '270', '271', '273', '275', '276', '277', '278', '279', '280', '281', '282', '283', '285', '286', '287', '288', '289', '290', '291', '292', '293', '294', '295', '296', '297', '298', '299', '300', '301', '302', '303', '304', '305', '306', '308', '309', '310', '311', '312', '313', '314', '315', '316', '317', '319', '320', '321', '322', '323', '324', '325', '326', '327', '328', '329', '330', '331', '332', '333', '334', '335', '336', '337', '338', '339', '340', '341', '343', '344', '345', '346', '347', '348', '349', '350', '351', '352', '353', '354', '355', '356', '357', '358', '360', '361', '362', '363', '364', '365', '366', '367', '368', '369', '370', '371', '372', '373', '374', '375', '376', '377', '378', '379', '380', '381', '382', '383', '384', '385', '387', '388', '389', '390', '391', '392', '393', '394', '395', '396', '397', '399', '400', '401', '402', '403', '404', '405', '406', '407', '408', '409', '410', '411', '412', '413', '414', '415', '416', '417', '418', '419', '420', '421', '422', '423', '424', '425', '426', '427', '428', '429', '430', '431', '432', '433', '434', '435', '436', '437', '438', '439', '440', '441', '442', '443', '444', '445', '446', '447', '448', '449', '450', '451', '452', '453', '454', '455', '459', '460', '461', '462', '463', '4001', '4002', '4003', '4004', '4005', '4006', '4007', '4008', '4009', '4010', '4011', '4012', '4013', '4014', '4015', '4016', '4017', '4018', '4019', '4020', '4021', '4022', '4023', '4024', '4025', '4026', '4027', '4028', '4029', '4030', '4031', '4032', '4033', '4034', '4035', '4036', '4037', '4038', '4039', '4040', '4041', '4042', '4043', '4044', '4045', '4046', '4047', '4048', '4049', '4050', '4051', '4052', '4053', '4054', '4055', '4056', '4057', '4058', '4059', '4060', '4061', '4062', '4063', '4064', '4065', '4066', '4067', '4068', '4069', '4070', '4071', '4072', '4073', '4074', '4075', '4076', '4077', '4078', '4079', '4080', '4081', '4082', '4083', '4084', '4085', '4086', '4087', '4088', '4089', '4090', '4091', '4092', '4093', '4094', '4095', '4096', '4097', '4098', '4099', '4100']\n", - "Additional data subjects: ['1', '2', '3', '4', '5', '6', '7', '8', '9', '10', '11', '12', '13', '14', '15', '16', '17', '18', '19', '21', '22', '23', '24', '25', '26', '27', '28', '29', '30', '31', '32', '33', '34', '35', '36', '37', '38', '39', '40', '41', '42', '43', '44', '45', '46', '47', '48', '49', '50', '51', '53', '54', '55', '56', '57', '58', '59', '60', '61', '62', '63', '64', '65', '66', '67', '68', '69', '70', '71', '72', '74', '75', '76', '77', '78', '79', '81', '82', '83', '84', '85', '86', '87', '88', '89', '90', '91', '92', '93', '94', '95', '96', '97', '98', '99', '100', '101', '102', '103', '104', '105', '106', '108', '109', '110', '111', '112', '113', '114', '115', '116', '117', '118', '119', '120', '121', '122', '123', '124', '125', '126', '127', '128', '129', '130', '131', '132', '133', '134', '135', '136', '137', '138', '141', '142', '143', '144', '145', '146', '147', '148', '149', '150', '151', '152', '153', '154', '155', '156', '157', '158', '159', '160', '161', '162', '163', '164', '165', '166', '167', '168', '169', '170', '171', '172', '173', '174', '175', '176', '177', '178', '179', '180', '181', '182', '183', '184', '185', '186', '187', '188', '189', '190', '191', '192', '193', '194', '195', '196', '197', '198', '199', '200', '201', '202', '203', '204', '205', '206', '207', '208', '209', '210', '211', '213', '214', '215', '216', '217', '218', '219', '220', '221', '222', '223', '224', '225', '226', '227', '228', '229', '230', '231', '232', '233', '234', '235', '236', '237', '238', '240', '241', '242', '243', '244', '245', '246', '247', '248', '249', '250', '251', '252', '253', '254', '255', '256', '257', '258', '259', '260', '261', '262', '263', '264', '265', '266', '267', '268', '269', '270', '271', '273', '275', '276', '277', '278', '279', '280', '281', '282', '283', '285', '286', '287', '288', '289', '290', '291', '292', '293', '294', '295', '296', '297', '298', '299', '300', '301', '302', '303', '304', '305', '306', '308', '309', '310', '311', '312', '313', '314', '315', '316', '317', '319', '320', '321', '322', '323', '324', '325', '326', '327', '328', '329', '330', '331', '332', '333', '334', '335', '336', '337', '338', '339', '340', '341', '343', '344', '345', '346', '347', '348', '349', '350', '351', '352', '353', '354', '355', '356', '357', '358', '360', '361', '362', '363', '364', '365', '366', '367', '368', '369', '370', '371', '372', '373', '374', '375', '376', '377', '378', '379', '380', '381', '382', '383', '384', '385', '387', '388', '389', '390', '391', '392', '393', '394', '395', '396', '397', '399', '400', '401', '402', '403', '404', '405', '406', '407', '408', '409', '410', '411', '412', '413', '414', '415', '416', '417', '418', '419', '420', '421', '422', '423', '424', '425', '426', '427', '428', '429', '430', '431', '432', '433', '434', '435', '436', '437', '438', '439', '440', '441', '442', '443', '444', '445', '446', '447', '448', '449', '450', '451', '452', '453', '454', '455', '459', '460', '461', '462', '463', '4001', '4002', '4003', '4004', '4005', '4006', '4007', '4008', '4009', '4010', '4011', '4012', '4013', '4014', '4015', '4016', '4017', '4018', '4019', '4020', '4021', '4022', '4023', '4024', '4025', '4026', '4027', '4028', '4029', '4030', '4031', '4032', '4033', '4034', '4035', '4036', '4037', '4038', '4039', '4040', '4041', '4042', '4043', '4044', '4045', '4046', '4047', '4048', '4049', '4050', '4051', '4052', '4053', '4054', '4055', '4056', '4057', '4058', '4059', '4060', '4061', '4062', '4063', '4064', '4065', '4066', '4067', '4068', '4069', '4070', '4071', '4072', '4073', '4074', '4075', '4076', '4077', '4078', '4079', '4080', '4081', '4082', '4083', '4084', '4085', '4086', '4087', '4088', '4089', '4090', '4091', '4092', '4093', '4094', '4095', '4096', '4097', '4098', '4099', '4100']\n", - "\n", - "Merge Results:\n", - " Subjects with both FreeSurfer and additional data: 542\n", - " Subjects with only FreeSurfer data: 0\n", - "\n", - "Combined data saved to: lh.csv\n", - "\n", - "Columns with missing values:\n", - " CurvInd_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " FoldInd_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " GausCurv_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " GrayVol_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " MeanCurv_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " SurfArea_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " ThickAvg_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " ThickStd_G_cingul-Post-ventral: 1 missing (0.2%)\n", - " Epileptic_Status Sex Age CurvInd_G_Ins_lg_and_S_cent_ins \\\n", - "Subject \n", - "1 Epileptic M 22.0 0.8 \n", - "2 Epileptic F 37.0 0.6 \n", - "3 Epileptic M 27.0 1.4 \n", - "4 Epileptic M 42.0 1.2 \n", - "5 Epileptic F 47.0 0.7 \n", - "... ... .. ... ... \n", - "4096 Not Epileptic F 32.0 0.9 \n", - "4097 Not Epileptic M 37.0 1.4 \n", - "4098 Not Epileptic F 27.0 1.0 \n", - "4099 Not Epileptic M 27.0 0.9 \n", - "4100 Not Epileptic F 37.0 1.1 \n", - "\n", - " CurvInd_G_and_S_cingul-Ant CurvInd_G_and_S_cingul-Mid-Ant \\\n", - "Subject \n", - "1 2.4 0.9 \n", - "2 2.4 1.1 \n", - "3 2.1 0.7 \n", - "4 1.9 0.9 \n", - "5 2.6 1.1 \n", - "... ... ... \n", - "4096 3.0 1.1 \n", - "4097 3.2 0.8 \n", - "4098 1.7 1.1 \n", - "4099 2.4 0.9 \n", - "4100 1.8 0.9 \n", - "\n", - " CurvInd_G_and_S_cingul-Mid-Post CurvInd_G_and_S_frontomargin \\\n", - "Subject \n", - "1 1.7 2.0 \n", - "2 1.3 1.2 \n", - "3 0.9 1.1 \n", - "4 0.9 1.7 \n", - "5 0.9 1.9 \n", - "... ... ... \n", - "4096 1.1 1.2 \n", - "4097 1.1 1.8 \n", - "4098 1.1 1.5 \n", - "4099 1.1 2.2 \n", - "4100 0.9 1.8 \n", - "\n", - " CurvInd_G_and_S_occipital_inf CurvInd_G_and_S_paracentral ... \\\n", - "Subject ... \n", - "1 2.1 1.9 ... \n", - "2 1.6 1.9 ... \n", - "3 2.7 2.0 ... \n", - "4 2.1 2.3 ... \n", - "5 1.6 2.2 ... \n", - "... ... ... ... \n", - "4096 2.0 1.4 ... \n", - "4097 1.7 2.7 ... \n", - "4098 1.7 1.3 ... \n", - "4099 1.5 1.4 ... \n", - "4100 1.5 1.2 ... \n", - "\n", - " ThickStd_S_parieto_occipital ThickStd_S_pericallosal \\\n", - "Subject \n", - "1 0.598 0.556 \n", - "2 0.515 0.579 \n", - "3 0.545 0.725 \n", - "4 0.650 0.611 \n", - "5 0.533 0.641 \n", - "... ... ... \n", - "4096 0.409 0.602 \n", - "4097 0.510 0.464 \n", - "4098 0.476 0.613 \n", - "4099 0.478 0.518 \n", - "4100 0.462 0.638 \n", - "\n", - " ThickStd_S_postcentral ThickStd_S_precentral-inf-part \\\n", - "Subject \n", - "1 0.413 0.344 \n", - "2 0.421 0.473 \n", - "3 0.473 0.404 \n", - "4 0.597 0.465 \n", - "5 0.415 0.413 \n", - "... ... ... \n", - "4096 0.401 0.414 \n", - "4097 0.559 0.392 \n", - "4098 0.421 0.415 \n", - "4099 0.497 0.354 \n", - "4100 0.461 0.421 \n", - "\n", - " ThickStd_S_precentral-sup-part ThickStd_S_suborbital \\\n", - "Subject \n", - "1 0.341 0.810 \n", - "2 0.396 0.721 \n", - "3 0.407 0.604 \n", - "4 0.541 0.680 \n", - "5 0.374 0.809 \n", - "... ... ... \n", - "4096 0.413 0.514 \n", - "4097 0.384 0.542 \n", - "4098 0.396 0.795 \n", - "4099 0.365 0.692 \n", - "4100 0.458 0.637 \n", - "\n", - " ThickStd_S_subparietal ThickStd_S_temporal_inf \\\n", - "Subject \n", - "1 0.436 0.450 \n", - "2 0.689 0.514 \n", - "3 0.390 0.776 \n", - "4 0.697 0.602 \n", - "5 0.349 0.462 \n", - "... ... ... \n", - "4096 0.466 0.535 \n", - "4097 0.517 0.370 \n", - "4098 0.358 0.410 \n", - "4099 0.485 0.461 \n", - "4100 0.584 0.470 \n", - "\n", - " ThickStd_S_temporal_sup ThickStd_S_temporal_transverse \n", - "Subject \n", - "1 0.475 0.403 \n", - "2 0.580 0.304 \n", - "3 0.634 0.461 \n", - "4 0.498 0.344 \n", - "5 0.470 0.463 \n", - "... ... ... \n", - "4096 0.483 0.331 \n", - "4097 0.514 0.761 \n", - "4098 0.472 0.569 \n", - "4099 0.418 0.383 \n", - "4100 0.423 0.580 \n", - "\n", - "[542 rows x 595 columns]\n" - ] - } - ], - "source": [ - "data = process_with_additional_data()\n", - "print(data)" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "base", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/content/en/project/epilepsy-detection/distribution.jpg b/content/en/project/epilepsy-detection/distribution.jpg deleted file mode 100644 index 628662da..00000000 Binary files a/content/en/project/epilepsy-detection/distribution.jpg and /dev/null differ diff --git a/content/en/project/epilepsy-detection/epilepsy.jpg b/content/en/project/epilepsy-detection/epilepsy.jpg deleted file mode 100644 index 82f73c30..00000000 Binary files a/content/en/project/epilepsy-detection/epilepsy.jpg and /dev/null differ diff --git a/content/en/project/epilepsy-detection/epilepsy.jpg:Zone.Identifier b/content/en/project/epilepsy-detection/epilepsy.jpg:Zone.Identifier deleted file mode 100644 index f3e01950..00000000 --- a/content/en/project/epilepsy-detection/epilepsy.jpg:Zone.Identifier +++ /dev/null @@ -1,4 +0,0 @@ -[ZoneTransfer] -ZoneId=3 -ReferrerUrl=https://www.google.com/ -HostUrl=https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ8ccg49ypkUjs3omTRjb6xoGqvud-Kxroc4g&s diff --git a/content/en/project/epilepsy-detection/index.md b/content/en/project/epilepsy-detection/index.md deleted file mode 100644 index 263c51f0..00000000 --- a/content/en/project/epilepsy-detection/index.md +++ /dev/null @@ -1,93 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-20" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Automated detection of focal epilepsy based on brain morphometrics" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Arthur Toulouse] - -# Your project GitHub repository URL -github_repo: https://github.com/school-brainhack/epilepsy-detection - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [MRI, PCA, Epilepsy, Visualization] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Focal epilepsy is a type of epilepsy in which seizures originate from a specific region of the brain, often associated with structural abnormalities visible on neuroimaging. Accurate localization of the epileptogenic zone is essential for effective treatment planning, especially in cases considered for surgical intervention. In this project, we aim to classify the anatomical region of seizure onset using structural MRI data (T1-weighted images) processed with FreeSurfer." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "epilepsy.jpg" ---- - - -## Project definition - -### Background - -Focal epilepsy is a type of epilepsy in which seizures originate from a specific region of the brain, often associated with structural abnormalities visible on neuroimaging. Accurate localization of the epileptogenic zone is essential for effective treatment planning, especially in cases considered for surgical intervention. In this project, we aim to classify the anatomical region of seizure onset using structural MRI data (T1-weighted images) processed with FreeSurfer. -FreeSurfer enables the extraction of detailed cortical morphometric features such as thickness, surface area, curvature, and volume across predefined brain regions. These quantitative features can potentially reflect subtle structural anomalies associated with focal epilepsy. By using a mixed-age dataset of patients with focal epilepsy, we aim to build a machine learning model that predicts the anatomical region of the epileptic focus based on these morphometric biomarkers. This approach could contribute to more objective and automated presurgical evaluation workflows. - - -### Objectives - - * To develop a machine learning model capable of classifying the anatomical region of seizure onset in focal epilepsy patients using cortical morphometric features extracted from T1-weighted MRI scans. - * To evaluate the performance of different classifiers and identify the most informative brain features associated with focal epileptogenic zones. - - -### Tools - - * GitHub – for version control and collaborative code management - * DataLad – to manage and track neuroimaging datasets in a reproducible way - * Python – for data processing, feature extraction, and model development - * Bash – for automation and scripting of preprocessing pipelines - * FreeSurfer – to extract cortical morphometric features from T1-weighted MRI scans - * scikit-learn – for implementing and evaluating machine learning classification models - -### Data - - -This study uses the Imaging Database for Epilepsy and Surgery ([IDEAS](https://pubmed.ncbi.nlm.nih.gov/39636622/)), an open-source dataset available on OpenNeuro. The dataset includes 442 pre-operative T1-weighted and FLAIR MRI scans from patients with focal epilepsy, along with 100 healthy control scans acquired on the same scanner for consistency. In addition to imaging, the dataset provides rich metadata such as age of seizure onset, sex, number of medications, scan and surgery timing, histopathological findings, and surgical outcomes. The additional data can be found [here](https://openneuro.org/datasets/ds005602/versions/1.0.0) - -![Distribution](distribution.jpg) - - -### Deliverables - -At the end of this project, we will have a [GitHub repository](https://github.com/school-brainhack/epilepsy-detection) containing the code : - * data.ipynb to process the data from freeSurfer - * model.ipynb to run the classification models - * the processed csv files obtained after running the data.ipynb for testing purposes - -## Results - -The first model was a binary classification task distinguishing between epileptic patients and healthy controls based on cortical morphometric features extracted from T1-weighted MRI using FreeSurfer. The classifier achieved promising results, with a receiver operating characteristic (ROC) curve showing a clear separation between the two groups. The area under the curve (AUC) was approximately 0.85, indicating that the model was able to effectively capture structural differences associated with epilepsy. - -![Model 1](model1.png) - -In the second model, the task was extended to multiclass classification to predict the specific anatomical region of the epileptic focus using the full set of regions. However, the performance of this model was limited. This can be attributed to both class imbalance and the increased difficulty of distinguishing between many finely segmented areas in a relatively small dataset. - -![Model 2](model2.png) - -To address this, a third model was developed where only regions with a significant number of patients are used. This simplification led to a noticeable improvement in classification performance. - -![Model 3](model3.png) - - - -## Conclusion and acknowledgement - -This project demonstrates the feasibility of using morphometric features extracted from structural MRI to classify focal epilepsy and localize the seizure onset zone. While binary classification between epileptic and control subjects showed strong performance, multiclass classification across specific brain regions remains a challenging task.These results highlight both the potential and the limitations of current approaches, pointing toward the need for larger, balanced datasets and more advanced modeling techniques. - -I gratefully acknowledge the use of the IDEAS dataset (Imaging Database for Epilepsy And Surgery), an open-access resource available on OpenNeuro. This dataset was developed to support research in epilepsy diagnosis and surgical planning, and I thank the authors and contributors for making this valuable resource publicly available. -Taylor PN, Wang Y, Simpson C, Janiukstyte V, Horsley J, Leiberg K, Little B, Clifford H, Adler S, Vos SB, Winston GP, McEvoy AW, Miserocchi A, de Tisi J, Duncan JS. The Imaging Database for Epilepsy And Surgery (IDEAS). Epilepsia. 2025 Feb;66(2):471-481. doi: 10.1111/epi.18192. Epub 2024 Dec 5. PMID: 39636622; PMCID: PMC11827737. - -I also gratefully acknowledge the developers of FreeSurfer, whose open-source neuroimaging software made it possible to extract detailed cortical morphometric features essential to this analysis. - -Finaly, I would also like to sincerely thank the Brainhack School for providing this unique opportunity to explore applied neuroimaging and data science in a collaborative setting. Special thanks to Eva and Sebastian for their guidance, support, and insightful feedback throughout the project. diff --git a/content/en/project/epilepsy-detection/lh.csv b/content/en/project/epilepsy-detection/lh.csv deleted file mode 100644 index 1ed2b2a2..00000000 --- a/content/en/project/epilepsy-detection/lh.csv +++ /dev/null @@ -1,543 +0,0 @@ -Subject,Epileptic_Status,Sex,Age,CurvInd_G_Ins_lg_and_S_cent_ins,CurvInd_G_and_S_cingul-Ant,CurvInd_G_and_S_cingul-Mid-Ant,CurvInd_G_and_S_cingul-Mid-Post,CurvInd_G_and_S_frontomargin,CurvInd_G_and_S_occipital_inf,CurvInd_G_and_S_paracentral,CurvInd_G_and_S_subcentral,CurvInd_G_and_S_transv_frontopol,CurvInd_G_cingul-Post-dorsal,CurvInd_G_cingul-Post-ventral,CurvInd_G_cuneus,CurvInd_G_front_inf-Opercular,CurvInd_G_front_inf-Orbital,CurvInd_G_front_inf-Triangul,CurvInd_G_front_middle,CurvInd_G_front_sup,CurvInd_G_insular_short,CurvInd_G_oc-temp_lat-fusifor,CurvInd_G_oc-temp_med-Lingual,CurvInd_G_oc-temp_med-Parahip,CurvInd_G_occipital_middle,CurvInd_G_occipital_sup,CurvInd_G_orbital,CurvInd_G_pariet_inf-Angular,CurvInd_G_pariet_inf-Supramar,CurvInd_G_parietal_sup,CurvInd_G_postcentral,CurvInd_G_precentral,CurvInd_G_precuneus,CurvInd_G_rectus,CurvInd_G_subcallosal,CurvInd_G_temp_sup-G_T_transv,CurvInd_G_temp_sup-Lateral,CurvInd_G_temp_sup-Plan_polar,CurvInd_G_temp_sup-Plan_tempo,CurvInd_G_temporal_inf,CurvInd_G_temporal_middle,CurvInd_Lat_Fis-ant-Horizont,CurvInd_Lat_Fis-ant-Vertical,CurvInd_Lat_Fis-post,CurvInd_Pole_occipital,CurvInd_Pole_temporal,CurvInd_S_calcarine,CurvInd_S_central,CurvInd_S_cingul-Marginalis,CurvInd_S_circular_insula_ant,CurvInd_S_circular_insula_inf,CurvInd_S_circular_insula_sup,CurvInd_S_collat_transv_ant,CurvInd_S_collat_transv_post,CurvInd_S_front_inf,CurvInd_S_front_middle,CurvInd_S_front_sup,CurvInd_S_interm_prim-Jensen,CurvInd_S_intrapariet_and_P_trans,CurvInd_S_oc-temp_lat,CurvInd_S_oc-temp_med_and_Lingual,CurvInd_S_oc_middle_and_Lunatus,CurvInd_S_oc_sup_and_transversal,CurvInd_S_occipital_ant,CurvInd_S_orbital-H_Shaped,CurvInd_S_orbital_lateral,CurvInd_S_orbital_med-olfact,CurvInd_S_parieto_occipital,CurvInd_S_pericallosal,CurvInd_S_postcentral,CurvInd_S_precentral-inf-part,CurvInd_S_precentral-sup-part,CurvInd_S_suborbital,CurvInd_S_subparietal,CurvInd_S_temporal_inf,CurvInd_S_temporal_sup,CurvInd_S_temporal_transverse,FoldInd_G_Ins_lg_and_S_cent_ins,FoldInd_G_and_S_cingul-Ant,FoldInd_G_and_S_cingul-Mid-Ant,FoldInd_G_and_S_cingul-Mid-Post,FoldInd_G_and_S_frontomargin,FoldInd_G_and_S_occipital_inf,FoldInd_G_and_S_paracentral,FoldInd_G_and_S_subcentral,FoldInd_G_and_S_transv_frontopol,FoldInd_G_cingul-Post-dorsal,FoldInd_G_cingul-Post-ventral,FoldInd_G_cuneus,FoldInd_G_front_inf-Opercular,FoldInd_G_front_inf-Orbital,FoldInd_G_front_inf-Triangul,FoldInd_G_front_middle,FoldInd_G_front_sup,FoldInd_G_insular_short,FoldInd_G_oc-temp_lat-fusifor,FoldInd_G_oc-temp_med-Lingual,FoldInd_G_oc-temp_med-Parahip,FoldInd_G_occipital_middle,FoldInd_G_occipital_sup,FoldInd_G_orbital,FoldInd_G_pariet_inf-Angular,FoldInd_G_pariet_inf-Supramar,FoldInd_G_parietal_sup,FoldInd_G_postcentral,FoldInd_G_precentral,FoldInd_G_precuneus,FoldInd_G_rectus,FoldInd_G_subcallosal,FoldInd_G_temp_sup-G_T_transv,FoldInd_G_temp_sup-Lateral,FoldInd_G_temp_sup-Plan_polar,FoldInd_G_temp_sup-Plan_tempo,FoldInd_G_temporal_inf,FoldInd_G_temporal_middle,FoldInd_Lat_Fis-ant-Horizont,FoldInd_Lat_Fis-ant-Vertical,FoldInd_Lat_Fis-post,FoldInd_Pole_occipital,FoldInd_Pole_temporal,FoldInd_S_calcarine,FoldInd_S_central,FoldInd_S_cingul-Marginalis,FoldInd_S_circular_insula_ant,FoldInd_S_circular_insula_inf,FoldInd_S_circular_insula_sup,FoldInd_S_collat_transv_ant,FoldInd_S_collat_transv_post,FoldInd_S_front_inf,FoldInd_S_front_middle,FoldInd_S_front_sup,FoldInd_S_interm_prim-Jensen,FoldInd_S_intrapariet_and_P_trans,FoldInd_S_oc-temp_lat,FoldInd_S_oc-temp_med_and_Lingual,FoldInd_S_oc_middle_and_Lunatus,FoldInd_S_oc_sup_and_transversal,FoldInd_S_occipital_ant,FoldInd_S_orbital-H_Shaped,FoldInd_S_orbital_lateral,FoldInd_S_orbital_med-olfact,FoldInd_S_parieto_occipital,FoldInd_S_pericallosal,FoldInd_S_postcentral,FoldInd_S_precentral-inf-part,FoldInd_S_precentral-sup-part,FoldInd_S_suborbital,FoldInd_S_subparietal,FoldInd_S_temporal_inf,FoldInd_S_temporal_sup,FoldInd_S_temporal_transverse,GausCurv_G_Ins_lg_and_S_cent_ins,GausCurv_G_and_S_cingul-Ant,GausCurv_G_and_S_cingul-Mid-Ant,GausCurv_G_and_S_cingul-Mid-Post,GausCurv_G_and_S_frontomargin,GausCurv_G_and_S_occipital_inf,GausCurv_G_and_S_paracentral,GausCurv_G_and_S_subcentral,GausCurv_G_and_S_transv_frontopol,GausCurv_G_cingul-Post-dorsal,GausCurv_G_cingul-Post-ventral,GausCurv_G_cuneus,GausCurv_G_front_inf-Opercular,GausCurv_G_front_inf-Orbital,GausCurv_G_front_inf-Triangul,GausCurv_G_front_middle,GausCurv_G_front_sup,GausCurv_G_insular_short,GausCurv_G_oc-temp_lat-fusifor,GausCurv_G_oc-temp_med-Lingual,GausCurv_G_oc-temp_med-Parahip,GausCurv_G_occipital_middle,GausCurv_G_occipital_sup,GausCurv_G_orbital,GausCurv_G_pariet_inf-Angular,GausCurv_G_pariet_inf-Supramar,GausCurv_G_parietal_sup,GausCurv_G_postcentral,GausCurv_G_precentral,GausCurv_G_precuneus,GausCurv_G_rectus,GausCurv_G_subcallosal,GausCurv_G_temp_sup-G_T_transv,GausCurv_G_temp_sup-Lateral,GausCurv_G_temp_sup-Plan_polar,GausCurv_G_temp_sup-Plan_tempo,GausCurv_G_temporal_inf,GausCurv_G_temporal_middle,GausCurv_Lat_Fis-ant-Horizont,GausCurv_Lat_Fis-ant-Vertical,GausCurv_Lat_Fis-post,GausCurv_Pole_occipital,GausCurv_Pole_temporal,GausCurv_S_calcarine,GausCurv_S_central,GausCurv_S_cingul-Marginalis,GausCurv_S_circular_insula_ant,GausCurv_S_circular_insula_inf,GausCurv_S_circular_insula_sup,GausCurv_S_collat_transv_ant,GausCurv_S_collat_transv_post,GausCurv_S_front_inf,GausCurv_S_front_middle,GausCurv_S_front_sup,GausCurv_S_interm_prim-Jensen,GausCurv_S_intrapariet_and_P_trans,GausCurv_S_oc-temp_lat,GausCurv_S_oc-temp_med_and_Lingual,GausCurv_S_oc_middle_and_Lunatus,GausCurv_S_oc_sup_and_transversal,GausCurv_S_occipital_ant,GausCurv_S_orbital-H_Shaped,GausCurv_S_orbital_lateral,GausCurv_S_orbital_med-olfact,GausCurv_S_parieto_occipital,GausCurv_S_pericallosal,GausCurv_S_postcentral,GausCurv_S_precentral-inf-part,GausCurv_S_precentral-sup-part,GausCurv_S_suborbital,GausCurv_S_subparietal,GausCurv_S_temporal_inf,GausCurv_S_temporal_sup,GausCurv_S_temporal_transverse,GrayVol_G_Ins_lg_and_S_cent_ins,GrayVol_G_and_S_cingul-Ant,GrayVol_G_and_S_cingul-Mid-Ant,GrayVol_G_and_S_cingul-Mid-Post,GrayVol_G_and_S_frontomargin,GrayVol_G_and_S_occipital_inf,GrayVol_G_and_S_paracentral,GrayVol_G_and_S_subcentral,GrayVol_G_and_S_transv_frontopol,GrayVol_G_cingul-Post-dorsal,GrayVol_G_cingul-Post-ventral,GrayVol_G_cuneus,GrayVol_G_front_inf-Opercular,GrayVol_G_front_inf-Orbital,GrayVol_G_front_inf-Triangul,GrayVol_G_front_middle,GrayVol_G_front_sup,GrayVol_G_insular_short,GrayVol_G_oc-temp_lat-fusifor,GrayVol_G_oc-temp_med-Lingual,GrayVol_G_oc-temp_med-Parahip,GrayVol_G_occipital_middle,GrayVol_G_occipital_sup,GrayVol_G_orbital,GrayVol_G_pariet_inf-Angular,GrayVol_G_pariet_inf-Supramar,GrayVol_G_parietal_sup,GrayVol_G_postcentral,GrayVol_G_precentral,GrayVol_G_precuneus,GrayVol_G_rectus,GrayVol_G_subcallosal,GrayVol_G_temp_sup-G_T_transv,GrayVol_G_temp_sup-Lateral,GrayVol_G_temp_sup-Plan_polar,GrayVol_G_temp_sup-Plan_tempo,GrayVol_G_temporal_inf,GrayVol_G_temporal_middle,GrayVol_Lat_Fis-ant-Horizont,GrayVol_Lat_Fis-ant-Vertical,GrayVol_Lat_Fis-post,GrayVol_Pole_occipital,GrayVol_Pole_temporal,GrayVol_S_calcarine,GrayVol_S_central,GrayVol_S_cingul-Marginalis,GrayVol_S_circular_insula_ant,GrayVol_S_circular_insula_inf,GrayVol_S_circular_insula_sup,GrayVol_S_collat_transv_ant,GrayVol_S_collat_transv_post,GrayVol_S_front_inf,GrayVol_S_front_middle,GrayVol_S_front_sup,GrayVol_S_interm_prim-Jensen,GrayVol_S_intrapariet_and_P_trans,GrayVol_S_oc-temp_lat,GrayVol_S_oc-temp_med_and_Lingual,GrayVol_S_oc_middle_and_Lunatus,GrayVol_S_oc_sup_and_transversal,GrayVol_S_occipital_ant,GrayVol_S_orbital-H_Shaped,GrayVol_S_orbital_lateral,GrayVol_S_orbital_med-olfact,GrayVol_S_parieto_occipital,GrayVol_S_pericallosal,GrayVol_S_postcentral,GrayVol_S_precentral-inf-part,GrayVol_S_precentral-sup-part,GrayVol_S_suborbital,GrayVol_S_subparietal,GrayVol_S_temporal_inf,GrayVol_S_temporal_sup,GrayVol_S_temporal_transverse,MeanCurv_G_Ins_lg_and_S_cent_ins,MeanCurv_G_and_S_cingul-Ant,MeanCurv_G_and_S_cingul-Mid-Ant,MeanCurv_G_and_S_cingul-Mid-Post,MeanCurv_G_and_S_frontomargin,MeanCurv_G_and_S_occipital_inf,MeanCurv_G_and_S_paracentral,MeanCurv_G_and_S_subcentral,MeanCurv_G_and_S_transv_frontopol,MeanCurv_G_cingul-Post-dorsal,MeanCurv_G_cingul-Post-ventral,MeanCurv_G_cuneus,MeanCurv_G_front_inf-Opercular,MeanCurv_G_front_inf-Orbital,MeanCurv_G_front_inf-Triangul,MeanCurv_G_front_middle,MeanCurv_G_front_sup,MeanCurv_G_insular_short,MeanCurv_G_oc-temp_lat-fusifor,MeanCurv_G_oc-temp_med-Lingual,MeanCurv_G_oc-temp_med-Parahip,MeanCurv_G_occipital_middle,MeanCurv_G_occipital_sup,MeanCurv_G_orbital,MeanCurv_G_pariet_inf-Angular,MeanCurv_G_pariet_inf-Supramar,MeanCurv_G_parietal_sup,MeanCurv_G_postcentral,MeanCurv_G_precentral,MeanCurv_G_precuneus,MeanCurv_G_rectus,MeanCurv_G_subcallosal,MeanCurv_G_temp_sup-G_T_transv,MeanCurv_G_temp_sup-Lateral,MeanCurv_G_temp_sup-Plan_polar,MeanCurv_G_temp_sup-Plan_tempo,MeanCurv_G_temporal_inf,MeanCurv_G_temporal_middle,MeanCurv_Lat_Fis-ant-Horizont,MeanCurv_Lat_Fis-ant-Vertical,MeanCurv_Lat_Fis-post,MeanCurv_Pole_occipital,MeanCurv_Pole_temporal,MeanCurv_S_calcarine,MeanCurv_S_central,MeanCurv_S_cingul-Marginalis,MeanCurv_S_circular_insula_ant,MeanCurv_S_circular_insula_inf,MeanCurv_S_circular_insula_sup,MeanCurv_S_collat_transv_ant,MeanCurv_S_collat_transv_post,MeanCurv_S_front_inf,MeanCurv_S_front_middle,MeanCurv_S_front_sup,MeanCurv_S_interm_prim-Jensen,MeanCurv_S_intrapariet_and_P_trans,MeanCurv_S_oc-temp_lat,MeanCurv_S_oc-temp_med_and_Lingual,MeanCurv_S_oc_middle_and_Lunatus,MeanCurv_S_oc_sup_and_transversal,MeanCurv_S_occipital_ant,MeanCurv_S_orbital-H_Shaped,MeanCurv_S_orbital_lateral,MeanCurv_S_orbital_med-olfact,MeanCurv_S_parieto_occipital,MeanCurv_S_pericallosal,MeanCurv_S_postcentral,MeanCurv_S_precentral-inf-part,MeanCurv_S_precentral-sup-part,MeanCurv_S_suborbital,MeanCurv_S_subparietal,MeanCurv_S_temporal_inf,MeanCurv_S_temporal_sup,MeanCurv_S_temporal_transverse,SurfArea_G_Ins_lg_and_S_cent_ins,SurfArea_G_and_S_cingul-Ant,SurfArea_G_and_S_cingul-Mid-Ant,SurfArea_G_and_S_cingul-Mid-Post,SurfArea_G_and_S_frontomargin,SurfArea_G_and_S_occipital_inf,SurfArea_G_and_S_paracentral,SurfArea_G_and_S_subcentral,SurfArea_G_and_S_transv_frontopol,SurfArea_G_cingul-Post-dorsal,SurfArea_G_cingul-Post-ventral,SurfArea_G_cuneus,SurfArea_G_front_inf-Opercular,SurfArea_G_front_inf-Orbital,SurfArea_G_front_inf-Triangul,SurfArea_G_front_middle,SurfArea_G_front_sup,SurfArea_G_insular_short,SurfArea_G_oc-temp_lat-fusifor,SurfArea_G_oc-temp_med-Lingual,SurfArea_G_oc-temp_med-Parahip,SurfArea_G_occipital_middle,SurfArea_G_occipital_sup,SurfArea_G_orbital,SurfArea_G_pariet_inf-Angular,SurfArea_G_pariet_inf-Supramar,SurfArea_G_parietal_sup,SurfArea_G_postcentral,SurfArea_G_precentral,SurfArea_G_precuneus,SurfArea_G_rectus,SurfArea_G_subcallosal,SurfArea_G_temp_sup-G_T_transv,SurfArea_G_temp_sup-Lateral,SurfArea_G_temp_sup-Plan_polar,SurfArea_G_temp_sup-Plan_tempo,SurfArea_G_temporal_inf,SurfArea_G_temporal_middle,SurfArea_Lat_Fis-ant-Horizont,SurfArea_Lat_Fis-ant-Vertical,SurfArea_Lat_Fis-post,SurfArea_Pole_occipital,SurfArea_Pole_temporal,SurfArea_S_calcarine,SurfArea_S_central,SurfArea_S_cingul-Marginalis,SurfArea_S_circular_insula_ant,SurfArea_S_circular_insula_inf,SurfArea_S_circular_insula_sup,SurfArea_S_collat_transv_ant,SurfArea_S_collat_transv_post,SurfArea_S_front_inf,SurfArea_S_front_middle,SurfArea_S_front_sup,SurfArea_S_interm_prim-Jensen,SurfArea_S_intrapariet_and_P_trans,SurfArea_S_oc-temp_lat,SurfArea_S_oc-temp_med_and_Lingual,SurfArea_S_oc_middle_and_Lunatus,SurfArea_S_oc_sup_and_transversal,SurfArea_S_occipital_ant,SurfArea_S_orbital-H_Shaped,SurfArea_S_orbital_lateral,SurfArea_S_orbital_med-olfact,SurfArea_S_parieto_occipital,SurfArea_S_pericallosal,SurfArea_S_postcentral,SurfArea_S_precentral-inf-part,SurfArea_S_precentral-sup-part,SurfArea_S_suborbital,SurfArea_S_subparietal,SurfArea_S_temporal_inf,SurfArea_S_temporal_sup,SurfArea_S_temporal_transverse,ThickAvg_G_Ins_lg_and_S_cent_ins,ThickAvg_G_and_S_cingul-Ant,ThickAvg_G_and_S_cingul-Mid-Ant,ThickAvg_G_and_S_cingul-Mid-Post,ThickAvg_G_and_S_frontomargin,ThickAvg_G_and_S_occipital_inf,ThickAvg_G_and_S_paracentral,ThickAvg_G_and_S_subcentral,ThickAvg_G_and_S_transv_frontopol,ThickAvg_G_cingul-Post-dorsal,ThickAvg_G_cingul-Post-ventral,ThickAvg_G_cuneus,ThickAvg_G_front_inf-Opercular,ThickAvg_G_front_inf-Orbital,ThickAvg_G_front_inf-Triangul,ThickAvg_G_front_middle,ThickAvg_G_front_sup,ThickAvg_G_insular_short,ThickAvg_G_oc-temp_lat-fusifor,ThickAvg_G_oc-temp_med-Lingual,ThickAvg_G_oc-temp_med-Parahip,ThickAvg_G_occipital_middle,ThickAvg_G_occipital_sup,ThickAvg_G_orbital,ThickAvg_G_pariet_inf-Angular,ThickAvg_G_pariet_inf-Supramar,ThickAvg_G_parietal_sup,ThickAvg_G_postcentral,ThickAvg_G_precentral,ThickAvg_G_precuneus,ThickAvg_G_rectus,ThickAvg_G_subcallosal,ThickAvg_G_temp_sup-G_T_transv,ThickAvg_G_temp_sup-Lateral,ThickAvg_G_temp_sup-Plan_polar,ThickAvg_G_temp_sup-Plan_tempo,ThickAvg_G_temporal_inf,ThickAvg_G_temporal_middle,ThickAvg_Lat_Fis-ant-Horizont,ThickAvg_Lat_Fis-ant-Vertical,ThickAvg_Lat_Fis-post,ThickAvg_Pole_occipital,ThickAvg_Pole_temporal,ThickAvg_S_calcarine,ThickAvg_S_central,ThickAvg_S_cingul-Marginalis,ThickAvg_S_circular_insula_ant,ThickAvg_S_circular_insula_inf,ThickAvg_S_circular_insula_sup,ThickAvg_S_collat_transv_ant,ThickAvg_S_collat_transv_post,ThickAvg_S_front_inf,ThickAvg_S_front_middle,ThickAvg_S_front_sup,ThickAvg_S_interm_prim-Jensen,ThickAvg_S_intrapariet_and_P_trans,ThickAvg_S_oc-temp_lat,ThickAvg_S_oc-temp_med_and_Lingual,ThickAvg_S_oc_middle_and_Lunatus,ThickAvg_S_oc_sup_and_transversal,ThickAvg_S_occipital_ant,ThickAvg_S_orbital-H_Shaped,ThickAvg_S_orbital_lateral,ThickAvg_S_orbital_med-olfact,ThickAvg_S_parieto_occipital,ThickAvg_S_pericallosal,ThickAvg_S_postcentral,ThickAvg_S_precentral-inf-part,ThickAvg_S_precentral-sup-part,ThickAvg_S_suborbital,ThickAvg_S_subparietal,ThickAvg_S_temporal_inf,ThickAvg_S_temporal_sup,ThickAvg_S_temporal_transverse,ThickStd_G_Ins_lg_and_S_cent_ins,ThickStd_G_and_S_cingul-Ant,ThickStd_G_and_S_cingul-Mid-Ant,ThickStd_G_and_S_cingul-Mid-Post,ThickStd_G_and_S_frontomargin,ThickStd_G_and_S_occipital_inf,ThickStd_G_and_S_paracentral,ThickStd_G_and_S_subcentral,ThickStd_G_and_S_transv_frontopol,ThickStd_G_cingul-Post-dorsal,ThickStd_G_cingul-Post-ventral,ThickStd_G_cuneus,ThickStd_G_front_inf-Opercular,ThickStd_G_front_inf-Orbital,ThickStd_G_front_inf-Triangul,ThickStd_G_front_middle,ThickStd_G_front_sup,ThickStd_G_insular_short,ThickStd_G_oc-temp_lat-fusifor,ThickStd_G_oc-temp_med-Lingual,ThickStd_G_oc-temp_med-Parahip,ThickStd_G_occipital_middle,ThickStd_G_occipital_sup,ThickStd_G_orbital,ThickStd_G_pariet_inf-Angular,ThickStd_G_pariet_inf-Supramar,ThickStd_G_parietal_sup,ThickStd_G_postcentral,ThickStd_G_precentral,ThickStd_G_precuneus,ThickStd_G_rectus,ThickStd_G_subcallosal,ThickStd_G_temp_sup-G_T_transv,ThickStd_G_temp_sup-Lateral,ThickStd_G_temp_sup-Plan_polar,ThickStd_G_temp_sup-Plan_tempo,ThickStd_G_temporal_inf,ThickStd_G_temporal_middle,ThickStd_Lat_Fis-ant-Horizont,ThickStd_Lat_Fis-ant-Vertical,ThickStd_Lat_Fis-post,ThickStd_Pole_occipital,ThickStd_Pole_temporal,ThickStd_S_calcarine,ThickStd_S_central,ThickStd_S_cingul-Marginalis,ThickStd_S_circular_insula_ant,ThickStd_S_circular_insula_inf,ThickStd_S_circular_insula_sup,ThickStd_S_collat_transv_ant,ThickStd_S_collat_transv_post,ThickStd_S_front_inf,ThickStd_S_front_middle,ThickStd_S_front_sup,ThickStd_S_interm_prim-Jensen,ThickStd_S_intrapariet_and_P_trans,ThickStd_S_oc-temp_lat,ThickStd_S_oc-temp_med_and_Lingual,ThickStd_S_oc_middle_and_Lunatus,ThickStd_S_oc_sup_and_transversal,ThickStd_S_occipital_ant,ThickStd_S_orbital-H_Shaped,ThickStd_S_orbital_lateral,ThickStd_S_orbital_med-olfact,ThickStd_S_parieto_occipital,ThickStd_S_pericallosal,ThickStd_S_postcentral,ThickStd_S_precentral-inf-part,ThickStd_S_precentral-sup-part,ThickStd_S_suborbital,ThickStd_S_subparietal,ThickStd_S_temporal_inf,ThickStd_S_temporal_sup,ThickStd_S_temporal_transverse -1,Epileptic,M,22.0,0.8,2.4,0.9,1.7,2.0,2.1,1.9,1.8,1.6,0.8,0.4,2.7,1.2,0.5,1.3,6.4,9.7,0.7,1.6,4.8,1.3,3.0,1.5,4.0,2.3,2.7,3.9,2.4,2.6,2.7,1.8,1.3,0.7,2.6,0.9,0.5,4.8,3.3,0.4,0.2,0.6,3.0,2.5,3.1,2.3,0.7,0.5,0.8,1.3,0.8,0.7,1.6,1.3,3.0,0.4,2.4,0.6,0.9,1.0,1.0,0.8,1.5,0.2,0.5,2.2,1.4,2.9,1.1,0.8,0.9,0.8,1.4,4.4,0.2,8,23,10,13,16,21,20,19,14,11,5.0,31,22,7,19,69,113,10,21,51,14,39,17,38,38,35,53,26,34,39,19,9,6,31,8,5,49,44,5,2,4,33,29,26,15,6,2,7,8,7,4,16,10,26,2,19,4,7,7,8,6,13,2,5,18,19,24,8,6,11,8,10,34,1,0.034,0.024,0.02,0.026,0.04,0.028,0.025,0.029,0.051,0.032,0.037,0.037,0.028,0.028,0.031,0.032,0.031,0.037,0.028,0.037,0.029,0.029,0.027,0.043,0.028,0.026,0.031,0.023,0.022,0.029,0.054,0.042,0.027,0.029,0.024,0.015,0.041,0.032,0.018,0.012,0.02,0.032,0.036,0.027,0.016,0.015,0.022,0.015,0.017,0.014,0.024,0.016,0.022,0.021,0.019,0.017,0.017,0.014,0.022,0.022,0.02,0.024,0.011,0.018,0.019,0.025,0.018,0.014,0.012,0.021,0.021,0.02,0.015,0.009,1560,5972,2242,2953,2392,4910,4005,3429,2050,2219,657.0,3207,3129,1360,2966,11882,22035,2275,4050,5920,4178,5916,2050,7153,6176,6670,7768,4736,7320,5980,2331,1375,1249,7631,2895,1402,8983,8375,730,492,1094,3523,6767,3617,3942,1697,839,2234,2393,2317,705,3552,1878,5716,652,3944,1296,2618,1399,1385,1622,3149,476,1017,4092,1216,5011,2709,1930,1834,1412,2253,10116,663,0.119,0.117,0.116,0.12,0.142,0.131,0.118,0.14,0.166,0.158,0.155,0.162,0.136,0.143,0.136,0.144,0.14,0.128,0.127,0.16,0.111,0.131,0.12,0.152,0.136,0.139,0.121,0.111,0.115,0.136,0.15,0.116,0.115,0.136,0.114,0.091,0.144,0.136,0.125,0.098,0.104,0.136,0.141,0.126,0.088,0.096,0.107,0.091,0.098,0.093,0.118,0.094,0.112,0.114,0.104,0.106,0.102,0.087,0.107,0.113,0.109,0.116,0.094,0.115,0.105,0.117,0.104,0.09,0.087,0.133,0.119,0.114,0.093,0.071,421,1757,788,968,853,1357,1282,1020,550,496,193.0,1448,969,324,779,3267,6090,473,986,2420,790,1678,968,1801,1648,1736,2478,1718,2031,1740,723,522,408,1647,629,493,2330,2051,290,250,507,1526,1390,1956,2259,779,311,905,1118,869,389,1615,890,2381,294,2095,562,1092,778,712,643,1071,269,472,1817,886,2480,1209,928,672,659,1063,4128,297,3.347,3.024,2.816,2.878,2.226,2.731,2.557,2.869,2.618,3.263,2.669,1.929,2.585,2.873,2.725,2.66,2.82,3.407,3.143,2.159,3.752,2.634,1.903,2.98,2.793,2.927,2.429,2.21,2.757,2.705,2.379,2.71,2.707,3.14,3.892,2.458,2.919,2.968,2.571,2.18,2.761,2.066,3.377,2.083,1.985,2.46,3.173,3.142,2.643,2.941,2.248,2.346,2.155,2.537,2.421,2.112,2.478,2.641,2.114,2.125,2.358,2.807,1.79,2.55,2.507,1.639,2.228,2.569,2.391,2.594,2.497,2.467,2.538,2.517,0.989,0.706,0.506,0.561,0.806,0.74,0.559,0.495,0.736,0.681,0.952,0.533,0.459,0.621,0.608,0.635,0.667,0.871,0.643,0.701,0.869,0.524,0.499,0.796,0.613,0.547,0.631,0.614,0.545,0.498,0.691,0.914,0.591,0.662,0.778,0.468,0.815,0.664,0.418,0.368,0.386,0.587,0.84,0.666,0.581,0.386,0.588,0.744,0.47,0.455,0.482,0.416,0.512,0.397,0.472,0.422,0.516,0.554,0.398,0.397,0.527,0.814,0.348,0.72,0.598,0.556,0.413,0.344,0.341,0.81,0.436,0.45,0.475,0.403 -2,Epileptic,F,37.0,0.6,2.4,1.1,1.3,1.2,1.6,1.9,1.4,1.4,0.4,0.4,3.7,1.2,0.5,1.1,4.8,6.8,1.0,2.2,4.9,0.9,2.7,2.0,3.5,3.3,1.8,2.9,2.0,2.3,2.4,2.3,2.1,0.4,2.6,0.4,1.2,2.7,2.2,0.1,0.3,1.1,3.3,2.9,3.4,2.4,0.6,0.3,0.9,1.5,0.8,0.5,1.4,1.4,2.1,0.2,2.3,0.6,1.5,1.7,1.7,0.6,1.5,0.3,0.6,1.7,1.0,2.8,1.0,1.1,0.5,1.2,1.0,3.6,0.3,5,18,7,10,12,16,15,13,10,5,5.0,30,15,5,14,51,59,7,20,41,7,30,23,36,38,23,28,18,20,25,22,14,4,29,2,9,26,23,2,2,7,31,20,24,14,4,1,6,8,5,3,10,12,13,1,19,5,8,10,13,3,10,2,5,13,15,23,7,8,3,7,6,30,3,0.04,0.033,0.028,0.03,0.03,0.031,0.032,0.034,0.051,0.033,0.05,0.037,0.029,0.028,0.026,0.033,0.033,0.037,0.04,0.039,0.029,0.034,0.034,0.043,0.035,0.022,0.027,0.031,0.026,0.028,0.05,0.074,0.025,0.035,0.018,0.02,0.037,0.032,0.013,0.019,0.028,0.036,0.048,0.028,0.019,0.017,0.016,0.022,0.022,0.026,0.024,0.019,0.035,0.02,0.027,0.019,0.018,0.02,0.032,0.025,0.018,0.027,0.021,0.025,0.022,0.03,0.028,0.016,0.023,0.019,0.029,0.018,0.019,0.021,1091,3498,1635,1866,1910,2090,2667,2340,1618,1014,382.0,3484,2566,982,2641,8506,14526,2038,3530,5263,2252,4289,2755,5407,5217,4377,5113,3167,5958,4922,2979,1000,841,5440,1392,2106,5300,4940,290,442,1348,3141,5313,2645,3258,1142,652,1539,2027,1051,524,2566,1511,3247,302,3706,1246,2134,1572,1863,920,2141,350,813,2490,930,3328,2099,1691,887,1224,1586,6983,444,0.128,0.127,0.113,0.128,0.136,0.121,0.111,0.138,0.162,0.128,0.148,0.14,0.13,0.135,0.123,0.139,0.127,0.141,0.141,0.149,0.097,0.132,0.123,0.147,0.124,0.117,0.112,0.111,0.106,0.13,0.168,0.153,0.105,0.15,0.084,0.108,0.129,0.135,0.094,0.104,0.124,0.135,0.167,0.127,0.099,0.102,0.086,0.099,0.111,0.121,0.123,0.099,0.141,0.1,0.15,0.105,0.101,0.105,0.129,0.123,0.105,0.125,0.117,0.125,0.108,0.135,0.124,0.095,0.106,0.105,0.138,0.103,0.099,0.113,291,1101,649,726,744,822,974,795,507,269,166.0,1560,798,273,715,2461,3745,401,1025,2211,570,1345,1092,1503,1605,1390,1823,1071,1467,1453,784,503,310,1311,418,835,1396,1292,213,256,618,1477,1020,1840,1918,565,308,698,1019,482,263,1171,727,1582,124,1959,603,1130,866,1019,438,845,231,373,1229,572,1657,900,823,419,554,806,2953,269,3.504,2.795,2.599,2.601,2.162,2.231,2.257,2.541,2.496,2.93,1.989,1.921,2.454,2.541,2.628,2.576,2.911,3.595,2.711,2.062,2.849,2.504,2.164,2.744,2.528,2.557,2.272,2.265,2.988,2.661,2.819,2.227,2.114,2.796,2.591,2.405,2.794,2.838,1.446,1.863,2.75,1.995,3.152,1.707,1.932,2.207,2.295,2.877,2.356,2.663,1.878,2.245,2.034,2.144,2.545,2.147,2.201,2.113,2.075,1.965,2.32,2.499,1.844,2.184,2.217,1.955,2.078,2.512,2.42,2.402,2.475,2.268,2.318,2.107,0.83,0.67,0.519,0.431,0.75,0.655,0.622,0.625,0.573,0.941,0.854,0.618,0.452,0.512,0.632,0.643,0.638,0.834,0.609,0.611,0.804,0.568,0.557,0.686,0.659,0.575,0.635,0.604,0.526,0.582,0.71,0.82,0.475,0.8,0.86,0.556,0.726,0.658,0.298,0.406,0.544,0.492,0.979,0.48,0.617,0.458,0.657,0.806,0.612,0.57,0.564,0.457,0.583,0.511,0.623,0.428,0.573,0.571,0.463,0.446,0.53,0.727,0.482,0.62,0.515,0.579,0.421,0.473,0.396,0.721,0.689,0.514,0.58,0.304 -3,Epileptic,M,27.0,1.4,2.1,0.7,0.9,1.1,2.7,2.0,2.2,1.0,0.9,0.6,3.5,1.8,0.6,1.3,6.9,9.9,0.9,3.0,8.0,0.7,2.7,2.3,2.6,4.2,4.6,3.1,3.2,2.8,4.0,1.1,1.1,1.3,4.0,1.4,1.3,3.1,3.2,0.1,0.5,1.7,3.9,3.1,3.9,3.2,0.7,0.5,1.4,1.4,0.8,0.6,1.9,1.4,2.6,0.5,2.4,1.0,3.0,0.8,1.6,0.8,1.1,0.2,0.6,1.8,0.5,2.9,2.3,0.8,1.0,1.5,1.2,4.0,0.8,11,20,6,9,11,22,15,18,12,9,5.0,34,18,5,10,75,81,7,34,59,5,31,22,38,50,49,37,32,25,44,18,8,15,35,9,12,33,33,2,3,8,34,29,31,18,5,2,7,7,6,4,16,10,17,4,22,8,17,6,12,6,10,2,4,16,8,20,14,5,12,9,8,30,6,0.041,0.019,0.01,0.017,0.028,0.03,0.027,0.026,0.037,0.029,0.037,0.035,0.032,0.023,0.025,0.03,0.026,0.027,0.029,0.047,0.014,0.03,0.03,0.034,0.03,0.03,0.026,0.027,0.023,0.031,0.032,0.061,0.036,0.034,0.036,0.024,0.028,0.03,0.013,0.024,0.024,0.039,0.033,0.027,0.018,0.015,0.018,0.016,0.014,0.02,0.027,0.016,0.018,0.017,0.025,0.017,0.021,0.026,0.018,0.022,0.022,0.02,0.013,0.024,0.019,0.031,0.018,0.02,0.013,0.025,0.024,0.018,0.017,0.026,2123,6014,2755,2581,2088,4435,4225,4842,2002,2058,1106.0,3494,3977,1303,3185,15168,25330,3331,7468,6174,3180,5386,3267,6355,9130,8964,6546,5340,7562,7514,2804,1017,1964,8047,2460,2901,9236,8252,459,909,2647,3921,9329,4097,4876,2112,1103,2455,3389,2086,567,4272,2777,6360,616,4747,2175,4331,1379,2310,1361,2442,523,893,3711,625,5070,4221,1780,1663,2340,2362,10159,1104,0.142,0.101,0.08,0.087,0.123,0.137,0.114,0.112,0.117,0.123,0.129,0.149,0.126,0.125,0.127,0.129,0.117,0.106,0.128,0.157,0.076,0.14,0.134,0.125,0.135,0.134,0.127,0.112,0.101,0.138,0.116,0.133,0.141,0.12,0.115,0.107,0.126,0.125,0.082,0.115,0.113,0.154,0.131,0.127,0.096,0.089,0.097,0.081,0.084,0.104,0.127,0.095,0.105,0.089,0.127,0.105,0.106,0.106,0.105,0.116,0.126,0.105,0.095,0.119,0.112,0.123,0.103,0.106,0.088,0.126,0.113,0.111,0.097,0.125,568,1840,979,929,693,1455,1226,1365,519,520,271.0,1678,1023,317,795,3846,6361,587,1823,2947,854,1555,1295,1499,2423,2602,2103,1831,1921,2269,622,348,608,1860,517,964,1863,1702,220,304,993,1738,1613,2357,2625,755,419,1246,1425,666,364,1886,1242,2486,292,2293,837,1953,711,1106,487,889,257,411,1583,264,2345,1702,824,632,1053,941,3654,474,3.743,2.981,2.692,2.926,2.613,2.614,2.771,2.965,2.833,3.186,3.247,1.864,2.943,2.811,2.977,2.94,3.18,3.988,3.06,1.888,2.799,2.715,2.182,3.038,2.81,2.919,2.441,2.404,2.98,2.656,3.106,2.926,2.551,3.112,3.599,2.775,3.558,3.391,2.436,2.849,3.175,2.024,3.769,1.918,2.125,2.691,3.311,2.27,2.801,3.59,1.897,2.359,2.409,2.699,2.495,2.298,2.781,2.523,2.277,2.383,2.854,2.612,2.503,2.314,2.621,2.498,2.393,2.931,2.5,2.7,2.664,2.966,2.979,2.318,0.719,0.573,0.612,0.49,0.64,0.639,0.587,0.641,0.542,0.493,0.769,0.465,0.541,0.544,0.587,0.578,0.6,0.803,0.773,0.695,0.909,0.473,0.608,0.656,0.55,0.627,0.442,0.552,0.448,0.597,0.744,1.155,0.743,0.764,0.972,0.447,0.736,0.667,0.457,0.583,0.608,0.624,0.667,0.671,0.656,0.687,0.497,1.122,0.618,0.744,0.33,0.575,0.628,0.521,0.48,0.348,0.475,0.511,0.382,0.384,0.51,0.825,0.418,0.92,0.545,0.725,0.473,0.404,0.407,0.604,0.39,0.776,0.634,0.461 -4,Epileptic,M,42.0,1.2,1.9,0.9,0.9,1.7,2.1,2.3,2.3,0.9,0.3,0.1,3.0,2.0,0.7,1.9,6.9,10.8,1.0,3.4,5.3,0.8,2.6,1.4,3.5,2.8,5.1,3.8,2.4,3.6,4.2,1.2,1.0,0.6,2.7,0.3,0.5,3.1,4.7,0.2,0.4,1.5,3.8,2.4,3.0,3.6,0.5,0.4,0.7,1.4,0.6,0.6,2.8,1.2,3.1,0.3,2.5,0.9,1.3,1.2,0.8,0.7,1.3,0.3,0.6,1.9,0.8,2.1,1.3,1.0,0.6,0.8,1.2,4.3,0.4,7,15,7,6,15,16,16,15,9,3,1.0,25,14,6,16,58,70,6,25,36,6,24,13,43,27,41,36,20,25,35,13,9,4,23,1,4,25,37,2,2,8,29,21,22,16,3,2,4,6,4,5,18,7,15,1,17,4,11,8,8,5,8,2,4,11,8,15,7,6,5,4,8,35,3,0.051,0.023,0.021,0.021,0.038,0.043,0.038,0.036,0.042,0.025,0.019,0.035,0.038,0.041,0.038,0.04,0.037,0.034,0.041,0.041,0.02,0.035,0.027,0.039,0.039,0.039,0.035,0.035,0.038,0.039,0.038,0.048,0.025,0.032,0.009,0.014,0.037,0.045,0.018,0.023,0.024,0.041,0.046,0.028,0.026,0.013,0.022,0.012,0.016,0.018,0.031,0.028,0.02,0.026,0.029,0.02,0.025,0.016,0.024,0.017,0.024,0.021,0.036,0.025,0.023,0.032,0.022,0.021,0.021,0.021,0.026,0.023,0.022,0.017,1786,5017,2529,1896,2328,2621,2706,3329,1904,1091,463.0,3343,3366,1103,3568,10786,19703,2691,3981,3440,2811,4249,1818,6282,4791,8313,6119,3677,5823,5982,2169,1149,1028,5007,1951,2019,4384,6492,365,895,1773,2964,4945,2694,3720,1287,747,2119,2769,1197,470,3559,1974,4420,442,3826,1246,2515,1298,1343,1113,2773,494,1013,2558,812,3587,2144,1645,928,1190,1988,8277,549,0.131,0.106,0.106,0.097,0.139,0.151,0.114,0.129,0.135,0.104,0.071,0.127,0.136,0.152,0.134,0.143,0.131,0.123,0.138,0.141,0.081,0.135,0.117,0.132,0.14,0.134,0.126,0.116,0.123,0.14,0.12,0.124,0.107,0.121,0.06,0.072,0.127,0.13,0.091,0.096,0.117,0.144,0.143,0.112,0.109,0.086,0.093,0.076,0.09,0.098,0.148,0.115,0.098,0.109,0.111,0.103,0.111,0.095,0.126,0.102,0.114,0.105,0.12,0.117,0.11,0.139,0.106,0.098,0.102,0.125,0.12,0.111,0.104,0.097,404,1294,704,678,764,942,966,1122,452,225,140.0,1373,920,270,872,3122,4914,494,1266,1991,674,1242,818,1505,1296,2303,1983,1279,1644,1765,542,380,360,1328,537,636,1308,1764,223,304,887,1447,995,1727,2101,595,308,803,1224,530,313,1632,913,1923,186,1850,580,1297,698,715,459,890,229,391,1263,373,1589,949,769,435,496,952,3526,332,3.956,3.062,3.165,2.755,2.498,2.573,2.316,2.64,2.715,3.47,2.691,2.082,2.789,2.754,3.024,2.635,3.179,3.895,2.629,1.591,3.032,2.566,2.023,3.055,2.888,2.853,2.449,2.211,2.713,2.66,2.672,2.954,2.271,2.675,3.267,2.82,2.612,2.738,2.116,3.117,2.374,1.89,3.294,1.789,2.093,2.304,3.046,3.025,2.663,2.866,1.981,2.256,2.306,2.466,2.449,2.346,2.797,2.194,2.285,2.146,2.467,2.949,2.435,2.675,2.273,2.418,2.387,2.611,2.595,2.422,2.817,2.51,2.494,2.041,0.92,0.82,0.789,0.611,0.773,0.751,0.556,0.549,0.778,0.481,0.761,0.521,0.603,0.534,0.637,0.593,0.779,0.743,0.701,0.515,0.829,0.531,0.442,0.872,0.639,0.75,0.545,0.615,0.601,0.528,0.841,0.966,0.421,0.659,0.953,0.5,0.702,0.743,0.59,0.785,0.436,0.701,0.897,0.591,0.54,0.575,0.607,0.952,0.574,0.571,0.402,0.485,0.496,0.465,0.476,0.609,0.621,0.574,0.35,0.472,0.543,0.779,0.319,1.281,0.65,0.611,0.597,0.465,0.541,0.68,0.697,0.602,0.498,0.344 -5,Epileptic,F,47.0,0.7,2.6,1.1,0.9,1.9,1.6,2.2,1.4,1.6,0.9,0.4,3.5,1.8,0.6,0.8,5.9,8.6,2.2,2.2,5.1,1.1,2.7,2.8,3.4,3.2,4.0,5.6,2.4,3.0,3.3,2.0,1.3,0.4,2.4,0.4,0.6,3.0,3.0,0.1,0.2,1.0,4.1,2.6,3.2,2.7,0.9,0.4,0.9,1.3,0.7,0.6,1.7,1.3,2.3,0.1,2.3,0.7,1.8,1.6,1.7,0.8,2.1,0.5,0.5,1.5,1.6,2.3,1.1,1.0,0.6,1.4,1.5,3.5,0.4,8,24,10,9,19,19,16,16,17,11,4.0,31,23,7,12,71,86,11,25,47,9,34,25,43,40,44,50,23,23,41,22,11,5,39,2,4,36,45,2,1,9,33,28,27,19,6,3,5,7,5,5,13,10,17,0,20,8,16,15,11,5,15,5,6,11,20,19,9,6,5,9,9,32,3,0.033,0.027,0.021,0.019,0.034,0.029,0.035,0.029,0.06,0.04,0.025,0.04,0.027,0.03,0.028,0.033,0.029,0.063,0.032,0.038,0.022,0.028,0.04,0.036,0.035,0.033,0.04,0.032,0.03,0.032,0.052,0.054,0.024,0.034,0.014,0.013,0.035,0.03,0.015,0.018,0.021,0.039,0.035,0.028,0.023,0.022,0.018,0.015,0.016,0.023,0.025,0.015,0.025,0.019,0.019,0.016,0.02,0.021,0.025,0.028,0.023,0.026,0.027,0.018,0.023,0.031,0.02,0.016,0.019,0.018,0.028,0.018,0.015,0.019,1545,4634,2165,2100,2072,2800,2792,3190,1820,1703,699.0,3340,3800,1139,2322,11210,19140,2603,3841,4783,3305,4885,2925,6611,5146,6869,6484,3530,5871,5934,2761,1262,1013,5018,1542,1986,5745,7678,324,367,1569,3154,5064,2801,2842,1401,888,1965,2223,1016,636,3566,1589,4465,102,4039,1197,3104,1712,1864,1017,2963,486,981,2051,1037,3469,2595,1674,1086,1436,2336,7751,441,0.127,0.132,0.119,0.099,0.146,0.134,0.136,0.132,0.182,0.161,0.122,0.161,0.141,0.142,0.132,0.143,0.13,0.17,0.127,0.151,0.101,0.126,0.142,0.138,0.131,0.15,0.128,0.109,0.106,0.147,0.13,0.121,0.105,0.145,0.074,0.08,0.141,0.147,0.105,0.105,0.118,0.138,0.155,0.131,0.11,0.112,0.103,0.089,0.092,0.121,0.139,0.094,0.125,0.1,0.126,0.101,0.118,0.115,0.124,0.124,0.115,0.122,0.138,0.11,0.112,0.134,0.106,0.096,0.1,0.117,0.129,0.101,0.092,0.13,429,1492,767,814,910,1028,1034,938,549,466,195.0,1502,1096,327,644,3144,4980,544,1163,2306,778,1470,1153,1745,1527,2065,2167,1287,1444,1787,799,523,281,1299,445,735,1633,1877,185,173,771,1662,1253,1821,1852,642,371,891,1110,481,342,1710,855,2007,48,2120,588,1419,1044,922,507,1154,294,527,1070,714,1847,1115,808,491,723,1207,3445,258,3.449,2.798,2.636,2.381,2.023,2.387,2.194,2.771,2.491,2.983,2.925,1.97,2.734,2.62,2.67,2.696,2.964,3.619,2.558,1.823,2.988,2.502,2.199,2.761,2.576,2.694,2.397,2.128,2.911,2.572,2.531,2.508,2.763,2.815,2.96,2.537,2.677,2.911,1.894,2.118,2.518,1.749,2.988,1.77,1.761,2.457,2.894,2.735,2.391,2.484,2.04,2.198,2.037,2.409,2.377,2.135,2.391,2.315,1.895,2.217,2.362,2.446,1.832,2.222,2.214,1.81,1.996,2.547,2.399,2.461,2.396,2.268,2.376,2.139,0.75,0.637,0.679,0.511,0.624,0.536,0.7,0.582,0.62,0.552,0.757,0.594,0.541,0.549,0.587,0.589,0.646,0.712,0.606,0.616,0.9,0.584,0.668,0.805,0.64,0.54,0.658,0.67,0.718,0.509,0.697,0.972,0.512,0.653,0.578,0.472,0.64,0.665,0.462,0.375,0.543,0.475,0.684,0.572,0.597,0.475,0.492,0.66,0.46,0.5,0.46,0.434,0.43,0.452,0.25,0.361,0.509,0.559,0.388,0.42,0.445,0.7,0.302,0.698,0.533,0.641,0.415,0.413,0.374,0.809,0.349,0.462,0.47,0.463 -6,Epileptic,F,22.0,1.3,3.3,1.4,1.2,2.6,2.2,3.6,2.8,1.8,1.0,0.4,4.0,2.4,0.6,1.6,8.1,17.1,1.1,3.4,4.7,1.5,4.9,2.6,7.0,6.6,6.1,7.5,4.6,5.7,4.1,3.4,1.5,0.6,3.1,0.8,0.9,5.9,4.2,0.2,0.2,1.5,4.1,4.7,3.3,4.3,1.1,0.6,1.0,1.9,1.0,0.8,2.0,2.3,4.2,0.4,3.2,1.2,2.3,1.4,1.4,0.8,1.9,0.3,1.2,2.1,1.6,3.6,2.7,1.4,0.7,1.6,1.8,5.2,0.5,11,25,10,9,20,21,27,26,13,13,4.0,39,22,6,16,74,121,9,45,45,11,52,24,56,71,67,67,35,45,52,23,10,5,31,5,7,62,54,1,1,9,37,32,25,20,6,3,6,9,9,7,12,15,27,3,23,8,20,9,11,5,12,1,10,18,19,25,19,7,6,11,15,40,3,0.053,0.032,0.023,0.023,0.05,0.038,0.047,0.038,0.058,0.048,0.023,0.042,0.041,0.04,0.051,0.058,0.049,0.047,0.043,0.04,0.032,0.048,0.041,0.073,0.051,0.038,0.052,0.049,0.051,0.036,0.075,0.054,0.027,0.034,0.022,0.019,0.05,0.037,0.017,0.018,0.029,0.043,0.061,0.027,0.033,0.019,0.028,0.014,0.023,0.021,0.028,0.024,0.035,0.036,0.034,0.021,0.026,0.026,0.028,0.022,0.03,0.037,0.032,0.037,0.023,0.031,0.028,0.031,0.034,0.025,0.035,0.021,0.022,0.026,1620,4979,2442,2669,3077,3450,3534,3692,2301,1749,804.0,3818,3689,1284,2505,9354,22294,2601,5609,5541,3066,5344,2424,6038,6051,8538,6414,4468,6373,6258,2394,1397,1138,6348,2339,2205,7792,8384,391,352,1504,3323,5448,3493,3272,1716,856,2713,2488,1582,746,2675,2826,4513,485,4080,1715,3734,1267,1792,879,2326,268,958,2931,1288,4125,2996,1557,1165,1153,2419,8438,509,0.147,0.124,0.108,0.109,0.148,0.139,0.137,0.153,0.171,0.17,0.117,0.17,0.15,0.148,0.163,0.164,0.151,0.141,0.137,0.148,0.116,0.146,0.135,0.18,0.167,0.141,0.148,0.139,0.151,0.149,0.172,0.127,0.112,0.134,0.099,0.101,0.154,0.144,0.09,0.103,0.117,0.149,0.168,0.12,0.12,0.096,0.109,0.079,0.106,0.113,0.14,0.106,0.131,0.129,0.147,0.111,0.109,0.123,0.13,0.119,0.124,0.135,0.128,0.125,0.116,0.135,0.121,0.118,0.119,0.12,0.151,0.12,0.105,0.13,457,1746,988,916,948,1114,1442,1255,569,440,291.0,1677,1105,299,728,2850,6457,503,1493,2271,825,1705,1126,1818,2166,2856,2644,1749,2037,2119,747,437,386,1619,615,779,2346,2143,224,176,850,1549,1437,1960,2089,849,361,1051,1140,730,434,1377,1172,2031,237,2233,770,1564,750,985,440,896,151,466,1498,763,2112,1378,741,512,640,1293,3876,286,3.414,2.485,2.407,2.801,2.499,2.459,2.113,2.49,2.757,3.016,2.543,1.99,2.595,2.842,2.563,2.388,2.62,3.7,2.805,2.038,2.797,2.401,1.952,2.491,2.244,2.433,2.059,2.097,2.403,2.297,2.31,3.058,2.373,2.722,3.208,2.519,2.571,2.857,1.926,2.118,2.271,1.865,2.727,1.955,1.801,2.194,2.886,2.973,2.634,2.455,1.972,2.15,2.044,2.271,2.397,2.019,2.457,2.476,1.945,1.989,2.406,2.478,1.96,2.221,2.051,2.079,2.108,2.296,2.292,2.404,2.125,2.253,2.314,2.272,0.829,0.665,0.592,0.608,0.831,0.63,0.539,0.579,0.831,0.687,0.533,0.487,0.475,0.499,0.507,0.679,0.69,0.86,0.701,0.627,0.736,0.645,0.46,0.759,0.654,0.606,0.558,0.592,0.651,0.609,0.754,1.028,0.527,0.739,0.825,0.489,0.759,0.593,0.389,0.334,0.478,0.692,0.841,0.661,0.471,0.56,0.54,0.901,0.585,0.574,0.414,0.48,0.694,0.501,0.439,0.432,0.467,0.546,0.399,0.377,0.433,0.601,0.419,0.811,0.523,0.608,0.454,0.491,0.554,0.724,0.444,0.482,0.492,0.382 -7,Epileptic,F,27.0,0.5,2.5,1.0,1.1,1.9,1.7,1.6,1.4,1.1,0.6,0.2,2.9,1.5,0.4,1.1,5.6,7.6,0.6,1.9,4.7,0.7,2.5,2.0,4.3,3.2,2.9,3.3,2.2,2.7,3.5,1.4,1.2,0.4,2.0,0.3,0.5,5.1,4.9,0.1,0.2,1.0,2.5,1.7,2.8,2.6,0.8,0.2,0.6,1.2,0.7,0.4,2.0,1.8,3.0,0.4,2.5,0.8,2.8,0.4,1.6,0.5,2.2,0.2,0.5,1.8,1.1,2.5,1.3,0.8,0.3,1.5,1.2,5.1,0.2,8,28,9,11,15,19,14,18,12,7,2.0,32,25,6,14,72,72,5,27,42,5,34,19,37,42,43,44,25,27,47,21,9,4,31,1,4,57,58,1,2,5,26,19,31,16,5,1,4,7,9,4,16,16,22,3,19,5,22,5,15,4,15,1,5,13,14,20,8,6,3,9,10,45,1,0.035,0.033,0.02,0.02,0.039,0.028,0.024,0.027,0.052,0.032,0.024,0.04,0.033,0.029,0.027,0.034,0.031,0.024,0.026,0.042,0.018,0.03,0.035,0.049,0.032,0.03,0.028,0.026,0.024,0.038,0.033,0.038,0.028,0.026,0.009,0.012,0.047,0.044,0.01,0.013,0.019,0.039,0.034,0.029,0.022,0.017,0.014,0.011,0.018,0.019,0.027,0.023,0.029,0.024,0.025,0.019,0.024,0.027,0.019,0.027,0.02,0.031,0.016,0.016,0.021,0.021,0.022,0.018,0.02,0.017,0.031,0.023,0.019,0.013,1305,4351,2460,2383,2434,2715,3619,2733,1584,1459,586.0,2828,3480,1126,3039,10822,16869,2012,4410,4193,2757,4390,2647,5567,6321,6067,6688,4356,6328,6909,2865,1446,887,4662,1535,1846,6094,7701,291,473,1617,2427,4728,2538,3410,1412,628,1817,2282,1712,547,3348,2089,4710,545,3950,1351,3199,613,1812,745,2708,374,905,2525,1339,3597,2441,1296,681,1699,1970,8649,539,0.122,0.14,0.11,0.11,0.15,0.138,0.116,0.13,0.2,0.129,0.094,0.168,0.14,0.144,0.128,0.15,0.132,0.104,0.127,0.158,0.075,0.135,0.151,0.157,0.142,0.143,0.135,0.118,0.115,0.162,0.138,0.117,0.104,0.128,0.059,0.086,0.163,0.166,0.076,0.112,0.102,0.142,0.142,0.119,0.105,0.1,0.078,0.078,0.099,0.114,0.125,0.113,0.128,0.119,0.128,0.108,0.118,0.122,0.121,0.132,0.114,0.133,0.099,0.107,0.117,0.106,0.115,0.099,0.107,0.122,0.132,0.127,0.106,0.086,358,1363,795,843,809,953,1021,948,432,353,149.0,1270,953,251,749,2866,4218,433,1222,1867,666,1353,961,1575,1764,1775,2040,1336,1751,1872,754,490,248,1206,428,666,1835,1792,149,240,790,1074,925,1580,1870,707,217,834,1052,640,278,1435,932,1941,256,1997,591,1602,338,985,390,1013,205,487,1198,747,1741,1055,632,300,821,881,3664,252,3.252,2.891,2.939,2.703,2.458,2.318,2.718,2.519,2.804,3.238,3.18,1.909,2.744,3.093,2.924,2.754,3.037,3.755,2.89,1.976,2.825,2.472,2.349,2.722,2.703,2.771,2.498,2.454,2.796,2.764,2.741,2.661,2.637,2.803,3.173,2.56,2.61,3.006,2.351,2.219,2.523,1.87,3.432,1.807,2.044,2.243,3.027,2.721,2.573,2.615,1.996,2.425,2.231,2.48,2.587,2.148,2.492,2.232,1.865,2.108,2.167,2.63,1.969,2.206,2.373,2.216,2.185,2.641,2.367,2.505,2.392,2.491,2.415,2.535,0.685,0.567,0.596,0.512,0.82,0.732,0.667,0.418,0.596,0.47,0.803,0.632,0.481,0.662,0.595,0.658,0.61,0.705,0.551,0.582,0.707,0.592,0.565,0.842,0.657,0.539,0.64,0.57,0.559,0.671,0.728,1.015,0.376,0.579,0.527,0.454,0.696,0.753,0.342,0.33,0.489,0.663,0.789,0.581,0.52,0.419,0.519,0.639,0.412,0.467,0.418,0.444,0.519,0.455,0.437,0.398,0.444,0.544,0.735,0.377,0.345,0.728,0.464,0.731,0.585,0.678,0.477,0.408,0.442,0.72,0.418,0.507,0.471,0.38 -8,Epileptic,F,42.0,0.5,1.9,0.7,1.5,1.3,3.1,1.3,1.6,1.1,0.9,0.5,3.1,1.8,0.7,1.9,4.0,7.9,0.6,2.1,4.8,0.9,2.8,1.3,3.0,3.1,3.5,3.6,2.4,2.9,3.0,1.4,1.1,0.3,1.9,0.5,0.3,3.6,2.9,0.2,0.3,1.1,2.8,1.8,2.7,3.2,0.5,0.4,0.8,1.3,0.7,0.7,2.3,1.0,2.4,0.1,2.5,0.8,1.8,1.0,1.2,0.5,1.7,0.3,0.3,1.8,1.6,2.2,1.2,1.2,0.4,0.7,1.1,3.9,0.4,5,21,8,11,14,24,11,15,12,7,3.0,23,18,7,16,41,73,6,24,40,6,29,13,31,37,31,35,21,23,34,16,9,3,24,2,3,41,32,1,2,6,22,17,20,18,4,2,6,7,7,6,16,9,18,1,20,6,15,5,9,4,13,2,3,15,20,18,7,7,3,5,7,31,2,0.031,0.027,0.015,0.03,0.039,0.046,0.023,0.031,0.049,0.036,0.035,0.037,0.031,0.039,0.035,0.036,0.034,0.031,0.034,0.042,0.022,0.04,0.023,0.045,0.029,0.037,0.032,0.03,0.03,0.038,0.041,0.049,0.026,0.03,0.016,0.013,0.039,0.04,0.015,0.022,0.03,0.041,0.036,0.027,0.027,0.012,0.026,0.015,0.018,0.02,0.032,0.025,0.026,0.023,0.018,0.02,0.027,0.025,0.031,0.022,0.021,0.038,0.029,0.017,0.023,0.028,0.022,0.022,0.023,0.016,0.023,0.025,0.021,0.022,1081,3491,1617,2201,1774,3142,2494,2417,1678,1261,713.0,2605,3193,1004,2993,6502,14106,1997,3481,4956,2980,3921,1751,4677,5350,4729,5140,2626,4667,4448,1879,1153,724,4597,1528,1053,5052,5046,311,498,1117,2195,4231,2781,2853,1347,698,1794,2179,1017,579,3514,1687,3880,228,3562,1013,2778,945,1438,1008,1749,545,740,2601,1438,2719,1942,1642,732,1062,1568,6539,514,0.11,0.129,0.102,0.126,0.151,0.174,0.1,0.148,0.173,0.138,0.134,0.141,0.13,0.154,0.136,0.14,0.137,0.111,0.136,0.153,0.087,0.149,0.12,0.156,0.134,0.158,0.133,0.113,0.116,0.15,0.146,0.131,0.108,0.135,0.079,0.081,0.121,0.139,0.093,0.118,0.126,0.149,0.14,0.119,0.116,0.085,0.116,0.093,0.096,0.12,0.141,0.118,0.124,0.113,0.117,0.11,0.135,0.122,0.124,0.113,0.093,0.147,0.131,0.113,0.124,0.132,0.111,0.107,0.112,0.105,0.124,0.117,0.108,0.121,311,1281,738,846,651,1123,879,810,478,369,200.0,1266,1027,313,888,1978,4076,394,1068,1948,686,1263,835,1251,1760,1486,1877,1228,1389,1491,520,393,207,1072,399,419,1643,1327,203,277,584,1122,895,1592,1844,695,271,831,1072,505,365,1504,675,1719,108,2005,494,1211,552,812,456,739,233,344,1198,838,1664,880,779,362,514,806,3005,226,3.395,2.497,2.108,2.554,2.308,2.445,2.401,2.657,2.659,2.726,2.647,1.832,2.538,2.497,2.622,2.526,2.783,3.775,2.697,2.111,3.148,2.441,1.855,2.757,2.474,2.653,2.241,1.815,2.654,2.421,2.68,2.671,2.623,2.904,3.331,2.203,2.335,2.842,1.766,1.953,2.3,1.791,3.299,1.946,1.826,2.089,3.163,2.644,2.528,2.247,1.815,2.289,2.337,2.295,2.297,1.918,2.411,2.397,2.083,2.001,2.107,2.593,2.431,2.491,2.436,2.028,1.825,2.523,2.165,2.2,2.371,2.419,2.344,2.657,0.634,0.453,0.427,0.5,0.63,0.735,0.545,0.449,0.497,0.435,0.961,0.467,0.444,0.475,0.475,0.576,0.568,0.749,0.573,0.683,0.736,0.463,0.477,0.561,0.546,0.508,0.441,0.43,0.54,0.513,0.686,0.94,0.408,0.672,0.778,0.462,0.675,0.624,0.265,0.382,0.503,0.546,0.745,0.665,0.586,0.515,0.572,0.675,0.531,0.398,0.471,0.546,0.555,0.534,0.47,0.394,0.425,0.434,0.339,0.397,0.434,0.563,0.493,0.974,0.572,0.675,0.396,0.39,0.477,0.696,0.45,0.555,0.504,0.482 -9,Epileptic,F,27.0,1.4,2.7,0.9,1.3,1.9,1.8,1.5,1.8,1.1,0.4,0.3,3.1,1.2,0.4,1.2,7.5,8.9,0.9,2.4,4.5,0.9,2.8,1.8,3.8,3.1,4.3,3.5,2.2,2.3,3.6,0.8,1.4,0.4,2.5,0.4,0.5,4.0,3.7,0.2,0.1,1.3,2.2,2.0,2.5,2.9,0.7,0.5,0.7,1.2,0.8,0.9,1.5,1.6,2.1,0.4,3.1,0.5,2.4,0.7,1.2,1.1,1.6,0.4,0.4,1.7,0.5,2.9,1.4,1.4,0.9,1.1,1.5,4.9,0.3,14,24,9,11,14,14,15,16,13,11,3.0,31,13,5,18,93,85,9,25,36,10,24,20,40,38,46,46,23,25,41,13,9,6,30,1,4,44,48,2,1,7,22,21,20,17,5,2,5,7,8,5,11,13,15,3,29,4,19,5,9,9,15,2,5,16,7,23,10,10,8,8,12,39,3,0.048,0.024,0.016,0.022,0.031,0.032,0.023,0.027,0.033,0.039,0.024,0.036,0.027,0.033,0.031,0.03,0.025,0.031,0.028,0.035,0.017,0.033,0.028,0.036,0.03,0.029,0.027,0.026,0.021,0.024,0.024,0.052,0.022,0.027,0.009,0.009,0.034,0.029,0.012,0.014,0.022,0.03,0.03,0.027,0.02,0.016,0.024,0.014,0.015,0.014,0.035,0.013,0.02,0.017,0.018,0.02,0.016,0.028,0.025,0.024,0.025,0.025,0.018,0.017,0.017,0.016,0.021,0.017,0.019,0.025,0.023,0.015,0.018,0.016,1620,5589,2662,2283,2422,2667,2821,3648,2047,795,493.0,2855,2957,1069,2858,15592,20107,2483,5161,4759,3856,4061,2660,6206,6268,9318,6320,4121,6519,6730,2038,990,901,6980,2003,2529,7788,9322,364,479,1806,2723,5091,2327,3639,1449,773,2087,2610,2350,799,3917,2672,4327,628,5058,1509,3787,820,1576,2027,2769,508,890,3274,861,4546,2768,2404,1435,1799,3109,10452,533,0.132,0.116,0.093,0.109,0.13,0.134,0.109,0.13,0.129,0.125,0.119,0.155,0.124,0.139,0.126,0.137,0.124,0.125,0.129,0.137,0.087,0.143,0.133,0.131,0.139,0.135,0.129,0.113,0.105,0.129,0.105,0.125,0.124,0.124,0.061,0.075,0.128,0.126,0.092,0.101,0.114,0.136,0.13,0.127,0.102,0.092,0.114,0.08,0.091,0.096,0.134,0.081,0.102,0.096,0.114,0.114,0.083,0.121,0.122,0.122,0.122,0.115,0.105,0.121,0.105,0.103,0.115,0.1,0.105,0.133,0.113,0.101,0.101,0.118,471,1900,937,860,873,965,1084,1108,598,229,150.0,1396,776,269,857,4374,5741,502,1381,2057,1071,1332,1051,1652,1868,2542,2167,1479,1772,2249,554,456,343,1612,546,893,1975,2226,222,149,845,1177,1134,1459,2195,712,327,882,1162,860,420,1928,1303,1930,303,2426,677,1578,499,858,815,1049,280,367,1613,442,2122,1222,1153,573,840,1468,4234,288,3.289,2.792,2.749,2.593,2.357,2.423,2.213,2.909,2.568,2.955,2.757,1.851,2.826,2.916,2.627,2.761,2.903,3.54,2.965,2.069,2.882,2.409,2.17,2.828,2.67,2.95,2.309,2.259,2.793,2.524,2.745,2.225,2.132,3.103,3.316,2.702,2.889,3.029,1.974,3.257,2.859,2.038,3.257,1.939,1.926,2.385,3.061,2.931,2.663,2.843,2.354,2.187,2.192,2.455,2.497,2.314,2.531,2.632,1.982,2.064,2.497,2.489,2.184,2.264,2.276,2.33,2.319,2.579,2.44,2.789,2.541,2.435,2.673,2.312,0.87,0.601,0.577,0.575,0.538,0.457,0.526,0.44,0.527,0.46,0.621,0.463,0.437,0.477,0.51,0.547,0.526,0.784,0.512,0.654,0.883,0.423,0.436,0.599,0.493,0.538,0.494,0.586,0.465,0.498,0.611,0.792,0.409,0.654,0.75,0.586,0.644,0.625,0.431,0.791,0.639,0.49,0.645,0.701,0.551,0.478,0.441,0.595,0.617,0.615,0.381,0.446,0.517,0.403,0.341,0.388,0.422,0.584,0.352,0.338,0.422,0.681,0.551,0.964,0.512,0.756,0.516,0.405,0.383,0.625,0.481,0.512,0.599,0.481 -10,Epileptic,M,22.0,0.6,2.4,0.9,1.0,1.8,2.2,1.6,1.6,1.0,0.6,0.4,3.0,1.4,0.4,1.2,4.5,7.2,2.1,1.8,4.6,1.4,2.7,1.6,4.3,2.1,3.5,3.2,2.3,2.1,2.8,2.2,2.3,0.6,2.1,0.5,0.6,3.3,3.1,0.3,0.1,1.0,3.1,2.5,2.6,2.5,0.5,0.7,1.1,1.3,1.5,0.7,2.1,1.6,2.5,0.2,2.6,0.5,1.8,1.9,0.8,0.5,1.7,0.4,0.6,1.9,0.9,2.5,1.2,0.8,1.1,1.0,1.9,4.3,0.4,4,24,8,12,17,20,14,17,12,9,4.0,30,18,7,15,56,71,11,24,46,18,32,20,52,33,43,38,26,21,41,23,22,7,28,3,4,35,41,3,1,7,27,22,20,15,4,3,5,7,12,5,16,13,20,1,18,4,14,14,7,3,11,5,4,14,15,20,7,4,9,6,14,35,2,0.027,0.019,0.015,0.02,0.033,0.036,0.025,0.027,0.031,0.028,0.033,0.04,0.025,0.037,0.027,0.026,0.025,0.055,0.024,0.038,0.025,0.034,0.03,0.044,0.027,0.03,0.026,0.03,0.025,0.033,0.053,0.06,0.03,0.033,0.017,0.014,0.035,0.031,0.02,0.016,0.021,0.038,0.033,0.027,0.017,0.011,0.026,0.015,0.016,0.03,0.022,0.018,0.021,0.018,0.018,0.016,0.014,0.02,0.028,0.018,0.014,0.026,0.019,0.018,0.018,0.024,0.017,0.015,0.013,0.023,0.019,0.024,0.019,0.02,1575,6030,2127,2177,2902,3151,2818,3303,2217,1407,972.0,3153,4388,1179,3222,12356,20696,2924,5006,5505,4338,4773,2765,8021,5714,8117,7228,4530,6594,5803,2568,1371,1214,5727,2222,1814,6937,8410,447,395,1644,3218,6607,2852,3907,1305,943,2641,2585,1737,661,4405,2580,5856,373,4522,1315,3243,1740,1384,850,2716,779,1140,2792,970,4277,2821,1599,1998,1485,4075,7987,552,0.099,0.112,0.096,0.108,0.13,0.15,0.1,0.128,0.144,0.137,0.127,0.164,0.12,0.142,0.121,0.127,0.119,0.151,0.121,0.151,0.103,0.137,0.145,0.148,0.125,0.135,0.118,0.117,0.108,0.143,0.155,0.138,0.118,0.132,0.082,0.09,0.138,0.135,0.116,0.093,0.103,0.129,0.132,0.12,0.094,0.085,0.113,0.083,0.087,0.127,0.122,0.095,0.11,0.097,0.116,0.096,0.09,0.097,0.135,0.101,0.093,0.114,0.135,0.106,0.108,0.12,0.101,0.087,0.087,0.125,0.105,0.112,0.106,0.101,447,2112,920,860,989,1123,1017,1037,537,376,224.0,1479,1072,294,886,3083,5207,593,1305,2325,1035,1537,1013,2113,1621,2181,2289,1542,1514,1890,834,701,331,1275,504,655,1772,1864,227,173,785,1507,1377,1546,2159,672,407,980,1178,794,443,1933,1130,2242,161,2415,623,1512,1021,749,467,1016,331,538,1469,589,2200,1200,780,717,804,1422,3470,306,3.528,2.629,2.24,2.394,2.494,2.302,2.321,2.722,2.835,2.745,3.212,1.881,3.137,2.873,2.761,2.865,3.005,3.794,2.935,2.008,2.916,2.398,2.215,2.822,2.66,2.835,2.386,2.327,3.099,2.419,2.328,1.973,2.74,3.159,3.812,2.529,2.827,3.147,2.229,2.44,2.63,1.861,3.36,2.083,2.031,2.059,2.96,3.561,2.66,2.404,1.88,2.331,2.257,2.527,2.553,2.024,2.337,2.382,1.857,1.984,2.069,2.567,2.261,2.57,2.057,2.032,2.014,2.669,2.262,2.657,2.069,2.767,2.404,2.335,0.835,0.615,0.518,0.487,0.734,0.631,0.676,0.482,0.688,0.577,0.776,0.409,0.476,0.54,0.561,0.683,0.704,0.777,0.51,0.661,0.957,0.517,0.528,0.763,0.607,0.546,0.611,0.576,0.614,0.53,0.746,0.848,0.373,0.619,0.653,0.502,0.827,0.68,0.559,0.482,0.553,0.511,0.726,0.617,0.624,0.458,0.439,0.825,0.432,0.505,0.368,0.547,0.442,0.525,0.389,0.44,0.352,0.492,0.377,0.373,0.32,0.681,0.49,0.614,0.464,0.63,0.458,0.428,0.428,0.767,0.47,0.72,0.512,0.294 -11,Epileptic,F,22.0,1.0,1.7,1.1,1.1,1.4,2.4,1.6,1.3,1.0,1.1,0.3,2.7,1.2,0.3,1.2,4.4,7.4,1.2,2.7,4.1,1.7,3.6,1.5,3.6,2.6,3.0,4.0,3.0,2.4,3.2,2.4,0.9,0.4,2.2,0.3,0.6,3.6,3.2,0.1,0.1,0.9,4.1,2.0,2.3,2.6,0.6,0.5,0.6,1.4,0.8,0.5,2.0,1.2,2.3,0.1,2.6,0.6,1.2,1.1,1.1,0.7,1.9,0.6,0.5,1.9,1.4,2.8,1.2,0.8,0.5,1.5,1.8,6.3,0.2,10,19,10,8,13,21,12,14,9,11,2.0,26,15,4,16,57,79,9,31,38,16,56,17,45,42,34,48,33,22,46,23,7,5,32,2,5,41,42,1,2,5,34,22,16,15,5,2,6,7,5,3,16,9,19,1,21,5,12,8,9,7,13,4,5,16,18,21,9,5,4,12,12,54,2,0.04,0.021,0.019,0.019,0.026,0.031,0.029,0.02,0.042,0.039,0.029,0.038,0.026,0.024,0.03,0.027,0.027,0.043,0.034,0.037,0.025,0.037,0.028,0.034,0.025,0.023,0.033,0.028,0.023,0.03,0.046,0.034,0.024,0.029,0.008,0.014,0.038,0.033,0.011,0.017,0.019,0.038,0.032,0.023,0.018,0.013,0.017,0.013,0.019,0.013,0.03,0.021,0.025,0.017,0.014,0.017,0.014,0.016,0.021,0.019,0.022,0.025,0.027,0.018,0.02,0.024,0.02,0.017,0.014,0.016,0.027,0.021,0.019,0.012,1680,4378,2594,2376,2147,3391,3252,3236,1210,1916,606.0,3176,3219,1038,2697,9959,18597,2532,4798,4916,5675,5708,2225,6773,6786,7451,6947,4966,5946,6569,2590,1102,1145,6242,2407,1862,6761,7939,238,446,1385,3365,5513,2880,4151,1253,885,1957,2221,1799,406,3476,2074,5295,508,4831,1160,3238,1530,1562,1259,3112,564,1091,2846,1662,4306,2488,1907,891,1940,2486,11945,471,0.14,0.114,0.108,0.101,0.127,0.13,0.113,0.115,0.151,0.157,0.1,0.151,0.118,0.113,0.133,0.128,0.129,0.146,0.144,0.141,0.11,0.143,0.129,0.137,0.119,0.119,0.137,0.115,0.105,0.145,0.148,0.11,0.11,0.145,0.057,0.084,0.131,0.142,0.079,0.107,0.107,0.138,0.136,0.115,0.095,0.096,0.102,0.083,0.099,0.087,0.129,0.111,0.119,0.095,0.093,0.098,0.096,0.103,0.108,0.114,0.117,0.118,0.137,0.109,0.116,0.116,0.107,0.097,0.087,0.109,0.129,0.106,0.108,0.104,428,1481,886,870,820,1249,965,1037,417,495,164.0,1317,919,249,719,2894,4931,513,1355,1981,1126,1757,919,1887,1968,2082,2300,1708,1590,2013,756,486,310,1419,571,632,1773,1882,123,205,719,1658,1125,1573,2266,663,365,883,1068,808,234,1512,783,2169,154,2377,591,1367,849,864,538,1175,342,546,1413,915,2143,1140,889,456,890,1262,5051,234,3.373,2.764,2.897,2.654,2.309,2.394,2.604,2.623,2.235,3.189,2.848,2.032,2.705,3.059,2.733,2.583,2.871,3.564,2.788,2.146,3.453,2.525,2.052,2.691,2.569,2.714,2.33,2.231,2.796,2.63,2.521,2.372,2.763,3.087,3.559,2.586,2.821,2.94,2.129,2.246,2.41,1.807,3.425,2.109,2.079,2.089,2.834,2.735,2.549,2.645,2.202,2.313,2.331,2.461,2.835,2.152,2.11,2.519,1.962,1.995,2.276,2.484,1.822,2.3,2.245,2.249,2.151,2.461,2.376,2.163,2.415,2.272,2.474,2.348,0.81,0.64,0.523,0.464,0.654,0.635,0.638,0.435,0.701,0.497,0.591,0.583,0.409,0.485,0.537,0.6,0.629,0.848,0.541,0.584,0.821,0.601,0.522,0.795,0.583,0.581,0.531,0.611,0.426,0.524,0.706,0.778,0.47,0.62,0.662,0.538,0.8,0.665,0.2,0.406,0.459,0.57,0.751,0.596,0.576,0.529,0.609,0.538,0.43,0.516,0.377,0.5,0.584,0.475,0.369,0.458,0.403,0.49,0.404,0.367,0.513,0.64,0.458,0.606,0.62,0.782,0.444,0.374,0.461,0.501,0.406,0.472,0.464,0.312 -12,Epileptic,F,27.0,0.9,1.8,1.0,1.5,1.8,1.8,1.7,1.9,1.0,0.7,0.2,2.8,1.0,0.5,0.7,4.6,9.3,0.6,2.2,4.9,0.9,2.9,1.1,3.1,2.4,2.8,3.3,2.7,2.5,4.0,1.5,0.6,0.5,2.2,0.4,0.7,3.6,2.6,0.1,0.1,1.2,2.6,2.3,2.6,2.7,0.7,0.4,0.7,1.2,0.7,0.4,1.1,0.9,2.7,0.4,2.1,0.5,1.5,1.1,0.8,0.5,1.6,0.3,0.4,1.9,0.8,3.4,1.1,0.8,0.5,1.2,0.7,4.5,0.3,8,21,10,13,19,18,14,20,10,6,2.0,22,12,7,7,53,90,6,25,38,11,31,12,33,35,37,42,29,21,42,21,4,4,24,3,6,43,31,1,1,8,24,25,21,17,5,2,6,7,6,4,8,6,21,3,19,4,12,6,6,3,12,2,3,14,11,32,10,6,4,7,8,46,3,0.037,0.021,0.016,0.026,0.033,0.033,0.026,0.026,0.037,0.032,0.022,0.035,0.027,0.026,0.024,0.031,0.029,0.024,0.029,0.04,0.019,0.035,0.022,0.033,0.028,0.025,0.024,0.026,0.026,0.033,0.032,0.028,0.025,0.027,0.015,0.018,0.038,0.025,0.01,0.02,0.026,0.036,0.034,0.032,0.021,0.016,0.02,0.013,0.016,0.012,0.025,0.02,0.02,0.023,0.016,0.019,0.014,0.019,0.03,0.019,0.024,0.027,0.019,0.017,0.023,0.03,0.02,0.018,0.016,0.02,0.025,0.016,0.02,0.016,1369,3946,1923,2537,2465,3130,3239,4266,1861,1394,552.0,2558,2535,1301,1848,9415,19687,1784,4007,4286,4200,4499,1875,5918,5315,6678,6690,4487,5467,6242,2971,871,984,5325,1943,1830,7814,6753,272,271,1350,2879,6373,2150,3467,1476,804,1878,2253,1931,604,1899,1641,4875,545,3580,1075,3129,1029,1170,752,2607,455,884,2753,614,5738,2342,1469,1075,1715,1707,8985,486,0.13,0.122,0.119,0.119,0.154,0.142,0.115,0.131,0.152,0.128,0.108,0.141,0.125,0.126,0.133,0.145,0.132,0.106,0.132,0.148,0.096,0.156,0.116,0.14,0.14,0.13,0.126,0.121,0.118,0.148,0.147,0.102,0.099,0.127,0.086,0.1,0.146,0.128,0.094,0.101,0.119,0.159,0.148,0.126,0.103,0.099,0.101,0.088,0.09,0.091,0.136,0.103,0.112,0.107,0.113,0.11,0.099,0.104,0.134,0.109,0.117,0.122,0.127,0.108,0.122,0.125,0.108,0.104,0.104,0.114,0.121,0.114,0.107,0.116,443,1390,804,962,852,1051,998,1256,464,367,186.0,1145,690,291,490,2517,5283,386,1199,1949,933,1332,753,1534,1540,2027,2268,1667,1558,2041,737,372,337,1337,494,600,1762,1690,146,121,766,1212,1219,1398,2043,673,340,847,1074,766,318,919,689,1967,307,1747,521,1357,525,649,370,971,215,408,1266,383,2823,1007,674,418,771,735,3701,271,2.996,2.661,2.39,2.743,2.522,2.544,2.755,2.786,2.81,3.099,2.534,1.98,2.76,2.995,2.878,2.849,2.99,3.615,2.738,1.958,3.372,2.581,2.137,2.996,2.661,2.679,2.349,2.244,2.692,2.526,2.926,2.391,2.253,2.886,3.401,2.773,3.235,2.889,2.097,2.785,2.302,2.145,3.4,1.749,1.971,2.437,2.996,2.738,2.548,2.682,2.056,2.373,2.549,2.541,2.182,2.117,2.374,2.672,2.325,2.051,2.647,2.816,2.425,2.557,2.59,1.931,2.141,2.552,2.566,2.999,2.621,2.54,2.553,2.249,0.728,0.516,0.623,0.516,0.617,0.482,0.645,0.485,0.673,0.423,0.631,0.53,0.394,0.397,0.454,0.501,0.554,0.701,0.584,0.553,0.765,0.462,0.523,0.545,0.499,0.46,0.476,0.495,0.651,0.49,0.598,0.87,0.509,0.599,0.697,0.502,0.698,0.569,0.316,0.465,0.529,0.627,0.78,0.658,0.62,0.442,0.506,0.775,0.453,0.605,0.458,0.505,0.473,0.556,0.291,0.369,0.414,0.629,0.475,0.382,0.392,0.611,0.356,0.744,0.49,0.631,0.392,0.366,0.434,0.723,0.385,0.5,0.482,0.359 -13,Epileptic,M,27.0,0.7,2.3,0.9,1.3,1.7,1.4,2.0,1.7,0.9,0.9,0.3,2.5,1.1,0.5,0.6,4.7,7.0,0.8,1.6,3.9,1.9,3.1,1.1,3.4,6.2,4.1,3.1,2.4,2.4,3.2,1.5,1.4,0.4,2.2,0.5,0.8,2.9,3.3,0.2,0.3,1.5,3.0,3.1,2.4,3.2,0.6,0.4,0.7,1.5,1.1,0.7,1.2,1.5,2.0,0.3,2.8,0.6,1.4,1.4,1.3,0.8,1.6,0.4,0.5,1.3,0.9,3.1,0.7,1.1,0.6,1.6,1.3,4.5,0.3,5,20,8,11,16,18,15,18,17,7,2.0,24,13,6,9,60,67,5,26,41,22,33,12,44,57,49,36,21,21,41,16,9,5,29,3,7,39,46,1,3,10,24,23,17,21,4,2,4,8,8,5,10,11,15,2,21,4,10,9,11,8,13,3,5,9,15,22,5,8,7,11,10,38,2,0.041,0.028,0.022,0.027,0.037,0.029,0.031,0.029,0.034,0.037,0.022,0.036,0.032,0.031,0.025,0.03,0.031,0.039,0.03,0.039,0.035,0.037,0.028,0.04,0.055,0.036,0.031,0.026,0.027,0.032,0.041,0.049,0.028,0.031,0.017,0.015,0.032,0.031,0.015,0.021,0.025,0.035,0.048,0.027,0.025,0.012,0.02,0.015,0.021,0.02,0.028,0.017,0.02,0.018,0.022,0.019,0.016,0.019,0.029,0.021,0.024,0.022,0.015,0.017,0.019,0.018,0.02,0.014,0.019,0.023,0.025,0.017,0.016,0.016,1574,3994,2042,2437,2054,2765,3054,3209,1829,1877,607.0,2125,2754,1214,1865,11520,15950,2234,4113,4499,4585,3753,1370,5922,5959,7782,5828,3456,5914,6384,2255,1250,960,6252,1749,2293,7490,7378,276,543,1803,2291,3738,2248,3097,1366,722,2088,2242,1754,542,2198,1927,4559,464,4041,1382,2406,1155,1731,1363,2711,532,959,1890,1146,5206,1763,2029,1252,1814,2299,9410,555,0.13,0.123,0.105,0.119,0.136,0.138,0.103,0.138,0.155,0.137,0.104,0.153,0.142,0.135,0.113,0.135,0.132,0.12,0.125,0.157,0.113,0.137,0.116,0.137,0.151,0.14,0.123,0.104,0.106,0.139,0.145,0.125,0.116,0.136,0.09,0.097,0.131,0.132,0.105,0.121,0.125,0.132,0.142,0.12,0.113,0.078,0.101,0.075,0.103,0.105,0.133,0.104,0.108,0.098,0.109,0.11,0.086,0.107,0.128,0.113,0.126,0.116,0.116,0.114,0.101,0.105,0.105,0.086,0.101,0.14,0.123,0.11,0.097,0.107,327,1264,663,842,839,897,1036,1009,557,442,175.0,1177,680,288,500,2928,4063,405,1144,1856,1103,1393,722,1719,1918,2149,1869,1396,1443,1850,656,438,298,1334,441,819,1763,1871,140,224,876,1262,964,1452,1964,723,316,751,1001,809,342,1074,1077,1833,211,2131,629,1086,721,920,515,1092,341,498,1056,797,2380,798,932,452,900,1130,4233,239,3.781,2.804,3.152,2.745,2.095,2.323,2.355,2.633,2.417,3.077,2.862,1.648,3.013,3.092,2.673,2.817,2.999,4.012,2.749,2.08,2.997,2.345,1.702,2.653,2.45,2.844,2.392,2.018,2.983,2.533,2.566,2.726,2.674,3.206,3.774,2.621,3.006,2.833,2.402,2.603,2.574,1.659,2.812,1.769,1.819,2.025,2.856,3.325,2.659,2.476,1.916,2.223,1.99,2.47,2.481,2.116,2.445,2.509,1.818,2.078,2.478,2.526,1.818,2.277,1.972,1.851,2.257,2.478,2.547,2.712,2.237,2.428,2.377,2.639,0.89,0.649,0.594,0.536,0.669,0.71,0.627,0.437,0.758,0.728,0.637,0.424,0.465,0.49,0.549,0.684,0.656,0.8,0.559,0.603,0.9,0.595,0.432,0.76,0.738,0.664,0.636,0.516,0.694,0.642,0.621,0.842,0.405,0.677,0.531,0.541,0.791,0.7,0.356,0.49,0.431,0.608,0.981,0.533,0.603,0.436,0.433,0.937,0.591,0.46,0.314,0.451,0.373,0.427,0.507,0.402,0.378,0.477,0.423,0.429,0.438,0.523,0.453,0.628,0.421,0.659,0.476,0.454,0.43,0.833,0.44,0.664,0.414,0.421 -14,Epileptic,F,22.0,0.6,2.5,1.5,0.9,1.7,1.7,1.4,1.7,1.0,0.7,0.3,3.1,1.7,0.5,1.0,6.1,8.7,0.6,2.3,3.6,1.8,2.9,1.7,2.7,3.7,3.2,4.1,3.1,2.8,3.1,0.9,1.4,0.5,2.7,0.4,1.4,3.8,2.9,0.1,0.1,1.0,2.7,2.6,1.8,2.5,0.8,0.4,0.8,1.3,1.0,0.6,1.5,1.4,2.7,0.4,1.6,0.9,1.3,0.9,1.2,0.8,1.1,0.3,0.3,2.2,1.0,2.0,1.8,0.8,0.4,0.8,1.4,4.9,0.4,7,23,18,9,17,17,14,19,11,6,4.0,26,16,4,7,67,79,6,20,28,13,29,19,34,47,37,52,32,28,40,14,12,4,33,2,15,44,33,1,1,6,22,31,15,17,7,2,5,7,9,4,12,12,21,4,14,8,12,6,11,6,9,2,4,18,12,20,12,6,5,6,13,43,2,0.026,0.02,0.019,0.018,0.033,0.027,0.019,0.026,0.036,0.04,0.033,0.034,0.028,0.03,0.025,0.03,0.027,0.025,0.031,0.031,0.028,0.031,0.027,0.031,0.033,0.023,0.029,0.027,0.024,0.027,0.022,0.049,0.021,0.026,0.009,0.019,0.029,0.027,0.013,0.013,0.018,0.036,0.035,0.021,0.019,0.019,0.015,0.012,0.015,0.016,0.03,0.017,0.018,0.02,0.013,0.014,0.025,0.013,0.022,0.019,0.035,0.021,0.017,0.014,0.021,0.027,0.016,0.019,0.014,0.012,0.024,0.02,0.02,0.02,1749,5635,3129,1890,2364,2917,3133,3507,1914,1040,559.0,2975,4417,1253,3030,12974,21512,2466,4150,3597,4293,4482,2507,5824,6855,7676,6619,5363,7139,5929,2027,1203,1084,6715,2263,3317,7867,7437,347,439,2052,2594,5920,2443,3925,1332,963,2340,2723,2174,638,2842,2748,5846,968,3267,1391,3342,1086,1781,765,2065,474,972,3627,957,3979,3594,1710,955,1112,2746,10632,493,0.109,0.109,0.116,0.105,0.137,0.132,0.101,0.125,0.144,0.161,0.131,0.14,0.125,0.112,0.108,0.135,0.125,0.108,0.12,0.119,0.105,0.141,0.133,0.132,0.143,0.121,0.136,0.123,0.11,0.137,0.104,0.139,0.103,0.127,0.07,0.097,0.123,0.122,0.087,0.096,0.094,0.138,0.135,0.105,0.103,0.113,0.098,0.076,0.089,0.099,0.139,0.101,0.097,0.097,0.093,0.094,0.129,0.084,0.111,0.108,0.144,0.109,0.11,0.104,0.113,0.122,0.102,0.106,0.097,0.1,0.123,0.109,0.106,0.11,452,1843,1160,772,828,1066,999,1120,509,290,185.0,1426,1048,285,682,3273,5354,507,1182,1772,1134,1397,987,1520,2059,2337,2356,1784,1838,1875,601,500,389,1609,601,1197,2225,1763,192,180,927,1212,1472,1372,2121,677,410,1059,1244,931,330,1393,1266,2227,500,1742,556,1647,651,962,358,788,261,442,1660,570,2030,1430,851,529,544,1231,3921,282,3.416,2.752,2.653,2.56,2.417,2.565,2.641,2.897,2.726,3.01,2.609,1.885,3.143,3.036,3.199,2.838,3.107,3.793,2.952,1.848,2.952,2.483,2.146,2.791,2.619,2.679,2.315,2.406,2.945,2.507,2.453,2.618,2.317,3.094,3.279,2.608,2.84,3.045,2.111,2.835,2.806,1.993,3.033,1.898,2.137,2.283,3.001,2.698,2.71,2.619,2.19,2.24,2.18,2.514,2.435,2.076,2.585,2.263,1.991,2.049,2.362,2.583,2.123,2.626,2.458,2.056,2.149,2.787,2.511,2.127,2.461,2.607,2.723,2.21,0.582,0.575,0.727,0.51,0.708,0.562,0.693,0.566,0.553,0.441,0.643,0.469,0.398,0.49,0.569,0.641,0.634,0.753,0.641,0.539,0.758,0.489,0.433,0.688,0.546,0.501,0.496,0.622,0.563,0.553,0.648,0.861,0.428,0.609,0.956,0.406,0.654,0.582,0.33,0.564,0.464,0.481,0.669,0.553,0.719,0.392,0.505,0.625,0.573,0.463,0.392,0.521,0.587,0.588,0.304,0.432,0.432,0.529,0.318,0.447,0.41,0.747,0.594,1.158,0.621,0.552,0.459,0.4,0.455,0.543,0.386,0.468,0.573,0.586 -15,Epileptic,F,32.0,1.3,1.9,1.1,1.3,1.3,2.2,1.7,1.3,1.1,0.8,0.3,3.5,1.3,0.6,1.8,4.8,8.1,0.7,2.2,4.3,1.1,2.9,2.5,2.7,3.5,3.3,3.7,2.8,2.5,3.3,1.5,1.4,0.7,2.4,0.5,0.5,3.1,3.2,0.2,0.1,1.3,2.4,2.2,2.8,2.5,0.6,0.4,1.1,1.4,0.8,0.7,2.0,1.7,2.4,0.1,2.7,0.6,1.9,0.9,1.8,0.7,1.5,0.4,0.7,1.5,1.8,2.7,1.4,1.0,0.6,0.9,1.2,5.7,0.5,9,16,10,11,11,16,11,11,10,6,2.0,29,15,6,18,45,69,5,16,33,11,31,19,28,36,30,32,26,20,31,13,8,4,20,3,4,30,34,2,1,9,20,16,20,15,6,2,6,8,7,6,14,15,19,1,22,5,15,7,14,5,10,3,5,11,13,20,12,7,6,6,11,44,3,0.053,0.026,0.024,0.027,0.039,0.032,0.033,0.031,0.049,0.032,0.035,0.042,0.031,0.038,0.034,0.031,0.033,0.033,0.037,0.04,0.032,0.031,0.032,0.036,0.034,0.034,0.035,0.036,0.028,0.033,0.044,0.062,0.035,0.032,0.02,0.018,0.035,0.035,0.016,0.014,0.028,0.033,0.045,0.031,0.021,0.017,0.019,0.02,0.02,0.024,0.033,0.024,0.025,0.023,0.013,0.021,0.02,0.023,0.034,0.027,0.023,0.031,0.023,0.024,0.023,0.046,0.024,0.021,0.02,0.026,0.026,0.019,0.024,0.029,1054,3186,1689,1811,1397,2789,2081,2184,1408,1135,490.0,2365,2503,799,2644,7896,14679,1600,3590,3548,3123,4234,2392,4278,5407,5332,4957,3818,5325,4432,2225,840,1000,4301,1446,1097,5014,6121,303,253,1220,1797,3800,2051,3115,1160,600,1842,1992,1297,566,2801,1894,3777,217,3259,1034,2555,774,1658,837,1885,422,871,1770,809,3057,2141,1516,954,1100,2119,8597,380,0.153,0.12,0.136,0.124,0.149,0.129,0.11,0.126,0.165,0.141,0.119,0.15,0.126,0.153,0.151,0.13,0.132,0.112,0.137,0.15,0.107,0.126,0.128,0.136,0.116,0.124,0.127,0.119,0.103,0.139,0.161,0.142,0.118,0.135,0.089,0.098,0.144,0.15,0.099,0.089,0.133,0.129,0.16,0.129,0.104,0.101,0.102,0.1,0.105,0.121,0.144,0.112,0.118,0.105,0.102,0.112,0.119,0.114,0.136,0.12,0.111,0.132,0.116,0.12,0.117,0.148,0.115,0.111,0.108,0.138,0.119,0.105,0.114,0.135,392,1164,685,814,594,1135,843,808,440,378,169.0,1405,790,242,826,2604,4274,379,1039,1730,786,1495,1134,1369,1723,1686,1914,1344,1460,1678,600,391,388,1175,424,482,1459,1579,211,143,675,1133,941,1442,1890,631,311,857,1010,521,338,1380,1070,1844,113,1960,499,1361,414,1050,450,758,265,441,1004,507,1762,1052,750,394,602,1029,3903,251,2.613,2.535,2.498,2.231,2.191,2.145,2.119,2.539,2.457,2.507,2.608,1.562,2.449,2.409,2.482,2.361,2.773,3.21,2.803,1.811,2.851,2.285,1.843,2.479,2.474,2.589,2.086,2.247,2.752,2.224,2.766,2.395,2.135,2.808,3.142,2.177,2.652,2.843,1.596,1.97,2.179,1.554,2.979,1.66,1.891,2.04,2.229,2.744,2.425,2.703,1.948,2.11,1.912,2.132,2.007,1.846,2.392,2.2,1.944,1.779,2.253,2.472,1.962,2.283,1.994,2.013,1.967,2.27,2.26,2.739,2.145,2.266,2.322,1.876,0.651,0.546,0.551,0.404,0.613,0.547,0.548,0.472,0.522,0.573,0.656,0.472,0.457,0.496,0.541,0.611,0.56,0.683,0.662,0.629,0.719,0.532,0.614,0.637,0.708,0.519,0.573,0.565,0.556,0.506,0.645,0.706,0.481,0.512,0.77,0.465,0.6,0.596,0.311,0.371,0.471,0.491,0.673,0.487,0.527,0.444,0.497,0.634,0.411,0.546,0.469,0.422,0.522,0.488,0.397,0.383,0.355,0.601,0.652,0.335,0.307,0.635,0.342,0.8,0.579,0.602,0.468,0.464,0.452,0.692,0.456,0.599,0.5,0.378 -16,Epileptic,M,57.0,0.8,2.5,1.0,1.8,2.0,2.0,1.6,1.6,0.9,1.0,0.4,3.3,1.2,0.5,0.9,5.8,7.8,1.4,2.9,4.8,0.7,2.8,3.5,3.1,4.2,4.2,3.5,2.3,2.6,2.7,1.7,1.4,0.3,2.1,0.2,1.2,3.5,2.4,0.1,0.2,1.3,3.1,1.9,3.4,2.9,0.5,0.4,0.7,1.4,0.6,0.6,1.5,1.3,2.2,0.2,2.8,0.9,1.9,1.7,1.8,0.3,1.7,0.3,0.5,2.1,0.9,2.7,1.1,1.1,0.3,1.2,1.3,4.1,0.4,6,22,8,14,16,20,15,17,11,10,5.0,34,15,6,12,64,82,11,38,43,8,33,31,38,36,49,46,23,25,37,21,11,5,26,1,11,36,39,1,2,11,24,24,27,17,4,2,5,7,6,4,13,11,21,1,25,6,16,12,16,2,13,1,5,20,19,22,9,7,4,10,12,38,3,0.037,0.024,0.016,0.03,0.039,0.026,0.025,0.032,0.038,0.036,0.032,0.029,0.029,0.025,0.021,0.034,0.028,0.035,0.033,0.042,0.02,0.032,0.033,0.038,0.042,0.029,0.027,0.027,0.025,0.029,0.043,0.044,0.023,0.03,0.014,0.018,0.037,0.029,0.012,0.014,0.023,0.037,0.032,0.027,0.02,0.009,0.018,0.014,0.018,0.022,0.027,0.018,0.02,0.021,0.017,0.019,0.021,0.021,0.03,0.024,0.014,0.027,0.024,0.018,0.021,0.032,0.02,0.018,0.019,0.016,0.026,0.022,0.018,0.024,1386,3973,2098,2587,2014,3231,3026,2472,1598,1598,836.0,3709,3094,1315,2687,9482,17377,2535,5513,4099,3204,4173,3102,5039,4914,8475,6128,4163,6240,4960,2440,1415,896,5408,1334,2338,6863,6105,345,572,1851,2505,4916,2840,3738,1371,653,1937,2094,1289,515,3069,1918,4531,256,4317,1318,2671,1522,2120,548,2526,343,809,3066,769,3916,2034,1759,759,1359,2058,7543,422,0.134,0.117,0.108,0.128,0.141,0.126,0.113,0.14,0.155,0.157,0.132,0.138,0.123,0.125,0.111,0.137,0.129,0.142,0.139,0.166,0.084,0.123,0.129,0.138,0.128,0.134,0.117,0.104,0.117,0.134,0.166,0.118,0.102,0.14,0.072,0.096,0.139,0.135,0.087,0.102,0.116,0.133,0.152,0.125,0.104,0.076,0.104,0.078,0.102,0.117,0.121,0.1,0.111,0.107,0.132,0.112,0.116,0.115,0.128,0.12,0.102,0.131,0.107,0.112,0.113,0.143,0.11,0.105,0.102,0.105,0.141,0.111,0.106,0.123,384,1530,864,985,901,1295,1094,914,465,454,257.0,1866,804,309,752,2891,4809,555,1594,2132,682,1512,1666,1503,1490,2612,2176,1422,1563,1799,730,537,281,1260,348,1033,1815,1564,203,286,902,1339,1126,2002,2175,751,324,833,1067,519,353,1356,1023,1982,142,2280,660,1401,840,1205,286,965,191,399,1624,554,2059,962,827,390,688,1013,3431,263,3.471,2.478,2.428,2.461,2.094,2.172,2.198,2.387,2.567,2.923,2.88,1.764,2.848,2.835,2.604,2.473,2.734,3.504,2.697,1.731,3.086,2.254,1.758,2.655,2.542,2.665,2.28,2.232,2.904,2.218,2.676,2.718,2.451,2.988,3.407,2.278,2.832,2.762,1.906,2.318,2.35,1.685,3.08,1.709,1.896,1.948,2.569,2.622,2.434,2.711,1.66,2.293,2.061,2.354,2.312,2.066,2.253,2.154,1.919,1.961,2.097,2.811,1.943,2.397,1.931,1.852,2.042,2.299,2.384,2.186,2.092,2.315,2.326,2.079,0.65,0.588,0.488,0.515,0.575,0.565,0.588,0.439,0.621,0.584,0.743,0.534,0.377,0.511,0.565,0.646,0.644,0.805,0.544,0.562,0.847,0.593,0.578,0.721,0.596,0.526,0.534,0.628,0.558,0.553,0.636,0.847,0.428,0.67,0.81,0.377,0.691,0.662,0.337,0.421,0.401,0.54,0.728,0.59,0.615,0.468,0.351,0.75,0.423,0.54,0.289,0.483,0.465,0.44,0.456,0.369,0.392,0.466,0.451,0.361,0.26,0.607,0.38,0.825,0.43,0.722,0.425,0.408,0.41,0.853,0.431,0.494,0.465,0.326 -17,Epileptic,F,32.0,0.6,1.8,1.1,1.3,1.5,2.3,1.4,1.0,1.4,0.7,0.3,2.0,1.9,0.6,1.6,4.3,6.6,0.5,1.9,3.5,0.6,2.5,1.2,2.4,2.7,3.3,2.8,2.0,2.2,3.3,1.3,1.2,0.5,2.4,0.3,0.3,2.6,2.9,0.1,0.1,0.8,2.4,1.3,1.7,2.3,0.6,0.2,0.7,1.0,0.5,0.8,1.8,1.1,1.5,0.1,1.9,0.4,1.8,1.1,0.8,0.5,0.6,0.3,0.3,1.3,0.8,2.1,1.6,0.8,0.3,0.9,0.9,3.5,0.3,5,15,11,12,11,18,12,12,11,6,3.0,17,21,7,13,44,59,4,24,33,5,32,14,27,33,36,35,20,22,33,21,6,6,25,2,2,23,39,1,1,4,22,17,13,13,4,1,5,5,4,5,13,9,11,1,14,4,17,7,6,3,5,2,3,12,12,15,11,6,3,6,7,30,3,0.026,0.022,0.019,0.021,0.043,0.032,0.026,0.023,0.045,0.034,0.032,0.03,0.039,0.04,0.034,0.032,0.025,0.025,0.027,0.034,0.013,0.036,0.033,0.035,0.037,0.034,0.029,0.026,0.026,0.034,0.055,0.045,0.019,0.03,0.015,0.009,0.03,0.033,0.012,0.012,0.018,0.032,0.03,0.025,0.019,0.019,0.012,0.012,0.013,0.016,0.031,0.02,0.02,0.014,0.017,0.019,0.01,0.021,0.028,0.022,0.019,0.014,0.023,0.013,0.021,0.027,0.02,0.019,0.017,0.013,0.03,0.02,0.016,0.017,1402,3777,2261,2445,1454,3488,2343,2968,1628,1160,605.0,2185,4036,990,3034,9248,16461,2113,4006,4039,2463,3985,1684,4958,5421,6716,5301,3820,5953,5308,1600,880,1325,6278,1692,1512,5908,6445,358,417,1426,2502,4363,2265,3228,1215,691,2026,2388,1711,620,3171,1618,4351,391,3181,1294,3221,1075,1162,1092,1536,400,842,2364,706,3341,3188,1795,843,1470,2408,8955,509,0.099,0.111,0.113,0.108,0.141,0.136,0.117,0.113,0.146,0.143,0.145,0.13,0.151,0.121,0.124,0.131,0.114,0.092,0.123,0.133,0.068,0.154,0.13,0.134,0.147,0.146,0.138,0.114,0.109,0.144,0.132,0.118,0.113,0.123,0.067,0.064,0.124,0.132,0.081,0.077,0.101,0.138,0.126,0.112,0.099,0.104,0.087,0.076,0.084,0.092,0.139,0.105,0.119,0.084,0.101,0.11,0.085,0.109,0.126,0.111,0.101,0.1,0.132,0.097,0.115,0.132,0.107,0.099,0.099,0.109,0.119,0.106,0.089,0.11,378,1217,852,952,594,1188,892,834,473,306,176.0,955,936,261,736,2360,4256,386,1188,1554,678,1204,679,1168,1432,1772,1823,1273,1512,1555,476,417,425,1302,381,541,1370,1432,216,158,664,1180,803,1169,1856,542,276,870,1103,521,399,1416,804,1801,116,1467,630,1475,625,612,446,547,179,337,1014,475,1531,1261,794,311,561,776,3649,282,3.225,2.811,2.656,2.547,2.238,2.475,2.267,3.107,2.533,3.129,2.851,1.941,3.194,2.624,2.863,2.787,3.054,3.83,2.814,2.153,2.718,2.518,2.095,2.93,2.801,2.989,2.413,2.392,2.925,2.638,2.434,2.165,2.562,3.207,3.538,2.578,3.125,3.042,1.963,2.965,2.676,1.933,3.287,2.088,1.981,2.448,2.907,2.842,2.677,3.283,2.001,2.278,1.979,2.446,3.613,2.407,2.299,2.398,1.996,2.13,2.626,2.618,2.246,2.653,2.712,2.046,2.305,2.748,2.496,3.319,2.672,3.109,2.53,2.202,0.782,0.826,0.696,0.451,0.532,0.55,0.477,0.596,0.598,0.598,0.815,0.482,0.644,0.643,0.608,0.551,0.62,0.852,0.591,0.688,0.666,0.453,0.389,0.743,0.548,0.67,0.484,0.561,0.473,0.596,0.617,0.888,0.379,0.664,0.892,0.558,0.772,0.827,0.375,0.401,0.645,0.483,0.844,0.762,0.593,0.578,0.579,0.604,0.525,0.732,0.416,0.548,0.637,0.513,0.973,0.567,0.507,0.521,0.348,0.369,0.4,1.096,0.54,1.298,0.739,0.75,0.478,0.42,0.571,0.84,0.676,1.098,0.533,0.56 -18,Epileptic,F,37.0,1.0,2.0,1.3,1.7,1.9,1.5,1.2,2.0,1.5,0.6,0.2,2.3,2.3,0.6,1.4,7.0,9.1,1.1,2.4,3.7,1.3,4.0,1.7,3.3,5.3,2.8,2.9,2.4,2.1,2.0,1.2,0.6,0.5,2.4,0.4,0.8,2.9,3.7,0.2,0.2,1.2,2.9,2.4,2.4,2.5,0.8,0.5,1.2,1.4,0.9,0.3,2.6,1.5,2.6,0.1,2.4,0.8,1.4,1.0,0.6,0.8,1.5,0.2,0.4,2.0,1.1,2.5,1.7,1.2,0.6,0.7,1.1,5.4,0.4,7,19,13,18,14,17,13,20,16,6,3.0,23,21,8,17,84,92,8,31,33,21,36,12,42,42,29,38,26,22,28,15,7,4,31,2,7,37,45,2,1,8,26,21,18,15,6,3,8,8,8,3,20,10,18,1,21,7,12,9,5,6,10,2,5,17,19,23,13,6,7,5,8,47,3,0.041,0.023,0.023,0.028,0.038,0.028,0.027,0.032,0.054,0.035,0.03,0.037,0.032,0.05,0.029,0.036,0.032,0.04,0.026,0.038,0.029,0.038,0.036,0.042,0.044,0.028,0.028,0.028,0.028,0.03,0.036,0.056,0.028,0.027,0.013,0.017,0.04,0.033,0.018,0.017,0.023,0.043,0.037,0.032,0.02,0.016,0.021,0.019,0.02,0.025,0.027,0.022,0.027,0.021,0.018,0.021,0.021,0.016,0.031,0.016,0.024,0.024,0.02,0.023,0.022,0.019,0.018,0.026,0.02,0.019,0.02,0.014,0.018,0.018,1424,4264,2740,2829,1734,2050,2545,2976,1798,1223,613.0,2622,3854,1023,3222,12729,19117,2113,5463,3504,3421,4037,1679,5860,5130,5626,5588,4090,5251,4302,2132,573,896,5581,1666,2315,5157,8052,381,405,1556,1898,5712,2492,3143,1486,818,2084,2355,1321,338,4184,1584,4394,354,3622,1612,3313,967,884,1008,2267,392,897,3031,1411,4543,2201,1681,971,1120,2637,9824,532,0.126,0.113,0.116,0.131,0.137,0.129,0.109,0.137,0.167,0.147,0.121,0.136,0.136,0.16,0.139,0.152,0.133,0.141,0.124,0.147,0.12,0.124,0.115,0.155,0.129,0.134,0.125,0.123,0.112,0.135,0.15,0.119,0.108,0.129,0.073,0.094,0.134,0.136,0.103,0.109,0.113,0.13,0.149,0.128,0.105,0.103,0.111,0.098,0.098,0.117,0.145,0.111,0.128,0.106,0.099,0.11,0.101,0.099,0.126,0.094,0.115,0.118,0.106,0.125,0.118,0.121,0.106,0.126,0.107,0.125,0.111,0.099,0.104,0.106,433,1519,965,1030,789,935,879,1102,517,344,162.0,1112,1197,298,840,3701,5057,487,1551,1513,796,1436,688,1626,1863,1748,1875,1401,1324,1346,584,264,298,1433,471,733,1400,1971,205,183,813,1112,1129,1354,1858,687,334,948,1098,583,199,1926,865,1983,154,1852,670,1465,582,529,552,918,207,380,1418,887,2186,973,832,478,543,1160,4511,275,3.283,2.645,2.683,2.606,1.882,2.049,2.386,2.309,2.584,2.761,2.965,2.009,2.619,2.65,2.734,2.603,2.994,3.291,2.795,2.012,3.091,2.256,2.002,2.747,2.262,2.639,2.409,2.311,2.896,2.523,2.707,2.305,2.36,2.785,3.111,2.611,2.719,2.919,2.117,2.551,2.368,1.59,3.416,2.059,1.928,2.36,2.765,2.699,2.638,2.436,1.992,2.331,1.956,2.397,2.686,2.19,2.327,2.413,1.953,1.807,2.248,2.319,1.976,2.593,2.245,1.923,2.204,2.396,2.328,2.236,2.35,2.376,2.326,2.247,0.882,0.588,0.498,0.577,0.648,0.504,0.547,0.627,0.656,0.616,0.627,0.524,0.48,0.424,0.572,0.569,0.593,0.963,0.601,0.659,0.741,0.639,0.636,0.674,0.641,0.566,0.456,0.52,0.465,0.452,0.646,0.948,0.337,0.625,0.737,0.555,0.84,0.74,0.382,0.517,0.489,0.571,0.753,0.628,0.54,0.534,0.372,0.908,0.544,0.558,0.552,0.446,0.443,0.433,0.409,0.389,0.475,0.511,0.364,0.39,0.358,0.691,0.386,0.605,0.477,0.659,0.459,0.505,0.459,0.73,0.397,0.521,0.498,0.537 -19,Epileptic,M,27.0,0.8,3.0,1.2,1.1,2.1,3.2,1.4,2.2,1.6,0.6,0.3,3.4,1.7,0.6,1.3,6.9,8.2,1.1,2.8,6.0,0.7,3.3,1.7,3.6,3.3,3.4,3.3,2.2,2.8,4.6,1.3,1.0,0.4,2.3,0.3,1.0,2.5,4.1,0.2,0.3,1.4,3.5,2.3,3.6,2.2,0.6,0.5,1.2,1.5,0.7,0.9,2.5,1.5,1.8,0.4,2.7,0.8,3.2,0.9,1.2,1.0,1.4,1.2,0.5,2.1,1.0,2.2,1.0,1.8,0.4,1.3,1.6,6.1,0.2,5,28,13,11,21,28,10,18,20,6,2.0,36,21,7,13,75,72,10,27,42,8,37,19,44,36,40,38,23,26,49,21,9,4,30,2,8,31,41,1,3,8,27,22,27,13,4,3,14,8,6,6,20,9,12,3,23,4,29,6,10,6,10,9,3,16,12,17,7,13,4,9,13,52,1,0.035,0.027,0.019,0.021,0.042,0.034,0.019,0.03,0.042,0.025,0.025,0.032,0.025,0.039,0.026,0.033,0.025,0.034,0.032,0.036,0.014,0.03,0.026,0.034,0.025,0.027,0.022,0.022,0.021,0.03,0.035,0.046,0.024,0.03,0.011,0.017,0.031,0.033,0.012,0.011,0.025,0.031,0.037,0.029,0.015,0.01,0.016,0.017,0.017,0.021,0.029,0.023,0.022,0.016,0.018,0.019,0.021,0.024,0.016,0.016,0.028,0.024,0.035,0.016,0.016,0.02,0.017,0.017,0.023,0.012,0.02,0.02,0.018,0.024,1567,6076,2747,2626,2435,5495,3316,4173,2242,1609,733.0,4314,4409,1420,3068,11744,19477,3024,5226,5413,3289,5957,2706,8216,7547,7900,7414,4207,7319,8066,2673,1360,1339,6206,1993,2475,6697,8152,608,944,1740,3832,5487,3653,4237,1746,1207,2377,2842,1455,979,4351,2460,4465,755,4986,1656,4551,1619,2122,1358,2407,1224,899,4304,1878,4178,2481,2921,866,1906,3201,13964,357,0.111,0.123,0.116,0.111,0.153,0.143,0.089,0.134,0.158,0.12,0.099,0.138,0.128,0.124,0.123,0.14,0.116,0.128,0.121,0.126,0.074,0.136,0.129,0.142,0.117,0.127,0.122,0.099,0.101,0.14,0.133,0.118,0.114,0.119,0.067,0.092,0.12,0.124,0.076,0.092,0.116,0.131,0.131,0.116,0.087,0.081,0.098,0.088,0.097,0.114,0.124,0.111,0.108,0.089,0.103,0.106,0.099,0.11,0.097,0.101,0.119,0.113,0.143,0.094,0.099,0.101,0.098,0.094,0.115,0.104,0.112,0.102,0.095,0.104,443,1708,1010,945,911,1584,1011,1236,654,395,207.0,1751,1185,348,834,3519,5222,583,1509,2626,895,1810,1079,1818,2159,2165,2464,1502,2009,2423,682,500,358,1495,518,880,1480,1936,231,416,880,1708,1107,2112,2351,867,501,966,1315,516,561,1816,1094,1768,356,2210,624,2033,844,1038,577,935,518,435,1917,880,1955,1055,1215,478,965,1317,5272,186,3.421,3.066,2.581,2.747,2.365,2.817,2.671,2.906,2.573,3.26,3.048,2.076,2.864,3.07,2.766,2.561,3.036,3.757,2.834,1.856,3.044,2.688,2.152,3.105,2.754,2.88,2.462,2.229,2.854,2.585,2.852,2.47,2.872,3.064,3.346,2.506,3.206,3.117,2.571,2.47,2.432,2.049,3.489,1.885,2.089,2.273,2.919,3.062,2.762,3.007,2.172,2.345,2.37,2.574,2.393,2.356,3.115,2.44,2.276,2.264,2.742,2.555,2.255,2.615,2.462,2.594,2.256,2.763,2.508,2.129,2.395,2.746,2.644,2.522,0.686,0.67,0.783,0.574,0.578,0.609,0.583,0.485,0.477,0.394,0.869,0.445,0.511,0.435,0.508,0.599,0.565,0.559,0.582,0.608,0.667,0.487,0.483,0.665,0.513,0.503,0.512,0.553,0.536,0.527,0.657,1.058,0.369,0.717,0.55,0.552,0.721,0.576,0.283,0.354,0.461,0.684,0.778,0.611,0.654,0.399,0.648,0.77,0.503,0.474,0.406,0.542,0.631,0.569,0.328,0.421,0.693,0.503,0.305,0.505,0.714,0.653,0.45,0.956,0.472,0.956,0.531,0.429,0.472,0.542,0.417,0.661,0.53,0.299 -21,Epileptic,M,27.0,1.1,3.5,1.1,1.7,1.3,2.7,2.1,2.8,1.9,1.1,0.3,3.8,2.8,0.4,1.4,6.8,10.0,0.9,2.7,6.3,0.9,3.7,1.9,3.1,4.3,4.3,3.8,3.3,3.3,5.1,1.3,0.8,0.7,3.3,0.5,0.6,5.6,5.3,0.2,0.1,1.3,3.3,2.3,2.9,3.7,0.7,0.5,0.8,1.4,0.7,0.9,2.9,1.0,2.6,0.2,3.1,1.1,3.0,1.1,2.0,1.1,1.1,0.4,0.4,2.5,1.4,3.8,1.5,1.4,0.5,1.2,2.1,5.5,0.4,6,31,11,15,15,26,18,27,16,12,4.0,41,26,8,14,78,90,10,28,52,8,41,21,39,54,47,47,36,26,60,27,6,7,35,3,5,60,56,2,1,8,36,24,22,25,5,4,6,7,6,6,23,8,17,1,26,9,26,9,14,9,7,3,4,19,18,33,12,8,5,7,13,41,3,0.038,0.028,0.017,0.025,0.033,0.029,0.026,0.03,0.049,0.041,0.041,0.035,0.028,0.032,0.028,0.03,0.027,0.026,0.028,0.04,0.017,0.032,0.027,0.032,0.032,0.029,0.026,0.024,0.022,0.032,0.037,0.038,0.027,0.033,0.016,0.014,0.036,0.035,0.011,0.012,0.028,0.031,0.032,0.023,0.022,0.013,0.018,0.012,0.015,0.02,0.025,0.022,0.013,0.016,0.02,0.016,0.019,0.022,0.019,0.024,0.024,0.02,0.019,0.018,0.02,0.02,0.021,0.016,0.021,0.017,0.019,0.023,0.018,0.016,1906,6589,3574,3268,2296,4550,3805,5756,2614,2197,725.0,4056,5739,1212,3163,15148,24407,3289,5147,7027,3481,6837,2706,7760,8147,9185,8112,6028,7857,9283,3096,1230,1463,7142,2238,1984,9159,10579,604,594,1795,3926,6805,3406,4304,1788,1056,2831,2843,1738,906,5841,2690,6353,268,5558,2150,4484,1631,2553,1467,2774,679,918,4179,2094,6169,4243,2315,1046,2028,2819,11778,639,0.121,0.113,0.093,0.123,0.124,0.135,0.112,0.121,0.147,0.138,0.124,0.14,0.128,0.144,0.131,0.127,0.123,0.108,0.115,0.138,0.079,0.142,0.134,0.13,0.144,0.13,0.125,0.106,0.097,0.14,0.129,0.113,0.119,0.135,0.084,0.085,0.128,0.133,0.08,0.076,0.122,0.141,0.129,0.109,0.108,0.086,0.1,0.081,0.088,0.097,0.137,0.106,0.084,0.092,0.115,0.102,0.097,0.102,0.104,0.113,0.116,0.102,0.106,0.105,0.109,0.11,0.109,0.096,0.1,0.11,0.108,0.112,0.101,0.106,513,1858,1017,1100,851,1602,1213,1705,692,532,197.0,1780,1638,295,875,3883,6058,634,1605,2727,906,1944,1208,1685,2350,2559,2612,2224,2087,2843,725,442,421,1675,534,706,2758,2601,314,213,737,1816,1329,2028,2600,828,450,1033,1302,669,482,2172,1267,2458,123,2785,972,2294,916,1281,754,855,360,402,1860,1215,2906,1507,1071,468,945,1424,4620,364,3.462,3.051,3.072,3.018,2.475,2.673,2.631,2.932,2.833,3.128,2.658,1.967,2.955,2.878,2.874,2.9,3.261,3.803,2.737,2.153,2.763,2.611,2.034,3.286,2.684,2.875,2.466,2.244,2.886,2.619,3.028,2.813,2.631,3.039,3.766,2.649,2.658,3.002,2.212,2.872,3.183,1.987,3.458,1.891,1.928,2.377,2.893,3.531,2.738,2.934,2.241,2.669,2.248,2.754,2.327,2.169,2.463,2.241,2.069,2.196,2.262,3.061,2.229,2.502,2.48,2.012,2.249,2.894,2.643,2.441,2.485,2.437,2.752,2.189,1.011,0.702,0.75,0.564,0.537,0.59,0.612,0.446,0.685,0.726,1.024,0.518,0.486,0.515,0.571,0.598,0.621,0.763,0.722,0.663,0.701,0.561,0.466,0.68,0.592,0.554,0.485,0.559,0.57,0.531,0.815,1.019,0.494,0.816,0.745,0.485,0.673,0.74,0.403,0.608,0.676,0.505,0.744,0.56,0.525,0.461,0.72,0.83,0.669,0.738,0.337,0.586,0.513,0.534,0.534,0.398,0.492,0.544,0.366,0.367,0.443,0.921,0.481,1.066,0.615,0.711,0.478,0.504,0.401,0.709,0.495,0.543,0.558,0.399 -22,Epileptic,F,32.0,0.9,2.2,0.6,0.8,1.8,2.2,1.1,1.3,1.1,0.7,0.2,1.9,1.5,0.4,1.6,5.3,7.8,0.6,2.3,3.9,0.7,2.2,2.0,3.2,2.7,2.7,3.1,2.4,1.8,2.3,1.1,0.9,0.4,1.6,0.4,0.5,2.8,2.5,0.1,0.1,0.8,2.3,1.6,2.1,2.2,0.7,0.4,0.5,0.9,0.9,0.6,1.4,1.1,2.8,0.3,1.8,0.4,1.1,0.5,0.8,0.2,1.3,0.2,0.4,1.4,1.1,1.8,1.2,0.7,1.0,0.5,0.6,2.1,0.3,7,29,7,6,17,22,8,13,12,7,2.0,20,17,4,16,51,68,6,27,36,8,20,20,34,36,29,37,23,18,29,11,6,5,24,2,3,28,33,1,1,4,21,15,18,14,7,2,5,5,7,4,10,7,21,3,13,4,10,4,6,1,9,2,6,11,13,14,9,6,12,4,6,19,2,0.043,0.031,0.016,0.022,0.044,0.046,0.023,0.026,0.043,0.043,0.029,0.03,0.035,0.043,0.044,0.034,0.03,0.031,0.03,0.037,0.019,0.038,0.033,0.039,0.036,0.031,0.031,0.03,0.021,0.028,0.032,0.044,0.028,0.025,0.016,0.013,0.04,0.036,0.012,0.014,0.019,0.038,0.028,0.024,0.018,0.018,0.02,0.013,0.016,0.03,0.029,0.018,0.021,0.025,0.021,0.02,0.018,0.017,0.018,0.022,0.02,0.024,0.02,0.017,0.02,0.029,0.021,0.02,0.02,0.031,0.019,0.024,0.013,0.021,1047,3725,1524,1761,1992,2659,1816,2839,1614,1091,629.0,2049,3088,747,2787,9346,15603,1832,3840,3833,2488,3323,2347,5282,4748,5295,4993,3708,4440,4356,1543,1171,951,4501,1487,1632,5479,5163,329,330,1267,2193,4612,1986,3152,1048,676,1685,1972,1096,481,3223,1490,4283,339,2738,1043,2380,672,1136,342,2467,504,735,2169,911,2797,2020,1327,1460,1002,1134,6209,466,0.144,0.135,0.106,0.102,0.164,0.18,0.099,0.131,0.16,0.151,0.109,0.137,0.149,0.16,0.162,0.143,0.127,0.113,0.137,0.149,0.083,0.16,0.139,0.144,0.163,0.146,0.137,0.117,0.095,0.136,0.123,0.107,0.126,0.117,0.078,0.079,0.148,0.15,0.113,0.089,0.1,0.148,0.141,0.127,0.096,0.11,0.104,0.083,0.088,0.132,0.14,0.092,0.109,0.117,0.139,0.107,0.106,0.101,0.106,0.114,0.108,0.115,0.114,0.124,0.106,0.14,0.108,0.113,0.104,0.138,0.101,0.117,0.084,0.133,306,1256,623,667,712,838,631,845,442,292,156.0,1027,864,183,686,2462,4231,336,1114,1668,693,998,937,1368,1300,1510,1828,1232,1348,1477,536,439,279,1052,376,562,1184,1253,150,142,578,1028,930,1277,1903,586,279,734,916,473,301,1353,733,1766,162,1390,490,1173,459,614,185,824,222,400,1087,507,1364,926,635,506,524,465,2594,209,3.455,2.914,2.369,2.575,2.413,2.6,2.415,2.939,2.694,2.884,3.282,1.75,2.773,2.88,2.979,2.797,2.928,3.666,2.727,1.939,2.863,2.464,2.117,2.749,2.648,2.799,2.168,2.34,2.54,2.369,2.242,2.765,2.546,2.988,3.385,2.476,3.279,2.98,2.448,2.654,2.9,1.871,3.456,1.738,1.851,1.953,3.036,2.777,2.587,2.745,1.879,2.406,2.271,2.52,2.197,2.139,2.509,2.361,1.707,1.946,2.415,2.731,2.389,2.132,2.091,2.276,2.197,2.61,2.322,3.014,2.184,2.563,2.359,3.017,0.912,0.659,0.579,0.582,0.52,0.618,0.587,0.563,0.627,0.533,0.732,0.457,0.504,0.525,0.66,0.582,0.603,0.756,0.54,0.526,0.683,0.578,0.539,0.851,0.634,0.539,0.594,0.651,0.595,0.534,0.746,0.881,0.5,0.629,0.842,0.488,0.752,0.606,0.391,0.44,0.673,0.485,0.773,0.581,0.557,0.406,0.418,0.811,0.458,0.589,0.517,0.496,0.478,0.57,0.453,0.403,0.481,0.555,0.358,0.43,0.347,0.774,0.744,0.716,0.544,0.64,0.501,0.486,0.504,0.663,0.463,0.52,0.512,0.499 -23,Epileptic,M,37.0,1.6,2.6,0.8,0.9,2.6,1.6,2.2,1.4,1.3,0.8,0.5,2.5,1.3,0.5,1.7,3.9,8.3,1.2,1.5,2.9,0.8,7.8,3.0,4.2,8.5,3.7,4.1,3.1,3.4,3.1,1.9,0.8,0.3,1.9,0.4,0.4,4.4,3.3,0.3,0.1,0.7,2.9,2.8,1.7,3.2,0.5,0.5,1.1,1.3,1.0,0.6,1.6,1.6,2.2,0.6,2.3,0.7,1.8,1.2,1.4,1.2,1.8,0.8,0.5,1.8,1.6,2.8,1.1,1.3,0.5,1.2,1.3,5.0,0.3,9,24,6,7,16,17,14,13,15,9,5.0,24,14,5,21,47,73,6,22,26,8,62,22,37,65,33,46,31,31,38,17,5,2,22,3,6,47,38,3,1,4,28,28,16,17,3,2,4,6,7,4,14,11,16,4,17,4,16,12,12,9,13,5,3,15,20,21,7,8,3,8,11,34,5,0.064,0.031,0.016,0.021,0.044,0.028,0.036,0.027,0.049,0.04,0.042,0.031,0.028,0.028,0.038,0.035,0.036,0.046,0.03,0.032,0.019,0.056,0.039,0.047,0.052,0.036,0.04,0.037,0.034,0.034,0.047,0.034,0.016,0.025,0.015,0.02,0.04,0.034,0.022,0.023,0.017,0.035,0.052,0.024,0.022,0.01,0.022,0.017,0.019,0.034,0.027,0.026,0.029,0.023,0.017,0.014,0.015,0.018,0.022,0.018,0.024,0.029,0.044,0.021,0.022,0.028,0.024,0.018,0.02,0.022,0.024,0.015,0.019,0.021,1526,4643,2075,2048,2763,3350,2556,3464,2226,1735,887.0,2676,3511,1476,2899,7376,17527,2380,3826,3733,2974,5460,2424,6631,5380,5595,5445,3570,6517,5885,2568,1151,784,5886,2096,1564,9218,6600,426,223,1374,2706,6776,1948,3785,1233,857,2218,2200,1678,747,2541,2159,4001,716,4539,1414,3656,1585,1980,1550,2726,620,895,2628,1496,3524,2054,2305,858,1432,2924,8949,591,0.148,0.135,0.102,0.11,0.151,0.134,0.108,0.125,0.18,0.154,0.168,0.134,0.118,0.13,0.15,0.144,0.137,0.13,0.133,0.126,0.09,0.155,0.14,0.152,0.144,0.124,0.129,0.116,0.118,0.141,0.148,0.112,0.084,0.122,0.08,0.075,0.146,0.131,0.135,0.133,0.096,0.13,0.182,0.117,0.107,0.08,0.1,0.088,0.095,0.137,0.129,0.117,0.121,0.112,0.109,0.087,0.1,0.101,0.126,0.105,0.107,0.125,0.17,0.117,0.112,0.121,0.115,0.102,0.104,0.121,0.123,0.091,0.091,0.151,385,1391,707,710,920,1035,889,890,501,390,204.0,1285,891,307,871,2129,4226,433,932,1604,634,2049,1176,1655,2357,1711,2101,1374,1592,1762,663,401,270,1151,464,439,1939,1598,191,84,631,1310,1182,1143,2123,616,334,831,1019,513,378,1158,949,1577,433,2305,634,1590,915,1098,744,971,263,392,1316,881,1783,877,1010,366,742,1323,3890,233,3.663,3.088,2.941,2.812,2.46,2.763,2.355,3.176,3.188,3.085,3.108,1.816,2.984,3.313,2.65,2.692,3.161,3.915,3.032,1.95,3.159,2.262,1.879,2.971,2.088,2.718,2.137,2.093,3.01,2.649,2.789,2.889,2.613,3.438,3.614,2.931,3.293,2.951,2.6,2.872,2.797,1.835,3.717,1.935,2.064,2.213,3.215,3.257,2.677,3.404,2.316,2.304,2.242,2.531,2.184,2.154,2.67,2.504,1.98,1.975,2.301,2.716,2.065,2.545,2.231,2.091,2.185,2.726,2.663,2.663,2.315,2.467,2.495,2.654,0.783,0.604,0.463,0.577,0.698,0.768,0.722,0.519,0.646,0.714,0.853,0.564,0.477,0.327,0.577,0.602,0.626,0.723,0.526,0.589,0.834,0.754,0.502,0.774,0.627,0.604,0.592,0.619,0.526,0.581,0.642,0.943,0.378,0.717,0.615,0.609,0.685,0.714,0.305,0.554,0.558,0.528,0.79,0.899,0.728,0.465,0.436,0.837,0.562,0.629,0.38,0.485,0.468,0.529,0.376,0.442,0.578,0.546,0.368,0.49,0.571,0.767,0.627,0.694,0.574,0.719,0.555,0.421,0.468,0.563,0.451,0.475,0.532,0.356 -24,Epileptic,F,47.0,0.9,3.3,1.2,1.7,2.5,2.0,2.4,1.4,1.7,1.0,0.3,3.8,1.8,0.8,0.9,6.8,10.5,1.4,2.1,4.8,1.1,2.6,2.0,5.1,3.4,3.5,4.4,2.9,4.5,4.0,2.3,2.3,0.4,3.1,0.5,0.7,5.1,3.7,0.1,0.1,1.0,4.0,3.7,2.5,3.8,1.0,0.6,1.0,1.7,1.1,0.7,2.1,1.7,3.2,0.3,3.2,0.8,2.2,1.0,1.4,0.4,1.8,0.3,0.8,1.7,1.2,3.4,1.6,1.2,0.6,1.1,1.3,3.9,0.4,7,25,7,8,16,15,18,13,12,8,2.0,29,16,5,7,56,78,11,22,39,8,22,17,41,32,37,42,25,30,38,19,23,4,28,3,4,46,37,1,1,6,32,27,18,17,8,3,5,7,8,3,15,14,20,2,21,6,17,8,12,3,11,2,6,12,11,20,10,6,3,8,8,26,4,0.046,0.037,0.025,0.031,0.05,0.04,0.047,0.03,0.062,0.044,0.029,0.044,0.036,0.052,0.036,0.04,0.045,0.056,0.043,0.047,0.033,0.037,0.035,0.066,0.039,0.041,0.04,0.039,0.045,0.04,0.065,0.071,0.027,0.043,0.023,0.018,0.057,0.044,0.021,0.018,0.024,0.046,0.066,0.029,0.028,0.022,0.036,0.016,0.024,0.032,0.028,0.028,0.039,0.029,0.017,0.023,0.02,0.027,0.026,0.025,0.021,0.033,0.031,0.03,0.021,0.028,0.026,0.024,0.022,0.026,0.029,0.024,0.021,0.024,1399,4591,1880,2209,1858,2893,2813,2514,1635,1552,619.0,2617,3038,1031,1742,10053,15466,1942,3266,3847,2118,3501,2054,5311,4765,5051,5659,3330,5661,5696,2342,925,753,5279,1435,1455,4996,6975,264,179,1091,2845,4778,2189,3233,1347,558,1796,1911,1003,549,2395,1755,4108,389,3772,1130,2850,1017,1516,607,2547,281,1099,2349,1204,3579,2136,1555,694,1248,1933,6993,394,0.14,0.136,0.112,0.117,0.146,0.146,0.137,0.135,0.173,0.152,0.112,0.162,0.136,0.157,0.135,0.148,0.147,0.15,0.148,0.157,0.106,0.138,0.126,0.168,0.148,0.154,0.128,0.126,0.131,0.147,0.16,0.164,0.105,0.162,0.09,0.096,0.159,0.159,0.115,0.115,0.11,0.153,0.169,0.121,0.117,0.118,0.116,0.087,0.107,0.116,0.125,0.119,0.138,0.118,0.109,0.11,0.108,0.115,0.13,0.126,0.1,0.13,0.144,0.134,0.108,0.115,0.113,0.112,0.101,0.132,0.127,0.117,0.103,0.132,427,1495,755,860,838,921,993,865,492,399,164.0,1390,909,262,490,3056,4479,520,1014,1688,591,1245,1003,1509,1499,1614,2166,1333,1761,1841,683,567,310,1361,426,546,1576,1732,133,101,643,1502,1182,1389,1989,697,269,911,998,513,347,1320,832,1882,212,2132,592,1388,589,865,322,898,135,443,1225,676,1970,1036,780,333,614,865,3073,245,2.89,2.835,2.46,2.517,2.13,2.679,2.288,2.53,2.7,3.026,2.99,1.751,2.614,2.782,2.651,2.523,2.695,2.867,2.62,1.999,2.63,2.308,1.812,2.687,2.527,2.449,2.106,2.027,2.549,2.35,2.486,1.841,2.017,2.787,2.842,2.359,2.279,2.999,2.171,1.709,2.116,1.751,3.039,1.806,1.838,2.143,2.45,2.367,2.306,2.153,1.816,2.059,2.209,2.149,2.198,1.871,2.029,2.127,1.967,1.883,2.021,2.719,2.207,2.512,2.158,2.126,1.98,2.192,2.19,2.352,2.341,2.302,2.333,2.01,0.981,0.63,0.543,0.622,0.585,0.619,0.675,0.614,0.598,0.6,0.98,0.451,0.511,0.407,0.487,0.553,0.641,0.657,0.744,0.619,0.807,0.493,0.485,0.879,0.603,0.578,0.515,0.513,0.587,0.679,0.802,0.768,0.446,0.641,0.768,0.558,0.829,0.678,0.444,0.362,0.457,0.497,0.823,0.577,0.532,0.548,0.348,0.678,0.572,0.687,0.461,0.37,0.521,0.499,0.366,0.425,0.584,0.629,0.427,0.404,0.399,0.677,0.418,0.919,0.508,0.732,0.463,0.442,0.426,1.019,0.428,0.6,0.557,0.359 -25,Epileptic,F,17.5,0.5,1.7,1.3,1.3,1.2,1.7,1.5,1.9,1.0,0.9,0.3,3.0,1.5,0.4,1.0,6.5,7.4,0.9,1.8,4.4,1.0,2.9,1.3,2.3,3.2,2.8,2.9,2.6,3.0,2.6,1.2,0.6,0.6,1.9,0.3,1.0,2.3,2.5,0.3,0.1,1.3,2.4,2.1,2.1,2.8,0.5,0.4,0.7,0.9,0.9,0.5,1.2,1.2,2.1,0.1,1.2,0.8,1.4,1.0,0.9,0.4,1.3,0.1,0.3,1.4,1.0,1.7,1.5,0.8,0.3,1.1,0.9,4.1,0.4,3,17,11,14,12,17,12,19,12,9,3.0,28,14,6,13,67,69,15,17,37,9,28,14,24,40,32,36,25,27,25,15,4,5,28,1,9,25,30,3,1,7,21,19,17,17,4,2,4,4,8,4,12,8,14,1,9,7,13,10,8,2,10,1,3,12,14,14,10,5,2,9,7,34,2,0.034,0.022,0.025,0.029,0.032,0.028,0.027,0.036,0.044,0.04,0.034,0.037,0.031,0.033,0.028,0.04,0.034,0.031,0.031,0.039,0.025,0.042,0.029,0.034,0.04,0.031,0.028,0.031,0.032,0.033,0.042,0.027,0.031,0.03,0.013,0.019,0.037,0.036,0.026,0.017,0.026,0.034,0.038,0.022,0.023,0.017,0.02,0.012,0.015,0.023,0.019,0.017,0.026,0.019,0.022,0.013,0.032,0.019,0.036,0.017,0.02,0.024,0.011,0.021,0.018,0.027,0.018,0.021,0.017,0.012,0.028,0.02,0.022,0.012,1299,4798,2618,2485,2466,3176,2750,4054,1554,1656,605.0,3152,3626,1005,2846,12600,18660,2381,3461,5019,3040,4795,2250,6493,6174,6598,5653,4289,6344,5262,2419,920,1361,5969,1724,2739,6366,6697,608,333,1932,2385,6512,2988,3387,1205,681,2027,2019,1766,639,2984,1653,5216,171,2943,1003,2792,1421,1768,735,2510,377,810,2768,929,3228,3080,1636,1015,1676,1680,9025,899,0.116,0.114,0.124,0.123,0.133,0.14,0.116,0.144,0.154,0.157,0.128,0.15,0.14,0.143,0.133,0.155,0.137,0.134,0.132,0.15,0.096,0.161,0.138,0.133,0.153,0.137,0.13,0.136,0.135,0.145,0.152,0.089,0.124,0.138,0.07,0.106,0.135,0.145,0.126,0.094,0.115,0.142,0.141,0.106,0.109,0.093,0.097,0.08,0.083,0.103,0.124,0.091,0.121,0.098,0.125,0.092,0.132,0.101,0.154,0.101,0.115,0.119,0.087,0.119,0.107,0.14,0.103,0.104,0.099,0.089,0.125,0.115,0.107,0.085,321,1236,781,811,699,1006,874,1065,369,372,175.0,1287,805,210,651,2924,4075,445,941,2094,715,1297,780,1287,1513,1560,1735,1352,1632,1354,557,371,364,1184,395,786,1145,1345,198,140,760,1098,1049,1586,1872,548,288,792,866,661,338,1249,711,1845,79,1369,358,1210,542,863,274,812,167,295,1186,549,1488,1108,730,337,620,668,3154,420,3.769,3.194,3.069,2.841,2.824,2.612,2.575,3.114,2.865,3.523,2.832,2.009,3.246,3.419,3.289,3.235,3.487,3.697,2.955,2.045,3.24,2.836,2.361,3.467,2.92,3.15,2.497,2.496,2.974,2.964,3.133,2.32,2.752,3.423,3.731,3.143,3.508,3.313,3.087,2.605,3.201,1.977,3.84,2.07,2.025,2.316,3.076,3.443,2.785,2.872,2.167,2.44,2.36,2.787,2.485,2.355,3.042,2.59,2.773,2.319,2.957,3.04,2.374,3.082,2.649,2.09,2.457,3.018,2.735,3.019,2.718,2.956,2.754,2.615,0.877,1.012,0.828,0.607,0.728,0.498,0.621,0.769,0.709,0.656,0.804,0.565,0.628,0.652,0.494,0.66,0.755,0.783,0.686,0.591,0.766,0.581,0.481,0.756,0.643,0.673,0.539,0.641,0.533,0.634,0.755,0.939,0.48,0.75,0.692,0.624,0.741,0.66,0.462,0.478,0.716,0.517,0.721,0.621,0.605,0.397,0.405,0.687,0.625,0.719,0.42,0.487,0.63,0.64,0.438,0.48,0.786,0.583,0.561,0.415,0.571,0.839,0.441,0.893,0.57,0.708,0.468,0.524,0.432,0.922,0.54,0.697,0.603,0.388 -26,Epileptic,F,27.0,0.5,2.4,0.5,1.0,1.6,2.6,1.5,1.9,1.0,0.9,0.5,3.5,1.5,0.6,1.7,6.7,8.8,0.7,1.7,5.2,1.4,2.9,1.6,2.6,2.6,4.0,2.6,2.3,2.8,3.3,0.8,1.0,0.4,3.0,0.4,0.9,3.4,3.9,0.2,0.2,0.9,2.6,2.5,3.0,2.8,0.6,0.4,0.8,1.1,1.1,0.8,2.7,1.4,2.7,0.7,2.1,0.8,1.6,1.3,0.8,0.4,1.4,0.5,0.3,1.3,1.8,2.7,1.5,0.9,0.4,1.4,1.5,4.6,0.4,3,30,8,10,19,23,13,20,17,11,7.0,31,21,7,18,84,95,6,26,44,10,36,15,39,36,41,36,24,25,46,14,8,4,36,2,8,37,48,2,1,5,27,21,25,20,6,2,5,7,9,7,24,10,21,9,17,7,18,10,8,4,14,3,4,10,20,24,11,6,6,10,11,42,3,0.023,0.022,0.01,0.02,0.036,0.036,0.023,0.03,0.034,0.033,0.032,0.032,0.026,0.027,0.03,0.033,0.026,0.031,0.029,0.032,0.035,0.031,0.031,0.03,0.029,0.031,0.023,0.025,0.026,0.033,0.027,0.042,0.025,0.03,0.016,0.018,0.034,0.036,0.012,0.017,0.02,0.029,0.044,0.023,0.022,0.025,0.018,0.014,0.014,0.026,0.027,0.024,0.023,0.018,0.041,0.016,0.02,0.017,0.02,0.017,0.02,0.024,0.031,0.015,0.016,0.033,0.022,0.019,0.016,0.016,0.026,0.022,0.017,0.023,1567,5246,2135,2127,2152,3496,2345,3502,2023,1703,725.0,3178,4107,1277,3262,12990,20259,2445,3861,5507,2279,4396,1912,6182,5274,7404,4988,3771,5692,5450,1722,1076,825,6166,1599,2296,6482,7760,457,464,1399,2780,5253,3553,3251,1063,871,1883,2488,1621,727,3914,2271,5800,570,3210,1409,3591,1652,1145,712,2611,569,687,2630,1082,3930,2733,1612,1182,1575,1931,9314,576,0.09,0.118,0.091,0.109,0.139,0.149,0.116,0.133,0.141,0.154,0.139,0.136,0.13,0.136,0.132,0.144,0.125,0.118,0.138,0.134,0.116,0.144,0.131,0.137,0.135,0.14,0.119,0.115,0.109,0.149,0.112,0.125,0.119,0.137,0.072,0.102,0.124,0.145,0.088,0.101,0.105,0.125,0.152,0.116,0.111,0.112,0.098,0.081,0.093,0.127,0.144,0.117,0.106,0.101,0.198,0.099,0.1,0.105,0.116,0.1,0.114,0.122,0.132,0.112,0.092,0.163,0.114,0.108,0.103,0.11,0.127,0.123,0.101,0.125,385,1771,821,816,873,1265,920,1118,566,483,234.0,1538,1077,319,898,3472,5607,404,1058,2505,609,1511,876,1691,1653,2206,1861,1413,1582,1768,519,428,277,1530,416,784,1713,1877,263,217,658,1381,1078,2175,2014,520,347,825,1115,683,448,1789,995,2438,214,1843,641,1546,957,758,366,1013,294,357,1320,657,1975,1205,785,550,796,1020,4151,248,3.813,2.73,2.466,2.57,2.203,2.504,2.194,2.738,2.572,2.918,2.656,1.899,2.907,2.853,2.662,2.793,2.866,4.201,2.889,1.918,2.868,2.277,1.888,2.725,2.504,2.744,2.161,2.155,2.689,2.549,2.458,2.6,2.549,2.898,3.048,2.666,2.916,3.073,1.958,2.564,2.852,1.833,3.399,1.876,1.838,2.207,2.882,2.794,2.65,2.745,1.954,2.222,2.308,2.423,2.648,1.968,2.636,2.394,2.009,1.699,2.188,2.546,2.279,2.053,2.13,2.262,2.125,2.592,2.448,2.347,2.214,2.317,2.488,2.791,0.922,0.552,0.458,0.482,0.582,0.54,0.6,0.431,0.626,0.388,0.788,0.5,0.439,0.498,0.484,0.541,0.599,0.69,0.452,0.674,0.958,0.49,0.504,0.572,0.477,0.476,0.485,0.501,0.51,0.489,0.573,0.76,0.404,0.601,0.782,0.55,0.779,0.595,0.491,0.429,0.595,0.536,0.885,0.635,0.528,0.355,0.592,0.74,0.584,0.614,0.331,0.503,0.543,0.524,0.55,0.368,0.435,0.56,0.385,0.385,0.462,0.718,0.367,0.821,0.454,0.607,0.412,0.429,0.409,0.639,0.403,0.526,0.504,0.52 -27,Epileptic,F,42.0,0.7,2.2,0.8,1.3,1.2,1.4,1.6,1.5,1.1,0.9,0.2,2.9,1.3,0.8,1.1,5.9,9.6,0.6,2.2,3.2,0.9,2.9,1.5,3.4,3.5,2.8,3.6,2.6,2.6,3.9,1.3,0.5,0.4,2.2,0.3,0.4,4.5,3.5,0.1,0.2,0.8,3.0,1.9,2.2,2.6,0.6,0.4,0.8,1.0,0.7,0.4,1.8,1.0,2.0,0.5,2.3,0.5,1.5,0.8,1.3,0.5,1.2,0.3,0.9,1.4,1.2,1.5,1.8,1.3,0.9,0.6,1.7,4.3,0.3,16,19,6,12,12,16,15,16,11,9,5.0,33,14,7,12,57,85,5,21,33,11,32,15,29,40,33,41,28,23,51,13,5,5,24,1,4,38,38,2,2,7,24,20,17,17,5,2,5,6,6,2,14,7,11,2,19,4,17,9,10,4,9,1,7,13,14,13,12,8,6,5,12,39,3,0.045,0.032,0.017,0.033,0.035,0.033,0.026,0.03,0.056,0.046,0.033,0.038,0.031,0.043,0.031,0.043,0.037,0.034,0.042,0.038,0.024,0.047,0.033,0.042,0.035,0.032,0.027,0.026,0.029,0.049,0.034,0.028,0.027,0.035,0.011,0.014,0.051,0.036,0.016,0.018,0.023,0.047,0.044,0.022,0.02,0.015,0.024,0.014,0.016,0.016,0.028,0.024,0.027,0.02,0.03,0.02,0.021,0.025,0.028,0.019,0.022,0.023,0.023,0.029,0.019,0.023,0.016,0.023,0.034,0.033,0.02,0.03,0.019,0.021,1161,4202,1578,1907,1910,2283,2498,2632,1403,1125,549.0,2949,2745,1144,2402,8741,15794,1905,3253,4322,3060,3918,2022,5294,6441,4837,5286,4030,4717,5569,1724,857,756,4677,1631,1256,5567,6387,222,650,1288,3050,5864,2636,2882,1171,595,1926,1898,1598,396,2410,1312,3339,539,3545,696,2575,1004,1945,968,2266,313,943,2419,1134,2718,2505,1126,1041,1062,2090,7916,550,0.113,0.131,0.105,0.138,0.134,0.15,0.113,0.14,0.177,0.177,0.131,0.152,0.133,0.173,0.138,0.161,0.145,0.12,0.149,0.154,0.105,0.161,0.133,0.141,0.152,0.149,0.137,0.123,0.106,0.171,0.123,0.089,0.133,0.134,0.067,0.09,0.153,0.133,0.102,0.106,0.119,0.162,0.167,0.113,0.104,0.097,0.123,0.085,0.092,0.104,0.138,0.117,0.117,0.103,0.146,0.109,0.107,0.125,0.147,0.106,0.112,0.12,0.127,0.129,0.112,0.121,0.099,0.109,0.133,0.149,0.117,0.119,0.107,0.141,299,1194,625,742,588,775,973,923,359,338,166.0,1288,801,287,651,2410,4658,350,846,1562,714,1138,842,1418,1808,1604,1989,1503,1449,1603,623,363,257,1139,424,506,1550,1724,146,230,599,1188,873,1571,1936,611,257,807,901,691,219,1204,627,1517,227,1765,367,1117,518,998,446,800,152,485,1174,720,1471,1198,625,389,517,925,3480,242,3.217,2.978,2.321,2.625,2.514,2.629,2.23,2.388,2.793,2.762,2.917,1.994,2.683,2.714,2.61,2.719,2.733,3.723,3.239,2.389,3.087,2.545,2.136,2.65,2.761,2.505,2.144,2.211,2.51,2.721,2.188,2.184,2.419,2.843,3.474,2.266,2.719,2.703,1.702,2.526,2.54,2.199,3.884,1.862,1.718,2.1,2.922,2.991,2.599,2.706,2.233,2.221,2.196,2.32,2.826,2.104,2.163,2.414,2.028,2.159,2.46,2.728,2.235,2.24,2.364,2.0,2.089,2.381,2.187,2.822,2.37,2.464,2.384,2.756,1.317,0.899,0.651,0.436,0.809,0.486,0.514,0.534,0.642,0.704,0.714,0.447,0.462,0.586,0.607,0.516,0.635,0.801,0.538,0.576,0.799,0.528,0.398,0.959,0.53,0.486,0.503,0.499,0.544,0.581,1.064,1.061,0.476,0.802,1.018,0.445,0.873,0.658,0.327,0.809,0.528,0.501,0.848,0.529,0.51,0.46,0.42,0.865,0.476,0.526,0.446,0.516,0.672,0.483,0.484,0.43,0.446,0.777,0.512,0.351,0.391,0.9,0.618,0.971,0.536,0.666,0.517,0.439,0.416,0.752,0.51,0.584,0.519,0.384 -28,Epileptic,M,22.0,1.0,2.5,1.0,1.6,1.6,3.0,2.2,2.1,1.5,0.7,0.3,3.7,1.5,0.9,2.1,10.0,13.4,1.0,2.4,7.0,1.2,3.3,2.1,3.5,3.3,3.4,3.1,4.3,5.8,3.2,1.4,1.4,0.5,3.4,0.5,0.7,3.5,3.3,0.4,0.2,1.0,3.9,2.6,6.4,4.0,0.5,0.5,1.2,1.3,1.2,1.0,2.2,2.4,3.8,0.6,2.3,1.1,2.4,1.3,1.1,0.9,1.6,0.2,0.3,2.5,1.0,3.4,1.5,1.5,0.5,0.7,1.7,3.8,0.4,8,26,9,17,19,27,17,16,14,7,4.0,35,17,11,21,94,113,10,19,57,10,33,23,35,37,32,31,39,36,34,24,10,5,37,2,6,41,38,3,1,5,34,30,47,22,5,2,7,7,14,6,15,15,21,4,17,10,16,11,9,7,18,3,3,17,12,24,9,11,4,6,13,27,4,0.038,0.026,0.012,0.027,0.032,0.038,0.031,0.032,0.05,0.03,0.026,0.034,0.032,0.033,0.046,0.043,0.036,0.031,0.032,0.041,0.025,0.036,0.031,0.035,0.034,0.029,0.026,0.033,0.038,0.033,0.043,0.044,0.018,0.033,0.019,0.019,0.036,0.034,0.027,0.014,0.019,0.038,0.047,0.036,0.022,0.013,0.017,0.016,0.016,0.036,0.039,0.02,0.025,0.023,0.024,0.018,0.03,0.022,0.026,0.02,0.028,0.024,0.021,0.017,0.028,0.025,0.024,0.018,0.021,0.019,0.02,0.021,0.017,0.019,1834,5417,2550,2645,2026,3347,2820,3441,1595,1416,728.0,3641,3424,1586,3114,12778,21007,2989,3726,5790,3657,4261,2579,6249,5395,6455,4656,4965,7069,5263,2158,1351,940,6691,1781,1802,7246,7201,510,519,1517,3992,7150,4286,4213,1077,954,2134,2540,1687,720,3562,2645,5896,635,3257,1539,3544,1244,1370,995,2367,476,783,2816,945,4176,3014,2416,1110,1092,2424,7882,465,0.141,0.117,0.09,0.116,0.138,0.156,0.108,0.134,0.142,0.139,0.108,0.143,0.135,0.136,0.16,0.144,0.13,0.12,0.133,0.151,0.096,0.138,0.139,0.135,0.131,0.127,0.113,0.124,0.115,0.127,0.137,0.134,0.098,0.139,0.082,0.092,0.137,0.134,0.116,0.087,0.099,0.14,0.155,0.147,0.105,0.086,0.092,0.088,0.089,0.136,0.152,0.1,0.12,0.106,0.125,0.099,0.13,0.106,0.127,0.108,0.13,0.12,0.122,0.109,0.119,0.117,0.113,0.098,0.109,0.111,0.113,0.114,0.096,0.105,475,1692,1081,1111,887,1360,1179,1108,565,368,244.0,1786,955,416,934,4021,6402,557,1197,2809,823,1478,1187,1721,1667,1935,1931,2060,2181,1686,630,587,401,1639,465,660,1767,1751,302,241,774,1690,1243,2851,2608,669,403,987,1225,566,397,1718,1347,2521,358,1914,690,1720,773,780,525,1037,219,299,1450,611,2220,1284,1149,463,597,1209,3525,358,3.724,2.87,2.334,2.412,2.193,2.268,2.041,2.829,2.235,2.828,2.539,1.814,2.833,2.535,2.619,2.439,2.639,3.829,2.608,1.885,3.272,2.328,1.971,2.696,2.552,2.793,2.017,2.029,2.54,2.444,2.564,2.504,1.916,2.89,3.31,2.418,2.978,2.961,2.004,2.178,2.511,2.029,3.425,1.774,1.819,1.847,2.828,2.619,2.579,2.916,1.864,2.211,2.106,2.4,2.137,1.898,2.583,2.382,1.79,1.877,2.184,2.219,2.095,2.545,2.004,2.047,2.046,2.64,2.39,2.727,2.105,2.438,2.423,1.609,0.694,0.692,0.421,0.663,0.446,0.55,0.587,0.53,0.541,0.464,0.903,0.514,0.51,0.563,0.537,0.654,0.681,0.766,0.712,0.6,0.823,0.539,0.475,0.655,0.538,0.564,0.498,0.523,0.625,0.52,0.609,0.965,0.383,0.703,0.805,0.581,0.726,0.637,0.438,0.408,0.567,0.61,0.865,0.519,0.571,0.375,0.418,0.542,0.443,0.672,0.431,0.499,0.504,0.536,0.341,0.398,0.518,0.546,0.434,0.357,0.663,0.562,0.493,0.971,0.482,0.572,0.537,0.431,0.525,0.571,0.496,0.565,0.555,0.367 -29,Epileptic,F,32.0,0.7,2.2,0.8,1.4,1.3,2.0,1.5,1.5,1.6,1.0,0.5,2.3,1.7,0.9,1.8,5.2,7.4,0.5,3.0,4.9,1.2,2.5,1.4,3.1,3.0,3.4,3.9,2.9,2.8,4.2,2.1,1.6,0.4,1.5,0.6,0.5,4.3,3.3,0.3,0.2,0.8,2.7,2.8,3.5,3.7,0.5,0.5,0.8,1.1,1.1,0.5,1.4,1.0,2.3,0.2,2.5,0.8,1.8,0.6,1.3,0.8,1.3,0.3,0.5,1.7,1.7,3.6,0.7,1.2,1.1,1.0,1.1,3.0,0.3,6,18,9,9,11,15,12,13,11,10,5.0,16,16,8,17,52,65,4,28,36,9,25,13,31,35,31,36,27,21,43,20,14,4,18,4,3,44,34,2,1,5,23,25,20,22,5,2,6,7,7,5,8,5,12,1,23,6,14,5,10,5,8,3,3,14,18,27,5,7,10,6,7,27,2,0.037,0.026,0.013,0.026,0.037,0.036,0.023,0.025,0.058,0.042,0.036,0.034,0.037,0.043,0.038,0.038,0.028,0.025,0.038,0.042,0.028,0.036,0.031,0.04,0.032,0.033,0.029,0.028,0.027,0.033,0.047,0.058,0.024,0.028,0.024,0.014,0.037,0.037,0.02,0.017,0.019,0.034,0.045,0.044,0.024,0.013,0.025,0.016,0.015,0.022,0.032,0.018,0.026,0.023,0.022,0.024,0.017,0.024,0.017,0.024,0.024,0.029,0.031,0.024,0.027,0.033,0.025,0.015,0.02,0.029,0.025,0.019,0.018,0.018,1214,4200,1770,2290,1855,2589,2611,3177,1958,1397,545.0,2083,3047,1405,3289,9323,15899,1963,4337,3442,2876,4326,1719,5547,5235,5751,5868,4806,5489,5742,2017,985,1024,3596,1568,1273,7382,6278,503,415,1506,2347,4842,2259,4007,1173,818,1863,2634,1412,398,2876,1445,3876,292,3249,1680,2727,971,1500,1067,1922,484,772,2263,1605,4044,1733,1990,1556,1334,2010,6879,382,0.12,0.116,0.113,0.116,0.133,0.136,0.095,0.122,0.163,0.157,0.162,0.141,0.138,0.146,0.148,0.149,0.122,0.089,0.139,0.136,0.103,0.143,0.121,0.137,0.137,0.138,0.121,0.127,0.116,0.144,0.126,0.157,0.115,0.128,0.099,0.085,0.14,0.142,0.11,0.1,0.101,0.139,0.151,0.149,0.114,0.089,0.12,0.093,0.088,0.117,0.137,0.094,0.115,0.1,0.143,0.118,0.104,0.118,0.11,0.123,0.123,0.127,0.143,0.11,0.121,0.14,0.122,0.092,0.103,0.136,0.121,0.099,0.096,0.113,346,1407,806,844,624,909,931,998,455,420,187.0,980,858,336,859,2443,4446,365,1336,1695,765,1239,796,1395,1613,1716,2029,1634,1625,2032,597,477,279,966,437,511,2066,1607,256,198,685,1275,1201,1322,2392,655,327,794,1128,658,283,1219,618,1654,117,1759,727,1307,531,839,480,720,208,406,1184,729,2100,806,939,598,673,945,2891,210,3.277,2.779,2.161,2.778,2.511,2.528,2.336,2.953,2.908,2.882,2.741,1.97,2.728,2.907,2.826,2.809,2.935,3.893,2.621,1.818,3.178,2.647,1.985,2.967,2.51,2.766,2.304,2.369,2.662,2.409,2.483,2.32,2.59,2.725,3.19,2.385,2.741,3.027,2.278,2.526,2.677,1.794,3.049,2.077,1.951,1.9,3.207,2.978,2.759,2.481,1.768,2.494,2.671,2.421,3.464,2.064,2.754,2.48,2.098,2.007,2.496,2.812,2.285,2.294,2.19,2.508,2.186,2.569,2.492,2.675,2.449,2.518,2.513,2.335,0.827,0.594,0.495,0.681,0.67,0.777,0.542,0.7,0.673,0.548,0.577,0.474,0.483,0.431,0.621,0.571,0.55,0.908,0.791,0.586,0.785,0.611,0.559,0.613,0.611,0.586,0.535,0.499,0.51,0.471,0.657,0.853,0.509,0.655,0.8,0.529,0.777,0.592,0.364,0.455,0.547,0.439,0.677,0.922,0.585,0.483,0.503,0.713,0.62,0.542,0.379,0.618,0.554,0.581,0.379,0.449,0.609,0.623,0.44,0.343,0.354,0.586,0.376,0.826,0.503,0.792,0.459,0.367,0.398,0.586,0.421,0.412,0.487,0.4 -30,Epileptic,F,57.0,1.1,2.2,1.6,1.8,1.8,2.4,2.0,1.8,1.4,0.6,0.5,2.5,1.6,0.5,1.2,5.8,9.5,1.5,2.6,3.9,1.2,2.8,1.9,2.9,3.1,3.5,3.6,2.2,3.5,2.6,1.2,0.4,0.5,2.6,0.6,0.7,4.9,3.3,0.2,0.1,1.1,3.6,2.8,3.3,2.9,0.8,0.4,1.1,1.4,1.0,0.8,2.1,1.4,4.1,0.4,2.3,1.1,1.9,1.6,1.0,0.7,1.8,0.5,0.4,2.0,1.2,2.5,2.0,1.1,0.6,0.7,1.6,4.1,0.4,12,18,14,13,19,17,15,15,15,5,4.0,21,14,5,13,56,72,14,25,30,8,26,17,34,29,30,38,17,31,28,16,4,4,27,4,6,46,33,1,1,4,24,27,23,14,5,2,7,6,7,4,14,12,30,2,17,7,14,10,7,5,11,3,3,13,16,16,10,6,4,5,10,28,3,0.048,0.027,0.03,0.034,0.05,0.042,0.032,0.037,0.055,0.035,0.033,0.031,0.032,0.036,0.029,0.039,0.037,0.05,0.039,0.039,0.024,0.049,0.038,0.038,0.039,0.042,0.038,0.028,0.031,0.037,0.041,0.02,0.029,0.033,0.019,0.022,0.049,0.037,0.015,0.014,0.022,0.047,0.04,0.043,0.021,0.02,0.02,0.017,0.022,0.023,0.033,0.023,0.026,0.028,0.017,0.027,0.026,0.025,0.036,0.021,0.028,0.033,0.038,0.018,0.026,0.025,0.025,0.023,0.017,0.022,0.023,0.03,0.02,0.025,1363,4295,2401,2144,2284,3090,2674,2638,2083,1016,691.0,2568,3115,1101,2355,9493,16591,2310,4476,3726,2821,4034,1922,5353,5114,4792,4855,3022,5926,4196,2414,910,694,5859,2050,1845,6693,5829,318,384,1291,2908,5388,1882,3419,1178,642,2156,2049,1845,540,3032,2642,6325,561,2504,1484,3089,1509,1251,780,2675,417,745,2461,1219,2786,3142,1856,925,883,1849,8183,429,0.133,0.121,0.127,0.125,0.15,0.153,0.127,0.141,0.157,0.139,0.14,0.126,0.131,0.137,0.138,0.144,0.135,0.143,0.141,0.134,0.096,0.157,0.131,0.136,0.149,0.148,0.135,0.102,0.117,0.141,0.145,0.084,0.122,0.138,0.086,0.095,0.143,0.138,0.093,0.082,0.103,0.153,0.136,0.147,0.1,0.098,0.1,0.082,0.101,0.109,0.14,0.11,0.117,0.113,0.102,0.117,0.111,0.117,0.135,0.111,0.122,0.13,0.126,0.11,0.116,0.122,0.114,0.104,0.096,0.115,0.116,0.13,0.098,0.121,446,1415,938,861,664,1049,983,908,515,282,213.0,1258,846,271,688,2755,4314,557,1266,1703,816,1124,906,1377,1376,1498,1729,1187,1763,1409,586,419,273,1320,538,599,1932,1556,189,216,653,1323,1297,1292,2040,630,294,977,944,803,340,1445,986,2442,329,1420,704,1317,735,683,410,886,205,358,1220,748,1552,1277,964,406,496,849,3324,226,3.07,2.76,2.327,2.525,2.661,2.543,2.286,2.804,2.811,2.857,2.788,1.82,2.829,2.695,2.568,2.605,2.923,2.946,2.73,1.874,2.985,2.61,1.932,2.858,2.731,2.686,2.252,2.05,2.559,2.448,2.983,2.198,2.18,3.207,3.44,2.627,2.637,2.771,2.03,1.947,2.419,1.99,3.102,1.756,1.877,2.036,2.794,2.674,2.71,2.497,2.084,2.324,2.275,2.48,2.049,2.013,2.461,2.477,2.291,2.014,2.248,2.802,2.147,2.189,2.267,1.901,2.003,2.877,2.216,2.424,2.076,2.532,2.541,2.277,0.75,0.529,0.598,0.517,0.741,0.626,0.488,0.666,0.672,0.327,0.884,0.442,0.429,0.64,0.509,0.554,0.628,0.919,0.513,0.597,0.704,0.611,0.515,0.584,0.603,0.611,0.447,0.424,0.494,0.481,0.736,1.121,0.441,0.706,0.781,0.599,0.68,0.652,0.341,0.431,0.563,0.483,0.699,0.651,0.536,0.436,0.443,0.77,0.531,0.481,0.411,0.505,0.68,0.6,0.294,0.417,0.494,0.575,0.445,0.418,0.487,0.81,0.435,0.7,0.496,0.8,0.485,0.769,0.449,0.65,0.474,0.569,0.506,0.499 -31,Epileptic,F,52.0,1.0,2.7,0.9,1.1,1.7,1.5,1.5,1.7,1.1,0.6,0.4,3.0,1.2,0.7,0.9,5.4,8.3,0.8,2.3,3.4,1.1,3.6,1.8,3.7,3.1,2.5,2.9,1.9,2.6,3.6,1.0,1.3,0.5,2.1,0.7,0.7,3.1,2.5,0.2,0.3,1.0,2.9,3.0,2.1,2.5,0.6,0.5,0.9,1.1,1.0,0.6,1.6,1.6,1.5,0.3,2.6,0.9,1.5,0.9,1.1,1.2,1.7,0.3,0.5,1.6,1.4,2.2,0.8,1.4,0.5,1.4,1.5,4.1,0.3,11,27,9,8,18,16,12,14,15,7,3.0,24,16,9,9,54,79,8,25,29,9,35,20,46,38,28,37,19,22,40,16,10,5,28,4,6,34,32,1,2,9,24,25,18,14,5,3,6,6,10,4,12,13,10,1,20,7,8,8,10,8,12,2,5,14,17,19,5,9,5,9,10,33,3,0.038,0.03,0.017,0.023,0.029,0.031,0.023,0.025,0.037,0.027,0.037,0.035,0.023,0.034,0.027,0.033,0.032,0.029,0.028,0.034,0.02,0.035,0.027,0.039,0.03,0.025,0.022,0.02,0.024,0.026,0.031,0.039,0.018,0.027,0.014,0.015,0.032,0.024,0.019,0.016,0.022,0.037,0.044,0.026,0.018,0.009,0.022,0.014,0.015,0.021,0.031,0.02,0.027,0.018,0.031,0.016,0.02,0.014,0.027,0.018,0.031,0.025,0.032,0.02,0.02,0.022,0.016,0.014,0.02,0.017,0.022,0.022,0.015,0.014,1494,4628,2074,2177,2778,2568,2382,2973,1855,1557,603.0,2741,3076,1476,1935,8696,15660,2356,4705,3777,2590,5420,2609,6211,5907,5682,6339,3630,5918,6063,1907,996,1341,4736,2239,1595,6652,6793,294,568,1598,2384,4393,2074,3702,1849,773,2292,2157,1987,598,2820,2479,3484,355,4491,1686,3194,1207,1807,1420,2565,379,844,2668,1529,4107,1668,2354,831,1753,2386,8962,544,0.134,0.124,0.101,0.106,0.13,0.134,0.098,0.118,0.145,0.114,0.124,0.137,0.119,0.15,0.119,0.133,0.126,0.118,0.126,0.135,0.076,0.146,0.123,0.151,0.139,0.118,0.11,0.098,0.099,0.128,0.117,0.12,0.091,0.116,0.071,0.084,0.117,0.109,0.114,0.1,0.122,0.146,0.131,0.123,0.094,0.075,0.118,0.082,0.091,0.11,0.141,0.105,0.113,0.092,0.134,0.098,0.109,0.085,0.128,0.109,0.144,0.126,0.127,0.117,0.116,0.115,0.096,0.086,0.106,0.107,0.114,0.112,0.091,0.092,499,1569,773,828,1028,918,898,996,577,412,189.0,1308,918,377,573,2708,4526,462,1340,1568,852,1762,1083,1835,1916,1706,2202,1386,1708,2082,591,491,420,1197,657,663,1705,1661,149,288,755,1211,1082,1334,2193,922,333,954,1040,817,331,1248,1110,1483,161,2438,773,1628,602,939,563,1007,203,485,1293,961,2125,838,1074,448,929,1155,4155,340,3.004,2.626,2.601,2.578,2.335,2.413,2.236,2.617,2.47,2.837,2.599,1.853,2.645,2.756,2.564,2.502,2.75,3.643,2.876,2.051,2.512,2.484,2.12,2.737,2.468,2.738,2.332,2.109,2.644,2.377,2.4,2.163,2.527,2.727,2.946,2.285,2.922,2.996,2.262,2.368,2.562,1.826,2.817,1.757,1.909,2.171,3.035,2.91,2.536,2.638,2.163,2.253,2.174,2.367,2.681,2.082,2.415,2.223,2.163,2.111,2.617,2.47,2.023,2.074,2.334,1.973,2.172,2.372,2.42,2.083,2.23,2.582,2.368,1.89,0.784,0.786,0.524,0.399,0.545,0.449,0.515,0.487,0.478,0.459,0.649,0.435,0.367,0.418,0.472,0.572,0.561,0.787,0.497,0.659,0.665,0.463,0.47,0.562,0.464,0.454,0.375,0.478,0.448,0.464,0.441,0.98,0.374,0.583,0.464,0.35,0.672,0.576,0.384,0.427,0.577,0.477,0.755,0.602,0.536,0.466,0.551,0.687,0.477,0.709,0.551,0.457,0.475,0.511,0.409,0.365,0.364,0.452,0.547,0.368,0.522,0.683,0.331,0.606,0.458,0.629,0.486,0.324,0.48,0.41,0.404,0.493,0.456,0.284 -32,Epileptic,F,32.0,0.9,2.7,1.0,1.6,1.7,2.0,1.5,1.3,0.9,0.7,0.4,2.5,1.3,0.5,1.5,5.3,7.9,1.7,2.5,4.4,1.8,2.9,1.5,4.1,4.3,3.9,4.3,3.1,3.8,3.2,1.6,0.5,0.4,2.0,0.5,0.9,4.7,2.9,0.4,0.2,1.1,2.8,2.0,1.9,2.4,0.7,0.5,0.7,1.4,0.8,0.7,1.7,1.1,3.0,0.7,2.6,1.3,1.6,1.2,1.0,0.5,1.5,0.2,0.6,1.7,1.1,2.2,1.3,0.8,0.5,1.2,1.1,3.8,0.4,8,29,8,14,14,24,14,15,10,6,4.0,23,16,9,19,66,78,12,29,44,18,35,15,55,50,42,50,27,32,35,22,6,4,24,3,9,52,40,2,1,6,29,18,14,11,5,2,4,8,7,6,19,9,23,5,20,9,11,10,7,4,12,1,7,15,16,19,9,5,5,9,8,32,2,0.038,0.026,0.019,0.031,0.035,0.03,0.029,0.027,0.032,0.034,0.04,0.038,0.027,0.042,0.024,0.029,0.026,0.042,0.03,0.039,0.033,0.037,0.031,0.044,0.044,0.032,0.035,0.035,0.035,0.029,0.035,0.045,0.023,0.028,0.015,0.019,0.045,0.032,0.021,0.017,0.019,0.039,0.028,0.023,0.017,0.012,0.018,0.01,0.019,0.014,0.037,0.018,0.023,0.017,0.027,0.017,0.027,0.018,0.021,0.018,0.015,0.023,0.02,0.019,0.02,0.019,0.017,0.015,0.015,0.017,0.025,0.016,0.017,0.014,1521,5718,2552,2400,2634,3644,3133,3099,2046,1558,792.0,2946,3575,1414,3938,13737,21270,2902,5467,5275,4159,4983,2455,6921,6361,8126,7762,3748,7200,6420,2612,971,1198,5973,2190,2514,7721,7615,534,442,1749,2860,6179,2444,3926,1617,997,2416,2345,1751,767,4207,1950,7038,744,4627,1400,2863,1442,1695,885,2762,369,1115,2718,1389,3914,2790,1811,832,1584,2242,8244,602,0.136,0.128,0.102,0.132,0.132,0.131,0.114,0.123,0.138,0.14,0.152,0.15,0.129,0.157,0.126,0.13,0.123,0.146,0.134,0.153,0.123,0.141,0.155,0.153,0.146,0.129,0.136,0.105,0.116,0.134,0.132,0.104,0.11,0.132,0.083,0.104,0.156,0.149,0.108,0.094,0.098,0.155,0.129,0.115,0.087,0.091,0.102,0.069,0.1,0.101,0.149,0.106,0.108,0.094,0.131,0.102,0.129,0.102,0.116,0.107,0.1,0.115,0.113,0.114,0.111,0.108,0.095,0.095,0.088,0.12,0.127,0.093,0.097,0.101,422,1789,912,898,872,1322,950,926,507,402,212.0,1231,946,324,1078,3456,5270,632,1547,2101,971,1603,883,1979,1962,2335,2358,1361,1709,1978,863,360,310,1276,584,799,2118,1753,277,219,877,1452,1300,1351,2092,810,430,955,1163,801,344,1705,859,2810,411,2284,680,1386,830,847,483,1040,180,545,1287,942,2152,1208,860,461,788,1103,3563,326,3.313,2.766,2.638,2.508,2.634,2.368,2.603,2.698,2.968,2.819,2.728,1.977,2.852,3.297,2.837,2.898,3.13,3.524,2.827,2.091,3.051,2.467,2.252,2.789,2.602,2.698,2.593,2.209,3.122,2.561,2.4,2.445,2.811,3.177,3.356,2.695,2.802,3.174,2.223,2.314,2.33,1.804,3.337,1.969,2.152,2.098,2.814,2.967,2.455,2.467,2.243,2.389,2.38,2.578,2.122,2.158,2.291,2.317,1.951,2.154,2.149,2.634,2.292,2.339,2.28,1.827,1.947,2.576,2.375,1.95,2.077,2.263,2.359,2.249,0.969,0.73,0.499,0.552,0.655,0.595,0.777,0.558,0.599,0.574,0.825,0.527,0.478,0.532,0.545,0.638,0.635,0.798,0.539,0.621,0.804,0.527,0.506,0.757,0.597,0.616,0.594,0.649,0.58,0.579,0.716,0.83,0.37,0.623,0.775,0.508,0.848,0.624,0.425,0.292,0.468,0.436,0.712,0.51,0.697,0.37,0.37,0.99,0.434,0.528,0.478,0.45,0.455,0.484,0.5,0.403,0.516,0.477,0.327,0.444,0.313,0.488,0.514,0.531,0.444,0.559,0.411,0.417,0.473,0.523,0.441,0.547,0.463,0.404 -33,Epileptic,M,37.0,0.6,2.5,0.8,1.1,1.8,2.6,1.6,1.4,1.1,0.8,0.4,2.9,1.7,0.8,2.3,6.2,9.0,1.1,3.1,4.7,1.9,2.7,2.0,3.2,3.8,4.0,4.0,2.4,3.1,3.3,1.6,1.2,0.6,2.2,0.4,1.1,4.2,3.5,0.3,0.3,1.3,3.5,2.5,3.8,2.8,0.7,0.6,1.0,1.6,1.0,0.7,2.1,1.3,2.2,0.7,2.4,1.0,2.0,1.0,1.3,0.6,1.3,0.4,0.3,2.2,1.9,2.3,1.5,0.8,0.5,1.7,2.0,4.6,0.3,4,20,7,9,20,25,16,13,12,8,4.0,29,16,10,21,62,80,7,28,41,18,28,20,30,48,37,44,24,23,40,21,8,5,24,2,7,41,41,2,1,8,27,25,29,16,5,3,5,8,10,4,17,8,14,6,21,6,18,8,10,5,10,4,4,18,15,17,10,4,6,11,14,34,4,0.029,0.026,0.012,0.021,0.034,0.038,0.023,0.03,0.043,0.041,0.041,0.032,0.034,0.025,0.039,0.036,0.028,0.035,0.039,0.038,0.033,0.033,0.03,0.034,0.029,0.033,0.028,0.028,0.028,0.029,0.04,0.05,0.028,0.029,0.012,0.026,0.035,0.034,0.027,0.023,0.025,0.039,0.034,0.033,0.021,0.01,0.022,0.014,0.02,0.023,0.032,0.021,0.021,0.02,0.022,0.015,0.02,0.023,0.025,0.021,0.032,0.024,0.025,0.015,0.02,0.036,0.019,0.022,0.014,0.022,0.028,0.021,0.021,0.027,1574,4697,2075,2207,2023,3197,2845,2752,1635,1516,607.0,2883,3429,1375,3248,10882,18218,2532,4949,4295,3174,4393,2251,5661,7325,6504,6450,3259,5977,5965,2319,956,678,4662,1410,1847,6346,6963,463,419,1447,2943,4361,2514,3439,1604,915,2458,2729,1603,520,3113,1719,3931,670,4477,1552,3075,1023,1515,533,2229,449,822,3147,1409,3383,2379,1443,939,1795,2473,8663,354,0.107,0.115,0.089,0.105,0.14,0.158,0.102,0.124,0.152,0.137,0.154,0.126,0.133,0.128,0.151,0.14,0.118,0.109,0.138,0.142,0.111,0.136,0.13,0.13,0.132,0.135,0.125,0.112,0.111,0.128,0.141,0.131,0.117,0.119,0.065,0.1,0.13,0.134,0.112,0.109,0.117,0.148,0.131,0.132,0.099,0.084,0.102,0.081,0.099,0.114,0.142,0.105,0.111,0.097,0.12,0.093,0.104,0.114,0.128,0.114,0.143,0.117,0.122,0.11,0.113,0.123,0.104,0.106,0.095,0.12,0.132,0.121,0.103,0.133,397,1559,878,832,882,1192,1102,865,494,395,164.0,1373,929,460,987,3065,5381,497,1442,2061,885,1393,1031,1552,2271,2040,2379,1334,1674,2015,683,475,357,1304,471,707,1942,1771,214,198,780,1400,1228,1685,2064,856,435,1040,1217,706,337,1651,944,1712,401,2495,760,1500,631,867,325,834,286,400,1571,757,1858,1113,709,405,896,1362,3734,223,3.577,2.827,2.335,2.568,2.164,2.49,2.199,2.787,2.448,3.129,3.123,1.863,2.737,2.278,2.637,2.669,2.756,3.785,2.741,1.858,2.922,2.515,1.953,2.704,2.495,2.543,2.199,1.992,2.727,2.425,2.651,2.186,1.674,2.645,2.81,2.345,2.549,2.925,2.256,2.294,2.278,1.925,2.735,1.689,1.882,2.06,2.627,2.844,2.7,2.376,2.084,2.022,2.018,2.443,2.168,1.956,2.378,2.248,2.008,1.966,2.027,2.629,1.756,2.212,2.146,2.231,1.969,2.452,2.356,2.678,2.382,2.301,2.486,1.994,0.899,0.61,0.481,0.555,0.549,0.468,0.533,0.534,0.563,0.48,0.747,0.493,0.497,0.578,0.496,0.531,0.605,0.666,0.557,0.609,0.933,0.508,0.491,0.682,0.526,0.484,0.498,0.437,0.449,0.523,0.708,1.002,0.288,0.519,0.77,0.501,0.593,0.597,0.399,0.411,0.499,0.488,0.696,0.537,0.585,0.473,0.692,1.052,0.561,0.436,0.491,0.433,0.564,0.533,0.341,0.362,0.426,0.519,0.322,0.412,0.435,0.761,0.432,0.901,0.563,0.775,0.482,0.405,0.477,0.849,0.579,0.447,0.641,0.424 -34,Epileptic,F,22.0,0.6,1.4,1.3,1.3,1.2,1.7,1.4,1.8,1.3,0.8,0.2,3.3,1.7,0.8,1.0,6.4,12.1,0.6,2.1,4.5,1.2,2.0,1.6,3.3,2.7,3.6,3.6,2.4,3.6,2.7,1.5,1.4,0.5,2.1,0.4,0.7,3.2,3.7,0.2,0.2,1.1,3.7,1.7,3.9,2.9,0.5,0.6,1.0,1.0,0.5,0.6,1.3,1.3,3.4,0.5,1.9,0.3,2.5,1.5,0.5,0.5,1.2,0.2,0.3,2.0,0.6,3.0,1.9,2.0,0.3,0.9,0.8,4.0,0.3,6,12,11,11,12,15,10,16,15,6,1.0,22,16,8,9,51,95,4,19,35,10,16,13,34,30,28,34,17,25,26,17,7,6,22,3,5,34,31,2,1,5,28,15,21,17,3,3,6,5,3,5,11,12,20,2,15,2,15,8,6,5,7,1,3,14,7,19,13,11,2,5,4,32,3,0.034,0.022,0.028,0.031,0.031,0.032,0.032,0.031,0.049,0.034,0.033,0.045,0.038,0.043,0.032,0.04,0.039,0.027,0.027,0.043,0.026,0.034,0.037,0.042,0.035,0.034,0.03,0.032,0.035,0.03,0.037,0.052,0.02,0.036,0.02,0.023,0.039,0.037,0.017,0.023,0.022,0.049,0.042,0.046,0.025,0.013,0.025,0.018,0.016,0.012,0.031,0.02,0.025,0.027,0.025,0.018,0.011,0.029,0.029,0.021,0.031,0.023,0.023,0.018,0.024,0.024,0.026,0.023,0.041,0.014,0.022,0.021,0.022,0.016,1375,3806,2295,2085,1693,2902,1972,2782,1348,1224,412.0,2450,3351,1526,1956,8524,15954,2188,4225,3526,3331,2630,1790,5090,4373,6370,5235,3033,5258,4583,2122,1116,1126,5413,1658,1801,5338,5910,428,525,1556,2495,3980,2385,3062,1044,932,2217,2223,1509,601,2510,2145,5345,464,3354,1394,3473,1429,835,900,2064,301,706,3103,862,3790,2955,1548,723,1293,1431,8412,457,0.131,0.109,0.125,0.127,0.124,0.132,0.119,0.13,0.143,0.134,0.096,0.147,0.135,0.143,0.13,0.128,0.131,0.104,0.113,0.148,0.099,0.132,0.139,0.132,0.144,0.134,0.124,0.117,0.122,0.129,0.142,0.123,0.105,0.13,0.096,0.096,0.139,0.141,0.111,0.11,0.107,0.158,0.128,0.147,0.116,0.091,0.117,0.098,0.085,0.082,0.143,0.1,0.105,0.107,0.128,0.1,0.069,0.109,0.133,0.121,0.117,0.103,0.128,0.112,0.117,0.117,0.12,0.115,0.153,0.09,0.115,0.107,0.103,0.117,371,1108,738,781,662,989,719,977,440,352,138.0,1100,911,339,534,2639,4959,354,1216,1824,832,963,756,1399,1303,1838,1949,1198,1682,1561,618,402,399,1093,379,562,1459,1599,189,191,740,1227,868,1474,1900,561,377,884,985,563,327,1164,914,2172,260,1606,490,1509,791,429,375,769,139,289,1393,469,2011,1380,767,320,628,635,3271,260,3.575,2.863,2.91,2.856,2.193,2.466,2.338,2.558,2.314,2.883,2.654,2.0,2.797,2.811,2.828,2.536,2.528,3.993,2.743,1.881,3.212,2.289,2.082,2.639,2.592,2.841,2.156,2.038,2.55,2.361,2.643,2.66,2.296,3.235,3.56,2.882,2.752,2.841,2.561,2.962,2.723,1.919,3.337,1.907,1.908,2.072,3.083,3.265,2.613,2.936,2.063,2.203,2.218,2.504,2.346,2.308,3.078,2.645,2.348,2.131,2.413,2.677,2.181,2.344,2.588,2.259,2.168,2.523,2.316,2.619,2.472,2.716,2.685,2.057,0.896,0.904,0.753,0.48,0.629,0.626,0.641,0.679,0.601,0.515,0.791,0.541,0.538,0.741,0.512,0.602,0.884,0.832,0.628,0.563,0.699,0.447,0.479,0.824,0.511,0.579,0.561,0.475,0.675,0.499,0.715,1.034,0.337,0.62,0.681,0.745,0.675,0.605,0.503,0.565,0.682,0.451,0.723,0.609,0.63,0.653,0.513,0.709,0.661,0.843,0.432,0.53,0.543,0.607,0.36,0.556,0.77,0.618,0.398,0.386,0.737,0.799,0.345,1.233,0.608,0.605,0.504,0.42,0.587,0.566,0.505,0.718,0.636,0.499 -35,Epileptic,F,32.0,0.7,2.5,0.9,1.3,1.4,1.3,1.7,1.4,1.2,1.0,0.5,3.0,1.7,0.7,1.6,5.7,9.9,1.0,1.6,3.1,1.3,2.4,2.4,2.6,5.0,4.5,2.9,2.8,2.1,2.8,1.9,1.2,0.9,3.2,0.3,1.3,2.7,2.5,0.4,0.4,1.2,2.8,2.3,1.8,2.7,0.7,0.4,1.2,1.4,0.7,0.6,2.0,1.5,2.3,0.5,2.1,0.6,1.8,0.6,0.9,0.5,1.4,0.4,0.4,2.0,1.2,2.9,1.2,0.9,0.4,0.9,1.3,5.3,0.4,6,23,7,12,14,15,13,14,12,12,4.0,32,20,7,17,65,96,8,20,34,15,26,21,32,54,44,35,24,21,34,22,9,9,32,1,7,27,33,3,3,7,19,27,16,16,5,2,7,7,5,6,14,14,15,3,17,4,13,6,6,4,10,2,3,14,18,22,8,5,4,5,8,50,2,0.035,0.023,0.014,0.024,0.036,0.031,0.027,0.023,0.04,0.039,0.046,0.035,0.032,0.04,0.038,0.035,0.03,0.036,0.026,0.031,0.027,0.032,0.042,0.033,0.051,0.029,0.024,0.031,0.024,0.031,0.054,0.045,0.031,0.036,0.011,0.029,0.031,0.029,0.029,0.024,0.022,0.04,0.043,0.024,0.021,0.015,0.018,0.016,0.016,0.019,0.027,0.023,0.024,0.016,0.017,0.015,0.016,0.017,0.019,0.018,0.02,0.027,0.023,0.02,0.021,0.021,0.022,0.017,0.014,0.012,0.026,0.022,0.022,0.016,1605,5191,2480,2600,1745,2586,3036,3156,1744,1736,485.0,3123,3991,860,2931,11218,20875,2236,4359,4971,4214,3534,1635,5927,4841,9175,6509,4466,5459,5271,2337,1052,1593,6424,1752,1767,5979,6996,538,828,1739,1971,5032,2137,3327,1372,789,2402,2649,1392,553,3079,2038,5031,690,4139,1137,3768,988,1525,705,2165,418,745,2997,1187,4337,2243,1902,768,1247,1857,9480,644,0.108,0.115,0.093,0.113,0.142,0.129,0.107,0.119,0.149,0.159,0.159,0.142,0.124,0.152,0.15,0.14,0.128,0.128,0.114,0.114,0.107,0.108,0.138,0.137,0.138,0.133,0.117,0.11,0.108,0.138,0.156,0.114,0.116,0.141,0.057,0.11,0.132,0.127,0.123,0.113,0.108,0.13,0.146,0.112,0.105,0.091,0.09,0.093,0.091,0.107,0.15,0.111,0.12,0.092,0.106,0.095,0.099,0.097,0.125,0.097,0.111,0.122,0.109,0.114,0.106,0.123,0.113,0.097,0.087,0.105,0.116,0.112,0.111,0.101,438,1832,945,981,680,795,998,1026,503,465,167.0,1300,1035,300,774,3185,5673,495,1153,1866,959,1011,881,1490,1583,2576,2034,1471,1423,1693,629,445,453,1550,476,662,1521,1651,252,295,817,975,1128,1214,1969,692,345,1033,1257,523,318,1444,999,2215,394,2115,575,1707,424,761,399,793,282,381,1472,851,2082,1042,864,452,596,874,4191,342,3.486,2.568,2.608,2.575,2.11,2.449,2.482,2.769,2.476,2.944,2.329,2.041,2.87,2.283,2.647,2.606,2.864,3.449,2.844,2.21,3.114,2.575,1.763,2.975,2.428,2.754,2.462,2.337,2.9,2.484,2.692,2.415,2.658,2.991,3.293,2.521,2.745,2.933,2.106,2.696,2.648,1.772,2.847,1.941,1.935,2.197,2.679,2.893,2.58,2.733,1.954,2.244,1.919,2.338,2.16,2.14,2.338,2.421,2.414,2.211,2.113,2.645,1.75,2.001,2.184,1.801,2.24,2.367,2.613,1.996,2.439,2.218,2.311,2.205,0.803,0.543,0.432,0.47,0.653,0.656,0.544,0.564,0.627,0.634,0.938,0.521,0.514,0.585,0.705,0.685,0.637,0.631,0.509,0.61,0.861,0.598,0.55,0.612,0.668,0.629,0.593,0.65,0.533,0.493,0.657,0.728,0.396,0.886,0.552,0.59,0.787,0.745,0.387,0.507,0.544,0.781,0.891,0.554,0.613,0.457,0.482,0.752,0.517,0.47,0.361,0.438,0.559,0.479,0.392,0.412,0.367,0.492,0.518,0.381,0.368,0.875,0.341,0.665,0.501,0.602,0.456,0.439,0.427,0.553,0.463,0.578,0.587,0.4 -36,Epileptic,M,32.0,0.8,2.3,0.7,1.6,1.2,1.9,1.8,1.7,0.8,1.2,0.3,2.7,1.6,0.6,1.0,6.6,9.7,1.5,3.0,5.5,0.9,3.3,1.8,2.6,3.7,2.7,2.4,2.7,2.6,2.6,1.2,1.5,0.5,2.4,0.4,0.7,3.8,4.0,0.1,0.1,1.1,3.1,3.4,2.9,2.9,1.0,0.5,0.7,1.2,0.7,0.5,1.6,1.4,2.6,0.3,2.6,0.7,1.4,1.6,1.0,0.7,1.8,0.3,0.5,2.0,1.5,2.5,1.4,1.1,0.7,0.8,0.9,5.5,0.3,7,23,8,13,12,17,14,16,8,11,4.0,22,15,7,10,66,83,11,30,42,12,37,20,28,44,34,29,24,22,32,16,9,5,30,3,6,44,42,2,1,7,25,29,21,16,8,2,5,7,8,5,14,10,16,2,25,5,10,13,10,6,16,3,4,15,19,21,12,6,5,6,9,44,3,0.036,0.019,0.012,0.027,0.027,0.031,0.025,0.024,0.032,0.036,0.022,0.034,0.025,0.029,0.026,0.03,0.028,0.042,0.032,0.041,0.02,0.03,0.033,0.027,0.031,0.026,0.026,0.026,0.025,0.029,0.037,0.041,0.019,0.029,0.013,0.016,0.034,0.032,0.01,0.017,0.02,0.037,0.043,0.022,0.021,0.019,0.019,0.012,0.015,0.019,0.034,0.017,0.019,0.018,0.015,0.02,0.014,0.014,0.026,0.02,0.016,0.025,0.017,0.017,0.024,0.025,0.015,0.017,0.017,0.019,0.02,0.017,0.02,0.011,1580,5330,2302,2548,1775,3028,2868,3827,1614,1763,991.0,2911,3857,1541,2657,14319,21514,2979,5454,5192,3182,5466,2690,6598,7262,6760,4565,4896,6461,4999,2489,1354,1222,7016,2591,2067,8458,9087,443,328,1756,3117,7449,3530,3216,1598,1034,2331,2422,1903,394,3317,2242,5231,704,3945,1920,3351,1710,1736,1445,2897,688,1091,2871,1553,4564,3298,2312,1336,1264,1732,10733,643,0.123,0.111,0.093,0.122,0.125,0.137,0.102,0.117,0.119,0.148,0.109,0.14,0.126,0.136,0.113,0.13,0.124,0.139,0.129,0.146,0.092,0.14,0.145,0.12,0.147,0.129,0.124,0.106,0.103,0.134,0.126,0.137,0.095,0.13,0.075,0.09,0.135,0.143,0.085,0.095,0.107,0.145,0.145,0.111,0.103,0.104,0.101,0.081,0.086,0.107,0.15,0.099,0.107,0.094,0.11,0.116,0.088,0.093,0.133,0.111,0.1,0.124,0.116,0.111,0.123,0.123,0.1,0.103,0.095,0.117,0.118,0.109,0.1,0.09,428,1888,956,979,758,1076,937,1204,472,531,249.0,1289,1018,327,697,3623,5697,574,1483,2206,713,1779,1000,1635,1932,1942,1534,1659,1619,1617,626,539,407,1465,584,706,2086,2136,241,165,831,1398,1473,1995,2019,837,418,934,1174,691,258,1551,1098,2169,326,2028,813,1488,969,866,669,1085,263,464,1300,926,2374,1328,1038,521,636,844,4416,352,3.452,2.525,2.375,2.595,2.274,2.436,2.569,2.769,2.763,2.893,2.894,2.028,2.884,3.115,2.878,2.92,3.055,3.615,3.027,2.071,3.288,2.474,2.445,3.077,2.862,2.824,2.328,2.294,2.958,2.519,3.001,2.565,2.365,3.23,3.681,2.707,3.056,3.148,2.198,2.343,2.72,2.019,3.369,2.115,1.794,2.096,2.977,2.984,2.571,2.787,1.822,2.325,2.29,2.611,2.676,2.247,2.647,2.633,2.09,2.062,2.317,2.626,2.734,2.709,2.309,1.984,2.111,2.743,2.676,2.839,2.338,2.466,2.584,2.379,0.669,0.687,0.563,0.472,0.488,0.48,0.636,0.514,0.606,0.588,0.887,0.526,0.485,0.505,0.537,0.634,0.57,0.915,0.631,0.7,0.762,0.44,0.468,0.608,0.566,0.505,0.449,0.609,0.591,0.458,0.643,0.928,0.363,0.798,0.706,0.586,0.672,0.559,0.223,0.348,0.535,0.646,0.833,0.681,0.522,0.372,0.401,0.702,0.437,0.714,0.41,0.548,0.517,0.432,0.411,0.405,0.497,0.668,0.428,0.44,0.394,0.594,0.603,0.879,0.575,0.529,0.387,0.38,0.449,0.62,0.413,0.491,0.477,0.323 -37,Epileptic,F,32.0,0.7,2.3,1.0,0.9,1.4,2.4,1.6,1.5,0.7,0.5,0.1,3.0,1.2,0.3,0.7,5.4,8.0,0.7,2.9,5.3,1.3,4.5,1.7,3.4,3.6,4.2,2.7,2.5,2.4,2.9,1.5,1.1,0.5,2.4,0.3,0.4,1.9,3.7,0.2,0.2,1.1,3.5,2.0,2.4,2.9,0.6,0.2,1.0,1.2,1.0,0.4,1.4,0.9,2.7,0.4,2.9,0.7,1.4,1.3,1.1,0.6,1.4,0.2,0.5,1.6,0.9,2.4,1.0,1.1,1.0,0.8,1.1,5.6,0.6,8,19,8,6,16,21,11,12,9,5,2.0,28,15,4,8,57,70,3,29,47,13,40,18,34,35,47,40,20,20,36,18,8,3,31,2,4,20,41,1,2,8,29,21,19,19,5,1,6,8,11,5,11,9,18,2,27,9,9,10,11,5,12,2,6,16,17,20,11,7,8,6,6,49,6,0.032,0.026,0.021,0.018,0.028,0.031,0.026,0.029,0.029,0.028,0.017,0.034,0.027,0.024,0.026,0.032,0.028,0.026,0.034,0.038,0.033,0.035,0.033,0.032,0.039,0.032,0.022,0.029,0.023,0.028,0.042,0.043,0.024,0.033,0.012,0.014,0.028,0.037,0.013,0.014,0.021,0.031,0.035,0.025,0.023,0.012,0.01,0.016,0.018,0.03,0.027,0.015,0.021,0.023,0.022,0.019,0.026,0.016,0.025,0.023,0.015,0.02,0.011,0.018,0.019,0.026,0.022,0.016,0.019,0.027,0.022,0.023,0.022,0.023,1196,4140,1948,1962,2003,2923,2420,2540,1323,1208,434.0,2550,2761,1002,2101,10062,16874,2007,4662,4954,3337,4391,2436,6330,4189,6769,6142,3075,5633,5763,2112,1432,793,5319,1594,1623,4869,7137,393,515,1554,2643,6464,2487,3022,1326,768,1931,2099,1762,460,2256,1630,4681,322,4434,1326,2761,1471,1255,1140,2912,294,888,2490,815,3500,2228,1473,1220,1201,1770,9213,714,0.128,0.122,0.115,0.094,0.123,0.133,0.108,0.124,0.141,0.128,0.088,0.148,0.128,0.108,0.106,0.135,0.126,0.101,0.132,0.15,0.115,0.119,0.115,0.125,0.114,0.129,0.112,0.11,0.092,0.138,0.168,0.114,0.093,0.129,0.061,0.082,0.129,0.144,0.094,0.101,0.109,0.129,0.144,0.119,0.11,0.091,0.069,0.095,0.104,0.137,0.137,0.097,0.11,0.109,0.123,0.109,0.134,0.096,0.12,0.123,0.097,0.114,0.103,0.117,0.117,0.127,0.112,0.104,0.102,0.135,0.119,0.114,0.103,0.147,394,1426,728,748,870,1192,874,841,423,308,139.0,1353,838,251,507,2845,4801,410,1403,2183,762,1656,823,1834,1346,2160,1999,1094,1424,1722,645,482,292,1305,464,595,1252,1702,185,238,819,1556,1107,1583,1976,666,347,925,982,578,308,1364,815,2000,183,2402,562,1346,830,749,597,1079,202,503,1306,535,1741,1047,820,506,596,753,4018,339,2.962,2.614,2.752,2.574,2.069,2.217,2.39,2.885,2.321,2.962,2.584,1.73,2.533,2.863,2.9,2.639,2.917,3.754,2.686,1.966,3.169,2.346,2.408,2.714,2.586,2.566,2.38,2.3,2.963,2.602,2.541,3.043,2.262,2.973,2.819,2.483,3.12,3.125,2.508,2.468,2.34,1.601,3.565,1.871,1.71,2.159,2.708,2.714,2.71,2.95,1.631,1.919,2.074,2.456,2.101,2.049,2.466,2.348,1.951,1.889,2.186,2.624,1.754,2.117,2.021,1.976,2.04,2.385,2.123,2.601,2.382,2.656,2.367,2.476,0.585,0.697,0.478,0.586,0.633,0.721,0.582,0.53,0.598,0.64,0.722,0.491,0.542,0.46,0.603,0.658,0.56,0.714,0.648,0.614,0.924,0.688,0.624,0.846,0.702,0.66,0.654,0.636,0.67,0.549,0.643,0.898,0.49,0.634,0.69,0.545,0.664,0.629,0.49,0.462,0.555,0.429,0.776,0.589,0.502,0.488,0.602,0.724,0.465,0.664,0.343,0.423,0.432,0.453,0.41,0.461,0.491,0.529,0.385,0.363,0.41,0.654,0.44,0.688,0.498,0.742,0.561,0.421,0.385,0.498,0.397,0.599,0.502,0.504 -38,Epileptic,M,32.0,1.0,2.7,1.1,0.8,3.2,2.7,2.1,1.6,1.8,0.7,0.4,3.3,1.5,0.5,1.5,8.0,9.2,1.4,2.4,5.0,1.1,3.1,2.5,6.7,7.6,4.8,4.2,2.1,4.3,3.2,2.5,2.1,0.6,2.2,0.2,1.3,8.3,4.4,0.2,0.4,1.7,4.3,4.8,3.7,2.5,1.0,0.5,0.7,1.2,1.8,0.7,1.8,1.3,3.6,0.8,1.8,1.3,2.1,0.9,1.1,0.4,2.1,0.5,0.5,2.3,1.9,1.3,1.5,2.2,0.6,1.3,1.4,4.6,0.4,7,26,14,8,25,20,21,18,13,6,4.0,29,22,6,17,86,92,10,30,46,9,34,26,62,65,36,45,24,38,37,18,12,4,30,2,11,61,46,1,3,9,28,41,30,18,9,2,4,7,10,5,13,10,24,5,17,9,15,7,7,4,18,4,4,19,20,8,11,12,6,10,10,38,2,0.044,0.025,0.019,0.014,0.047,0.034,0.04,0.026,0.054,0.034,0.038,0.038,0.029,0.031,0.032,0.037,0.031,0.052,0.036,0.045,0.02,0.039,0.037,0.058,0.051,0.037,0.043,0.035,0.035,0.029,0.061,0.062,0.032,0.03,0.011,0.025,0.055,0.037,0.013,0.02,0.027,0.04,0.061,0.038,0.021,0.024,0.023,0.012,0.017,0.033,0.027,0.019,0.017,0.022,0.033,0.022,0.021,0.022,0.02,0.019,0.02,0.03,0.029,0.017,0.024,0.032,0.019,0.017,0.028,0.018,0.024,0.017,0.018,0.019,1623,5468,2655,2542,1900,3194,2919,4576,1747,1578,768.0,2842,4516,1367,3537,14566,20104,2559,4984,5471,3322,4719,2521,5888,5451,6582,5037,3999,5477,6583,2178,1670,1045,6274,1759,2915,6411,7959,407,911,2042,2608,5112,2935,3307,2184,883,2333,2483,1753,703,3340,2346,6876,673,2816,2232,3761,1263,1794,959,3568,605,965,3302,1631,2111,4022,2353,872,1876,2733,9900,523,0.151,0.124,0.113,0.092,0.147,0.128,0.141,0.125,0.156,0.138,0.143,0.159,0.134,0.144,0.138,0.148,0.141,0.168,0.136,0.177,0.078,0.128,0.146,0.166,0.167,0.143,0.152,0.141,0.123,0.137,0.188,0.149,0.123,0.127,0.059,0.112,0.153,0.148,0.091,0.113,0.112,0.139,0.172,0.149,0.115,0.12,0.107,0.076,0.093,0.122,0.132,0.102,0.098,0.106,0.143,0.113,0.111,0.105,0.103,0.102,0.103,0.138,0.133,0.101,0.116,0.143,0.099,0.09,0.116,0.128,0.126,0.099,0.097,0.113,421,1759,983,905,992,1284,1165,1236,596,392,208.0,1555,1148,352,854,4136,5639,483,1409,2343,865,1535,1174,2055,2441,2121,1875,1193,2256,2077,802,612,303,1418,432,885,2499,2030,231,350,902,1619,1369,1748,1719,740,340,848,1125,876,389,1575,1224,2747,341,1377,936,1612,697,932,425,1255,308,512,1659,875,1092,1411,1285,460,873,1282,4063,257,3.643,2.906,2.607,2.595,1.801,2.195,2.043,3.017,2.312,3.401,3.215,1.671,2.918,2.785,2.953,2.597,2.76,3.762,2.88,2.037,2.756,2.406,1.929,2.277,1.992,2.614,2.267,2.606,2.14,2.577,2.186,2.659,2.668,3.14,3.451,2.87,2.204,2.91,2.061,2.484,2.674,1.588,2.769,1.979,2.209,2.464,3.016,3.176,2.68,2.485,2.211,2.23,2.108,2.444,2.496,2.245,2.75,2.681,2.068,2.144,2.485,2.847,1.999,2.171,2.168,2.068,2.2,2.799,1.968,1.904,2.482,2.541,2.56,2.754,0.879,0.671,0.49,0.66,0.604,0.656,0.6,0.571,0.855,0.522,0.932,0.46,0.548,0.414,0.649,0.76,0.663,0.716,0.639,0.725,0.711,0.677,0.502,0.835,0.618,0.762,0.525,0.53,0.629,0.578,0.701,0.998,0.454,0.688,0.651,0.484,0.852,0.89,0.363,0.539,0.512,0.437,0.964,0.783,0.452,0.713,0.489,0.879,0.399,0.823,0.395,0.439,0.518,0.545,0.452,0.404,0.582,0.511,0.34,0.416,0.341,0.754,0.529,0.77,0.533,0.797,0.394,0.501,0.536,0.61,0.391,0.536,0.51,0.507 -39,Epileptic,F,57.0,1.1,2.5,0.8,1.3,1.5,1.9,2.1,1.7,1.4,0.5,0.4,3.4,1.2,0.6,1.1,7.6,7.3,1.4,1.6,4.7,1.1,2.7,1.6,3.0,2.0,3.0,3.8,2.3,3.0,2.3,1.5,1.2,0.4,2.4,0.6,0.3,5.0,2.4,0.2,0.0,0.9,3.4,2.5,3.4,2.6,0.6,0.6,1.0,1.7,0.6,0.6,1.5,1.1,2.1,0.2,2.2,0.6,1.4,1.2,0.9,0.3,1.8,0.6,0.8,2.1,1.3,2.3,1.2,1.0,1.1,0.8,1.9,3.6,0.1,9,22,8,11,14,18,22,15,12,6,4.0,33,15,7,12,77,72,10,21,46,11,34,15,30,30,29,42,25,32,36,13,9,4,28,3,2,43,32,2,1,5,28,32,24,16,4,3,6,8,6,3,9,7,14,1,22,5,12,7,7,3,12,3,6,21,13,16,9,8,10,5,12,28,2,0.055,0.036,0.021,0.032,0.039,0.034,0.038,0.033,0.065,0.032,0.036,0.041,0.038,0.048,0.04,0.05,0.036,0.055,0.034,0.041,0.03,0.034,0.03,0.043,0.032,0.038,0.03,0.027,0.033,0.032,0.041,0.049,0.027,0.04,0.024,0.015,0.057,0.046,0.017,0.012,0.027,0.04,0.055,0.036,0.018,0.011,0.027,0.022,0.028,0.027,0.028,0.024,0.022,0.021,0.013,0.02,0.016,0.023,0.027,0.016,0.011,0.032,0.047,0.023,0.022,0.03,0.023,0.022,0.02,0.036,0.029,0.023,0.021,0.014,1067,3817,1585,2028,1618,2771,2582,2225,1710,1130,671.0,2930,2075,916,1732,8303,13572,1831,3794,4844,2357,4064,1784,3899,3810,4364,5129,3562,5221,3969,1531,923,845,4413,1720,1020,6245,4800,260,212,932,2729,4497,2541,3448,1394,739,1813,1699,1001,553,1641,1334,3436,369,3267,1147,2256,1093,1314,891,2138,398,845,3008,1044,2921,1815,1493,1164,1044,1964,6335,286,0.139,0.133,0.117,0.125,0.141,0.148,0.107,0.142,0.188,0.131,0.128,0.156,0.158,0.154,0.149,0.169,0.141,0.159,0.138,0.156,0.106,0.127,0.116,0.136,0.128,0.149,0.124,0.116,0.114,0.14,0.137,0.129,0.103,0.151,0.092,0.079,0.163,0.16,0.106,0.104,0.112,0.151,0.159,0.137,0.101,0.083,0.115,0.097,0.109,0.128,0.12,0.112,0.113,0.109,0.095,0.116,0.099,0.117,0.121,0.103,0.078,0.128,0.162,0.117,0.116,0.128,0.115,0.111,0.107,0.145,0.136,0.118,0.104,0.123,332,1319,599,728,705,989,963,838,435,299,201.0,1403,692,233,556,2588,3720,430,1004,2079,639,1293,860,1340,1191,1279,1992,1308,1512,1375,628,409,254,1082,473,380,1559,1202,166,106,524,1295,1105,1611,2126,755,330,774,889,386,330,887,769,1593,199,1725,631,1042,676,798,462,857,189,537,1587,565,1524,875,744,556,436,1102,2795,145,3.059,2.635,2.637,2.513,2.016,2.44,2.224,2.323,2.819,2.969,2.64,1.886,2.388,2.67,2.358,2.391,2.723,3.185,2.876,2.069,2.648,2.35,1.849,2.279,2.459,2.641,2.148,2.153,2.612,2.257,1.918,2.432,2.71,2.808,2.929,2.281,2.816,2.827,1.867,2.062,2.152,1.842,2.963,1.731,1.839,2.035,2.531,2.761,2.459,2.536,2.026,2.004,1.879,2.327,1.983,1.987,2.058,2.343,1.934,1.797,2.046,2.473,1.967,1.894,2.004,2.3,2.084,2.298,2.21,2.131,2.391,2.109,2.3,2.437,0.843,0.599,0.643,0.59,0.572,0.634,0.586,0.586,0.663,0.429,0.9,0.465,0.403,0.52,0.573,0.579,0.697,0.887,0.707,0.554,0.816,0.554,0.54,0.778,0.55,0.525,0.521,0.508,0.487,0.566,0.647,0.767,0.4,0.656,0.68,0.496,0.823,0.672,0.417,0.415,0.451,0.508,0.733,0.511,0.562,0.498,0.565,0.644,0.445,0.665,0.37,0.372,0.48,0.46,0.332,0.432,0.38,0.506,0.359,0.438,0.373,0.793,0.579,0.583,0.436,0.769,0.455,0.357,0.341,0.57,0.596,0.498,0.496,0.633 -40,Epileptic,F,42.0,1.1,2.2,1.0,1.3,1.5,2.6,1.7,1.4,1.9,0.6,0.3,2.4,1.6,0.4,1.5,4.7,8.8,1.2,2.2,4.3,1.2,2.1,1.2,4.2,2.6,3.0,2.4,2.1,2.0,2.5,1.6,1.3,0.6,1.9,0.3,0.7,1.9,3.1,0.2,0.2,1.0,3.1,2.1,2.9,2.9,0.5,0.2,1.0,1.4,0.8,0.7,1.5,0.9,2.5,0.1,1.7,0.8,1.8,0.9,0.8,0.6,2.0,0.3,0.3,1.4,1.4,2.3,1.2,0.5,0.8,0.6,0.8,4.0,0.3,9,21,13,11,12,27,15,14,19,7,4.0,24,16,7,20,60,81,10,26,39,11,26,14,42,33,36,30,18,19,31,20,10,6,23,2,8,23,32,2,2,7,30,24,26,16,4,2,6,8,7,3,13,7,19,1,17,8,12,10,6,4,16,2,5,13,19,21,7,5,16,5,6,37,2,0.039,0.025,0.018,0.025,0.036,0.033,0.021,0.023,0.059,0.029,0.027,0.031,0.026,0.023,0.026,0.028,0.027,0.034,0.024,0.039,0.02,0.027,0.024,0.04,0.028,0.027,0.023,0.023,0.02,0.025,0.035,0.064,0.019,0.022,0.01,0.015,0.026,0.03,0.012,0.02,0.02,0.034,0.032,0.028,0.025,0.012,0.012,0.015,0.016,0.017,0.032,0.018,0.015,0.018,0.016,0.015,0.02,0.019,0.018,0.015,0.023,0.032,0.018,0.014,0.017,0.021,0.022,0.017,0.011,0.021,0.018,0.014,0.017,0.017,1384,4192,2629,2353,1589,3827,3013,3054,1893,1212,700.0,2427,3760,915,3027,9897,18127,2646,4762,4255,4204,3710,1823,5555,4777,5894,4494,3343,4787,5079,2073,1104,1213,5275,1880,2138,4528,6194,372,523,1654,3161,5396,2571,3109,1352,789,2395,2610,1611,548,3263,1765,5329,278,3110,1362,3153,1213,1263,848,2602,428,754,2590,1341,3133,2304,1533,1271,1203,1849,9751,561,0.142,0.124,0.108,0.118,0.141,0.142,0.101,0.118,0.168,0.135,0.12,0.141,0.123,0.118,0.131,0.129,0.124,0.137,0.121,0.145,0.09,0.126,0.125,0.145,0.132,0.133,0.12,0.096,0.098,0.128,0.14,0.133,0.094,0.109,0.059,0.098,0.117,0.133,0.089,0.101,0.111,0.149,0.146,0.133,0.11,0.087,0.085,0.084,0.098,0.093,0.144,0.095,0.099,0.095,0.112,0.101,0.116,0.104,0.117,0.1,0.104,0.13,0.097,0.114,0.101,0.134,0.113,0.102,0.085,0.134,0.108,0.097,0.098,0.098,459,1438,933,885,713,1411,1051,971,573,328,224.0,1166,1061,266,926,2877,5262,529,1412,1905,993,1282,798,1676,1568,1854,1609,1239,1338,1614,676,396,397,1382,503,815,1244,1528,221,258,845,1485,1249,1699,1843,683,322,960,1210,665,296,1532,892,2311,139,1724,623,1485,731,726,476,1029,252,434,1301,890,1764,1028,739,615,573,868,3844,297,2.999,2.715,2.663,2.71,2.086,2.451,2.396,2.866,2.507,2.943,2.544,1.86,2.771,2.512,2.497,2.634,2.891,3.656,2.827,1.934,3.148,2.324,1.949,2.572,2.422,2.667,2.253,2.168,2.691,2.501,2.436,2.746,2.352,2.857,3.381,2.506,2.871,3.025,2.07,2.227,2.453,1.921,3.162,1.782,1.923,2.2,2.987,3.057,2.593,2.596,2.382,2.233,2.009,2.462,2.153,1.957,2.514,2.518,1.777,1.93,2.136,2.506,2.113,1.998,2.252,1.984,1.954,2.659,2.33,2.24,2.364,2.606,2.536,2.465,0.579,0.583,0.475,0.422,0.467,0.468,0.454,0.421,0.584,0.519,0.698,0.477,0.403,0.466,0.348,0.465,0.534,0.788,0.472,0.501,0.831,0.53,0.439,0.719,0.43,0.422,0.475,0.473,0.481,0.41,0.664,0.96,0.343,0.596,0.787,0.39,0.509,0.514,0.258,0.403,0.4,0.448,0.635,0.505,0.583,0.29,0.521,0.794,0.479,0.416,0.404,0.408,0.451,0.383,0.366,0.398,0.393,0.505,0.285,0.298,0.437,0.622,0.263,0.722,0.483,0.681,0.407,0.411,0.45,0.397,0.392,0.489,0.528,0.33 -41,Epileptic,M,17.5,0.5,1.8,1.1,1.3,2.0,2.3,2.0,1.4,1.2,0.5,0.4,3.6,1.4,0.7,1.3,7.2,10.4,0.6,3.0,5.4,1.9,3.5,2.0,3.6,3.3,4.5,3.3,3.1,3.7,3.4,1.9,0.6,0.6,3.2,0.3,0.8,3.1,4.4,0.2,0.2,1.0,3.4,2.1,3.4,2.6,0.7,0.4,0.8,1.2,0.5,0.7,1.5,1.2,2.9,0.4,2.1,0.5,2.8,1.8,1.2,0.7,1.3,0.2,0.9,2.0,1.1,2.4,2.2,1.4,0.4,0.5,1.1,4.1,0.4,4,14,15,11,21,19,17,15,19,6,3.0,26,13,10,14,84,90,5,26,33,18,29,19,48,37,36,25,28,29,27,18,5,3,31,2,6,34,45,1,3,5,24,24,20,14,4,2,6,6,5,4,10,10,20,2,17,3,21,13,8,4,8,1,7,14,11,17,12,8,3,3,10,29,3,0.027,0.02,0.017,0.026,0.041,0.031,0.032,0.024,0.048,0.036,0.03,0.04,0.03,0.035,0.032,0.034,0.035,0.023,0.038,0.04,0.029,0.035,0.032,0.041,0.033,0.035,0.035,0.031,0.028,0.041,0.045,0.037,0.043,0.032,0.012,0.02,0.036,0.033,0.015,0.019,0.019,0.04,0.039,0.034,0.018,0.014,0.019,0.014,0.015,0.013,0.035,0.015,0.024,0.019,0.022,0.019,0.015,0.029,0.03,0.021,0.018,0.024,0.016,0.044,0.023,0.024,0.023,0.027,0.019,0.018,0.018,0.018,0.016,0.017,1994,5320,3480,3016,2813,4193,3130,3795,2267,1313,956.0,3504,3743,1645,3167,15701,25177,2576,5385,3961,5958,5524,2760,7376,7419,8453,4992,5243,7887,6260,2779,1237,975,7516,2237,2563,6197,10769,375,774,1889,2662,5661,3033,4308,1446,813,2349,3047,1715,795,3819,2085,7427,558,3987,1679,3800,2160,2002,1391,2488,324,968,3614,1589,3640,2892,2865,1199,921,2695,11759,731,0.101,0.099,0.107,0.11,0.149,0.123,0.116,0.112,0.162,0.138,0.128,0.141,0.122,0.152,0.121,0.138,0.13,0.103,0.146,0.143,0.113,0.126,0.132,0.144,0.128,0.119,0.12,0.123,0.112,0.132,0.133,0.113,0.144,0.122,0.059,0.087,0.124,0.114,0.104,0.095,0.098,0.137,0.133,0.131,0.088,0.092,0.09,0.084,0.083,0.092,0.127,0.089,0.116,0.095,0.115,0.099,0.082,0.118,0.123,0.108,0.102,0.112,0.115,0.157,0.107,0.115,0.107,0.102,0.094,0.115,0.104,0.096,0.09,0.118,389,1407,1056,902,844,1325,1068,1001,530,304,217.0,1491,842,348,695,3480,5378,415,1300,2108,1073,1613,1157,1657,1786,2090,1640,1611,2036,1535,665,360,272,1521,498,788,1518,2029,195,242,773,1352,961,1685,2290,679,320,871,1154,629,379,1520,882,2663,254,1695,567,1715,964,923,559,799,136,340,1428,696,1665,1160,1127,333,431,1118,4158,331,4.222,3.116,2.973,3.157,2.379,2.653,2.466,3.365,3.2,3.236,3.598,2.062,3.335,3.102,3.247,3.153,3.524,4.183,3.175,1.698,3.61,2.659,2.141,2.901,3.045,3.177,2.395,2.472,2.991,2.895,2.75,3.211,2.784,3.372,3.478,3.011,2.87,3.374,2.283,3.0,3.386,1.829,3.579,2.139,2.172,2.418,3.03,3.459,3.16,2.975,2.432,2.703,2.422,2.851,2.752,2.462,3.411,2.455,2.446,2.402,3.027,2.808,2.976,2.705,2.764,2.531,2.513,2.966,2.988,3.166,2.689,2.695,3.06,3.149,0.775,0.854,0.684,0.547,0.801,0.578,0.687,0.672,0.725,0.546,0.689,0.68,0.502,0.517,0.512,0.663,0.65,0.769,0.714,0.517,0.811,0.623,0.565,0.937,0.592,0.639,0.536,0.787,0.616,0.738,1.03,0.935,0.627,0.648,0.906,0.714,0.825,0.803,0.332,0.569,0.573,0.482,0.847,0.744,0.621,0.545,0.504,0.779,0.704,0.64,0.547,0.616,0.474,0.598,0.338,0.592,0.756,0.775,0.597,0.559,0.528,0.826,0.535,0.947,0.724,0.79,0.616,0.572,0.556,0.99,0.575,0.611,0.697,0.553 -42,Epileptic,M,22.0,0.6,2.6,1.2,1.7,1.6,2.0,2.2,1.9,1.5,1.1,0.3,3.1,1.8,0.9,1.7,7.9,11.2,1.2,3.0,5.5,1.0,3.2,1.5,3.0,2.2,3.9,2.2,2.4,2.7,3.2,1.5,1.2,0.5,3.0,0.8,0.4,4.0,3.9,0.2,0.2,0.9,3.2,2.0,2.8,2.2,0.8,0.6,1.0,1.4,0.5,0.5,1.5,1.5,2.8,0.2,2.7,0.9,1.8,1.0,0.9,0.9,1.5,0.5,0.3,1.6,1.8,3.0,1.6,0.9,0.6,1.1,1.5,5.4,0.3,6,27,11,16,17,20,18,19,23,9,5.0,29,20,14,18,89,100,11,31,49,10,36,16,40,25,44,29,23,22,34,26,9,5,34,5,3,46,43,2,2,6,26,19,22,13,8,3,7,8,4,3,14,13,21,2,24,10,13,8,10,6,13,3,4,13,18,23,14,6,5,7,12,46,3,0.03,0.021,0.018,0.024,0.035,0.029,0.029,0.024,0.053,0.041,0.029,0.031,0.028,0.039,0.03,0.035,0.031,0.032,0.032,0.038,0.022,0.032,0.024,0.034,0.025,0.029,0.023,0.021,0.027,0.033,0.037,0.034,0.019,0.029,0.024,0.009,0.036,0.029,0.01,0.013,0.016,0.03,0.032,0.024,0.019,0.016,0.02,0.016,0.016,0.016,0.024,0.015,0.021,0.019,0.025,0.019,0.021,0.017,0.027,0.018,0.022,0.027,0.023,0.013,0.018,0.034,0.016,0.019,0.014,0.019,0.033,0.019,0.02,0.013,1548,5561,2608,3032,2176,3120,3392,3948,1829,1643,655.0,3358,3903,1694,3432,13246,20903,2672,5878,5165,3092,5652,2442,6140,4793,7493,5187,4600,5303,5249,2626,1524,1284,7098,1943,1974,9241,9794,435,517,1776,3412,6103,3042,2890,1570,1081,2427,2783,1399,638,3786,2355,5805,403,4154,1938,3770,1239,1578,1320,2451,687,832,2998,1313,5064,2977,1878,1060,1209,2415,11131,550,0.111,0.113,0.103,0.114,0.137,0.136,0.121,0.125,0.173,0.155,0.132,0.147,0.13,0.148,0.139,0.144,0.132,0.124,0.137,0.15,0.093,0.145,0.131,0.145,0.121,0.135,0.119,0.098,0.104,0.147,0.143,0.121,0.111,0.136,0.09,0.069,0.142,0.135,0.089,0.098,0.097,0.13,0.136,0.117,0.1,0.104,0.109,0.087,0.094,0.095,0.115,0.091,0.116,0.101,0.11,0.111,0.115,0.1,0.127,0.113,0.109,0.117,0.124,0.104,0.104,0.134,0.097,0.108,0.093,0.118,0.137,0.112,0.106,0.107,415,1990,1054,1246,805,1170,1205,1294,538,459,207.0,1524,1071,442,963,3986,6060,558,1483,2390,806,1734,1021,1580,1538,2315,1698,1671,1535,1656,720,559,406,1601,487,726,2152,2206,279,270,854,1496,1162,1832,1809,780,444,1010,1326,614,345,1710,1036,2394,139,2108,762,1657,668,830,638,874,361,437,1392,782,2593,1322,896,504,597,1122,4436,312,3.486,2.53,2.342,2.459,2.182,2.435,2.32,2.72,2.571,2.958,2.52,1.978,2.794,2.796,2.734,2.606,2.799,3.682,3.073,1.911,3.026,2.568,2.143,2.883,2.504,2.747,2.43,2.241,2.652,2.575,2.719,2.642,2.456,3.074,3.334,2.502,3.104,3.295,1.711,2.145,2.671,2.003,3.384,1.913,1.863,2.152,2.986,2.73,2.589,2.917,2.173,2.171,2.274,2.492,2.739,2.151,2.842,2.653,2.12,2.049,2.446,2.618,2.162,2.099,2.396,2.069,2.074,2.562,2.448,2.313,2.312,2.545,2.663,2.199,0.821,0.649,0.555,0.609,0.643,0.55,0.545,0.352,0.616,0.462,0.786,0.444,0.407,0.532,0.5,0.58,0.58,0.819,0.584,0.66,0.728,0.476,0.466,0.674,0.511,0.47,0.458,0.532,0.585,0.432,0.746,1.052,0.489,0.61,0.824,0.49,0.727,0.563,0.302,0.496,0.44,0.487,0.782,0.639,0.588,0.404,0.495,0.779,0.561,0.384,0.363,0.472,0.555,0.512,0.559,0.378,0.487,0.473,0.322,0.389,0.388,0.76,0.351,0.758,0.469,0.731,0.436,0.417,0.396,0.57,0.321,0.461,0.475,0.481 -43,Epileptic,F,47.0,1.2,2.2,0.7,1.9,1.7,2.8,1.9,1.7,1.9,0.6,0.2,2.5,1.8,0.5,1.1,6.9,11.1,1.2,2.7,4.8,0.5,2.1,1.5,3.8,3.6,3.7,2.6,3.0,2.7,3.1,1.0,0.8,0.6,3.6,0.3,1.1,5.0,4.0,0.1,0.1,1.1,2.4,2.2,1.8,2.4,0.9,0.4,1.1,1.5,0.7,0.9,1.7,1.3,3.6,0.7,1.8,0.7,3.4,1.0,1.0,0.7,1.5,0.3,0.3,2.0,0.6,2.8,1.5,1.3,0.6,1.1,2.4,5.2,0.4,8,19,6,23,14,22,14,17,17,6,2.0,23,19,5,13,67,97,8,23,37,4,24,14,35,44,42,29,31,22,33,11,5,7,36,2,12,53,40,1,1,7,22,23,14,15,6,2,7,7,6,6,13,9,31,5,17,6,16,10,9,5,10,2,3,14,5,21,9,8,6,9,16,42,4,0.044,0.025,0.011,0.033,0.035,0.035,0.03,0.032,0.053,0.035,0.02,0.036,0.037,0.028,0.038,0.039,0.036,0.04,0.036,0.041,0.012,0.031,0.026,0.044,0.03,0.033,0.028,0.031,0.024,0.034,0.031,0.038,0.023,0.036,0.016,0.024,0.044,0.035,0.013,0.019,0.025,0.031,0.038,0.025,0.018,0.021,0.02,0.016,0.019,0.024,0.031,0.024,0.023,0.028,0.015,0.019,0.02,0.029,0.023,0.018,0.031,0.031,0.025,0.015,0.027,0.028,0.021,0.024,0.018,0.022,0.026,0.026,0.023,0.021,1405,4116,1991,2406,2259,3271,2521,2883,1885,1090,465.0,2141,3292,863,2144,9120,17431,2213,3214,3234,2021,3127,1839,5316,6045,6156,4470,4197,5259,4954,1945,922,1237,6526,1364,2030,7204,6522,277,250,1335,2278,5231,1750,3118,1446,684,2278,2294,1217,693,2420,1940,5215,1118,2898,1204,2925,1210,1359,690,1869,309,678,2189,833,3660,1796,1895,883,1359,2526,8386,412,0.134,0.112,0.086,0.136,0.137,0.147,0.113,0.136,0.161,0.145,0.097,0.149,0.141,0.118,0.131,0.141,0.134,0.129,0.141,0.148,0.067,0.135,0.124,0.142,0.133,0.131,0.122,0.124,0.102,0.14,0.13,0.103,0.119,0.146,0.082,0.113,0.146,0.132,0.079,0.12,0.121,0.135,0.13,0.117,0.096,0.105,0.105,0.087,0.1,0.107,0.142,0.117,0.106,0.124,0.106,0.113,0.106,0.124,0.131,0.108,0.123,0.135,0.127,0.106,0.126,0.102,0.114,0.108,0.102,0.138,0.129,0.128,0.108,0.134,432,1505,853,986,865,1170,966,929,593,314,165.0,1046,967,265,599,2910,5255,472,1179,1770,617,1137,838,1466,1926,2069,1600,1565,1637,1582,527,363,403,1649,360,745,2020,1853,192,104,710,1203,1050,1212,2053,665,324,1075,1101,555,421,1096,989,2189,599,1545,583,1628,641,827,373,749,171,316,1128,398,1964,947,1001,387,668,1303,3789,240,3.049,2.534,2.338,2.442,2.292,2.38,2.176,2.795,2.354,3.013,2.628,1.898,2.758,2.303,2.573,2.359,2.616,3.66,2.296,1.691,2.573,2.257,1.903,2.77,2.416,2.474,2.248,2.135,2.467,2.455,2.788,2.613,2.578,3.02,3.219,2.35,2.745,2.656,1.664,2.81,2.404,1.71,3.267,1.627,1.717,2.552,2.602,2.519,2.629,2.592,1.955,2.155,2.049,2.234,2.357,2.093,2.483,2.154,2.002,1.857,2.357,2.546,1.93,2.448,2.151,2.301,2.068,2.202,2.115,2.574,2.313,2.314,2.36,1.883,0.75,0.636,0.535,0.524,0.604,0.492,0.582,0.524,0.59,0.508,0.776,0.505,0.507,0.704,0.608,0.59,0.619,0.751,0.647,0.53,0.648,0.528,0.457,0.74,0.462,0.623,0.476,0.502,0.561,0.504,0.654,0.989,0.437,0.624,0.72,0.499,0.701,0.627,0.405,0.522,0.569,0.457,0.789,0.526,0.508,0.666,0.514,0.537,0.515,0.657,0.526,0.554,0.634,0.575,0.513,0.416,0.454,0.599,0.572,0.337,0.478,0.742,0.396,1.139,0.517,0.661,0.47,0.452,0.577,0.922,0.45,0.539,0.515,0.311 -44,Epileptic,F,37.0,0.9,2.1,0.6,0.9,1.1,1.2,1.3,1.3,1.2,1.0,0.4,3.1,1.5,0.8,1.5,5.2,6.5,0.7,2.6,4.1,1.2,2.2,1.7,4.0,2.6,3.2,3.8,2.3,1.8,2.9,1.8,1.4,0.4,2.3,0.2,0.8,3.3,2.3,0.2,0.1,1.3,2.4,2.0,2.3,1.8,0.5,0.3,1.4,1.2,0.6,0.8,2.1,0.7,1.8,0.1,2.4,0.4,1.7,0.9,1.2,0.5,1.4,0.4,0.6,1.7,2.4,3.6,1.6,0.5,0.5,1.1,1.3,4.4,0.2,6,23,8,8,12,14,10,14,10,11,4.0,26,18,9,16,58,67,6,35,38,13,27,18,37,31,36,53,26,20,42,23,10,7,28,1,9,39,28,1,1,10,24,22,21,11,4,2,9,6,5,7,19,5,11,1,22,4,16,9,9,5,12,2,6,13,26,28,11,3,3,7,10,41,3,0.036,0.024,0.012,0.016,0.027,0.022,0.023,0.025,0.049,0.038,0.029,0.036,0.024,0.035,0.029,0.031,0.025,0.024,0.031,0.036,0.024,0.025,0.029,0.037,0.031,0.027,0.028,0.024,0.021,0.025,0.032,0.044,0.028,0.027,0.01,0.016,0.036,0.025,0.017,0.015,0.023,0.035,0.029,0.025,0.015,0.01,0.016,0.021,0.016,0.019,0.035,0.022,0.018,0.017,0.018,0.015,0.012,0.019,0.018,0.02,0.013,0.025,0.025,0.015,0.018,0.031,0.019,0.021,0.012,0.016,0.02,0.019,0.019,0.017,1339,4054,1716,1996,1844,3239,2456,2520,1483,1822,663.0,3194,3995,1485,3192,9585,15420,1908,4684,4260,3780,3636,2125,6303,4830,6605,7157,4028,4688,6246,3090,1471,997,5655,1648,2030,6634,5564,447,450,1566,2935,5956,2508,3418,1461,780,2350,2221,1150,709,3622,1068,3457,263,4114,1189,3648,1391,1473,1076,2220,392,1204,2810,1729,5301,2259,1187,989,1722,2262,8385,296,0.117,0.124,0.101,0.099,0.126,0.108,0.102,0.128,0.162,0.141,0.124,0.143,0.116,0.149,0.135,0.133,0.124,0.121,0.136,0.148,0.097,0.11,0.124,0.131,0.119,0.127,0.107,0.094,0.101,0.134,0.138,0.132,0.133,0.135,0.061,0.093,0.148,0.127,0.09,0.087,0.123,0.128,0.135,0.122,0.085,0.075,0.087,0.091,0.093,0.12,0.153,0.112,0.111,0.095,0.12,0.097,0.082,0.11,0.106,0.109,0.092,0.124,0.119,0.102,0.109,0.129,0.104,0.113,0.084,0.092,0.112,0.109,0.105,0.139,468,1478,762,812,719,977,809,898,442,507,244.0,1328,1098,357,872,2963,4331,443,1355,1840,934,1209,850,1923,1368,1924,2188,1526,1322,2007,992,545,276,1378,456,829,1688,1572,260,176,838,1107,1274,1519,1919,790,333,1005,1066,504,372,1652,559,1604,77,2282,607,1468,785,833,560,881,232,624,1365,1133,2660,1069,569,479,845,976,3666,165,2.986,2.666,2.387,2.309,2.26,2.547,2.432,2.553,2.647,2.782,2.587,1.963,2.818,3.037,2.786,2.503,2.786,3.543,2.727,2.021,2.877,2.401,2.128,2.617,2.636,2.733,2.49,2.132,2.66,2.402,2.525,2.711,2.782,2.996,3.115,2.316,2.966,2.773,2.037,2.659,2.363,2.098,3.401,1.918,1.934,1.976,2.916,3.027,2.559,2.674,2.144,2.228,2.002,2.313,3.096,1.98,2.258,2.556,1.882,1.935,2.033,2.587,1.95,2.228,2.159,1.883,2.072,2.408,2.283,2.467,2.262,2.482,2.396,2.261,0.765,0.459,0.435,0.489,0.637,0.699,0.62,0.481,0.54,0.552,0.735,0.606,0.409,0.364,0.544,0.586,0.558,0.629,0.636,0.693,0.819,0.558,0.563,0.743,0.577,0.492,0.63,0.578,0.548,0.637,0.541,0.934,0.359,0.545,0.458,0.449,0.621,0.566,0.41,0.395,0.469,0.803,0.667,0.738,0.618,0.484,0.322,0.791,0.425,0.426,0.514,0.426,0.564,0.521,0.509,0.386,0.329,0.543,0.454,0.351,0.373,0.602,0.41,0.722,0.605,0.817,0.492,0.384,0.511,0.373,0.455,0.543,0.451,0.618 -45,Epileptic,F,37.0,0.7,2.4,1.1,1.4,1.9,1.5,2.4,1.4,1.6,0.8,0.2,3.4,2.4,0.9,1.3,7.2,8.7,1.1,1.9,4.2,1.2,2.7,1.9,4.6,2.8,4.4,3.8,2.8,2.4,3.3,1.2,1.0,0.5,2.8,0.4,0.6,3.6,4.2,0.4,0.6,1.2,3.2,2.5,2.7,3.6,0.7,0.5,0.9,1.4,1.5,0.6,2.4,2.6,2.7,0.3,3.1,0.7,2.0,1.5,1.4,0.8,1.2,0.5,0.5,1.8,1.6,3.5,1.4,1.0,0.8,0.9,0.9,4.3,0.2,5,21,12,11,16,13,15,12,16,6,3.0,31,19,6,12,60,69,6,17,38,11,26,16,39,27,32,36,24,19,38,14,10,4,21,2,4,30,42,2,4,7,28,22,21,22,5,2,6,7,10,3,14,20,17,3,22,5,16,8,11,6,7,3,4,16,16,26,9,6,5,6,5,33,2,0.035,0.028,0.022,0.029,0.041,0.027,0.039,0.031,0.052,0.036,0.024,0.04,0.036,0.047,0.034,0.042,0.039,0.045,0.034,0.039,0.02,0.035,0.036,0.047,0.032,0.041,0.032,0.031,0.029,0.029,0.038,0.037,0.037,0.039,0.015,0.018,0.038,0.04,0.027,0.031,0.025,0.035,0.038,0.025,0.028,0.02,0.034,0.017,0.022,0.026,0.029,0.022,0.039,0.026,0.019,0.022,0.024,0.026,0.029,0.026,0.028,0.02,0.036,0.02,0.021,0.032,0.027,0.02,0.022,0.021,0.021,0.022,0.021,0.012,1151,4283,2044,2003,2578,2601,2725,2472,1855,1347,567.0,3231,3968,1046,2388,9279,14539,2156,3265,5067,3370,4183,2163,6002,4689,5833,5860,3625,4315,5637,2068,933,724,4968,1664,1501,5613,6852,537,684,1530,3175,5313,3193,3524,1213,581,1942,2251,2253,593,3586,3273,4092,502,4407,1052,3056,1536,1556,802,2576,492,783,2869,1318,4550,2200,1438,1613,1501,1623,7610,550,0.123,0.118,0.115,0.119,0.142,0.127,0.136,0.126,0.165,0.136,0.13,0.148,0.129,0.157,0.123,0.135,0.136,0.137,0.135,0.145,0.089,0.136,0.135,0.142,0.138,0.147,0.131,0.117,0.109,0.137,0.127,0.115,0.135,0.131,0.082,0.093,0.13,0.149,0.135,0.131,0.114,0.14,0.139,0.117,0.116,0.104,0.123,0.095,0.103,0.11,0.125,0.099,0.132,0.11,0.123,0.111,0.118,0.121,0.124,0.132,0.142,0.102,0.14,0.123,0.103,0.14,0.119,0.105,0.108,0.109,0.105,0.103,0.1,0.086,372,1424,848,799,859,887,982,767,501,346,183.0,1383,1161,308,731,2887,3773,389,977,1880,1002,1303,903,1703,1424,1834,2008,1498,1416,1862,543,418,251,1191,422,558,1520,1762,193,306,760,1459,1189,1797,1981,613,261,814,1002,918,347,1805,1199,1715,266,2217,501,1287,797,795,409,865,249,383,1381,789,2095,1073,674,597,697,711,3332,250,3.098,2.532,2.254,2.396,2.369,2.508,2.372,2.885,2.912,3.155,2.524,2.1,2.641,2.745,2.52,2.441,2.88,3.727,2.721,2.319,2.762,2.511,2.097,2.63,2.568,2.618,2.349,2.068,2.449,2.494,2.647,2.19,2.381,2.958,3.475,2.523,2.802,2.849,2.625,2.501,2.519,2.009,3.24,2.006,1.972,2.253,2.951,2.833,2.783,2.553,2.228,2.097,2.462,2.404,2.354,2.238,2.443,2.557,2.27,2.175,2.179,2.798,2.338,2.351,2.17,2.079,2.224,2.461,2.283,2.647,2.52,2.566,2.467,2.537,0.707,0.809,0.719,0.592,0.637,0.454,0.548,0.728,0.807,0.555,0.804,0.489,0.507,0.467,0.516,0.625,0.685,0.85,0.525,0.596,0.839,0.446,0.357,0.72,0.502,0.527,0.403,0.546,0.559,0.562,0.801,0.935,0.397,0.739,0.756,0.566,0.707,0.683,0.576,0.406,0.616,0.475,0.821,0.567,0.656,0.541,0.512,0.857,0.568,0.672,0.405,0.508,0.705,0.541,0.531,0.443,0.419,0.623,0.465,0.402,0.345,0.747,0.576,1.081,0.542,0.595,0.503,0.45,0.43,0.884,0.611,0.655,0.506,0.548 -46,Epileptic,F,32.0,0.8,2.1,1.1,0.8,1.2,2.8,2.4,1.2,0.9,0.8,0.4,3.4,1.1,0.5,1.0,5.3,8.1,1.6,2.6,4.2,1.3,4.5,3.2,2.8,3.8,2.3,4.7,1.8,2.7,3.3,2.0,0.6,0.5,2.7,0.4,0.8,4.5,3.3,0.1,0.2,0.9,6.8,3.2,2.9,2.4,0.6,0.4,0.7,1.1,1.1,0.7,1.2,1.1,2.2,0.3,2.3,0.8,1.9,1.4,0.8,0.5,1.1,0.2,0.6,1.5,1.0,2.1,1.2,1.0,0.5,0.9,1.5,4.1,0.3,5,22,11,9,12,29,21,13,14,9,7.0,37,12,6,11,68,98,9,28,40,11,39,23,25,48,26,42,24,23,39,19,5,4,30,2,8,40,40,1,1,5,43,28,19,14,4,1,4,6,8,4,10,7,18,2,20,5,12,10,6,3,9,1,3,12,16,16,10,7,3,6,10,31,3,0.03,0.024,0.019,0.021,0.03,0.036,0.043,0.023,0.045,0.03,0.049,0.043,0.03,0.026,0.02,0.032,0.034,0.046,0.03,0.039,0.027,0.048,0.05,0.036,0.037,0.028,0.038,0.028,0.029,0.038,0.052,0.045,0.021,0.031,0.017,0.024,0.041,0.034,0.011,0.014,0.018,0.053,0.055,0.027,0.018,0.014,0.018,0.01,0.018,0.02,0.026,0.014,0.019,0.017,0.016,0.019,0.022,0.02,0.026,0.014,0.015,0.022,0.017,0.027,0.019,0.02,0.02,0.016,0.017,0.016,0.02,0.022,0.016,0.025,1733,4700,2390,2312,1936,3790,2842,2900,2145,1595,476.0,4094,2701,1288,3029,11754,19616,2690,5795,5680,3674,3745,1984,5830,6313,5802,6045,4371,7265,5677,2456,763,1130,7368,1993,2095,6036,8401,427,424,1539,2680,5672,3399,3906,1210,804,2668,2128,1961,667,2999,1702,5257,538,3634,1572,3533,1662,1623,874,2177,344,1081,2605,1063,3159,2445,2037,796,1555,2429,9014,393,0.115,0.119,0.119,0.106,0.133,0.142,0.123,0.116,0.14,0.154,0.166,0.152,0.138,0.141,0.11,0.139,0.142,0.144,0.135,0.149,0.113,0.134,0.135,0.141,0.129,0.129,0.121,0.112,0.111,0.141,0.167,0.112,0.098,0.134,0.074,0.101,0.143,0.149,0.08,0.092,0.097,0.171,0.157,0.113,0.098,0.091,0.094,0.067,0.095,0.113,0.125,0.085,0.105,0.096,0.108,0.108,0.106,0.1,0.115,0.084,0.095,0.121,0.092,0.117,0.109,0.111,0.111,0.102,0.096,0.114,0.106,0.112,0.095,0.146,447,1488,843,751,699,1437,1028,862,522,449,191.0,1593,701,277,734,3142,4821,517,1414,2044,818,1468,1020,1404,1968,1558,2166,1391,1733,1707,707,317,402,1514,451,714,1755,1862,182,211,749,1739,1224,1747,1955,591,298,980,959,797,378,1361,885,2261,250,1836,647,1567,914,848,435,791,193,361,1230,735,1567,1117,928,364,740,1081,3801,207,3.579,2.938,2.594,2.755,2.242,2.283,2.291,2.863,2.946,2.792,2.251,2.193,2.922,3.155,3.043,2.778,3.009,3.748,3.083,2.295,3.191,2.099,1.869,3.131,2.524,2.856,2.358,2.432,3.108,2.537,2.571,2.438,2.457,3.315,3.558,2.719,2.722,3.19,2.547,2.147,2.598,1.556,3.225,2.242,2.249,2.205,3.295,3.235,2.892,2.809,2.16,2.226,2.13,2.34,2.442,2.19,2.593,2.628,2.051,2.149,2.234,2.676,1.972,3.473,2.384,1.75,2.256,2.458,2.431,2.551,2.316,2.603,2.518,2.333,0.95,0.675,0.755,0.599,0.762,0.625,0.617,0.44,0.753,0.713,0.913,0.544,0.481,0.47,0.512,0.598,0.715,0.864,0.542,0.685,0.808,0.647,0.554,0.747,0.636,0.588,0.542,0.596,0.507,0.572,0.795,0.777,0.457,0.755,0.662,0.399,0.91,0.6,0.466,0.394,0.441,0.502,1.108,0.593,0.652,0.463,0.602,0.665,0.424,0.593,0.328,0.437,0.474,0.529,0.634,0.343,0.433,0.514,0.387,0.35,0.359,0.706,0.561,0.548,0.441,0.465,0.449,0.383,0.446,0.897,0.435,0.649,0.523,0.536 -47,Epileptic,M,67.5,0.4,2.3,0.7,1.0,1.6,2.4,1.8,1.5,0.9,0.6,0.1,2.8,1.3,0.5,1.4,6.9,8.4,0.7,2.5,4.5,1.9,3.5,1.4,3.6,2.8,2.4,3.9,1.9,2.2,3.1,1.4,0.7,0.4,3.2,0.3,0.6,3.2,3.6,0.2,0.1,0.7,3.5,2.3,1.8,3.7,0.4,0.6,0.7,0.9,0.8,0.5,1.5,0.9,2.4,0.3,2.3,0.5,3.0,1.1,1.2,0.8,2.7,0.4,0.6,2.5,0.3,2.8,1.1,1.3,0.5,1.2,1.4,5.5,0.3,3,18,10,8,15,21,10,12,9,5,2.0,25,13,5,13,58,71,6,22,39,14,31,14,33,32,24,44,17,16,38,16,7,4,28,3,5,38,35,2,0,4,27,19,14,23,4,3,4,5,8,5,12,6,14,2,16,4,22,7,9,6,19,3,4,19,3,23,8,8,5,6,10,40,3,0.019,0.024,0.019,0.025,0.036,0.033,0.029,0.031,0.035,0.028,0.02,0.038,0.027,0.032,0.027,0.037,0.032,0.025,0.031,0.034,0.025,0.037,0.024,0.037,0.029,0.03,0.03,0.024,0.024,0.031,0.046,0.024,0.03,0.035,0.016,0.017,0.036,0.04,0.019,0.008,0.015,0.035,0.047,0.025,0.035,0.015,0.022,0.011,0.011,0.021,0.031,0.019,0.018,0.024,0.02,0.015,0.014,0.039,0.028,0.023,0.029,0.044,0.029,0.048,0.028,0.016,0.024,0.02,0.029,0.024,0.032,0.022,0.022,0.02,1431,5438,1614,1514,2548,3141,2359,2534,1936,902,354.0,2596,2668,1000,2403,10219,15856,2122,3099,3719,4463,4708,2236,6328,4650,4661,6196,2633,3963,5880,2642,1003,772,5248,1649,1684,7177,6171,312,276,1341,3060,5160,1783,2355,1062,997,2028,2092,1671,338,3247,1782,4506,348,4065,1212,2489,1311,1522,919,2460,643,857,2984,545,3570,2004,1297,858,1444,2123,9846,409,0.08,0.102,0.114,0.116,0.136,0.134,0.112,0.128,0.134,0.111,0.087,0.138,0.121,0.132,0.132,0.135,0.126,0.099,0.129,0.129,0.09,0.143,0.117,0.135,0.118,0.131,0.125,0.108,0.104,0.137,0.119,0.086,0.123,0.124,0.067,0.082,0.134,0.141,0.101,0.057,0.091,0.137,0.146,0.102,0.13,0.093,0.111,0.077,0.076,0.107,0.155,0.101,0.097,0.103,0.111,0.09,0.098,0.145,0.134,0.115,0.14,0.142,0.125,0.109,0.113,0.086,0.117,0.105,0.131,0.121,0.134,0.123,0.107,0.142,385,1554,674,664,771,1201,883,757,489,297,156.0,1133,732,247,795,2945,4105,450,1327,2012,1169,1508,885,1562,1556,1392,2101,1221,1237,1748,626,559,249,1179,477,596,1563,1590,182,127,663,1447,956,1251,1746,510,408,901,1053,673,276,1360,837,1695,201,2233,576,1302,605,770,448,984,267,392,1390,313,1798,888,739,411,642,954,3937,195,3.332,3.105,2.698,2.465,2.876,2.335,2.242,2.734,3.002,2.652,2.276,1.993,2.745,2.943,2.357,2.715,3.093,3.752,2.053,1.719,2.672,2.6,2.191,3.026,2.337,2.697,2.313,1.858,2.582,2.646,2.801,1.88,2.576,3.109,2.618,2.556,3.065,2.975,1.979,2.239,2.321,1.982,3.728,1.594,1.568,2.204,2.894,2.638,2.321,2.315,1.537,2.429,2.659,2.774,2.201,2.059,2.491,2.049,2.656,2.241,2.54,2.71,2.831,2.272,2.335,2.085,2.305,2.622,2.237,2.423,2.641,2.757,2.683,2.59,1.034,0.895,0.716,0.49,0.722,0.815,0.517,0.618,0.632,0.599,0.839,0.56,0.498,0.367,0.51,0.662,0.744,0.876,0.654,0.508,0.857,0.529,0.487,0.695,0.579,0.671,0.629,0.483,0.714,0.714,0.929,0.819,0.424,0.678,1.032,0.761,0.809,0.68,0.639,0.508,0.834,0.564,0.919,0.416,0.587,0.473,0.69,0.946,0.611,0.941,0.323,0.588,0.561,0.572,0.473,0.511,0.548,0.828,0.74,0.49,0.54,0.835,0.545,0.758,0.803,0.874,0.786,0.495,0.418,0.557,0.597,0.532,0.573,0.731 -48,Epileptic,M,47.0,0.4,1.6,0.8,1.4,1.4,2.0,1.4,1.7,1.0,0.9,0.1,3.3,1.2,1.1,1.3,7.8,8.9,1.0,2.2,4.1,0.8,2.3,1.0,4.1,3.0,4.2,2.8,2.4,3.3,3.5,1.7,0.9,0.7,3.0,0.2,0.8,3.9,3.5,0.3,0.2,1.2,2.4,2.5,2.2,2.8,0.6,0.6,0.9,1.2,0.5,1.1,2.2,1.4,2.6,0.4,2.6,1.0,3.1,1.0,0.8,0.7,2.2,0.4,0.6,1.5,0.7,2.9,1.3,1.0,0.7,0.9,1.9,5.9,0.5,4,18,7,12,16,18,11,14,8,7,1.0,28,12,11,13,69,82,8,26,30,9,27,9,36,32,44,32,24,24,41,19,8,5,29,1,7,38,41,4,1,7,19,29,22,17,5,2,6,6,6,4,19,9,18,2,19,9,23,8,7,5,15,3,4,15,9,23,8,6,12,7,15,43,3,0.022,0.021,0.014,0.029,0.032,0.032,0.024,0.03,0.042,0.039,0.011,0.039,0.029,0.039,0.03,0.038,0.029,0.029,0.036,0.044,0.017,0.032,0.026,0.037,0.03,0.031,0.027,0.026,0.027,0.03,0.048,0.031,0.031,0.036,0.007,0.014,0.038,0.035,0.026,0.014,0.024,0.034,0.04,0.029,0.019,0.013,0.02,0.013,0.014,0.016,0.036,0.023,0.026,0.022,0.02,0.023,0.032,0.036,0.03,0.02,0.034,0.037,0.026,0.022,0.021,0.017,0.022,0.021,0.018,0.024,0.025,0.027,0.023,0.023,1444,3562,1861,1924,2227,2879,1911,3329,1460,1117,436.0,2320,2968,1483,2538,10684,17406,2240,3994,2949,2294,3316,1553,6536,4817,7348,4890,3327,5661,5328,2525,1252,846,5527,1510,2235,7738,6911,489,506,1560,1994,5147,1946,3260,1357,974,2298,2462,1455,662,3143,1779,4266,411,3227,1564,2496,825,956,688,2703,543,975,1914,792,3795,2239,1865,1295,1431,2386,8679,581,0.088,0.108,0.093,0.123,0.135,0.132,0.099,0.129,0.141,0.142,0.058,0.164,0.12,0.154,0.123,0.141,0.121,0.114,0.134,0.144,0.088,0.14,0.12,0.147,0.135,0.138,0.12,0.109,0.097,0.14,0.145,0.101,0.141,0.139,0.046,0.081,0.149,0.139,0.127,0.083,0.109,0.14,0.145,0.131,0.101,0.093,0.106,0.079,0.089,0.112,0.199,0.112,0.115,0.111,0.109,0.113,0.135,0.123,0.134,0.123,0.138,0.135,0.116,0.119,0.119,0.094,0.109,0.101,0.098,0.137,0.13,0.129,0.116,0.114,420,1349,792,821,838,1043,871,995,419,361,188.0,1290,752,425,796,3380,5169,482,1098,1558,820,1171,687,1753,1711,2336,1879,1418,1675,1983,621,496,322,1367,476,804,1700,1828,239,249,754,1072,1235,1275,2182,746,415,1039,1167,564,639,1565,943,1887,263,1862,609,1401,543,619,364,966,320,435,1136,589,2152,1024,896,575,687,981,3874,311,3.287,2.571,2.185,2.43,2.326,2.41,1.899,2.984,2.77,2.767,2.204,1.753,2.951,2.633,2.531,2.474,2.761,3.772,2.753,1.715,2.313,2.275,1.965,2.809,2.32,2.721,2.136,1.915,2.597,2.301,2.831,2.279,2.155,2.934,2.887,2.633,3.117,2.783,2.232,2.292,2.424,1.695,2.959,1.702,1.689,1.95,2.935,2.662,2.53,2.687,1.36,2.128,2.223,2.3,1.982,1.897,2.721,1.946,1.798,1.76,2.082,2.71,1.883,2.58,1.906,1.654,1.906,2.429,2.213,2.323,2.451,2.624,2.348,2.43,0.84,0.51,0.572,0.478,0.632,0.812,0.493,0.495,0.579,0.394,0.803,0.471,0.4,0.619,0.687,0.594,0.672,0.563,0.781,0.642,0.897,0.527,0.489,0.741,0.521,0.599,0.525,0.534,0.574,0.582,0.686,1.045,0.37,0.565,0.392,0.544,0.834,0.594,0.488,0.447,0.772,0.516,0.856,0.785,0.585,0.529,0.428,0.798,0.581,0.358,0.351,0.467,0.624,0.651,0.299,0.505,0.6,0.716,0.37,0.379,0.486,0.877,0.311,0.883,0.398,0.582,0.456,0.496,0.441,0.507,0.448,0.783,0.558,0.401 -49,Epileptic,F,47.0,1.0,2.3,1.0,1.4,1.6,2.0,2.0,1.6,1.5,1.3,0.5,3.8,2.4,0.5,1.3,5.3,9.5,0.8,2.6,4.9,1.4,3.1,1.5,3.5,4.3,3.5,2.8,2.8,2.7,3.8,1.2,0.8,0.7,2.6,0.8,1.2,6.2,3.8,0.3,0.4,1.9,3.5,1.7,3.2,3.0,0.6,0.2,1.6,1.5,0.9,0.6,2.4,1.2,2.5,0.7,3.0,0.7,2.3,1.5,0.7,1.3,1.6,0.4,0.4,2.6,1.8,3.4,1.6,0.6,0.6,1.6,1.5,7.8,0.3,9,22,12,12,11,18,15,15,15,11,5.0,29,21,5,14,60,83,6,27,41,10,35,16,37,53,35,33,30,22,41,14,11,4,30,4,10,68,43,3,2,8,29,18,26,16,4,1,11,8,8,6,17,9,15,5,27,6,16,12,7,12,14,3,3,22,21,25,10,4,6,11,11,68,3,0.031,0.019,0.015,0.022,0.03,0.028,0.027,0.025,0.043,0.033,0.04,0.036,0.033,0.027,0.022,0.027,0.027,0.028,0.031,0.033,0.024,0.03,0.023,0.031,0.031,0.025,0.024,0.024,0.023,0.027,0.03,0.028,0.034,0.024,0.016,0.021,0.037,0.025,0.017,0.023,0.036,0.034,0.022,0.026,0.018,0.013,0.015,0.021,0.016,0.018,0.028,0.019,0.02,0.021,0.019,0.021,0.015,0.021,0.025,0.013,0.023,0.026,0.017,0.014,0.023,0.023,0.02,0.021,0.014,0.015,0.025,0.017,0.02,0.024,1833,4976,2511,2623,1884,3403,3260,3047,1877,1987,558.0,2995,4627,1130,3579,12092,18810,2186,4727,4877,2812,4956,2285,6550,7605,7256,5662,4983,6181,6426,1980,1671,747,6513,2570,2118,9572,9693,496,662,1261,3159,4755,2393,4084,1431,777,2753,2752,1731,638,4210,2082,4625,770,3978,1744,3143,1776,1268,2530,2284,403,968,3379,2391,4584,2348,1313,1126,1976,2928,14383,286,0.128,0.104,0.094,0.103,0.133,0.134,0.105,0.128,0.163,0.138,0.164,0.142,0.149,0.125,0.114,0.127,0.127,0.118,0.136,0.136,0.095,0.135,0.12,0.132,0.145,0.122,0.122,0.11,0.098,0.136,0.115,0.106,0.131,0.111,0.071,0.115,0.146,0.115,0.098,0.093,0.13,0.149,0.115,0.121,0.097,0.084,0.081,0.103,0.095,0.106,0.143,0.097,0.104,0.101,0.127,0.122,0.098,0.097,0.121,0.091,0.118,0.117,0.121,0.093,0.115,0.118,0.109,0.111,0.092,0.108,0.118,0.098,0.105,0.138,552,1870,1033,1079,778,1218,1082,1047,583,600,202.0,1589,1274,327,999,3455,5512,491,1355,2432,889,1761,1031,1872,2488,2369,2024,1827,1664,2295,661,648,303,1919,739,926,2907,2622,297,303,793,1617,1288,1819,2346,761,293,1147,1374,750,372,1952,1059,2034,443,2131,803,1512,945,783,1066,1033,264,534,1774,1321,2598,1140,616,606,1059,1463,6309,191,3.134,2.535,2.425,2.46,2.309,2.367,2.511,2.634,2.53,2.707,2.547,1.776,2.961,2.702,2.751,2.725,2.773,3.427,2.82,1.809,2.758,2.313,1.899,2.654,2.425,2.51,2.265,2.204,2.83,2.292,2.322,2.556,2.142,2.637,3.227,2.125,2.663,2.829,1.961,2.506,2.019,1.797,2.965,1.518,1.988,2.063,3.158,2.922,2.498,2.515,2.092,2.216,2.205,2.484,2.115,1.993,2.481,2.433,1.905,1.838,2.29,2.183,1.814,1.992,2.109,2.172,1.942,2.312,2.378,2.174,2.166,2.398,2.365,1.805,0.746,0.424,0.356,0.43,0.476,0.458,0.583,0.502,0.497,0.408,0.532,0.468,0.449,0.406,0.451,0.523,0.571,0.667,0.524,0.562,0.621,0.419,0.492,0.568,0.504,0.504,0.473,0.475,0.52,0.472,0.546,0.81,0.527,0.688,0.634,0.366,0.608,0.526,0.46,0.451,0.489,0.399,0.729,0.496,0.643,0.421,0.474,0.912,0.514,0.475,0.475,0.5,0.459,0.476,0.359,0.39,0.405,0.412,0.438,0.304,0.376,0.586,0.359,0.615,0.535,0.557,0.404,0.397,0.438,0.54,0.421,0.411,0.446,0.534 -50,Epileptic,F,52.0,0.6,1.3,0.9,0.9,1.4,1.5,1.5,1.2,0.7,0.2,0.1,2.3,1.1,0.5,1.1,4.1,6.9,0.5,1.8,3.8,0.5,1.9,0.9,2.4,2.3,2.5,2.4,2.2,1.6,2.8,1.0,0.6,0.5,1.8,0.2,0.3,1.9,1.9,0.2,0.1,0.8,2.0,1.9,2.4,1.9,0.5,0.4,0.6,0.9,0.4,0.6,1.6,1.1,1.8,0.3,1.8,0.6,1.6,0.9,0.8,0.3,0.9,0.5,0.5,1.7,0.8,1.9,0.7,0.8,0.3,0.7,0.7,2.5,0.2,5,15,8,8,15,14,10,11,8,3,1.0,17,12,6,9,47,60,3,21,34,4,19,10,22,29,25,30,20,14,30,15,6,6,23,1,2,23,25,2,1,5,17,22,18,11,4,2,4,5,4,5,13,7,16,2,14,5,11,8,6,4,6,3,4,13,7,12,4,4,3,4,6,16,2,0.038,0.022,0.019,0.024,0.037,0.036,0.026,0.029,0.036,0.031,0.016,0.042,0.03,0.035,0.041,0.034,0.029,0.025,0.03,0.038,0.012,0.033,0.026,0.039,0.036,0.028,0.027,0.031,0.023,0.03,0.04,0.049,0.025,0.025,0.012,0.011,0.037,0.031,0.029,0.02,0.019,0.037,0.044,0.038,0.019,0.015,0.023,0.014,0.014,0.017,0.035,0.025,0.025,0.02,0.018,0.017,0.026,0.021,0.029,0.023,0.023,0.022,0.039,0.035,0.021,0.027,0.025,0.019,0.015,0.024,0.026,0.018,0.017,0.015,1228,3599,2068,2002,1760,2204,1837,2262,1356,721,368.0,1247,2199,691,1679,7087,12031,1497,3647,3599,2008,2535,1298,4135,3877,4834,4252,2966,3776,4218,1591,894,1028,4596,1430,1403,4056,4535,261,226,1386,1680,3664,1716,2524,1037,708,1895,2064,1127,512,2172,1349,4277,448,3017,1091,2617,817,1008,536,1555,568,662,2153,744,2492,1272,1338,577,945,1722,5677,336,0.133,0.112,0.114,0.114,0.154,0.147,0.105,0.118,0.148,0.113,0.07,0.153,0.129,0.142,0.144,0.143,0.128,0.096,0.135,0.151,0.069,0.149,0.128,0.134,0.158,0.133,0.13,0.128,0.102,0.134,0.134,0.128,0.132,0.127,0.069,0.065,0.133,0.131,0.153,0.107,0.108,0.149,0.149,0.142,0.101,0.098,0.113,0.081,0.086,0.106,0.145,0.125,0.119,0.098,0.115,0.102,0.125,0.107,0.142,0.112,0.123,0.119,0.147,0.15,0.113,0.121,0.115,0.1,0.092,0.123,0.125,0.098,0.092,0.105,350,1083,684,697,617,745,779,746,351,182,117.0,789,636,189,471,2081,3668,293,956,1700,591,884,576,1076,1114,1452,1564,1048,1128,1543,476,290,347,1071,343,500,886,1031,115,109,640,841,783,1071,1588,557,306,816,946,343,314,966,707,1651,258,1642,369,1278,479,552,246,607,211,296,1181,368,1226,603,743,266,440,707,2373,189,3.253,2.952,2.744,2.908,2.504,2.568,2.0,2.715,2.825,3.225,2.731,1.492,2.741,2.652,2.736,2.552,2.627,3.48,3.11,1.871,2.656,2.358,1.973,2.843,2.733,2.772,2.184,2.227,2.556,2.289,2.554,2.942,2.643,2.976,3.349,2.505,3.168,2.991,2.623,2.323,2.543,1.895,3.055,1.885,1.806,2.033,2.887,2.907,2.623,2.883,1.871,2.188,2.123,2.43,2.224,2.041,3.071,2.431,1.834,1.979,2.333,2.617,2.563,2.411,2.048,2.535,2.164,2.547,2.206,2.417,2.611,2.934,2.556,2.352,0.815,0.788,0.762,0.571,0.653,0.472,0.511,0.542,0.489,0.405,0.731,0.382,0.434,0.413,0.482,0.528,0.576,0.858,0.65,0.674,0.682,0.385,0.407,0.623,0.511,0.573,0.453,0.514,0.483,0.504,0.621,1.014,0.568,0.686,0.708,0.442,0.803,0.625,0.383,0.309,0.701,0.52,0.805,0.75,0.484,0.579,0.487,0.852,0.506,0.916,0.418,0.437,0.48,0.547,0.29,0.425,0.803,0.558,0.335,0.387,0.33,0.603,0.477,0.817,0.565,0.631,0.463,0.381,0.367,0.545,0.547,0.816,0.512,0.46 -51,Epileptic,M,32.0,1.0,2.0,0.9,1.3,1.3,2.5,1.1,1.6,1.4,0.7,0.5,2.2,1.5,1.1,1.2,5.5,8.6,1.1,2.7,4.1,1.5,3.6,1.3,2.9,3.0,3.9,3.0,2.6,2.9,3.1,1.0,0.7,0.7,3.0,0.7,0.7,4.1,3.6,0.2,0.2,1.2,4.5,2.2,3.0,3.4,0.7,0.8,1.0,1.4,0.5,0.5,2.2,1.5,2.7,0.5,2.3,1.0,2.4,2.2,1.2,0.9,1.5,0.3,0.4,1.7,1.2,3.4,1.5,1.4,0.7,1.4,1.5,5.0,0.4,6,14,8,12,10,17,9,16,14,7,4.0,19,12,13,14,55,65,10,27,33,13,30,10,35,31,34,29,25,21,28,12,6,6,29,3,6,37,36,2,1,7,32,16,23,21,5,4,7,7,4,5,17,10,16,3,19,8,21,15,8,7,10,2,4,15,13,23,10,11,7,9,12,38,4,0.036,0.021,0.017,0.024,0.027,0.042,0.018,0.023,0.04,0.029,0.034,0.032,0.025,0.052,0.021,0.029,0.027,0.028,0.03,0.032,0.027,0.028,0.026,0.033,0.025,0.024,0.026,0.022,0.023,0.026,0.03,0.02,0.022,0.027,0.02,0.017,0.037,0.028,0.012,0.014,0.021,0.04,0.038,0.029,0.02,0.017,0.021,0.017,0.018,0.015,0.035,0.019,0.02,0.018,0.017,0.017,0.018,0.02,0.037,0.022,0.028,0.025,0.026,0.023,0.022,0.025,0.022,0.017,0.019,0.023,0.022,0.026,0.017,0.019,1640,4092,2259,2257,1580,2142,2297,3485,1714,1469,661.0,2268,3055,1458,2852,10888,18423,2939,4568,3272,3336,4456,2042,5042,5966,7887,4865,5419,6142,5406,1711,1139,1203,7529,2394,2200,7294,7630,418,457,1981,3445,5840,2399,4088,1172,1176,2673,2341,1392,427,3856,1786,5501,740,4033,1799,3221,1433,1561,1215,2312,471,704,2332,1321,4697,2887,2197,1339,1761,2579,10124,491,0.12,0.106,0.096,0.109,0.12,0.144,0.088,0.112,0.132,0.111,0.12,0.132,0.112,0.158,0.123,0.121,0.113,0.104,0.125,0.127,0.097,0.12,0.123,0.123,0.112,0.112,0.115,0.096,0.089,0.117,0.11,0.077,0.105,0.117,0.081,0.086,0.138,0.119,0.087,0.091,0.107,0.14,0.134,0.12,0.106,0.101,0.113,0.09,0.097,0.093,0.146,0.101,0.102,0.095,0.118,0.103,0.107,0.107,0.132,0.109,0.113,0.113,0.14,0.125,0.117,0.111,0.103,0.101,0.106,0.12,0.106,0.113,0.097,0.112,473,1378,878,948,803,969,783,1103,624,370,234.0,1101,887,365,884,3192,5044,624,1315,1976,909,1789,802,1479,1870,2484,1859,1782,1804,1819,541,577,458,1561,568,729,1835,1961,284,255,813,1675,1027,1511,2513,612,548,1082,1166,599,284,1879,1118,2351,396,2082,887,1822,987,816,599,924,199,408,1294,774,2305,1321,1159,509,954,1189,4567,320,3.281,2.649,2.528,2.435,1.871,2.272,2.422,2.773,2.258,3.198,2.611,1.86,2.616,2.811,2.604,2.534,2.943,3.552,2.784,1.606,2.977,2.134,2.199,2.584,2.466,2.698,2.171,2.381,2.709,2.436,2.422,1.97,2.193,3.32,3.588,2.735,2.935,2.818,1.585,2.118,2.957,1.901,3.745,1.75,1.825,2.145,2.806,3.041,2.401,2.66,1.739,2.086,1.8,2.474,2.405,2.174,2.456,2.028,1.632,2.094,2.233,2.605,2.485,2.037,2.048,1.984,2.177,2.435,2.167,2.691,2.024,2.501,2.445,1.77,0.886,0.872,0.619,0.543,0.47,0.596,0.614,0.513,0.425,0.527,0.66,0.481,0.447,0.539,0.439,0.582,0.627,0.838,0.764,0.431,0.836,0.554,0.497,0.735,0.551,0.719,0.513,0.493,0.593,0.525,0.63,0.825,0.439,0.687,0.724,0.466,0.674,0.588,0.338,0.471,0.773,0.545,0.787,0.572,0.534,0.518,0.628,0.871,0.568,0.518,0.422,0.52,0.575,0.604,0.469,0.621,0.582,0.57,0.326,0.418,0.588,0.668,0.774,0.896,0.613,0.734,0.536,0.4,0.413,0.728,0.441,0.526,0.52,0.451 -53,Epileptic,M,42.0,1.2,2.3,1.0,1.2,1.8,2.5,1.6,1.6,1.7,1.2,0.5,2.5,2.0,0.7,1.4,6.1,7.6,0.7,2.3,4.7,2.2,3.9,2.1,3.2,8.8,4.7,3.9,3.2,3.0,3.8,1.5,2.5,0.6,2.2,0.8,0.5,4.9,4.2,0.3,0.3,0.8,3.8,2.1,2.4,1.9,0.6,0.4,0.8,1.7,0.5,0.6,2.4,1.6,1.7,0.3,2.8,1.0,2.0,1.8,1.3,0.6,1.4,0.4,0.6,1.8,1.4,3.1,1.1,0.8,1.2,1.3,2.4,6.8,0.4,9,20,7,7,12,24,15,17,12,10,4.0,22,22,7,15,73,69,7,23,38,18,40,20,37,68,52,37,29,26,34,19,22,6,26,6,5,43,42,2,2,4,30,22,16,12,4,2,5,8,4,6,17,11,11,2,19,7,14,14,12,7,12,3,4,12,13,26,7,4,9,9,16,46,3,0.041,0.028,0.018,0.024,0.031,0.037,0.028,0.027,0.049,0.043,0.036,0.03,0.031,0.034,0.03,0.035,0.031,0.032,0.034,0.042,0.034,0.035,0.031,0.038,0.054,0.039,0.031,0.033,0.03,0.034,0.048,0.071,0.038,0.04,0.035,0.014,0.043,0.037,0.015,0.021,0.019,0.038,0.043,0.027,0.014,0.012,0.018,0.013,0.021,0.015,0.029,0.025,0.022,0.019,0.021,0.017,0.025,0.023,0.026,0.014,0.024,0.027,0.02,0.023,0.021,0.025,0.02,0.017,0.016,0.032,0.024,0.026,0.023,0.024,1699,4623,2327,1954,2761,3388,3058,3135,2398,2131,887.0,2836,4499,1482,2951,12563,17243,2227,4376,4513,5177,5049,2272,6451,6082,7506,6068,4322,5921,6071,3373,1373,997,5468,1638,1568,8129,8559,497,414,1217,3009,6065,2275,3530,1331,935,2298,2633,1559,624,3481,2288,3221,536,4129,1891,2948,1755,2097,1014,2624,599,1051,2385,1420,4524,2238,1571,2356,1895,3251,10541,557,0.136,0.124,0.102,0.112,0.135,0.118,0.107,0.133,0.169,0.155,0.147,0.131,0.134,0.139,0.133,0.137,0.131,0.122,0.129,0.158,0.129,0.112,0.124,0.146,0.152,0.132,0.105,0.103,0.101,0.138,0.16,0.179,0.118,0.149,0.121,0.081,0.156,0.148,0.099,0.114,0.096,0.146,0.154,0.126,0.086,0.086,0.103,0.081,0.103,0.088,0.143,0.115,0.115,0.097,0.107,0.096,0.124,0.118,0.125,0.096,0.118,0.124,0.11,0.119,0.108,0.108,0.109,0.093,0.091,0.131,0.123,0.124,0.112,0.125,422,1411,838,743,950,1226,923,1023,576,496,205.0,1338,1208,356,767,3368,4325,453,1321,1979,1099,1818,1088,1670,2344,2149,2078,1530,1455,1812,692,597,275,1201,413,595,1974,2027,270,207,628,1542,1035,1426,2046,709,339,889,1125,605,344,1550,1094,1425,227,2380,686,1395,1031,1335,560,939,337,423,1258,866,2300,952,727,664,906,1386,4584,267,3.642,2.999,2.919,2.681,2.501,2.393,2.566,2.673,3.069,3.196,2.928,1.847,2.873,2.941,2.831,2.772,3.094,3.837,2.646,1.964,3.117,2.165,1.855,2.89,2.205,2.838,2.326,2.265,3.011,2.539,3.293,2.615,2.722,3.075,3.178,2.358,3.023,3.054,2.104,2.318,2.345,1.765,3.451,1.828,1.966,2.161,3.496,3.373,2.788,2.795,1.937,2.356,2.211,2.517,2.284,1.941,2.789,2.422,1.927,1.765,2.176,2.733,1.89,2.616,2.035,2.024,2.093,2.579,2.591,3.357,2.304,2.552,2.465,2.706,0.861,0.694,0.607,0.577,0.853,0.707,0.704,0.532,0.595,0.633,0.917,0.535,0.528,0.465,0.621,0.653,0.627,0.824,0.657,0.607,0.862,0.648,0.622,0.7,0.719,0.61,0.566,0.614,0.493,0.668,0.759,0.816,0.429,0.774,0.789,0.528,0.76,0.71,0.511,0.476,0.536,0.589,1.052,0.688,0.635,0.519,0.659,0.851,0.705,0.448,0.584,0.482,0.553,0.533,0.764,0.466,0.517,0.559,0.528,0.478,0.572,0.793,0.466,0.738,0.713,0.634,0.535,0.463,0.507,0.907,0.634,0.523,0.616,0.369 -54,Epileptic,M,52.0,1.0,2.2,1.0,1.3,1.8,2.4,1.7,2.2,1.6,0.4,0.3,3.3,2.0,0.5,1.8,7.5,10.1,1.1,2.5,6.1,0.9,3.2,1.9,2.8,2.8,3.2,3.7,2.3,2.9,3.3,1.0,1.8,0.7,2.7,0.5,0.7,2.7,2.9,0.3,0.2,1.2,2.9,2.3,4.0,3.3,0.6,0.7,1.1,1.6,0.6,0.5,2.3,1.6,3.2,0.4,2.0,0.9,2.3,1.2,0.9,0.5,1.5,0.3,0.3,3.1,0.7,2.3,2.0,1.0,0.8,0.8,1.1,4.2,0.3,6,18,7,7,16,22,14,18,14,4,3.0,31,18,5,17,64,88,8,24,50,6,37,18,26,34,33,40,22,20,37,12,13,7,26,4,6,30,29,2,2,8,32,25,30,19,4,3,8,9,6,4,16,11,21,4,18,8,17,11,8,4,10,2,2,24,4,22,18,6,9,6,9,32,4,0.038,0.024,0.015,0.022,0.043,0.029,0.023,0.028,0.043,0.026,0.026,0.031,0.026,0.027,0.031,0.035,0.027,0.031,0.03,0.039,0.015,0.032,0.027,0.034,0.029,0.025,0.025,0.021,0.023,0.03,0.035,0.064,0.017,0.028,0.018,0.015,0.033,0.031,0.016,0.015,0.022,0.029,0.041,0.028,0.02,0.013,0.029,0.015,0.019,0.013,0.019,0.023,0.026,0.022,0.016,0.016,0.026,0.023,0.026,0.019,0.016,0.024,0.017,0.016,0.025,0.022,0.017,0.02,0.016,0.025,0.019,0.018,0.019,0.012,1345,3852,1690,2113,1995,3761,2864,3846,2104,957,933.0,3283,3932,998,3054,10129,18670,2530,4391,5179,3008,4798,2522,5636,4834,6301,6245,4190,5464,5415,1959,1449,1529,5527,1806,2076,5965,6180,439,502,1856,3648,6511,3903,4023,1302,739,2607,2626,1728,606,3175,2096,5401,629,3507,1158,3216,1443,1437,974,2244,304,942,3697,968,3883,3286,1546,1177,1524,1766,8311,699,0.132,0.103,0.094,0.102,0.129,0.136,0.09,0.125,0.142,0.113,0.11,0.139,0.119,0.121,0.133,0.127,0.115,0.13,0.126,0.144,0.073,0.148,0.127,0.121,0.133,0.115,0.119,0.103,0.095,0.141,0.126,0.142,0.091,0.123,0.08,0.089,0.129,0.126,0.093,0.098,0.107,0.136,0.142,0.123,0.101,0.084,0.119,0.09,0.102,0.092,0.108,0.111,0.123,0.102,0.122,0.101,0.121,0.113,0.122,0.103,0.103,0.119,0.106,0.098,0.124,0.082,0.095,0.108,0.095,0.119,0.102,0.112,0.101,0.091,455,1565,893,840,765,1404,1045,1353,634,295,256.0,1645,1321,300,930,3312,6080,553,1398,2533,842,1657,1106,1488,1611,2167,2365,1536,1804,1771,498,535,581,1544,502,760,1572,1591,276,274,902,1700,1104,2333,2556,722,376,1135,1278,699,380,1687,1026,2435,357,1886,611,1576,874,794,497,866,227,333,1963,413,2274,1583,866,537,728,943,3635,444,2.921,2.375,2.14,2.618,2.179,2.444,2.301,2.653,2.43,2.854,2.868,1.829,2.516,2.425,2.582,2.391,2.582,3.513,2.603,1.827,2.707,2.376,2.047,2.833,2.502,2.446,2.206,2.159,2.429,2.565,2.717,2.729,2.143,2.59,3.096,2.569,2.825,2.855,1.913,2.089,2.618,1.95,3.642,1.94,1.788,2.047,2.442,2.838,2.496,2.617,1.864,1.975,2.218,2.32,2.177,2.051,2.385,2.252,1.961,2.041,2.33,2.479,1.558,2.928,2.006,2.536,1.839,2.151,2.103,2.316,2.293,2.42,2.461,1.895,0.744,0.557,0.497,0.438,0.701,0.487,0.61,0.668,0.608,0.377,0.688,0.485,0.51,0.431,0.55,0.574,0.636,0.799,0.592,0.511,0.764,0.439,0.507,0.764,0.51,0.503,0.42,0.528,0.518,0.509,0.843,1.002,0.413,0.634,0.988,0.596,0.674,0.574,0.311,0.4,0.431,0.421,0.804,0.551,0.504,0.484,0.62,0.7,0.548,0.457,0.301,0.457,0.532,0.57,0.341,0.413,0.511,0.528,0.379,0.371,0.359,0.853,0.365,1.11,0.442,0.751,0.419,0.413,0.421,0.624,0.48,0.482,0.45,0.33 -55,Epileptic,M,37.0,1.8,2.4,0.7,0.9,1.5,2.8,1.2,1.8,1.9,0.7,0.2,2.9,1.2,0.7,1.2,6.2,7.6,0.9,2.3,6.0,1.5,3.3,2.1,3.0,2.6,3.6,3.9,1.9,4.0,3.5,0.9,0.8,0.8,2.5,0.8,0.5,4.2,3.1,0.2,0.2,1.0,3.3,2.9,3.5,2.7,0.5,0.4,1.0,1.2,0.9,0.5,2.5,1.6,2.0,0.3,2.2,0.8,1.4,1.6,1.2,0.5,1.6,0.4,0.4,1.9,0.9,2.6,2.0,0.9,0.5,1.5,1.7,3.6,0.4,10,20,13,9,13,26,10,17,15,6,3.0,25,12,8,11,59,62,7,25,42,10,31,14,28,27,35,38,19,30,36,11,88,8,23,3,3,37,30,2,2,6,28,26,26,17,4,2,6,6,8,2,19,12,12,2,17,6,14,10,11,6,9,2,3,14,8,19,16,5,3,10,11,29,4,0.063,0.025,0.013,0.018,0.029,0.034,0.02,0.028,0.049,0.034,0.023,0.034,0.025,0.034,0.036,0.034,0.029,0.031,0.038,0.043,0.025,0.034,0.033,0.037,0.029,0.027,0.032,0.021,0.029,0.033,0.039,0.047,0.026,0.031,0.039,0.014,0.04,0.033,0.013,0.015,0.021,0.035,0.048,0.029,0.019,0.009,0.023,0.014,0.017,0.019,0.025,0.028,0.026,0.021,0.025,0.016,0.029,0.02,0.032,0.02,0.02,0.03,0.021,0.03,0.025,0.041,0.016,0.021,0.019,0.02,0.029,0.02,0.014,0.019,1580,4680,1822,1988,2257,4002,2389,3294,2040,1333,604.0,2814,3023,1414,2223,10554,15608,2446,3527,4208,2656,5049,2385,5452,4634,7343,5836,3487,6572,6137,2376,910,1469,6726,1721,1795,6631,6122,355,359,1633,2932,5448,2654,3432,1413,620,2722,2356,1839,470,3342,2312,3971,468,3622,1082,2396,1454,1701,814,2109,590,727,2437,605,4579,3331,1555,864,1683,2201,8944,484,0.152,0.112,0.098,0.096,0.125,0.144,0.086,0.124,0.153,0.137,0.107,0.139,0.118,0.137,0.137,0.139,0.121,0.115,0.148,0.143,0.105,0.132,0.12,0.138,0.128,0.127,0.12,0.093,0.105,0.14,0.126,0.139,0.119,0.124,0.116,0.074,0.132,0.127,0.098,0.103,0.106,0.145,0.142,0.127,0.098,0.077,0.116,0.081,0.094,0.11,0.114,0.125,0.116,0.101,0.121,0.097,0.124,0.104,0.132,0.117,0.109,0.117,0.107,0.128,0.116,0.15,0.09,0.107,0.095,0.124,0.133,0.115,0.088,0.111,414,1574,896,787,837,1278,841,1140,645,363,202.0,1365,830,358,606,3034,4244,478,1124,2271,906,1617,938,1455,1440,2095,1983,1372,1853,1850,533,394,459,1303,365,619,1787,1538,223,222,761,1483,1244,1870,2176,800,282,1070,1065,795,275,1455,1160,1490,202,2018,521,1306,778,913,469,859,272,255,1218,340,2459,1509,714,367,805,1171,3922,308,3.48,2.735,2.155,2.557,2.307,2.585,2.308,2.659,2.475,2.892,2.627,1.842,2.772,2.805,2.688,2.662,2.915,3.862,2.606,1.736,2.545,2.5,2.186,2.822,2.549,2.885,2.288,2.063,2.74,2.557,3.11,2.324,2.558,3.349,3.807,2.592,2.831,2.958,1.834,1.884,2.635,1.882,2.941,1.629,1.766,1.902,2.861,2.909,2.649,2.548,2.083,2.186,2.011,2.564,2.724,1.99,2.322,2.077,2.145,2.031,1.948,2.359,2.082,3.04,2.105,2.099,2.011,2.405,2.497,2.641,2.378,2.395,2.375,1.93,0.768,0.704,0.441,0.621,0.651,0.634,0.71,0.53,0.584,0.401,0.66,0.549,0.485,0.348,0.573,0.64,0.633,0.784,0.71,0.547,0.753,0.571,0.528,0.65,0.524,0.662,0.549,0.523,0.629,0.55,0.702,0.993,0.472,0.705,0.869,0.471,0.753,0.681,0.321,0.38,0.767,0.514,0.966,0.477,0.52,0.495,0.668,0.809,0.569,0.571,0.464,0.554,0.533,0.722,0.688,0.399,0.565,0.589,0.447,0.49,0.484,0.693,0.993,1.096,0.537,0.57,0.417,0.505,0.531,0.929,0.551,0.642,0.518,0.406 -56,Epileptic,F,32.0,1.1,2.8,1.3,1.2,2.0,2.0,2.0,1.7,2.0,0.8,0.5,3.9,1.4,0.6,1.0,6.1,9.4,1.1,2.6,5.7,1.2,2.9,2.4,3.3,3.6,3.8,4.1,2.9,2.8,3.8,2.9,3.0,0.5,2.3,0.6,0.7,3.4,3.4,0.2,0.2,1.6,3.1,2.0,4.3,3.3,0.8,0.4,1.0,1.6,0.9,0.9,1.5,1.4,3.5,0.3,3.0,0.8,2.1,1.5,1.1,0.3,2.0,0.2,0.6,1.7,1.9,2.7,1.7,0.9,1.5,1.3,1.3,4.4,0.5,9,27,13,7,19,19,16,19,15,10,5.0,34,17,6,11,63,84,9,30,54,8,38,17,35,45,44,49,29,24,45,34,50,4,27,3,7,43,43,2,1,8,28,18,34,19,6,2,5,7,5,7,12,11,25,2,25,6,26,9,8,3,18,2,6,12,22,19,11,5,11,8,9,35,5,0.044,0.026,0.018,0.02,0.041,0.023,0.032,0.031,0.05,0.036,0.03,0.039,0.03,0.031,0.029,0.029,0.029,0.033,0.03,0.038,0.021,0.029,0.038,0.033,0.03,0.026,0.032,0.031,0.026,0.029,0.05,0.063,0.023,0.025,0.015,0.015,0.028,0.03,0.015,0.023,0.028,0.032,0.031,0.034,0.023,0.017,0.018,0.012,0.02,0.022,0.032,0.017,0.027,0.022,0.028,0.019,0.018,0.021,0.028,0.016,0.016,0.026,0.016,0.019,0.021,0.029,0.021,0.019,0.015,0.032,0.02,0.017,0.016,0.018,1819,4541,3041,2570,2433,3332,2839,3451,1915,1604,1074.0,3392,3173,1383,2127,10576,17471,2410,4900,5710,4186,5134,2422,5856,6464,8216,6250,4245,6046,6991,2543,2061,1052,6077,2157,1912,8181,7942,362,284,1563,3039,5329,3561,3829,1440,785,2286,2227,1564,906,2909,1903,5533,400,4838,1582,3639,1397,1765,823,3084,373,899,2326,2221,3831,3041,1714,1288,2088,2411,9574,732,0.136,0.124,0.108,0.096,0.151,0.12,0.115,0.127,0.159,0.14,0.134,0.148,0.139,0.137,0.131,0.131,0.127,0.131,0.137,0.145,0.091,0.124,0.13,0.133,0.131,0.133,0.125,0.105,0.099,0.127,0.161,0.147,0.097,0.124,0.079,0.094,0.127,0.138,0.108,0.107,0.115,0.125,0.125,0.132,0.107,0.098,0.097,0.078,0.102,0.108,0.134,0.1,0.124,0.109,0.135,0.103,0.101,0.124,0.119,0.1,0.084,0.124,0.108,0.115,0.11,0.125,0.108,0.105,0.088,0.135,0.1,0.102,0.094,0.123,519,1775,1155,905,893,1309,999,1057,603,421,281.0,1513,880,312,642,3341,5297,551,1368,2568,862,1642,962,1723,1960,2416,2165,1473,1632,2264,885,728,356,1472,506,731,2118,1989,196,159,888,1528,1161,2183,2240,711,323,1070,1112,652,467,1353,867,2515,195,2543,729,1641,889,958,414,1242,213,485,1181,1051,1984,1360,831,624,984,1120,4238,357,3.375,2.428,2.566,2.705,2.342,2.159,2.362,2.709,2.61,2.977,3.065,1.943,2.781,3.028,2.549,2.503,2.66,3.582,2.824,1.92,3.232,2.384,2.078,2.577,2.599,2.704,2.33,2.223,2.753,2.481,2.284,2.784,2.435,2.946,3.752,2.379,2.883,2.895,2.226,2.239,2.176,1.79,3.458,1.838,1.94,2.211,2.954,2.537,2.397,3.065,2.111,2.227,2.224,2.229,2.304,2.081,2.349,2.352,1.771,1.996,2.157,2.325,1.89,2.192,2.094,2.35,2.109,2.573,2.284,2.135,2.301,2.475,2.407,2.335,0.778,0.546,0.393,0.5,0.634,0.621,0.514,0.632,0.54,0.403,0.574,0.513,0.407,0.428,0.462,0.503,0.556,0.714,0.632,0.608,0.861,0.608,0.565,0.727,0.581,0.557,0.499,0.592,0.448,0.516,0.597,1.028,0.505,0.533,0.75,0.401,0.696,0.606,0.486,0.51,0.494,0.503,0.655,0.559,0.547,0.472,0.472,0.506,0.425,0.421,0.42,0.501,0.466,0.469,0.438,0.381,0.425,0.481,0.349,0.365,0.396,0.568,0.563,0.708,0.355,0.775,0.478,0.445,0.419,0.517,0.416,0.468,0.468,0.359 -57,Epileptic,M,42.0,1.8,2.7,0.8,1.3,1.5,1.8,1.7,2.5,1.6,0.8,0.2,3.6,1.5,0.6,1.8,7.0,10.2,0.7,3.1,5.0,1.9,3.2,1.9,3.3,3.3,3.3,3.6,3.4,3.9,2.8,1.5,1.2,0.6,4.3,0.6,1.0,3.8,4.9,0.3,0.1,1.1,2.9,2.5,3.1,3.7,0.5,0.4,1.0,1.3,0.8,0.8,2.6,1.3,3.1,0.5,2.7,1.1,1.4,0.7,0.7,0.9,1.1,0.3,0.4,2.6,1.3,3.9,1.2,1.6,1.1,1.3,1.2,5.6,0.3,12,26,9,13,11,15,13,22,9,11,3.0,30,13,8,14,67,86,6,31,46,17,29,17,35,37,32,38,32,30,33,12,9,5,36,4,8,35,50,1,1,6,29,26,24,22,5,2,8,7,6,6,15,6,21,4,23,8,12,6,6,7,7,3,3,19,18,29,8,10,11,11,10,55,3,0.065,0.028,0.016,0.02,0.041,0.029,0.032,0.036,0.054,0.033,0.024,0.036,0.035,0.039,0.036,0.044,0.039,0.025,0.04,0.04,0.029,0.036,0.033,0.047,0.034,0.033,0.034,0.035,0.037,0.027,0.034,0.052,0.036,0.039,0.021,0.024,0.04,0.037,0.014,0.011,0.022,0.036,0.045,0.029,0.028,0.011,0.023,0.019,0.015,0.018,0.032,0.025,0.023,0.026,0.017,0.018,0.022,0.016,0.025,0.016,0.024,0.026,0.024,0.017,0.024,0.022,0.022,0.019,0.026,0.038,0.026,0.017,0.019,0.018,1578,4630,1889,2419,1548,3192,2356,4068,1534,1623,550.0,3158,3526,1173,2998,12917,17392,2080,5412,5295,4155,4423,1848,5824,5889,6813,5596,4483,6469,5686,2481,1254,898,7851,2056,2051,6909,9280,474,467,1606,3020,5860,2750,3399,1471,789,2374,2733,1649,560,3886,1717,5463,565,4166,1635,3042,938,1258,1355,2223,524,773,3165,1081,4877,2064,2275,1356,1846,2200,11733,727,0.152,0.133,0.101,0.114,0.139,0.135,0.117,0.146,0.155,0.135,0.114,0.143,0.123,0.156,0.131,0.144,0.136,0.113,0.155,0.154,0.118,0.145,0.144,0.149,0.136,0.127,0.133,0.128,0.127,0.126,0.124,0.118,0.138,0.144,0.093,0.104,0.141,0.137,0.09,0.073,0.107,0.142,0.155,0.126,0.119,0.082,0.098,0.094,0.087,0.104,0.139,0.109,0.107,0.105,0.11,0.11,0.111,0.098,0.118,0.106,0.118,0.111,0.125,0.106,0.117,0.121,0.113,0.101,0.109,0.148,0.125,0.112,0.102,0.1,453,1585,822,969,679,1053,880,1282,475,462,182.0,1610,825,295,839,3115,4723,450,1450,2284,1003,1464,864,1497,1877,1888,1867,1735,1813,1773,673,481,320,1725,471,747,1701,2291,269,185,767,1342,1235,1726,2151,732,309,907,1225,713,374,1698,850,2164,343,2140,717,1356,484,681,621,694,222,395,1578,833,2605,969,1013,508,821,1084,4923,329,3.481,2.657,2.285,2.479,2.21,2.583,2.315,2.834,2.553,2.806,2.496,1.81,3.074,2.832,2.638,2.93,2.93,3.599,2.919,2.065,3.089,2.492,1.944,3.048,2.48,2.786,2.356,2.146,2.708,2.632,2.631,2.466,2.273,3.218,3.56,2.58,2.984,2.93,2.057,2.332,2.576,1.982,3.235,1.805,1.831,2.151,3.039,3.069,2.677,2.586,1.882,2.378,2.291,2.375,1.993,2.111,2.586,2.631,2.057,2.144,2.487,3.081,2.522,2.315,2.177,1.615,2.077,2.494,2.474,2.695,2.53,2.329,2.5,2.615,0.774,0.592,0.544,0.469,0.455,0.522,0.533,0.571,0.601,0.889,0.91,0.526,0.491,0.545,0.65,0.82,0.622,0.663,0.582,0.679,0.861,0.687,0.412,0.845,0.567,0.714,0.585,0.515,0.602,0.539,0.769,0.877,0.382,0.761,0.768,0.602,0.717,0.608,0.341,0.551,0.634,0.583,0.818,0.594,0.483,0.407,0.457,0.817,0.716,0.509,0.474,0.509,0.482,0.603,0.415,0.414,0.507,0.596,0.384,0.387,0.327,1.048,0.511,0.98,0.544,0.496,0.479,0.414,0.391,0.565,0.489,0.512,0.51,0.538 -58,Epileptic,M,32.0,1.2,2.6,0.8,0.8,1.1,2.6,1.7,1.9,1.0,0.9,0.3,2.9,1.5,0.5,1.3,7.0,9.5,0.8,2.8,3.7,1.0,2.8,2.1,3.0,3.6,4.4,2.5,4.4,3.2,3.3,1.1,2.1,0.5,2.9,0.5,1.0,3.9,4.0,0.1,0.2,1.5,3.4,2.2,2.7,3.8,0.6,0.6,0.7,1.1,0.8,0.8,1.9,1.0,3.2,0.4,1.5,0.9,1.7,0.7,1.1,1.3,1.2,0.6,0.2,2.4,0.8,3.0,1.6,1.2,0.6,1.0,1.4,5.8,0.4,8,25,6,6,11,24,17,19,16,6,2.0,31,17,8,14,82,89,7,30,41,12,42,20,38,49,46,33,42,28,44,13,20,6,33,4,7,43,46,1,1,11,31,24,21,20,3,3,5,6,6,6,13,6,22,3,13,5,14,6,8,13,9,4,3,19,6,21,12,6,6,6,11,60,3,0.039,0.029,0.012,0.019,0.031,0.03,0.028,0.029,0.041,0.036,0.026,0.035,0.03,0.038,0.033,0.038,0.032,0.032,0.029,0.033,0.021,0.034,0.032,0.034,0.037,0.038,0.033,0.033,0.029,0.036,0.034,0.07,0.025,0.033,0.018,0.016,0.038,0.035,0.017,0.017,0.024,0.036,0.03,0.03,0.023,0.014,0.021,0.011,0.015,0.024,0.031,0.019,0.021,0.025,0.014,0.016,0.02,0.016,0.017,0.02,0.031,0.023,0.034,0.017,0.022,0.022,0.025,0.019,0.017,0.02,0.027,0.021,0.023,0.013,1512,5525,2027,1890,1344,4168,2970,3894,1638,1342,776.0,3154,3430,1160,2787,12790,19507,2297,5862,5287,3527,4640,2895,5837,6288,7319,3604,6031,6705,5530,2210,1141,1288,6523,2208,2581,6264,7046,313,479,2177,3742,5119,3009,4539,1294,879,2392,2273,1380,788,3554,1682,6175,563,2570,1352,3621,1143,1525,1505,2264,630,834,3459,1174,3451,3058,1998,1228,1218,2439,9976,775,0.145,0.124,0.092,0.098,0.132,0.134,0.107,0.132,0.139,0.158,0.102,0.148,0.126,0.177,0.141,0.146,0.131,0.108,0.134,0.145,0.086,0.144,0.14,0.142,0.146,0.142,0.137,0.131,0.117,0.137,0.115,0.166,0.101,0.132,0.09,0.088,0.144,0.138,0.106,0.089,0.121,0.153,0.12,0.134,0.106,0.091,0.116,0.082,0.089,0.109,0.14,0.1,0.106,0.106,0.11,0.107,0.107,0.097,0.105,0.112,0.137,0.115,0.148,0.121,0.116,0.096,0.115,0.106,0.096,0.115,0.123,0.111,0.119,0.097,460,1610,835,698,560,1462,992,1152,462,327,192.0,1378,1002,273,728,3523,5204,504,1529,1935,906,1561,1129,1510,1903,2151,1389,2107,1857,1701,540,462,415,1594,541,922,1767,2030,165,212,942,1516,1323,1581,2533,598,392,991,1069,658,446,1554,749,2191,319,1358,605,1704,676,827,685,808,289,322,1644,498,1826,1215,929,457,616,1171,4255,412,3.269,2.851,2.375,2.677,2.215,2.443,2.502,2.827,2.576,3.27,3.287,1.97,2.775,2.929,2.901,2.72,2.905,3.549,3.051,2.26,2.914,2.319,2.247,2.846,2.563,2.667,2.224,2.243,2.78,2.536,2.78,2.587,2.424,3.04,3.583,2.666,2.758,2.64,2.111,2.686,2.666,2.156,2.865,2.211,2.033,2.436,2.639,3.036,2.592,2.627,2.147,2.384,2.251,2.678,2.008,2.097,2.447,2.401,1.981,2.093,2.168,2.43,2.36,2.196,2.225,2.407,2.074,2.675,2.471,2.93,2.317,2.464,2.393,2.434,0.721,0.765,0.686,0.517,0.587,0.605,0.549,0.588,0.5,0.488,0.774,0.414,0.467,0.513,0.464,0.545,0.662,0.786,0.494,0.636,0.756,0.48,0.381,0.62,0.524,0.599,0.648,0.564,0.459,0.578,0.819,1.074,0.353,0.622,0.664,0.7,0.518,0.62,0.363,0.362,0.625,0.552,0.796,0.62,0.505,0.504,0.476,0.642,0.57,0.453,0.378,0.516,0.594,0.569,0.494,0.401,0.409,0.443,0.261,0.399,0.419,0.753,0.522,0.959,0.498,0.84,0.548,0.439,0.434,0.995,0.38,0.509,0.495,0.245 -59,Epileptic,F,42.0,0.9,2.6,0.8,1.4,1.5,2.6,1.3,1.9,1.0,0.8,0.3,2.3,1.5,0.6,1.0,5.2,8.9,0.6,3.7,3.9,1.4,2.3,1.8,3.9,3.3,3.6,4.3,2.6,2.9,3.7,1.5,1.5,0.4,2.3,0.5,1.1,4.5,3.7,0.2,0.1,1.3,3.4,2.4,3.0,3.3,0.5,0.6,1.3,1.0,1.1,0.7,1.6,0.7,3.3,0.4,2.5,1.3,1.8,1.0,0.9,0.4,1.4,0.4,0.7,2.4,0.5,3.2,1.3,1.1,0.5,1.4,1.4,4.8,0.3,6,20,8,11,15,16,10,15,11,7,3.0,19,15,7,9,46,67,4,24,28,40,22,16,40,32,32,38,22,20,34,24,11,5,25,3,8,45,33,1,1,7,26,21,22,21,4,3,8,5,11,6,10,4,23,4,20,11,16,9,7,4,12,3,4,18,7,21,9,9,4,10,12,35,3,0.034,0.029,0.016,0.024,0.032,0.038,0.021,0.03,0.039,0.027,0.035,0.031,0.033,0.036,0.023,0.029,0.029,0.021,0.044,0.034,0.019,0.026,0.031,0.039,0.031,0.03,0.03,0.025,0.025,0.027,0.044,0.063,0.026,0.027,0.017,0.022,0.034,0.028,0.017,0.016,0.027,0.038,0.036,0.031,0.024,0.011,0.034,0.019,0.015,0.016,0.037,0.018,0.015,0.023,0.019,0.023,0.035,0.022,0.027,0.018,0.019,0.024,0.03,0.024,0.03,0.021,0.023,0.018,0.019,0.016,0.024,0.024,0.02,0.017,1535,4689,2274,2123,1989,2292,2207,3260,1601,1239,422.0,2256,2429,904,1912,8620,15802,1780,2594,2877,3513,4149,2396,5649,5523,6633,5779,3417,4856,5285,2082,1041,822,5049,1823,1836,6616,5709,373,367,1676,2802,4634,2080,3180,1351,717,2237,2174,2400,483,3147,1412,4982,626,3189,1224,2439,1140,1396,998,2014,431,741,2494,665,3865,2145,1629,1346,1696,2144,8411,448,0.123,0.119,0.095,0.111,0.132,0.138,0.09,0.136,0.143,0.116,0.132,0.127,0.139,0.154,0.126,0.119,0.119,0.09,0.143,0.128,0.095,0.123,0.13,0.145,0.133,0.125,0.127,0.108,0.096,0.118,0.14,0.154,0.145,0.122,0.081,0.1,0.13,0.118,0.106,0.098,0.117,0.147,0.144,0.14,0.119,0.08,0.128,0.098,0.089,0.099,0.16,0.089,0.093,0.114,0.12,0.118,0.145,0.114,0.127,0.104,0.099,0.126,0.143,0.118,0.129,0.11,0.119,0.111,0.104,0.106,0.126,0.124,0.107,0.127,481,1503,827,947,775,1104,896,940,473,413,178.0,1108,798,269,584,2738,4662,446,1285,1689,1087,1309,918,1646,1691,2035,2224,1459,1543,2042,575,422,331,1258,547,754,2126,1868,202,192,775,1384,1162,1472,2141,773,310,955,1053,1118,361,1392,743,2290,361,1756,624,1368,650,854,461,892,242,408,1358,410,2046,1049,909,490,887,1122,3821,245,3.072,2.945,2.543,2.245,2.241,2.056,2.161,3.18,2.574,2.507,2.261,1.792,2.443,2.476,2.481,2.498,2.742,3.247,1.92,1.608,2.742,2.352,2.18,2.697,2.573,2.739,2.16,1.971,2.485,2.201,2.621,2.6,2.141,2.9,3.072,2.301,2.582,2.459,2.096,1.976,2.595,1.863,3.095,1.644,1.722,1.875,2.788,2.9,2.445,2.367,1.73,2.342,2.141,2.292,2.098,1.986,2.186,2.041,1.937,1.785,2.317,2.266,2.017,2.11,2.046,2.022,2.209,2.326,1.948,2.989,2.281,2.293,2.462,2.389,1.08,0.731,0.784,0.566,0.539,0.449,0.671,0.726,0.588,0.583,0.519,0.523,0.458,0.33,0.44,0.554,0.641,0.851,0.576,0.439,0.587,0.511,0.551,0.621,0.535,0.627,0.549,0.552,0.622,0.562,0.727,1.125,0.551,0.695,0.633,0.571,0.598,0.599,0.358,0.347,0.804,0.467,0.676,0.556,0.561,0.5,0.476,0.834,0.638,0.589,0.432,0.69,0.586,0.596,0.367,0.515,0.452,0.69,0.507,0.405,0.732,0.612,0.393,0.951,0.795,0.499,0.624,0.671,0.623,0.932,0.548,0.463,0.508,0.594 -60,Epileptic,M,62.0,1.2,3.0,1.2,1.6,2.3,1.7,2.4,2.3,2.3,1.0,0.3,2.6,1.6,0.4,1.4,10.0,10.9,2.5,2.9,5.5,1.2,4.2,1.7,4.7,3.6,3.1,7.9,4.6,5.4,3.5,2.5,1.1,0.4,2.7,0.7,0.7,5.5,3.7,0.3,0.3,1.2,3.1,3.6,2.1,4.2,0.7,0.5,1.0,1.6,1.0,0.8,1.9,1.6,2.9,0.1,3.5,1.4,2.4,1.2,1.1,1.0,2.3,0.2,0.7,2.2,1.3,3.7,1.9,1.0,0.8,1.1,2.0,6.3,0.3,9,32,13,12,20,20,21,22,19,11,3.0,29,15,5,15,91,98,19,35,46,11,46,14,49,47,42,74,42,47,46,19,10,5,31,3,5,58,56,1,2,7,29,28,14,23,9,2,7,7,8,5,15,11,17,0,30,10,15,7,11,8,18,1,5,19,19,29,12,6,7,6,12,57,3,0.044,0.025,0.024,0.027,0.035,0.029,0.034,0.033,0.057,0.045,0.03,0.033,0.034,0.021,0.035,0.045,0.034,0.07,0.031,0.044,0.021,0.039,0.032,0.048,0.034,0.028,0.042,0.039,0.039,0.03,0.054,0.056,0.021,0.031,0.016,0.016,0.042,0.035,0.021,0.023,0.022,0.038,0.047,0.027,0.026,0.015,0.023,0.016,0.019,0.025,0.03,0.018,0.02,0.021,0.015,0.018,0.029,0.021,0.023,0.016,0.035,0.03,0.022,0.02,0.021,0.023,0.023,0.022,0.017,0.017,0.028,0.022,0.021,0.016,1722,5842,2337,2795,2772,3091,3406,3384,2112,1796,774.0,3197,3289,1033,2624,12431,20674,2621,6574,5591,3643,5508,2033,6506,5757,6830,6392,4883,7044,6512,2542,1249,904,6548,2295,2050,9235,10010,357,462,1533,3609,6690,2571,4362,1691,794,2428,2510,2136,846,3036,2353,5328,113,5025,1573,3577,1244,1799,885,2823,393,1169,2980,1557,5050,3076,1764,1157,1508,2903,10075,540,0.138,0.12,0.118,0.116,0.125,0.136,0.111,0.135,0.162,0.165,0.114,0.137,0.13,0.115,0.133,0.142,0.129,0.178,0.134,0.16,0.09,0.143,0.122,0.153,0.129,0.126,0.132,0.112,0.111,0.136,0.135,0.127,0.084,0.13,0.078,0.083,0.149,0.143,0.097,0.111,0.104,0.134,0.164,0.113,0.11,0.099,0.106,0.089,0.097,0.103,0.138,0.101,0.105,0.103,0.075,0.111,0.127,0.099,0.116,0.104,0.14,0.133,0.101,0.113,0.11,0.123,0.111,0.111,0.1,0.102,0.126,0.114,0.112,0.112,466,2054,851,991,1164,1104,1137,1157,712,449,189.0,1335,842,267,784,3665,5850,579,1702,2249,920,1702,911,1942,2060,2035,2721,1837,1931,2112,830,409,336,1488,583,741,2292,2252,210,208,805,1328,1269,1386,2558,814,335,947,1186,795,420,1597,1207,2212,46,2743,694,1756,791,1024,507,1143,214,551,1560,922,2593,1334,834,685,660,1357,4666,319,3.423,2.645,2.624,2.713,2.169,2.308,2.522,2.456,2.39,2.923,2.868,1.993,2.909,2.772,2.535,2.586,2.812,2.867,2.922,2.103,2.752,2.413,1.911,2.583,2.261,2.676,2.0,2.151,2.768,2.418,2.334,2.818,2.181,3.009,3.47,2.525,2.938,3.007,1.946,2.42,2.327,2.133,3.54,2.014,1.919,2.029,2.631,3.066,2.53,2.614,2.09,2.118,2.121,2.587,2.327,1.983,2.412,2.243,1.805,1.882,2.006,2.328,2.021,2.314,2.074,1.886,2.141,2.549,2.406,1.952,2.571,2.495,2.359,2.114,0.789,0.646,0.516,0.541,0.524,0.618,0.565,0.536,0.62,0.685,0.883,0.487,0.435,0.354,0.436,0.624,0.609,1.15,0.661,0.602,0.837,0.606,0.501,0.724,0.597,0.524,0.484,0.571,0.566,0.645,0.675,1.016,0.446,0.596,0.764,0.46,0.74,0.785,0.416,0.458,0.439,0.667,0.759,0.674,0.566,0.47,0.609,0.745,0.542,0.644,0.404,0.396,0.522,0.481,0.236,0.434,0.601,0.557,0.374,0.392,0.404,0.621,0.333,0.982,0.542,0.63,0.44,0.43,0.456,0.725,0.462,0.566,0.429,0.303 -61,Epileptic,M,47.0,1.0,2.6,0.9,1.4,2.0,1.9,1.6,1.6,1.6,0.7,0.3,2.4,1.8,0.5,1.3,5.1,11.0,1.3,1.8,3.8,1.2,5.2,1.9,4.3,7.8,3.8,4.2,1.9,2.5,3.0,1.7,1.1,0.5,2.2,0.6,0.9,4.8,3.0,0.2,0.1,1.2,2.5,2.4,1.7,2.3,0.6,0.7,1.0,1.7,0.7,0.5,2.6,1.4,2.6,0.5,3.1,0.5,1.7,1.0,0.7,0.6,1.7,0.4,0.5,1.8,1.3,2.8,1.5,0.8,1.0,0.9,1.5,6.5,0.4,8,20,7,10,19,19,14,18,17,7,4.0,20,16,8,13,57,96,14,19,32,9,48,15,47,58,43,45,21,20,37,22,8,5,27,4,9,55,38,1,1,7,18,23,14,11,4,3,5,8,6,3,20,10,19,3,23,4,15,5,7,6,15,4,5,14,18,22,9,5,12,5,9,52,3,0.043,0.025,0.018,0.025,0.038,0.029,0.029,0.031,0.044,0.036,0.032,0.034,0.03,0.038,0.029,0.033,0.035,0.053,0.035,0.043,0.028,0.059,0.039,0.049,0.053,0.033,0.038,0.025,0.026,0.032,0.04,0.043,0.021,0.03,0.025,0.021,0.038,0.031,0.02,0.016,0.023,0.042,0.039,0.023,0.018,0.013,0.023,0.015,0.022,0.02,0.028,0.026,0.023,0.024,0.014,0.017,0.015,0.023,0.025,0.018,0.017,0.026,0.029,0.021,0.02,0.026,0.022,0.023,0.017,0.023,0.025,0.015,0.025,0.017,1425,4721,1975,2368,2180,2911,2981,2998,2015,1379,616.0,2703,3360,1039,2317,8623,18250,2147,3777,3388,3154,2529,1493,6112,4495,6838,4899,3242,5354,4938,2524,1120,1261,5932,1691,2231,8888,7273,310,313,1498,1662,4745,2159,3266,1330,991,2319,2425,1425,407,3669,1658,3985,780,4722,1223,2674,880,1053,1517,2692,325,790,3044,1287,3829,2108,1475,1480,1138,2289,8763,530,0.139,0.119,0.103,0.115,0.149,0.129,0.106,0.134,0.146,0.146,0.133,0.126,0.132,0.151,0.133,0.137,0.135,0.157,0.132,0.147,0.104,0.151,0.12,0.143,0.156,0.135,0.126,0.103,0.107,0.139,0.151,0.134,0.091,0.135,0.104,0.102,0.143,0.137,0.099,0.096,0.111,0.129,0.148,0.117,0.095,0.085,0.113,0.087,0.104,0.113,0.141,0.117,0.118,0.111,0.104,0.1,0.098,0.122,0.115,0.104,0.098,0.124,0.147,0.119,0.105,0.13,0.112,0.107,0.095,0.128,0.111,0.103,0.111,0.107,467,1710,786,911,912,1025,1061,989,655,347,172.0,1068,1028,268,767,2797,5644,510,1025,1495,769,1201,747,1940,1987,2094,1861,1218,1455,1596,789,455,419,1397,420,709,2228,1782,173,172,791,968,1153,1222,1898,699,443,956,1181,557,234,1688,906,1811,429,2513,557,1261,526,568,654,1081,190,421,1457,801,1966,1054,749,683,609,1164,3901,325,3.107,2.673,2.581,2.57,2.19,2.304,2.341,2.553,2.353,2.895,2.783,2.028,2.594,2.745,2.373,2.454,2.592,3.118,2.808,1.946,3.101,1.855,1.827,2.521,1.989,2.662,2.129,2.11,2.725,2.478,2.567,2.517,2.378,3.053,3.643,2.725,2.846,2.958,2.183,2.017,2.301,1.486,3.153,1.943,1.948,2.146,2.727,2.997,2.476,2.732,2.087,2.242,2.055,2.254,2.321,2.042,2.439,2.501,1.955,2.124,2.373,2.546,2.206,2.251,2.281,1.906,2.073,2.332,2.24,2.372,2.244,2.277,2.451,2.053,0.699,0.507,0.389,0.428,0.507,0.655,0.569,0.476,0.486,0.536,0.69,0.499,0.501,0.446,0.41,0.489,0.578,0.758,0.522,0.619,0.841,0.729,0.761,0.566,0.578,0.535,0.513,0.477,0.488,0.619,0.553,0.833,0.401,0.565,0.567,0.485,0.728,0.714,0.239,0.293,0.334,0.747,0.699,0.548,0.535,0.466,0.342,0.698,0.443,0.531,0.365,0.37,0.38,0.362,0.309,0.401,0.441,0.46,0.371,0.357,0.47,0.578,0.419,0.616,0.468,0.506,0.439,0.392,0.44,0.66,0.36,0.467,0.49,0.391 -62,Epileptic,F,17.5,0.9,3.6,0.8,1.3,1.5,1.9,2.4,2.7,1.4,1.2,0.3,3.7,2.2,0.9,1.1,11.6,13.3,1.4,3.4,6.6,1.1,3.4,2.1,5.5,5.5,5.7,4.7,3.1,4.6,5.3,2.1,0.6,0.7,4.5,0.6,1.1,5.1,5.9,0.2,0.4,1.7,4.1,2.9,5.9,3.8,0.9,0.5,1.1,1.2,0.7,0.5,1.6,2.5,2.9,0.4,3.6,1.3,4.0,1.4,1.4,0.7,2.3,0.6,0.5,2.1,1.7,3.4,1.4,1.8,0.5,2.1,3.0,7.3,0.6,5,25,7,9,11,16,14,19,8,12,3.0,28,18,8,10,88,99,7,28,48,7,28,16,41,41,47,40,25,36,45,18,4,4,42,3,7,47,46,1,3,9,32,26,38,22,6,3,6,7,6,4,12,15,16,3,27,12,28,9,12,6,14,3,4,16,13,24,12,9,5,14,16,54,5,0.029,0.03,0.016,0.022,0.033,0.028,0.034,0.036,0.045,0.048,0.036,0.04,0.039,0.052,0.033,0.051,0.038,0.042,0.034,0.037,0.02,0.034,0.039,0.048,0.038,0.037,0.03,0.032,0.036,0.038,0.06,0.022,0.022,0.039,0.019,0.017,0.043,0.04,0.018,0.025,0.026,0.041,0.046,0.044,0.026,0.016,0.033,0.014,0.013,0.02,0.032,0.019,0.031,0.022,0.025,0.022,0.026,0.028,0.03,0.02,0.02,0.037,0.044,0.023,0.022,0.031,0.025,0.019,0.026,0.019,0.032,0.031,0.023,0.022,1933,6611,2441,2756,2620,2915,2697,4199,1888,1975,628.0,2841,4002,1592,2607,16542,24840,2614,5532,4284,2459,5204,2538,6559,7657,8371,6859,4132,8136,7177,2159,941,1239,8029,2328,2481,7292,8913,422,788,2320,3042,5826,2649,3945,1865,726,3249,3100,1616,566,3267,3545,5242,493,4816,2332,4291,1292,1960,1043,3038,738,872,3507,1716,3962,2677,2347,1111,2638,2936,11631,638,0.106,0.117,0.087,0.106,0.117,0.131,0.115,0.136,0.136,0.148,0.131,0.142,0.135,0.151,0.136,0.156,0.132,0.121,0.13,0.137,0.08,0.136,0.127,0.145,0.143,0.136,0.124,0.12,0.127,0.141,0.146,0.079,0.09,0.132,0.081,0.079,0.135,0.128,0.093,0.118,0.114,0.145,0.14,0.142,0.108,0.093,0.116,0.077,0.084,0.096,0.126,0.093,0.117,0.096,0.127,0.109,0.108,0.114,0.13,0.11,0.109,0.122,0.142,0.112,0.108,0.127,0.112,0.099,0.115,0.098,0.13,0.13,0.108,0.109,509,1999,876,935,796,1107,1035,1336,461,463,174.0,1481,1087,325,586,3869,6067,540,1569,2796,928,1651,988,1858,2403,2680,2600,1663,2203,2401,621,459,521,1909,558,970,2141,2395,217,269,1031,1530,1237,1980,2383,895,325,1197,1338,686,324,1457,1347,2189,242,2618,936,2197,770,1066,579,1058,254,431,1589,917,2126,1212,1087,536,1128,1542,5083,431,3.611,2.793,2.553,2.844,2.578,2.411,2.284,2.819,2.744,3.411,3.112,1.714,2.831,3.21,3.202,2.802,3.04,3.57,2.791,1.5,2.143,2.549,2.269,2.656,2.438,2.557,2.208,2.021,2.742,2.488,2.386,1.99,2.033,2.856,3.477,2.519,2.525,2.829,2.414,3.028,2.643,1.868,3.11,1.599,1.894,2.244,2.788,3.222,2.799,2.528,2.1,2.239,2.243,2.378,2.166,1.956,2.836,2.207,2.001,1.877,2.044,2.775,2.993,2.261,2.438,2.418,1.991,2.474,2.652,2.239,2.643,2.416,2.432,1.814,1.035,0.81,0.693,0.813,0.963,0.612,0.629,0.599,0.726,0.665,1.074,0.499,0.555,0.605,0.824,0.843,0.739,0.799,0.538,0.443,0.734,0.531,0.579,0.928,0.699,0.59,0.606,0.522,0.659,0.651,0.907,0.894,0.6,0.92,0.876,0.673,0.886,0.786,0.46,0.617,0.573,0.636,0.867,0.701,0.594,0.526,0.635,0.868,0.646,0.65,0.543,0.745,0.721,0.749,0.491,0.507,0.709,0.759,0.33,0.441,0.471,0.806,0.846,1.006,0.614,0.893,0.494,0.425,0.595,0.721,0.564,0.549,0.582,0.393 -63,Epileptic,M,27.0,0.8,2.4,0.7,1.2,1.3,2.2,1.5,2.0,0.9,0.9,0.3,2.9,1.9,0.6,1.4,6.3,9.6,0.8,2.1,4.7,1.1,3.7,2.0,2.9,3.2,3.9,3.0,3.0,3.4,4.1,1.1,0.9,0.7,1.9,0.9,1.0,5.1,3.0,0.2,0.3,1.2,3.0,2.2,2.9,2.8,0.9,0.4,0.7,1.3,0.9,0.5,1.8,1.7,3.0,0.4,2.7,0.9,2.2,1.2,1.3,0.8,1.6,0.4,0.5,1.6,1.4,2.6,1.7,1.3,0.5,1.1,1.4,3.3,0.4,8,23,10,13,16,28,13,18,13,10,3.0,32,21,6,18,84,96,6,25,44,11,42,22,38,42,39,42,30,31,48,13,7,7,26,8,7,50,35,2,3,6,27,30,22,17,7,2,4,6,9,4,15,12,21,2,24,7,24,7,11,9,16,3,5,16,19,22,12,8,5,7,9,29,2,0.033,0.021,0.012,0.023,0.029,0.03,0.025,0.032,0.035,0.034,0.04,0.032,0.038,0.027,0.029,0.033,0.029,0.027,0.031,0.034,0.022,0.031,0.03,0.036,0.035,0.034,0.025,0.029,0.029,0.031,0.033,0.04,0.031,0.029,0.029,0.021,0.04,0.038,0.013,0.02,0.021,0.031,0.039,0.026,0.023,0.016,0.024,0.012,0.014,0.024,0.028,0.017,0.021,0.021,0.026,0.017,0.023,0.019,0.02,0.018,0.026,0.028,0.017,0.019,0.018,0.025,0.019,0.022,0.019,0.015,0.023,0.022,0.015,0.015,1601,5910,2094,2569,2349,3972,2489,3952,1910,1662,697.0,3433,3799,1455,3404,12233,19900,2321,4272,5114,3206,6195,2569,5802,6012,7492,6310,4293,6788,6907,2253,925,1213,5364,2691,2390,8853,6814,357,785,1852,3215,7293,3312,3201,1935,780,2259,2679,2141,587,3869,2420,5675,581,4146,1466,3582,1573,1808,1556,2626,567,837,2773,1449,4410,3118,2182,870,1771,2041,8746,702,0.114,0.109,0.096,0.107,0.127,0.145,0.107,0.136,0.133,0.156,0.13,0.144,0.145,0.132,0.134,0.137,0.128,0.114,0.129,0.136,0.091,0.14,0.143,0.137,0.142,0.137,0.119,0.113,0.114,0.137,0.112,0.126,0.131,0.124,0.12,0.111,0.144,0.141,0.089,0.1,0.107,0.133,0.148,0.117,0.111,0.095,0.108,0.078,0.083,0.114,0.124,0.1,0.11,0.102,0.107,0.11,0.115,0.104,0.11,0.111,0.124,0.139,0.117,0.112,0.105,0.118,0.104,0.106,0.1,0.11,0.116,0.112,0.088,0.087,452,1930,811,943,859,1412,918,1114,540,426,180.0,1532,1014,350,888,3471,5542,439,1194,2273,796,1966,1129,1447,1795,2025,2239,1661,1929,2195,607,380,358,1235,525,773,2040,1537,202,286,794,1572,1281,1903,1923,885,293,857,1225,648,337,1648,1175,2378,272,2189,640,1909,884,1020,565,869,316,437,1422,938,2173,1335,1056,480,779,1010,3606,355,3.35,2.841,2.494,2.533,2.357,2.453,2.26,3.18,2.658,2.93,2.787,1.923,2.858,2.964,2.908,2.695,2.841,3.734,2.904,1.944,3.128,2.427,2.064,2.873,2.592,2.966,2.273,2.136,2.79,2.52,2.687,2.421,2.669,3.072,3.587,2.85,3.083,3.15,2.145,2.824,2.925,1.805,3.63,2.017,1.908,2.406,3.104,3.221,2.622,3.049,1.987,2.431,2.242,2.486,2.675,2.158,2.683,2.165,2.119,1.964,2.454,2.863,2.192,2.042,2.078,1.917,2.249,2.661,2.423,2.236,2.416,2.511,2.516,2.276,0.986,0.665,0.532,0.574,0.629,0.55,0.527,0.701,0.584,0.647,0.884,0.41,0.563,0.436,0.597,0.514,0.59,0.802,0.666,0.582,0.688,0.529,0.46,0.772,0.536,0.681,0.472,0.547,0.562,0.538,0.746,1.094,0.51,0.704,0.876,0.556,0.823,0.628,0.327,0.472,0.584,0.474,0.831,0.733,0.538,0.608,0.619,0.782,0.545,0.682,0.409,0.464,0.437,0.482,0.544,0.512,0.522,0.508,0.436,0.36,0.458,0.68,0.363,0.814,0.623,0.576,0.432,0.4,0.366,0.717,0.544,0.404,0.467,0.445 -64,Epileptic,M,32.0,0.6,2.8,1.1,1.0,1.1,1.6,2.0,1.7,0.6,0.9,0.1,3.4,1.1,0.6,1.2,5.4,8.1,0.9,2.6,4.7,1.9,2.9,2.5,3.4,2.7,3.1,3.2,2.0,2.2,2.7,1.3,0.9,0.6,2.2,0.5,0.8,4.3,3.1,0.1,0.1,1.0,2.9,2.2,4.2,2.6,0.6,0.5,1.0,1.1,1.0,0.7,1.9,1.4,2.6,0.3,2.7,0.5,1.8,1.1,1.3,0.4,1.1,0.2,0.4,2.2,1.2,2.5,1.3,1.1,0.8,0.8,1.7,4.1,0.3,4,28,9,8,11,13,16,16,10,7,1.0,25,13,8,11,62,79,7,23,34,19,31,21,41,35,31,36,22,21,27,19,6,7,25,3,8,44,34,1,1,5,22,23,32,17,4,2,7,6,9,5,17,10,19,2,24,5,16,9,9,2,11,2,4,17,15,21,11,9,7,6,11,29,3,0.035,0.03,0.02,0.022,0.028,0.031,0.026,0.029,0.028,0.04,0.029,0.039,0.031,0.03,0.033,0.031,0.029,0.033,0.035,0.039,0.029,0.034,0.033,0.038,0.026,0.03,0.029,0.023,0.021,0.03,0.036,0.053,0.032,0.029,0.015,0.021,0.032,0.031,0.018,0.015,0.022,0.034,0.032,0.04,0.021,0.013,0.024,0.016,0.016,0.019,0.04,0.019,0.023,0.02,0.026,0.018,0.026,0.023,0.025,0.024,0.017,0.021,0.026,0.017,0.027,0.029,0.02,0.017,0.016,0.028,0.028,0.025,0.017,0.021,1445,4369,1711,1731,1928,2047,2499,3019,1438,1159,398.0,2580,2452,1008,2188,9946,15316,2428,3551,3566,3618,3831,2191,5876,5270,5203,4837,2855,5066,4692,2147,710,752,5993,1920,1919,8103,6347,273,448,1354,2157,4552,2659,2929,1179,772,2250,2005,2196,466,3165,2036,4572,333,4270,1173,3124,1165,1451,724,2266,348,748,2512,1003,3797,2537,1902,1357,1068,2674,9446,503,0.113,0.129,0.127,0.106,0.125,0.126,0.101,0.129,0.138,0.155,0.082,0.142,0.122,0.141,0.14,0.135,0.133,0.109,0.132,0.139,0.111,0.132,0.134,0.139,0.115,0.13,0.116,0.099,0.098,0.128,0.146,0.128,0.154,0.12,0.084,0.092,0.13,0.134,0.089,0.094,0.109,0.141,0.134,0.155,0.103,0.091,0.099,0.092,0.091,0.101,0.146,0.107,0.111,0.108,0.138,0.105,0.115,0.107,0.127,0.121,0.092,0.113,0.119,0.11,0.125,0.139,0.103,0.1,0.099,0.127,0.125,0.12,0.094,0.124,359,1392,685,729,727,852,985,1047,434,338,124.0,1224,749,322,601,2832,4585,494,1097,1749,1026,1265,1102,1609,1645,1693,1805,1340,1589,1421,627,313,302,1278,456,607,2180,1604,137,186,673,1145,1166,1791,1931,684,345,950,978,823,298,1542,1025,2025,158,2292,491,1460,747,846,304,853,178,417,1331,620,2087,1136,978,465,523,1155,3806,227,3.785,2.747,2.205,2.334,2.233,2.213,2.171,2.609,2.419,2.803,2.813,1.9,2.719,2.615,2.708,2.593,2.698,3.531,2.511,1.812,2.955,2.436,1.815,2.632,2.48,2.6,2.187,1.8,2.492,2.541,2.629,2.225,2.171,3.291,3.532,2.792,2.823,3.064,2.047,2.671,2.446,1.778,2.889,1.841,1.732,1.877,2.871,2.907,2.474,2.681,1.788,2.111,2.111,2.384,2.648,1.995,2.726,2.369,1.927,1.911,2.529,2.448,2.271,2.156,2.075,2.154,1.884,2.42,2.208,2.907,2.346,2.749,2.687,2.811,0.782,0.718,0.62,0.494,0.651,0.512,0.545,0.506,0.559,0.386,0.811,0.585,0.537,0.473,0.547,0.49,0.512,1.026,0.574,0.565,0.805,0.487,0.461,0.587,0.518,0.49,0.543,0.461,0.434,0.672,0.773,0.825,0.411,0.645,0.624,0.573,0.628,0.617,0.373,0.843,0.618,0.489,0.628,0.612,0.457,0.455,0.555,0.665,0.563,0.634,0.351,0.472,0.518,0.447,0.6,0.439,0.503,0.838,0.365,0.356,0.416,0.809,0.362,0.942,0.545,0.668,0.401,0.452,0.33,0.88,0.457,0.471,0.744,0.79 -65,Epileptic,F,52.0,1.0,2.1,1.0,1.1,0.8,1.7,2.1,1.4,1.1,0.4,0.4,3.7,1.1,0.8,1.7,4.4,6.5,1.0,3.0,4.4,2.1,2.5,3.6,3.5,2.5,2.8,5.7,2.1,2.2,2.3,1.7,0.6,0.4,1.3,0.4,0.4,4.3,2.2,0.2,0.2,0.7,3.5,1.7,2.5,2.4,0.4,0.3,0.8,1.1,0.4,0.8,1.9,0.9,1.8,0.5,2.0,0.6,1.6,0.7,1.8,0.7,1.1,0.3,0.4,1.6,0.8,2.6,0.9,0.9,0.5,0.8,1.1,3.1,0.3,8,18,10,8,8,16,17,12,11,5,4.0,33,13,7,21,51,57,8,29,36,16,26,26,32,31,32,49,21,19,27,18,4,3,19,3,4,35,23,1,1,3,27,17,19,13,3,1,5,6,6,6,14,6,15,3,17,6,12,5,12,5,8,1,3,12,10,19,6,5,4,7,8,22,2,0.047,0.023,0.023,0.022,0.027,0.029,0.046,0.026,0.035,0.021,0.032,0.039,0.028,0.036,0.033,0.03,0.029,0.04,0.039,0.045,0.035,0.034,0.044,0.045,0.036,0.028,0.044,0.032,0.027,0.03,0.045,0.039,0.031,0.026,0.014,0.018,0.039,0.026,0.019,0.015,0.016,0.044,0.03,0.027,0.019,0.011,0.014,0.014,0.019,0.014,0.035,0.025,0.015,0.021,0.022,0.018,0.019,0.021,0.024,0.022,0.023,0.026,0.022,0.022,0.018,0.021,0.022,0.017,0.019,0.02,0.022,0.016,0.018,0.03,1172,4331,1811,1907,1727,2756,2381,2685,1790,1192,746.0,3307,2500,1359,3191,8504,14836,1987,4783,4165,3812,3428,2466,5693,4765,6297,6575,3342,5382,4704,2085,566,775,3625,1763,1224,5830,6267,363,470,1160,2219,5458,2563,3468,1120,693,1913,1956,1284,605,2545,1790,3947,603,3508,1247,2668,1081,2145,1089,1839,397,973,2626,944,3494,1430,1462,738,1285,2309,5818,366,0.136,0.114,0.124,0.114,0.119,0.128,0.122,0.124,0.132,0.117,0.115,0.149,0.126,0.153,0.149,0.131,0.124,0.133,0.135,0.15,0.113,0.125,0.143,0.159,0.139,0.121,0.141,0.102,0.098,0.133,0.146,0.117,0.088,0.118,0.075,0.088,0.142,0.115,0.096,0.096,0.09,0.142,0.132,0.127,0.098,0.081,0.089,0.086,0.096,0.091,0.155,0.123,0.092,0.103,0.116,0.1,0.116,0.108,0.11,0.115,0.109,0.122,0.113,0.117,0.107,0.109,0.114,0.104,0.101,0.138,0.123,0.096,0.098,0.145,396,1473,668,713,625,1010,806,831,555,312,214.0,1508,667,359,931,2539,3893,456,1407,1853,1034,1257,1238,1477,1369,1736,2274,1206,1376,1424,611,317,207,974,488,458,1648,1431,200,229,615,1173,1124,1479,1884,555,283,873,915,653,318,1205,867,1489,317,1796,516,1247,523,1153,571,665,202,337,1298,618,1758,715,734,328,562,1115,2576,145,2.958,2.831,2.777,2.518,2.478,2.365,2.39,2.737,2.498,2.891,2.705,1.971,2.773,2.733,2.665,2.607,2.939,3.364,2.705,1.963,2.962,2.204,1.881,2.883,2.745,2.804,2.38,2.188,2.906,2.568,2.557,1.908,2.916,2.777,3.226,2.451,2.652,3.168,2.236,2.387,2.437,1.794,3.345,1.954,2.105,2.255,2.779,2.773,2.612,2.174,1.941,2.181,2.368,2.58,2.371,2.18,2.352,2.356,2.302,2.062,2.151,2.576,2.161,3.172,2.265,1.89,2.202,2.213,2.366,2.734,2.531,2.497,2.491,2.927,0.595,0.557,0.465,0.526,0.484,0.464,0.673,0.417,0.503,0.607,0.65,0.488,0.392,0.467,0.429,0.522,0.589,0.933,0.607,0.533,0.837,0.485,0.592,0.578,0.486,0.497,0.605,0.55,0.482,0.497,0.699,0.818,0.348,0.481,0.636,0.423,0.646,0.519,0.323,0.481,0.431,0.501,0.678,0.509,0.561,0.384,0.505,0.563,0.387,0.428,0.404,0.44,0.377,0.445,0.369,0.38,0.494,0.456,0.493,0.372,0.352,0.626,0.293,0.623,0.392,0.58,0.444,0.461,0.411,0.5,0.483,0.438,0.372,0.403 -66,Epileptic,M,27.0,0.6,3.0,1.2,1.7,1.6,1.7,1.4,1.9,0.9,0.8,0.4,2.8,1.4,0.5,1.3,7.6,8.9,0.9,1.9,3.8,1.0,2.3,1.3,3.5,4.2,2.9,1.9,2.2,3.1,2.8,1.7,1.0,0.5,1.9,0.4,1.2,3.2,3.2,0.1,0.2,0.9,2.5,3.4,2.2,2.2,0.5,0.5,0.8,1.1,1.0,0.7,2.5,1.2,3.1,0.3,1.9,0.8,1.4,1.7,0.9,0.4,1.5,0.4,0.5,1.4,1.5,1.4,1.1,1.0,0.3,0.7,0.9,4.0,0.3,3,20,10,16,15,13,10,15,10,7,4.0,26,14,4,10,64,71,6,19,32,9,27,13,39,40,24,20,21,25,26,19,7,5,18,2,12,28,33,1,1,5,22,26,16,10,4,2,4,6,6,5,18,11,19,2,14,3,11,11,8,3,12,3,5,10,19,11,6,5,3,6,6,31,3,0.028,0.025,0.016,0.029,0.03,0.028,0.025,0.031,0.042,0.039,0.039,0.037,0.029,0.035,0.033,0.042,0.03,0.036,0.027,0.037,0.02,0.03,0.023,0.043,0.032,0.031,0.024,0.03,0.03,0.037,0.04,0.044,0.031,0.026,0.013,0.026,0.038,0.031,0.012,0.015,0.016,0.033,0.05,0.028,0.015,0.016,0.025,0.014,0.015,0.016,0.031,0.024,0.034,0.02,0.022,0.015,0.017,0.016,0.035,0.014,0.017,0.024,0.03,0.021,0.02,0.021,0.016,0.015,0.015,0.015,0.017,0.016,0.016,0.015,1560,6575,3004,2906,2394,3226,2750,3217,1771,1231,497.0,2919,3986,1311,2530,12330,19750,2053,4736,4491,3757,4780,2294,6568,7787,5516,4520,3958,6974,4745,2526,1343,914,6385,2336,2158,6939,8098,383,456,1686,3297,6596,2353,3712,1263,684,2352,2442,1692,608,4093,2038,6619,551,3671,1619,3275,1443,1666,916,2940,659,933,2288,1454,3071,2575,2060,944,1184,2438,9722,526,0.094,0.116,0.096,0.128,0.138,0.124,0.102,0.125,0.147,0.144,0.157,0.152,0.13,0.14,0.136,0.141,0.122,0.127,0.116,0.143,0.097,0.132,0.123,0.146,0.13,0.131,0.112,0.112,0.114,0.149,0.142,0.123,0.141,0.119,0.071,0.12,0.136,0.14,0.079,0.092,0.097,0.127,0.159,0.121,0.084,0.094,0.117,0.08,0.082,0.099,0.138,0.116,0.13,0.1,0.109,0.097,0.093,0.094,0.148,0.093,0.1,0.121,0.136,0.128,0.111,0.112,0.095,0.089,0.087,0.098,0.111,0.093,0.092,0.115,414,1859,1083,953,897,952,848,1038,467,335,160.0,1157,836,263,659,3200,4952,425,1140,1744,880,1368,846,1599,2274,1572,1301,1271,1760,1362,648,458,295,1231,510,742,1391,1679,194,188,738,1204,1235,1371,2079,586,260,907,1091,684,366,1629,708,2403,221,1809,623,1418,721,940,424,1013,228,396,1091,1057,1324,1046,961,377,575,880,3909,273,3.74,3.141,2.646,2.781,2.463,2.885,2.593,2.839,2.873,2.902,2.5,2.193,3.367,3.251,2.927,2.82,3.153,3.849,3.213,2.219,3.273,2.748,2.283,3.015,2.719,3.012,2.595,2.413,2.997,2.813,2.88,2.968,2.617,3.397,3.959,2.572,3.528,3.427,2.376,2.847,2.982,2.282,3.51,1.934,2.026,2.435,3.517,3.4,2.615,2.996,2.138,2.434,2.556,2.685,2.987,2.245,3.288,2.696,2.228,1.978,2.34,2.962,2.833,2.554,2.511,1.697,2.421,2.833,2.533,2.824,2.241,3.117,2.625,2.505,0.732,0.717,0.705,0.674,0.588,0.602,0.565,0.668,0.542,0.818,0.976,0.546,0.534,0.479,0.52,0.674,0.617,0.571,0.555,0.566,0.822,0.534,0.531,0.748,0.519,0.487,0.51,0.574,0.56,0.574,0.821,0.931,0.601,0.701,0.662,0.436,0.705,0.671,0.272,0.341,0.774,0.605,0.875,0.619,0.66,0.615,0.5,0.651,0.522,0.57,0.373,0.542,0.695,0.528,0.52,0.447,0.617,0.485,0.564,0.478,0.36,0.763,0.751,0.965,0.644,0.575,0.524,0.671,0.449,0.789,0.469,0.686,0.506,0.377 -67,Epileptic,F,42.0,0.8,1.8,0.9,1.1,2.0,1.6,1.3,2.4,1.4,0.6,0.2,2.2,1.5,0.7,1.2,4.7,8.0,1.6,1.1,3.9,2.5,2.9,1.8,3.4,2.8,3.0,2.9,2.3,2.0,3.0,1.6,1.0,0.5,2.0,0.4,0.6,3.0,2.4,0.2,0.2,1.1,2.9,2.3,1.2,2.3,0.7,0.5,0.8,1.4,0.7,0.5,1.6,1.4,2.7,0.2,2.1,0.5,1.4,1.1,0.9,0.6,1.6,0.3,0.4,1.6,0.8,1.5,1.5,1.0,0.7,0.7,1.5,4.4,0.4,6,15,6,8,16,17,14,22,13,8,2.0,26,17,9,17,58,88,14,19,38,22,33,17,40,36,36,44,25,21,41,22,12,7,31,3,4,37,39,1,1,8,29,27,10,13,5,2,4,7,5,3,12,12,23,1,15,4,13,10,7,8,13,2,4,11,14,14,13,6,6,6,9,40,3,0.04,0.025,0.019,0.023,0.047,0.031,0.035,0.036,0.062,0.042,0.027,0.035,0.032,0.046,0.041,0.035,0.036,0.062,0.028,0.041,0.05,0.048,0.041,0.044,0.036,0.03,0.035,0.029,0.029,0.04,0.049,0.057,0.025,0.033,0.02,0.013,0.045,0.034,0.017,0.015,0.021,0.043,0.05,0.019,0.018,0.019,0.022,0.013,0.018,0.02,0.024,0.021,0.026,0.025,0.035,0.016,0.027,0.02,0.025,0.018,0.031,0.031,0.025,0.02,0.021,0.021,0.017,0.022,0.02,0.024,0.021,0.021,0.022,0.015,1822,4153,2020,1997,2125,3418,2340,3599,1748,1112,489.0,3097,3371,1245,2376,9762,16075,1930,3545,4660,3348,4046,2060,5771,5950,6156,4978,3292,5027,5003,2304,1100,1357,5907,1356,1807,4582,6961,298,344,1561,2946,4214,1976,3219,1138,705,2463,2266,1185,641,2442,1950,4561,298,3443,876,2670,1380,1388,1129,2452,271,916,2423,877,2925,2342,1523,1197,997,2359,7149,616,0.125,0.118,0.107,0.119,0.161,0.143,0.107,0.144,0.196,0.169,0.127,0.137,0.131,0.164,0.15,0.137,0.145,0.159,0.137,0.153,0.152,0.149,0.125,0.158,0.133,0.135,0.123,0.114,0.104,0.142,0.154,0.141,0.105,0.133,0.088,0.082,0.142,0.145,0.113,0.09,0.109,0.146,0.168,0.108,0.096,0.095,0.112,0.076,0.097,0.107,0.121,0.115,0.129,0.114,0.136,0.098,0.118,0.114,0.115,0.099,0.127,0.137,0.139,0.108,0.112,0.105,0.094,0.115,0.097,0.143,0.12,0.111,0.106,0.097,400,1282,745,731,745,981,760,1103,470,299,154.0,1177,946,351,695,2818,4409,480,825,1736,846,1163,782,1575,1683,1892,1604,1296,1340,1480,695,421,383,1308,364,685,1283,1570,154,184,816,1290,1008,1072,1853,596,312,904,1054,500,312,1187,870,1948,102,1827,340,1160,721,738,435,878,158,357,1128,627,1413,1044,729,465,537,1019,3222,342,3.658,2.853,2.463,2.57,2.58,2.711,2.569,2.836,2.991,2.816,2.77,2.126,2.895,2.706,2.687,2.681,2.998,3.419,3.061,2.197,2.841,2.695,2.233,2.939,2.721,2.625,2.438,2.052,2.785,2.542,2.628,2.811,2.653,3.161,3.323,2.428,2.666,3.109,2.423,2.057,2.381,1.937,3.06,1.959,2.002,1.983,2.796,3.339,2.616,2.637,2.377,2.236,2.295,2.394,2.907,2.1,2.479,2.558,2.007,2.075,2.348,2.806,2.032,3.004,2.348,1.731,2.09,2.442,2.381,2.91,1.925,2.476,2.392,2.238,0.837,0.673,0.59,0.488,0.533,0.733,0.675,0.521,0.521,0.729,0.8,0.609,0.432,0.503,0.521,0.497,0.548,0.697,0.59,0.565,1.041,0.579,0.622,0.65,0.625,0.551,0.538,0.566,0.533,0.597,0.693,0.737,0.398,0.595,0.545,0.382,0.807,0.636,0.457,0.381,0.45,0.573,0.71,0.646,0.547,0.432,0.394,0.88,0.349,0.598,0.421,0.422,0.455,0.485,0.377,0.418,0.614,0.631,0.42,0.396,0.501,0.573,0.281,0.65,0.464,0.7,0.461,0.437,0.476,0.802,0.386,0.577,0.447,0.421 -68,Epileptic,F,42.0,0.9,1.8,0.6,1.4,1.4,1.7,1.6,1.1,0.8,0.8,0.2,2.0,1.0,0.3,1.0,5.3,7.1,0.7,2.3,4.1,1.6,2.3,1.4,2.9,2.8,3.8,2.9,2.5,2.9,2.7,1.6,1.2,0.5,2.5,0.4,0.7,2.8,3.4,0.1,0.2,1.2,2.6,2.0,2.6,2.8,0.5,0.4,0.8,1.0,0.5,0.4,1.1,1.2,2.5,0.3,1.8,0.9,1.4,0.9,1.0,0.8,1.0,0.2,0.3,1.5,1.1,2.3,1.1,1.1,0.9,0.8,1.2,4.4,0.4,4,14,6,13,10,13,11,11,8,6,3.0,17,11,5,11,45,61,7,23,32,13,26,13,25,33,38,29,24,25,28,13,17,4,22,1,4,24,33,1,2,7,23,16,15,16,5,2,5,5,5,3,8,8,12,2,17,4,12,7,8,8,7,1,4,13,11,15,7,6,6,6,9,38,4,0.041,0.027,0.015,0.026,0.04,0.027,0.023,0.028,0.036,0.037,0.029,0.029,0.027,0.026,0.034,0.039,0.026,0.029,0.032,0.036,0.026,0.031,0.028,0.045,0.03,0.029,0.029,0.028,0.03,0.027,0.05,0.059,0.018,0.036,0.015,0.017,0.035,0.035,0.015,0.016,0.025,0.032,0.037,0.032,0.021,0.01,0.022,0.018,0.015,0.021,0.02,0.022,0.03,0.022,0.02,0.015,0.024,0.018,0.022,0.018,0.032,0.024,0.026,0.02,0.022,0.03,0.02,0.019,0.02,0.033,0.021,0.021,0.019,0.016,1421,3011,1395,2286,1799,2255,2684,2336,1020,1176,453.0,2028,2414,856,2100,8060,15373,1787,4338,3890,3606,4053,1793,4281,5969,6763,4127,3582,5805,4486,1915,1004,964,4325,1368,1697,4984,6048,286,497,1503,1985,4422,1884,3641,1498,602,1650,2201,1212,569,1659,1475,3650,440,3312,1258,2853,1179,1495,755,1868,241,765,2050,1034,3487,1962,1798,1059,1202,1903,8927,511,0.124,0.114,0.093,0.115,0.138,0.124,0.099,0.121,0.123,0.134,0.106,0.126,0.117,0.115,0.129,0.129,0.119,0.117,0.126,0.142,0.092,0.134,0.12,0.135,0.135,0.135,0.119,0.109,0.111,0.13,0.141,0.133,0.099,0.124,0.07,0.098,0.12,0.134,0.085,0.116,0.115,0.137,0.147,0.122,0.103,0.086,0.11,0.089,0.086,0.092,0.114,0.11,0.117,0.1,0.108,0.096,0.107,0.097,0.113,0.104,0.136,0.114,0.121,0.107,0.11,0.136,0.098,0.1,0.101,0.14,0.122,0.111,0.099,0.109,389,1072,634,931,615,949,966,817,378,343,159.0,1045,680,236,569,2180,4410,378,1164,1784,1006,1278,814,1122,1718,2058,1602,1363,1609,1600,496,441,414,1143,406,622,1421,1691,179,210,764,1123,949,1216,2052,786,267,736,1019,528,308,857,668,1574,203,1940,553,1374,666,856,423,643,138,329,1127,547,1854,924,791,410,606,911,3943,342,3.25,2.43,2.102,2.449,2.484,2.129,2.349,2.673,2.183,2.959,2.53,1.737,2.765,2.627,2.607,2.741,2.72,3.498,2.911,1.935,2.766,2.481,1.996,2.78,2.684,2.635,2.075,2.095,2.788,2.306,2.609,2.411,1.904,2.681,2.908,2.56,2.641,2.765,1.905,2.634,2.626,1.677,3.314,1.799,2.072,2.056,2.865,2.706,2.546,2.688,2.046,2.185,2.168,2.547,2.568,1.898,2.979,2.39,2.064,1.947,2.168,2.775,1.919,2.616,2.006,2.336,2.17,2.339,2.688,2.775,2.279,2.572,2.4,1.933,0.924,0.756,0.541,0.401,0.717,0.466,0.564,0.509,0.633,0.499,0.524,0.453,0.465,0.481,0.646,0.636,0.664,0.876,0.596,0.528,0.781,0.422,0.408,0.765,0.558,0.575,0.491,0.51,0.596,0.487,0.764,0.971,0.436,0.714,1.11,0.546,0.723,0.601,0.433,0.631,0.573,0.383,0.674,0.768,0.604,0.502,0.623,0.757,0.51,0.55,0.406,0.412,0.593,0.627,0.596,0.412,0.407,0.625,0.391,0.386,0.471,0.776,0.503,0.717,0.494,0.532,0.587,0.51,0.56,0.648,0.499,0.488,0.461,0.437 -69,Epileptic,F,17.5,0.6,2.3,0.8,1.2,1.3,1.6,1.8,1.7,1.0,0.7,0.3,2.6,1.3,0.4,1.3,6.6,8.9,0.6,2.1,5.4,0.9,2.3,1.8,4.0,4.0,2.9,2.4,3.1,2.9,3.0,1.3,1.6,0.4,2.6,0.6,0.9,2.5,2.8,0.1,0.1,1.1,3.1,2.3,2.6,3.4,0.7,0.4,1.1,1.1,0.7,0.6,1.9,1.1,2.8,0.5,1.6,0.4,1.8,1.6,1.1,0.5,1.3,0.2,0.3,1.6,1.1,3.1,1.0,1.0,0.6,0.8,1.0,4.7,0.3,4,19,7,10,12,17,17,17,11,6,2.0,24,15,6,14,81,81,6,26,49,7,27,21,43,47,35,26,38,26,35,18,9,5,29,3,8,27,35,1,1,7,27,22,18,21,6,2,6,5,10,4,13,11,19,4,15,3,18,10,9,4,8,3,4,14,16,23,6,6,6,5,8,41,3,0.029,0.025,0.012,0.022,0.033,0.029,0.022,0.031,0.04,0.037,0.031,0.035,0.031,0.03,0.036,0.037,0.029,0.025,0.031,0.038,0.019,0.032,0.034,0.041,0.036,0.033,0.026,0.025,0.024,0.031,0.042,0.058,0.016,0.03,0.017,0.02,0.032,0.032,0.013,0.013,0.021,0.036,0.042,0.028,0.021,0.017,0.021,0.018,0.014,0.029,0.024,0.018,0.024,0.021,0.023,0.014,0.01,0.022,0.03,0.019,0.019,0.022,0.024,0.016,0.02,0.023,0.021,0.015,0.016,0.016,0.021,0.02,0.018,0.013,1531,5148,2740,2482,1969,2747,4056,4070,1853,1628,878.0,2412,3377,1376,2261,15154,22157,2594,4941,5611,2917,4335,2077,6636,7335,6434,4913,6117,7876,6017,2425,1366,1212,7242,1822,2929,7236,7400,312,645,1743,2870,5659,2893,4474,1602,735,2416,2420,1498,712,3570,2488,6066,622,3719,1407,3390,1483,1768,1101,2935,616,833,2474,1366,5092,2299,2320,1283,1458,1678,11186,508,0.107,0.116,0.091,0.109,0.127,0.14,0.103,0.129,0.139,0.138,0.124,0.147,0.129,0.14,0.153,0.146,0.129,0.109,0.148,0.154,0.095,0.143,0.154,0.154,0.152,0.139,0.113,0.123,0.112,0.137,0.143,0.138,0.096,0.133,0.088,0.097,0.128,0.14,0.089,0.077,0.108,0.141,0.156,0.122,0.101,0.1,0.103,0.091,0.084,0.137,0.131,0.1,0.109,0.104,0.13,0.09,0.073,0.11,0.134,0.106,0.109,0.105,0.119,0.119,0.11,0.121,0.111,0.092,0.091,0.1,0.103,0.118,0.099,0.11,351,1451,947,808,758,990,1231,1014,481,367,180.0,1290,798,275,603,3293,5372,424,1214,2502,768,1301,911,1580,1901,1772,1650,2022,1889,1678,537,530,393,1437,518,793,1453,1610,152,183,767,1400,1077,1501,2490,708,286,954,1054,494,345,1506,897,2303,316,1778,623,1499,815,891,367,910,204,389,1188,769,2262,965,984,528,649,747,4145,302,3.805,3.018,2.747,2.835,2.285,2.402,2.616,3.353,2.655,3.241,3.554,1.701,3.037,3.103,2.701,3.157,3.229,4.072,3.077,1.971,2.91,2.554,2.085,3.064,2.825,2.986,2.349,2.361,3.077,2.766,3.149,2.565,2.363,3.532,3.235,3.131,3.418,3.206,2.408,2.573,2.873,1.872,3.286,2.189,2.038,2.52,3.239,3.145,2.776,2.941,2.346,2.394,2.641,2.696,2.488,2.201,2.534,2.483,2.152,2.185,2.707,3.224,2.43,2.222,2.365,2.197,2.445,2.856,2.718,2.474,2.691,2.569,2.806,2.148,0.986,0.767,0.666,0.586,0.604,0.592,0.684,0.666,0.628,0.542,0.898,0.41,0.525,0.716,0.572,0.752,0.61,0.73,0.568,0.599,0.867,0.519,0.583,0.683,0.536,0.58,0.599,0.616,0.614,0.568,0.786,1.029,0.45,0.745,0.704,0.719,0.783,0.62,0.289,0.762,0.544,0.455,0.867,0.686,0.611,0.548,0.561,0.737,0.62,0.728,0.532,0.612,0.529,0.559,0.293,0.417,0.425,0.513,0.401,0.408,0.578,0.796,0.725,0.792,0.576,0.636,0.426,0.357,0.416,0.53,0.531,0.547,0.57,0.333 -70,Epileptic,M,47.0,1.7,2.8,1.2,0.9,2.1,2.3,2.9,2.0,1.9,0.8,0.5,3.6,1.8,0.5,2.3,5.4,9.2,1.1,2.6,4.5,1.5,3.1,2.5,3.6,4.2,3.5,5.3,2.6,2.8,3.2,2.0,0.7,0.5,2.5,0.7,0.8,4.1,3.0,0.2,0.1,1.1,4.4,2.4,3.2,2.7,1.1,0.6,1.2,1.5,0.9,0.5,2.8,1.5,2.9,0.5,3.2,0.5,1.5,1.3,1.6,1.0,1.7,0.7,0.7,2.3,1.5,2.7,2.0,1.2,1.0,1.2,1.3,3.9,0.4,11,28,15,7,17,21,22,22,15,9,5.0,35,15,6,24,54,68,11,31,43,15,45,22,32,45,38,55,25,22,36,19,24,5,27,3,9,41,38,2,1,6,38,22,27,16,9,3,9,9,6,4,19,10,21,3,26,4,11,6,13,10,11,4,5,23,18,19,12,8,9,9,12,31,4,0.053,0.027,0.019,0.021,0.039,0.032,0.041,0.029,0.049,0.033,0.035,0.032,0.028,0.024,0.036,0.032,0.038,0.034,0.031,0.033,0.025,0.029,0.028,0.043,0.03,0.028,0.034,0.025,0.027,0.03,0.061,0.104,0.024,0.029,0.019,0.018,0.042,0.029,0.011,0.015,0.02,0.048,0.036,0.026,0.02,0.018,0.026,0.018,0.018,0.014,0.028,0.023,0.022,0.024,0.027,0.018,0.014,0.016,0.019,0.022,0.026,0.031,0.033,0.025,0.025,0.033,0.018,0.027,0.025,0.026,0.02,0.021,0.015,0.018,1833,5066,2373,2017,2331,3455,2990,3635,2063,1638,660.0,3495,3351,1200,3342,10753,16794,2531,5371,4947,4591,4888,2594,5553,6378,7742,6339,4694,5651,6467,2150,1152,1206,7180,2546,2592,6823,8561,510,375,1452,3201,6514,3483,3752,1746,727,2623,2693,2027,450,4344,2123,4243,599,4892,1047,2881,1633,2093,1448,2788,763,980,3329,1122,4500,2328,1525,1580,1780,2456,9702,511,0.159,0.126,0.117,0.101,0.14,0.143,0.121,0.132,0.151,0.136,0.149,0.143,0.121,0.105,0.143,0.124,0.128,0.117,0.141,0.136,0.106,0.121,0.123,0.133,0.115,0.12,0.114,0.1,0.098,0.123,0.153,0.111,0.095,0.122,0.082,0.099,0.151,0.121,0.092,0.086,0.102,0.148,0.144,0.122,0.101,0.101,0.117,0.092,0.101,0.09,0.136,0.11,0.115,0.11,0.136,0.105,0.109,0.096,0.096,0.11,0.125,0.12,0.127,0.128,0.123,0.138,0.1,0.118,0.121,0.138,0.115,0.115,0.095,0.125,518,1652,983,715,878,1233,1042,1149,683,450,207.0,1704,1014,289,1024,2860,4393,550,1502,2231,1028,1584,1261,1532,1890,2187,2430,1546,1451,1961,704,471,372,1447,582,733,1702,1873,233,197,763,1550,1291,2158,2071,921,344,1142,1232,893,291,1928,1042,1977,256,2597,506,1414,961,1147,614,931,368,480,1624,717,2288,1175,725,542,854,1104,3900,255,3.335,2.807,2.457,2.635,2.498,2.57,2.39,2.786,2.339,2.914,2.613,1.842,2.726,2.956,2.574,2.805,2.911,3.54,2.932,1.961,3.207,2.371,1.849,2.742,2.644,2.841,2.267,2.375,2.936,2.591,2.36,2.326,2.656,3.454,3.588,2.999,3.026,3.264,2.42,2.164,2.473,1.877,3.488,1.834,2.037,2.06,2.606,2.933,2.779,2.685,1.827,2.327,2.362,2.298,2.729,2.128,2.188,2.289,1.992,2.019,2.383,3.138,2.488,2.438,2.13,1.83,2.195,2.394,2.354,2.974,2.251,2.521,2.74,2.561,0.796,0.58,0.416,0.582,0.548,0.679,0.633,0.567,0.77,0.685,0.742,0.466,0.414,0.434,0.526,0.538,0.672,0.732,0.616,0.566,0.749,0.652,0.512,0.871,0.635,0.547,0.537,0.55,0.526,0.571,0.72,1.085,0.399,0.581,0.698,0.676,0.88,0.669,0.448,0.458,0.472,0.529,0.756,0.674,0.666,0.51,0.438,0.545,0.519,0.401,0.35,0.499,0.439,0.477,0.558,0.413,0.407,0.584,0.464,0.497,0.562,0.741,0.737,0.836,0.556,0.566,0.502,0.395,0.425,0.911,0.487,0.566,0.437,0.423 -71,Epileptic,M,57.0,1.8,2.9,1.1,1.2,2.1,2.3,2.7,2.5,0.9,1.0,0.3,3.4,2.2,0.8,2.4,7.7,12.9,1.5,2.4,6.0,1.4,3.1,2.0,4.6,3.0,3.9,5.1,2.3,3.6,5.8,2.3,1.1,0.6,3.1,0.4,1.1,3.0,4.8,0.3,0.2,1.4,3.1,3.9,4.0,3.1,1.0,0.5,1.0,1.6,0.6,0.7,2.7,2.2,3.3,0.2,2.7,0.6,1.9,0.7,1.8,0.9,2.7,0.8,0.6,3.7,1.2,5.1,2.3,1.5,0.7,1.4,1.4,5.4,0.6,9,27,10,9,21,18,19,21,9,9,2.0,31,20,10,21,74,100,7,28,48,9,37,22,50,40,39,53,20,29,48,25,9,5,34,2,12,33,53,1,2,6,28,27,71,18,7,2,6,8,5,5,19,10,19,2,19,4,10,4,16,10,18,4,4,22,9,42,13,10,5,8,9,41,4,0.045,0.021,0.013,0.019,0.039,0.033,0.032,0.032,0.036,0.04,0.027,0.033,0.03,0.032,0.036,0.034,0.033,0.036,0.031,0.036,0.024,0.036,0.028,0.04,0.034,0.027,0.032,0.027,0.03,0.037,0.048,0.026,0.023,0.031,0.011,0.022,0.043,0.036,0.016,0.013,0.026,0.035,0.058,0.246,0.025,0.021,0.02,0.014,0.016,0.025,0.03,0.023,0.023,0.022,0.029,0.02,0.014,0.02,0.021,0.025,0.027,0.037,0.025,0.021,0.028,0.022,0.025,0.023,0.023,0.019,0.024,0.019,0.018,0.023,2102,6696,2826,2525,2491,2973,3032,3822,1630,1363,564.0,2960,3931,1506,3500,13843,22836,3339,5257,6865,2787,4654,2583,7717,5558,7325,8031,3950,6528,7667,2647,1755,1272,7073,2134,2702,6296,10245,453,552,1798,3274,5463,3207,3382,1501,940,2661,3257,1342,648,4496,3052,5800,337,3859,1438,3016,798,2040,1229,3023,768,935,4061,1644,7228,3228,1974,1184,1717,2230,10774,645,0.139,0.099,0.088,0.095,0.14,0.14,0.122,0.136,0.136,0.142,0.106,0.137,0.121,0.141,0.14,0.131,0.127,0.123,0.124,0.135,0.097,0.14,0.131,0.145,0.137,0.124,0.13,0.101,0.103,0.141,0.158,0.094,0.101,0.129,0.066,0.105,0.138,0.138,0.086,0.109,0.112,0.142,0.178,0.117,0.108,0.106,0.088,0.078,0.091,0.108,0.129,0.104,0.107,0.102,0.136,0.107,0.085,0.097,0.116,0.125,0.129,0.14,0.127,0.119,0.119,0.095,0.118,0.104,0.118,0.108,0.117,0.107,0.098,0.124,581,2287,1175,1000,989,1124,1241,1298,492,383,186.0,1558,1164,417,1131,3826,6415,576,1393,2697,863,1525,1121,2102,1705,2451,2889,1398,1888,2667,735,687,425,1582,567,862,1492,2367,254,280,821,1404,1159,1983,2104,767,388,1094,1511,457,397,2078,1332,2444,158,2059,689,1477,477,1201,556,1174,405,468,2041,843,3257,1463,972,614,886,1088,4568,384,3.506,2.678,2.471,2.577,2.286,2.243,2.104,2.525,2.5,2.985,2.604,1.77,2.633,2.58,2.501,2.687,2.813,4.116,2.943,2.122,2.566,2.405,1.918,2.819,2.415,2.515,2.191,2.198,2.568,2.341,2.629,2.39,2.428,3.048,3.266,2.657,3.08,2.999,2.03,2.064,2.713,2.04,3.198,1.855,1.834,2.196,2.852,2.996,2.552,3.073,2.154,2.228,2.479,2.449,2.503,2.028,2.33,2.308,1.865,1.802,2.07,2.532,2.313,2.28,2.133,2.174,2.097,2.322,2.204,2.37,2.196,2.366,2.488,2.099,0.684,0.532,0.433,0.434,0.522,0.556,0.459,0.684,0.55,0.439,0.618,0.488,0.426,0.449,0.422,0.57,0.62,0.66,0.684,0.64,0.831,0.514,0.527,0.565,0.607,0.557,0.502,0.539,0.598,0.574,0.674,0.973,0.495,0.668,0.576,0.503,0.664,0.74,0.375,0.473,0.633,0.452,0.776,0.652,0.484,0.513,0.523,0.68,0.566,0.549,0.444,0.503,0.699,0.482,0.563,0.405,0.482,0.543,0.39,0.388,0.484,0.607,0.588,0.731,0.61,0.642,0.513,0.433,0.469,0.525,0.541,0.476,0.623,0.48 -72,Epileptic,F,47.0,0.6,2.4,1.4,1.2,2.0,2.1,1.5,2.1,1.0,0.6,0.3,2.3,1.6,0.6,1.0,5.8,8.6,0.6,2.7,5.6,1.1,2.7,1.9,3.0,2.2,4.2,3.3,3.0,2.8,3.8,1.1,0.7,0.9,2.0,0.6,0.5,3.0,3.5,0.1,0.3,1.3,2.8,2.2,4.6,3.4,0.8,0.7,1.3,1.0,0.8,0.7,1.7,2.4,2.4,0.1,2.5,1.3,1.8,1.4,1.3,0.9,1.3,0.3,0.3,2.2,1.8,2.4,1.3,1.3,0.4,1.3,0.8,4.4,0.2,6,26,16,10,20,18,11,15,11,4,3.0,18,14,6,8,57,70,6,23,44,14,27,16,31,27,39,35,28,20,29,15,7,6,21,3,2,28,32,1,2,7,23,18,34,18,6,4,8,5,6,5,12,20,16,0,21,10,16,11,9,5,8,2,3,14,19,18,9,8,3,8,7,32,2,0.027,0.023,0.021,0.02,0.033,0.031,0.022,0.035,0.041,0.031,0.024,0.029,0.032,0.028,0.032,0.032,0.032,0.024,0.035,0.04,0.022,0.029,0.034,0.038,0.028,0.034,0.03,0.028,0.025,0.035,0.039,0.024,0.025,0.024,0.017,0.012,0.032,0.034,0.024,0.02,0.029,0.037,0.039,0.045,0.024,0.018,0.03,0.019,0.014,0.019,0.03,0.019,0.024,0.017,0.015,0.018,0.031,0.023,0.033,0.022,0.034,0.022,0.024,0.013,0.023,0.03,0.022,0.023,0.025,0.017,0.033,0.022,0.02,0.018,1301,4810,2831,2429,1984,2623,2325,3108,1412,1154,596.0,2207,2761,1025,1851,9968,16032,1996,3626,4358,2456,4340,2015,4909,4526,6154,5918,4622,5085,5358,1682,1226,1628,5834,1872,1748,5933,6584,154,454,1660,2277,4945,2235,3635,1344,884,2470,2265,1552,550,2830,3545,5171,152,4076,1310,2719,1315,1601,927,2069,449,696,3039,1955,3353,1837,1725,610,1522,1846,8832,467,0.117,0.115,0.117,0.109,0.134,0.134,0.098,0.132,0.137,0.119,0.106,0.125,0.13,0.126,0.119,0.13,0.127,0.106,0.129,0.142,0.088,0.127,0.133,0.134,0.129,0.136,0.124,0.105,0.102,0.142,0.135,0.095,0.109,0.113,0.091,0.075,0.121,0.139,0.119,0.12,0.117,0.142,0.132,0.156,0.107,0.1,0.11,0.103,0.081,0.111,0.134,0.104,0.121,0.096,0.076,0.112,0.13,0.109,0.14,0.115,0.129,0.116,0.115,0.102,0.112,0.145,0.114,0.113,0.116,0.107,0.132,0.117,0.103,0.11,417,1729,1042,947,887,1030,910,1021,413,313,193.0,1128,819,309,572,3055,4633,422,1329,2141,708,1476,881,1364,1379,2048,1947,1628,1512,1719,503,535,484,1336,488,565,1528,1702,111,197,787,1175,1052,1653,2253,703,412,1069,1069,673,344,1371,1542,2212,66,2096,738,1389,763,924,443,802,210,392,1486,871,1736,931,907,332,664,702,3547,223,3.194,2.636,2.614,2.557,1.982,2.172,2.217,2.835,2.649,3.127,2.412,1.769,2.688,2.38,2.552,2.558,2.797,3.45,2.357,1.863,2.802,2.378,2.011,2.721,2.668,2.6,2.37,2.296,2.605,2.651,2.435,2.283,2.815,3.14,3.255,2.878,2.937,2.959,1.644,2.871,2.665,1.805,3.379,1.636,1.814,2.18,2.739,2.972,2.535,2.769,1.735,2.277,2.247,2.398,2.197,2.219,2.181,2.197,1.985,1.934,2.422,2.539,2.453,2.126,2.308,2.605,2.117,2.285,2.198,2.086,2.584,2.962,2.688,2.557,0.686,0.534,0.585,0.472,0.535,0.461,0.627,0.754,0.619,0.466,0.596,0.441,0.445,0.485,0.46,0.478,0.483,0.661,0.666,0.525,0.681,0.507,0.453,0.639,0.483,0.459,0.485,0.555,0.516,0.524,0.579,0.901,0.488,0.563,0.527,0.461,0.703,0.589,0.266,0.524,0.699,0.534,0.673,0.601,0.559,0.487,0.487,0.761,0.573,0.635,0.348,0.391,0.494,0.455,0.231,0.583,0.46,0.486,0.435,0.344,0.43,0.723,0.731,1.017,0.645,0.996,0.437,0.391,0.388,0.387,0.801,0.684,0.484,0.756 -74,Epileptic,M,17.5,0.7,2.4,0.9,1.1,1.4,1.5,1.1,1.7,1.0,0.9,0.5,3.3,1.8,0.4,1.3,6.3,10.1,0.8,1.3,4.4,0.9,2.4,1.7,2.1,2.4,3.0,2.8,1.7,2.2,3.2,1.2,0.8,0.5,2.1,0.5,0.6,2.8,3.6,0.2,0.2,1.3,2.4,1.7,2.5,2.1,0.7,0.3,0.8,1.0,1.0,0.4,1.7,1.6,2.5,0.2,1.9,0.4,1.4,0.7,0.9,0.8,0.8,0.5,0.4,1.4,1.8,2.0,1.4,0.7,0.4,0.7,1.7,3.9,0.4,4,25,7,8,15,18,14,15,14,10,7.0,30,19,6,12,89,94,6,17,40,8,30,18,25,29,37,37,19,23,46,14,9,5,23,3,6,32,47,1,1,10,23,15,19,13,6,1,5,6,9,3,11,11,16,1,17,6,14,6,8,6,6,4,2,12,21,14,11,5,4,5,12,32,4,0.031,0.028,0.013,0.019,0.042,0.028,0.025,0.025,0.046,0.036,0.038,0.032,0.027,0.028,0.038,0.031,0.033,0.024,0.023,0.036,0.022,0.028,0.027,0.031,0.03,0.023,0.026,0.02,0.021,0.035,0.042,0.048,0.021,0.028,0.016,0.011,0.028,0.031,0.012,0.019,0.024,0.03,0.044,0.02,0.015,0.016,0.015,0.012,0.013,0.023,0.017,0.017,0.026,0.018,0.018,0.014,0.012,0.018,0.02,0.016,0.023,0.02,0.048,0.018,0.016,0.029,0.017,0.016,0.012,0.017,0.017,0.018,0.016,0.019,1562,4359,2499,2331,1748,2518,2590,3640,1358,1802,871.0,3332,4155,846,2694,13532,20771,2498,3593,4496,2974,4457,2451,4823,4827,7999,6399,3501,6699,5761,2183,963,1240,7139,2016,2563,6745,8492,453,378,1669,2796,3686,3682,3671,1436,745,2670,2175,1883,570,3301,1946,5383,342,3568,1066,3022,1126,1667,979,1323,423,767,2886,1431,3724,3088,1851,825,1591,2923,9413,556,0.108,0.126,0.094,0.102,0.146,0.136,0.113,0.124,0.16,0.146,0.145,0.142,0.127,0.119,0.141,0.137,0.139,0.102,0.113,0.153,0.078,0.136,0.135,0.134,0.13,0.12,0.122,0.098,0.102,0.142,0.14,0.134,0.104,0.12,0.087,0.08,0.115,0.139,0.086,0.086,0.122,0.132,0.126,0.107,0.089,0.095,0.092,0.076,0.084,0.111,0.107,0.096,0.119,0.096,0.117,0.097,0.098,0.101,0.109,0.104,0.124,0.116,0.163,0.092,0.098,0.116,0.101,0.1,0.086,0.126,0.103,0.106,0.096,0.117,384,1368,896,841,661,991,853,1096,413,410,255.0,1563,1062,216,682,3664,5127,480,945,2087,812,1399,978,1184,1319,2161,1905,1255,1747,1798,507,405,376,1332,459,869,1687,1916,260,173,794,1302,837,1983,2048,684,289,987,1066,730,344,1523,952,2147,156,1976,547,1401,649,863,473,550,190,316,1373,929,1783,1292,838,355,730,1421,3610,335,3.657,3.034,2.677,2.724,2.347,2.361,2.476,2.972,2.497,3.277,2.785,1.899,3.003,2.721,2.869,2.769,3.183,3.827,3.035,1.906,2.875,2.446,2.171,2.937,2.758,2.892,2.532,2.241,2.894,2.515,3.099,2.432,2.486,3.564,3.96,2.676,2.895,3.231,2.117,2.369,2.636,1.969,3.25,2.05,2.038,2.15,3.235,3.366,2.552,2.834,2.064,2.225,2.174,2.624,2.748,2.085,2.292,2.377,2.067,2.114,2.633,2.446,2.208,2.699,2.288,1.888,2.297,2.666,2.538,2.674,2.413,2.487,2.739,2.092,0.746,0.615,0.605,0.559,0.613,0.529,0.615,0.672,0.525,0.81,0.787,0.465,0.444,0.416,0.472,0.588,0.583,0.859,0.412,0.576,0.637,0.411,0.561,0.677,0.533,0.538,0.528,0.529,0.516,0.593,0.775,1.173,0.504,0.56,0.618,0.489,0.608,0.583,0.316,0.412,0.482,0.545,0.726,0.58,0.592,0.527,0.606,0.817,0.46,0.535,0.393,0.537,0.456,0.488,0.247,0.402,0.407,0.504,0.409,0.412,0.437,0.579,0.603,0.91,0.487,0.622,0.405,0.402,0.427,0.477,0.436,0.381,0.519,0.361 -75,Epileptic,F,42.0,0.5,2.5,1.1,1.5,2.6,2.4,2.8,1.8,1.1,0.9,0.3,3.5,1.3,0.4,1.0,7.0,13.5,0.8,2.5,4.8,2.6,2.8,1.3,3.9,2.9,2.6,2.9,4.2,6.1,2.7,2.0,1.3,0.8,3.1,0.7,0.5,5.1,2.8,0.1,0.1,0.9,3.7,3.1,2.1,2.8,1.0,0.3,0.9,1.3,0.7,1.2,1.7,0.9,2.7,0.3,2.0,1.0,2.5,0.9,0.8,0.7,1.7,0.3,0.5,2.1,1.5,2.7,1.7,1.6,0.5,1.0,1.5,3.8,0.3,5,21,12,11,22,19,20,16,8,5,2.0,26,14,4,8,71,92,8,24,36,18,29,12,54,29,25,29,31,39,27,16,10,7,27,3,4,43,30,1,1,6,33,24,20,15,8,2,6,7,6,7,12,7,19,1,15,8,20,7,7,6,11,2,5,19,18,20,13,10,6,7,11,26,3,0.032,0.024,0.022,0.028,0.049,0.029,0.042,0.032,0.047,0.033,0.027,0.038,0.029,0.029,0.026,0.034,0.038,0.031,0.031,0.041,0.04,0.034,0.027,0.049,0.041,0.028,0.032,0.035,0.043,0.03,0.047,0.061,0.041,0.036,0.022,0.015,0.05,0.03,0.014,0.012,0.02,0.037,0.05,0.027,0.019,0.023,0.015,0.014,0.018,0.023,0.04,0.022,0.025,0.018,0.025,0.018,0.023,0.026,0.02,0.02,0.022,0.031,0.039,0.029,0.022,0.028,0.022,0.021,0.023,0.023,0.024,0.02,0.018,0.022,1127,4568,2393,2134,2110,3718,2549,2959,1351,1355,575.0,2656,2431,951,2298,11381,17179,1956,4041,3961,3405,4573,1971,5207,4632,4963,4191,4656,5742,4436,2301,981,881,5916,1916,1333,6373,7029,258,350,1228,3258,5333,2111,3874,1339,743,2193,2006,1250,621,2486,1192,5084,303,2718,1335,3054,1007,1026,1089,2221,346,939,2650,1537,3805,3016,2139,991,1198,2138,7609,351,0.105,0.119,0.12,0.123,0.156,0.124,0.13,0.116,0.154,0.14,0.095,0.143,0.117,0.132,0.109,0.131,0.126,0.124,0.122,0.147,0.125,0.136,0.117,0.154,0.134,0.123,0.111,0.11,0.12,0.137,0.142,0.153,0.111,0.133,0.089,0.08,0.15,0.14,0.098,0.086,0.105,0.138,0.159,0.117,0.097,0.123,0.088,0.083,0.097,0.11,0.16,0.107,0.119,0.097,0.128,0.104,0.103,0.129,0.116,0.109,0.112,0.129,0.149,0.128,0.121,0.125,0.11,0.106,0.103,0.13,0.121,0.113,0.096,0.131,350,1590,880,893,914,1281,1026,1023,419,401,170.0,1465,750,234,609,3463,5568,409,1332,2028,1068,1431,815,1618,1316,1571,1577,1770,1870,1643,760,401,332,1404,470,538,1841,1655,172,192,685,1644,1264,1427,2197,684,294,930,1052,598,431,1299,642,2327,142,1608,726,1543,681,610,554,906,139,378,1446,815,1964,1355,1006,408,660,1095,3440,225,3.025,2.614,2.796,2.39,2.185,2.41,2.225,2.491,2.426,2.814,2.84,1.652,2.512,2.76,2.707,2.593,2.638,3.274,2.601,1.786,2.576,2.46,2.064,2.555,2.691,2.674,2.154,2.171,2.551,2.215,2.439,2.713,2.238,2.977,3.363,2.247,2.556,3.039,1.686,2.028,2.271,1.767,2.933,1.735,2.011,2.166,3.017,2.811,2.446,2.4,1.748,2.06,2.028,2.348,2.467,1.959,2.188,2.173,1.752,1.905,2.071,2.571,2.879,2.925,2.015,2.273,2.124,2.345,2.282,2.576,2.138,2.322,2.384,1.903,0.622,0.687,0.492,0.507,0.604,0.717,0.683,0.63,0.762,0.549,0.808,0.414,0.429,0.475,0.528,0.704,0.694,0.827,0.8,0.576,0.897,0.601,0.685,0.755,0.654,0.524,0.551,0.606,0.643,0.571,0.831,1.094,0.563,0.801,0.662,0.517,0.868,0.505,0.254,0.428,0.466,0.542,0.91,0.566,0.649,0.541,0.544,0.681,0.432,0.542,0.314,0.412,0.428,0.486,0.338,0.505,0.488,0.598,0.38,0.412,0.398,0.633,0.604,0.534,0.562,0.732,0.494,0.431,0.542,0.76,0.416,0.56,0.455,0.398 -76,Epileptic,F,27.0,1.0,2.8,1.3,1.6,1.3,1.3,1.5,1.2,0.9,0.6,0.3,2.4,1.1,0.5,1.3,5.1,6.5,0.9,2.1,3.6,1.3,3.0,1.5,2.9,3.3,2.3,3.3,2.0,2.4,3.3,1.8,1.5,0.3,1.8,0.3,0.5,3.6,2.3,0.2,0.1,0.9,2.3,3.0,1.6,2.6,0.7,0.4,0.6,1.0,0.6,0.3,1.8,1.3,2.4,0.2,2.1,0.7,1.1,0.8,0.5,0.4,1.2,0.2,0.8,0.6,1.0,2.0,1.3,0.7,0.5,0.9,1.2,4.4,0.3,6,29,13,15,17,11,14,12,10,7,3.0,19,16,6,15,56,69,7,26,30,15,33,14,31,43,29,38,22,23,36,21,13,3,26,2,5,39,30,2,1,6,15,36,12,11,5,2,5,5,5,3,12,7,17,2,18,7,8,5,4,3,8,2,5,6,17,12,9,4,5,5,8,42,2,0.048,0.031,0.025,0.031,0.034,0.025,0.026,0.027,0.038,0.028,0.034,0.039,0.029,0.039,0.033,0.035,0.029,0.043,0.027,0.044,0.031,0.041,0.037,0.039,0.037,0.024,0.03,0.03,0.032,0.029,0.056,0.051,0.02,0.025,0.014,0.015,0.04,0.028,0.018,0.01,0.017,0.039,0.055,0.025,0.019,0.014,0.021,0.012,0.016,0.018,0.023,0.019,0.026,0.02,0.013,0.017,0.019,0.016,0.028,0.015,0.024,0.025,0.013,0.028,0.012,0.02,0.021,0.02,0.016,0.019,0.02,0.019,0.018,0.026,1407,4234,2283,2375,2127,2174,2920,2912,1677,1607,532.0,1775,2991,896,2283,9619,14050,1995,4827,3203,3897,3976,1548,6119,6357,5809,6082,3755,5507,6153,2008,858,759,4701,1374,1650,6096,6638,414,356,1460,1658,4223,1785,3401,1334,714,1945,1954,1557,449,2817,1299,4099,390,3534,1198,2410,881,1093,789,1984,336,896,1650,1158,2814,2276,1455,1146,1316,1750,7786,441,0.129,0.139,0.13,0.137,0.148,0.122,0.111,0.122,0.16,0.143,0.136,0.174,0.124,0.167,0.156,0.148,0.132,0.152,0.127,0.174,0.121,0.133,0.128,0.156,0.141,0.131,0.127,0.115,0.122,0.138,0.184,0.129,0.089,0.118,0.073,0.089,0.151,0.13,0.121,0.078,0.104,0.138,0.185,0.116,0.094,0.096,0.105,0.071,0.087,0.102,0.123,0.1,0.122,0.099,0.108,0.102,0.109,0.096,0.114,0.092,0.109,0.121,0.098,0.128,0.088,0.116,0.1,0.102,0.095,0.127,0.105,0.112,0.103,0.144,383,1502,818,865,751,839,993,874,443,393,157.0,984,836,262,672,2762,4195,423,1297,1489,844,1215,733,1528,1745,1658,1994,1268,1421,1936,636,451,263,1137,414,574,1612,1487,168,171,707,977,1068,1030,1877,665,294,783,952,616,243,1385,713,1948,207,1897,592,1092,467,544,371,743,213,437,797,807,1492,1068,668,439,649,880,3673,143,3.491,2.614,2.664,2.535,2.233,2.251,2.402,2.799,2.582,2.87,3.041,1.68,2.699,2.684,2.507,2.552,2.603,3.482,2.974,2.026,3.319,2.459,1.722,2.919,2.729,2.671,2.296,2.337,2.862,2.505,2.451,1.832,2.524,2.843,2.929,2.454,2.796,3.028,2.888,2.194,2.641,1.572,2.823,2.082,2.075,2.139,2.857,2.876,2.525,2.619,2.294,2.077,2.005,2.115,2.243,2.03,2.287,2.466,2.033,2.263,2.442,2.621,1.774,2.144,2.237,1.782,2.004,2.308,2.435,2.573,2.32,2.341,2.319,3.13,0.922,0.6,0.535,0.575,0.754,0.455,0.542,0.534,0.725,0.69,0.711,0.456,0.499,0.467,0.626,0.627,0.645,0.816,0.552,0.644,0.833,0.8,0.558,0.659,0.733,0.633,0.641,0.561,0.492,0.592,0.646,0.813,0.369,0.55,0.73,0.389,0.702,0.685,0.328,0.384,0.461,0.5,0.823,0.732,0.646,0.55,0.656,0.74,0.392,0.631,0.42,0.488,0.498,0.418,0.356,0.408,0.405,0.436,0.601,0.375,0.34,0.708,0.41,0.729,0.52,0.76,0.44,0.426,0.424,0.915,0.461,0.555,0.427,0.694 -77,Epileptic,F,22.0,0.8,2.1,1.0,1.6,2.7,1.8,2.0,1.5,1.2,0.8,0.4,3.7,1.0,0.6,1.4,5.7,7.8,1.6,1.9,4.5,1.5,3.4,2.6,4.3,8.8,5.2,8.0,4.3,2.9,3.2,2.4,1.3,0.5,2.1,0.4,1.1,5.5,4.0,0.2,0.2,0.7,2.9,2.4,1.8,2.5,0.9,0.5,1.2,1.7,0.9,0.6,1.5,1.6,2.3,0.4,3.7,0.9,1.4,0.9,1.4,0.6,1.5,0.4,0.6,1.4,0.9,3.0,1.2,1.1,0.7,0.5,1.3,5.2,0.2,10,21,7,15,24,17,21,18,11,7,4.0,30,14,5,17,70,74,14,24,38,14,34,19,48,66,46,60,34,28,36,20,15,6,26,2,10,58,43,2,1,4,20,26,15,14,5,2,6,9,9,5,12,9,17,3,30,8,11,10,11,7,12,3,5,11,11,30,7,7,4,4,9,43,2,0.043,0.024,0.019,0.026,0.051,0.035,0.04,0.025,0.044,0.036,0.059,0.044,0.025,0.035,0.031,0.034,0.032,0.046,0.034,0.041,0.029,0.043,0.042,0.044,0.058,0.042,0.047,0.047,0.032,0.033,0.054,0.082,0.025,0.028,0.013,0.032,0.043,0.036,0.009,0.016,0.017,0.043,0.041,0.021,0.02,0.017,0.02,0.017,0.022,0.018,0.029,0.018,0.023,0.024,0.013,0.019,0.019,0.016,0.021,0.022,0.019,0.023,0.027,0.019,0.017,0.017,0.02,0.017,0.021,0.02,0.018,0.018,0.019,0.015,1582,4929,2551,3197,2870,2520,2728,3967,2601,1624,684.0,3210,3281,1542,3696,12970,20178,2818,4325,4209,4240,4009,2049,7888,5232,6541,6906,3654,6675,6039,2776,923,1230,6299,2409,1497,8526,9029,491,337,1251,2001,7328,2428,3411,1680,917,2452,2520,2051,695,3090,2192,4544,719,6052,1622,2932,1517,1721,1326,2897,593,1341,2397,1491,4817,2349,1843,1258,1106,2149,9845,484,0.142,0.114,0.098,0.127,0.157,0.148,0.129,0.122,0.171,0.152,0.161,0.176,0.13,0.156,0.129,0.143,0.134,0.14,0.138,0.168,0.113,0.149,0.139,0.154,0.172,0.142,0.145,0.137,0.122,0.141,0.143,0.146,0.115,0.126,0.064,0.102,0.144,0.152,0.088,0.099,0.093,0.144,0.159,0.103,0.093,0.099,0.099,0.082,0.103,0.106,0.136,0.096,0.108,0.112,0.098,0.106,0.111,0.093,0.115,0.114,0.11,0.123,0.133,0.102,0.103,0.106,0.103,0.094,0.102,0.1,0.104,0.105,0.099,0.114,436,1596,837,1065,945,943,1016,1147,590,369,154.0,1483,826,313,906,3382,4904,585,1136,1925,971,1476,1143,1976,2426,2296,2905,1591,1710,1725,865,354,398,1315,581,537,2318,2099,255,161,636,1173,1347,1440,2001,781,337,1003,1132,819,368,1447,1050,1733,437,2912,678,1391,765,983,622,1029,243,534,1156,827,2529,1036,890,549,501,1087,4314,237,3.289,2.786,2.955,2.785,2.488,2.326,2.231,2.797,3.205,3.182,3.076,1.927,3.049,3.386,2.99,2.815,3.133,3.396,2.951,1.993,3.133,2.223,1.681,2.962,1.938,2.361,2.026,1.923,2.861,2.733,2.435,2.47,2.488,3.327,3.581,2.383,2.657,3.083,2.133,2.303,2.494,1.593,3.467,1.889,1.934,2.34,3.057,2.987,2.791,2.509,2.263,2.269,2.413,2.473,1.941,2.207,2.382,2.34,2.082,1.984,2.275,2.901,2.564,2.828,2.344,2.16,2.0,2.509,2.394,2.56,2.428,2.369,2.356,2.531,0.836,0.598,0.535,0.553,0.707,0.484,0.672,0.558,0.648,0.742,0.766,0.608,0.549,0.444,0.52,0.622,0.685,1.27,0.61,0.615,0.74,0.614,0.478,0.818,0.704,0.727,0.675,0.569,0.67,0.687,0.889,1.0,0.435,0.562,0.588,0.564,0.871,0.756,0.405,0.44,0.406,0.522,0.849,0.65,0.585,0.502,0.675,0.613,0.473,0.614,0.264,0.425,0.402,0.548,0.379,0.441,0.488,0.459,0.538,0.372,0.484,0.555,0.466,0.762,0.428,0.751,0.444,0.498,0.415,0.563,0.465,0.457,0.496,0.393 -78,Epileptic,F,62.0,0.4,2.9,1.5,2.3,1.9,1.5,2.1,1.3,1.3,0.8,0.3,2.6,1.1,0.4,1.1,4.9,10.1,0.9,1.7,5.5,0.9,2.5,1.8,3.0,2.7,2.5,3.0,2.1,2.6,2.9,1.4,1.6,0.4,2.3,0.2,0.4,2.8,2.5,0.2,0.1,0.9,3.0,1.8,2.7,3.0,0.7,0.3,0.6,0.8,0.7,1.2,1.1,1.2,2.8,0.2,1.9,0.6,1.8,0.6,1.2,0.4,1.8,0.5,0.4,1.2,1.4,2.4,1.0,1.7,0.8,0.7,1.2,3.3,0.3,3,23,15,16,14,17,13,11,10,8,3.0,28,13,4,11,44,64,8,24,48,8,31,20,24,33,25,35,21,19,34,13,11,4,25,1,3,32,30,1,1,5,23,22,18,16,4,1,5,4,6,8,7,8,22,1,15,5,16,6,9,3,14,3,3,8,14,19,6,12,6,5,9,24,3,0.026,0.036,0.035,0.043,0.045,0.029,0.04,0.028,0.045,0.038,0.029,0.028,0.032,0.029,0.033,0.035,0.044,0.039,0.031,0.039,0.023,0.03,0.03,0.039,0.033,0.033,0.031,0.028,0.026,0.034,0.047,0.059,0.026,0.038,0.009,0.016,0.038,0.031,0.014,0.015,0.02,0.035,0.044,0.023,0.022,0.016,0.019,0.013,0.014,0.027,0.034,0.015,0.025,0.024,0.017,0.017,0.022,0.022,0.019,0.022,0.012,0.037,0.038,0.022,0.018,0.025,0.024,0.018,0.024,0.029,0.024,0.019,0.015,0.022,1072,4101,1966,2076,1716,2551,2354,2458,1545,1196,642.0,3162,2281,1003,2330,7733,12977,1896,3442,5734,2599,4164,2167,4890,4957,4546,4912,3392,4540,4471,1992,1005,778,4871,1502,1028,6489,5906,341,395,1213,2847,6278,3331,3154,1181,632,2044,1746,1154,1005,2171,1509,4955,201,3338,1043,2832,820,1465,926,2153,340,876,2263,1524,2898,1731,2211,821,989,1780,7260,394,0.091,0.137,0.139,0.129,0.137,0.143,0.13,0.121,0.152,0.157,0.113,0.129,0.141,0.122,0.141,0.132,0.14,0.143,0.14,0.144,0.095,0.14,0.132,0.138,0.151,0.14,0.13,0.117,0.091,0.145,0.138,0.149,0.115,0.13,0.065,0.078,0.142,0.128,0.098,0.088,0.103,0.123,0.143,0.104,0.108,0.092,0.094,0.081,0.083,0.118,0.155,0.088,0.115,0.112,0.124,0.1,0.109,0.122,0.124,0.118,0.082,0.138,0.169,0.105,0.097,0.11,0.124,0.098,0.117,0.132,0.12,0.118,0.09,0.134,285,1456,753,805,706,927,849,780,478,351,203.0,1379,660,218,604,2210,3805,379,1008,2312,632,1371,949,1297,1561,1356,1733,1120,1337,1564,548,430,259,1071,369,410,1390,1414,181,170,634,1325,915,1993,1976,634,265,792,858,365,506,1118,733,2021,114,1729,481,1352,503,830,483,811,180,368,1106,845,1461,798,1133,455,526,863,3233,205,3.376,2.638,2.587,2.454,2.314,2.379,2.298,2.721,2.82,2.839,2.799,1.936,2.68,3.179,2.875,2.669,2.856,3.586,2.813,2.073,3.009,2.305,2.059,2.856,2.511,2.725,2.218,2.34,2.62,2.308,2.633,2.515,2.541,3.01,3.433,2.23,3.146,2.924,2.198,2.288,2.314,1.898,3.653,1.827,1.809,2.035,2.889,2.851,2.396,3.134,2.071,2.166,2.288,2.387,2.18,2.071,2.45,2.327,1.859,1.995,2.22,2.85,2.293,2.666,2.137,2.438,2.142,2.248,2.132,2.147,2.135,2.347,2.437,2.197,0.609,0.799,0.63,0.592,0.64,0.525,0.568,0.623,0.635,0.479,0.589,0.471,0.447,0.558,0.533,0.584,0.599,0.757,0.53,0.563,0.862,0.44,0.409,0.681,0.483,0.491,0.503,0.548,0.44,0.479,0.841,1.004,0.329,0.619,0.782,0.596,0.821,0.689,0.361,0.606,0.424,0.464,0.932,0.517,0.478,0.328,0.477,0.972,0.502,0.841,0.565,0.427,0.572,0.496,0.231,0.416,0.666,0.462,0.415,0.385,0.492,0.657,0.418,0.586,0.484,0.893,0.569,0.496,0.389,0.697,0.405,0.566,0.54,0.421 -79,Epileptic,F,22.0,0.8,2.9,1.0,1.8,1.8,2.1,1.5,1.3,1.4,1.0,0.3,2.9,1.6,0.4,1.8,6.3,9.8,1.3,3.0,4.7,1.5,3.0,2.4,5.5,5.7,5.5,5.6,2.7,2.0,3.2,2.5,1.2,0.4,3.0,1.0,0.7,6.7,3.2,0.1,0.3,1.2,3.4,2.7,2.2,2.6,1.0,0.6,1.4,1.3,1.0,0.4,1.8,1.8,3.1,0.3,4.1,0.9,1.6,0.7,1.3,0.9,2.2,0.5,0.4,1.6,1.1,3.1,1.1,0.8,1.0,1.2,1.5,3.9,0.4,4,26,9,13,14,20,17,15,14,11,5.0,27,22,6,21,87,107,10,34,46,34,36,25,48,56,57,59,30,23,45,25,10,5,30,11,6,64,38,1,2,8,32,24,16,15,9,2,6,8,7,5,14,17,23,3,35,6,14,5,7,7,18,3,4,12,19,27,9,9,14,9,14,31,4,0.029,0.027,0.016,0.027,0.034,0.036,0.028,0.025,0.055,0.037,0.041,0.043,0.024,0.032,0.035,0.033,0.03,0.046,0.035,0.045,0.031,0.043,0.038,0.048,0.05,0.04,0.034,0.031,0.022,0.03,0.055,0.045,0.022,0.032,0.027,0.016,0.052,0.033,0.011,0.014,0.023,0.044,0.037,0.026,0.019,0.016,0.018,0.018,0.016,0.028,0.024,0.018,0.024,0.019,0.016,0.018,0.022,0.017,0.02,0.022,0.022,0.03,0.028,0.013,0.021,0.017,0.019,0.018,0.016,0.03,0.024,0.016,0.016,0.015,1795,5507,2155,2868,2402,2799,2664,2781,1604,1827,606.0,2829,4024,1168,3862,14236,22637,2565,5159,4339,3543,4243,2300,6551,5561,7637,7823,4190,6289,6972,2288,1092,1007,7757,2503,1886,7341,7564,404,591,1471,2563,6682,2261,3354,1715,919,2534,2619,1495,634,3478,2537,6244,441,6348,1445,3286,1005,1730,1152,3489,509,1216,2337,1376,5205,2256,2012,1800,1639,2685,8968,522,0.098,0.13,0.106,0.12,0.127,0.135,0.116,0.121,0.166,0.157,0.139,0.168,0.13,0.129,0.151,0.145,0.134,0.15,0.135,0.165,0.108,0.145,0.133,0.146,0.153,0.151,0.129,0.112,0.1,0.131,0.162,0.126,0.107,0.132,0.111,0.096,0.148,0.132,0.09,0.097,0.119,0.149,0.141,0.122,0.099,0.1,0.099,0.087,0.094,0.116,0.138,0.1,0.119,0.106,0.108,0.102,0.108,0.097,0.105,0.104,0.12,0.132,0.133,0.088,0.107,0.104,0.102,0.098,0.092,0.139,0.116,0.104,0.091,0.123,442,1708,937,1078,932,1130,1011,968,536,534,178.0,1274,1137,274,993,3757,5912,501,1463,1981,899,1388,1180,2019,2071,2486,2922,1595,1713,2160,773,517,318,1606,572,675,2496,1940,225,293,745,1357,1372,1352,2022,887,415,992,1204,673,306,1625,1208,2510,266,3452,683,1605,489,889,578,1156,265,566,1185,971,2653,1030,943,662,892,1333,3932,294,3.513,2.994,2.335,2.489,2.327,2.186,2.252,2.478,2.564,2.577,2.573,1.953,2.716,2.877,2.908,2.771,2.963,3.791,2.81,1.965,2.823,2.453,1.811,2.673,2.223,2.56,2.191,2.077,2.706,2.47,2.249,2.114,2.468,3.431,3.747,2.595,2.384,2.833,2.095,2.369,2.478,1.74,3.421,1.957,1.851,2.064,2.776,3.01,2.643,2.686,2.199,2.261,2.294,2.517,2.042,1.952,2.37,2.278,2.168,2.116,2.293,3.175,2.405,2.508,2.178,1.665,1.887,2.311,2.122,2.877,2.061,2.241,2.401,2.162,0.988,0.65,0.49,0.586,0.636,0.57,0.573,0.454,0.744,0.689,0.836,0.607,0.445,0.484,0.51,0.587,0.685,0.753,0.682,0.603,0.827,0.644,0.476,0.921,0.678,0.685,0.584,0.657,0.553,0.613,0.81,0.88,0.469,0.653,0.725,0.487,0.873,0.691,0.362,0.419,0.439,0.599,0.717,0.673,0.505,0.407,0.62,0.911,0.466,0.54,0.417,0.421,0.438,0.448,0.358,0.396,0.43,0.509,0.344,0.389,0.398,0.892,0.406,0.714,0.555,0.624,0.506,0.426,0.482,0.763,0.487,0.495,0.495,0.342 -81,Epileptic,M,32.0,1.2,2.8,1.1,1.2,2.7,2.7,1.8,2.4,1.6,0.7,0.3,3.8,2.3,0.7,1.8,8.9,12.0,1.5,2.8,4.9,1.5,8.8,3.7,5.3,9.0,6.6,4.6,3.0,3.3,4.2,1.3,1.0,0.8,3.4,1.2,0.7,3.3,5.4,0.4,0.2,1.5,5.3,3.6,2.2,3.9,0.9,0.7,1.2,2.0,0.6,0.6,3.4,2.1,3.0,0.5,2.6,0.8,3.0,1.6,1.9,1.1,2.5,0.4,0.8,2.2,1.1,3.1,2.4,1.2,0.5,1.0,1.8,6.4,0.6,8,26,8,10,26,32,18,20,19,7,3.0,34,27,9,20,90,108,11,34,49,12,68,28,52,62,64,62,33,29,50,18,9,7,41,6,4,40,58,3,1,9,43,29,17,19,6,4,7,9,6,5,23,15,19,3,19,6,23,10,16,7,20,4,5,18,15,26,15,7,6,6,11,45,4,0.038,0.027,0.019,0.022,0.043,0.032,0.03,0.032,0.048,0.039,0.037,0.037,0.039,0.035,0.038,0.047,0.037,0.041,0.035,0.036,0.029,0.051,0.043,0.045,0.054,0.045,0.036,0.035,0.031,0.039,0.031,0.036,0.028,0.034,0.022,0.013,0.036,0.04,0.024,0.02,0.024,0.044,0.054,0.022,0.024,0.017,0.026,0.018,0.02,0.018,0.022,0.032,0.029,0.022,0.021,0.016,0.022,0.024,0.026,0.022,0.019,0.03,0.026,0.022,0.019,0.019,0.022,0.029,0.018,0.018,0.021,0.023,0.021,0.019,1840,5169,2268,2490,2553,4225,3424,4385,2222,1578,761.0,3453,4400,1608,3340,12176,23118,3031,5441,5652,3445,5048,3409,7725,5985,7660,7113,5123,7429,7370,3182,1530,1143,7087,2375,2186,6872,10421,592,422,1702,2942,6061,2688,4121,1644,1039,2319,3091,1480,768,4322,2639,5430,663,4614,1179,4398,1711,2336,1664,3419,621,1076,3519,1562,5274,3337,2170,1015,1632,2553,10917,722,0.127,0.13,0.099,0.104,0.144,0.124,0.122,0.129,0.162,0.14,0.121,0.146,0.144,0.146,0.148,0.157,0.144,0.143,0.145,0.141,0.106,0.146,0.136,0.149,0.156,0.131,0.135,0.12,0.116,0.158,0.142,0.105,0.105,0.136,0.084,0.077,0.139,0.144,0.129,0.106,0.113,0.145,0.159,0.113,0.107,0.095,0.11,0.091,0.104,0.1,0.115,0.127,0.117,0.1,0.105,0.101,0.119,0.117,0.112,0.113,0.102,0.134,0.124,0.118,0.106,0.105,0.107,0.124,0.092,0.109,0.111,0.111,0.102,0.108,557,1722,874,884,1140,1432,1056,1410,765,345,188.0,1657,1256,416,868,3619,5874,617,1427,2415,889,2330,1331,2203,2416,2397,2383,1517,1829,2106,809,570,473,1661,649,795,1658,2279,232,195,935,1696,1187,1635,2447,806,462,965,1372,601,464,1855,1248,2229,359,2256,557,1995,1030,1296,793,1320,288,562,1672,821,2384,1291,1002,454,775,1165,4739,446,3.197,2.538,2.56,2.725,2.169,2.489,2.537,2.698,2.283,3.118,3.328,1.915,2.783,2.862,2.82,2.592,2.939,3.721,2.942,2.012,2.696,1.926,2.04,2.68,2.129,2.557,2.408,2.502,2.992,2.756,2.888,2.488,2.011,2.996,3.273,2.499,2.954,3.181,2.352,2.366,2.291,1.616,3.148,1.825,1.94,2.211,2.682,3.014,2.724,2.724,2.076,2.399,2.072,2.419,2.327,2.287,2.449,2.324,1.886,2.023,2.43,2.6,2.202,2.396,2.338,2.219,2.232,2.573,2.451,2.176,2.426,2.699,2.483,1.916,0.595,0.713,0.476,0.625,0.581,0.602,0.709,0.529,0.628,0.915,0.689,0.544,0.533,0.491,0.673,0.657,0.726,0.769,0.556,0.645,0.784,0.642,0.546,0.712,0.649,0.664,0.516,0.703,0.588,0.629,0.693,0.91,0.492,0.7,0.771,0.481,0.756,0.762,0.407,0.425,0.482,0.483,0.912,0.566,0.637,0.504,0.465,0.499,0.531,0.341,0.415,0.47,0.509,0.527,0.341,0.403,0.463,0.525,0.354,0.38,0.499,0.556,0.489,0.586,0.49,0.662,0.432,0.467,0.357,0.621,0.417,0.558,0.478,0.473 -82,Epileptic,F,22.0,1.0,3.2,0.9,1.1,1.5,2.0,1.1,1.8,1.5,0.8,0.3,2.4,1.6,0.5,1.6,5.8,8.1,0.6,1.9,4.4,0.8,3.1,1.4,3.5,4.4,3.7,3.5,2.2,2.4,3.5,0.9,0.8,0.4,2.5,0.3,0.3,3.4,4.1,0.2,0.1,0.9,3.6,2.9,2.3,2.8,0.4,0.3,0.6,1.2,0.7,0.6,1.9,1.1,2.2,0.2,2.5,0.7,1.4,0.9,0.9,1.0,1.2,0.4,0.7,1.5,1.2,2.5,1.0,1.0,0.4,1.1,1.0,5.0,0.2,8,31,8,8,15,27,9,18,13,10,4.0,27,26,6,18,63,80,7,23,46,7,35,14,40,57,44,38,24,22,38,17,6,6,33,2,2,41,46,1,1,5,37,26,18,20,3,1,4,6,7,4,14,8,16,1,19,7,12,6,7,10,9,4,6,14,17,23,9,7,6,7,8,40,2,0.039,0.032,0.02,0.024,0.032,0.03,0.02,0.025,0.048,0.028,0.037,0.032,0.035,0.03,0.04,0.037,0.035,0.03,0.026,0.041,0.019,0.036,0.031,0.044,0.035,0.033,0.031,0.024,0.026,0.03,0.029,0.041,0.026,0.036,0.015,0.008,0.039,0.033,0.011,0.016,0.021,0.036,0.04,0.024,0.02,0.008,0.019,0.011,0.016,0.016,0.027,0.025,0.022,0.023,0.024,0.019,0.018,0.018,0.023,0.017,0.026,0.026,0.024,0.023,0.017,0.024,0.02,0.018,0.018,0.02,0.023,0.017,0.017,0.012,1694,5222,2286,2133,2645,3643,2485,3977,2597,1806,630.0,3009,3361,1241,2811,10801,16217,2435,4436,5402,2920,5302,2067,5828,7998,7587,5918,4095,5693,6465,1931,653,949,5913,1517,1597,5521,7601,388,468,1382,3289,5400,2767,3779,1305,766,1972,2471,1520,620,2878,2013,3902,395,4407,1410,2779,1061,1436,1390,2277,504,924,2960,1245,4482,2323,1774,1162,1795,1998,11371,620,0.132,0.137,0.109,0.114,0.138,0.14,0.098,0.125,0.178,0.14,0.121,0.152,0.146,0.144,0.149,0.148,0.146,0.123,0.123,0.159,0.089,0.147,0.123,0.158,0.152,0.147,0.137,0.117,0.117,0.143,0.121,0.124,0.138,0.14,0.088,0.057,0.135,0.133,0.087,0.097,0.101,0.151,0.156,0.116,0.102,0.075,0.093,0.078,0.091,0.108,0.13,0.122,0.113,0.108,0.138,0.112,0.105,0.105,0.119,0.103,0.128,0.121,0.145,0.132,0.103,0.123,0.114,0.108,0.105,0.135,0.118,0.103,0.099,0.104,436,1591,738,750,863,1373,815,1177,600,453,177.0,1251,963,288,749,2815,4070,442,1182,1996,709,1572,806,1479,2272,2046,1847,1440,1511,1887,584,341,245,1304,361,603,1541,1868,217,201,672,1537,1211,1486,2205,655,279,852,1074,678,366,1206,874,1638,132,1998,673,1309,587,828,568,768,223,488,1346,777,2018,971,819,440,768,950,4459,299,3.487,3.068,2.782,2.821,2.544,2.361,2.519,2.775,3.162,3.01,2.603,2.109,2.771,3.137,2.674,2.788,3.176,4.095,2.973,2.327,3.034,2.608,2.174,2.939,2.673,3.001,2.49,2.323,2.794,2.705,2.443,2.073,2.727,3.211,3.524,2.422,2.685,2.978,2.178,2.396,2.62,1.91,3.249,2.098,1.93,2.199,3.503,2.86,2.751,2.576,2.044,2.391,2.452,2.498,3.459,2.346,2.474,2.4,2.107,2.011,2.479,2.908,2.256,2.14,2.275,1.958,2.27,2.668,2.583,2.751,2.709,2.331,2.707,2.7,0.895,0.755,0.637,0.548,0.677,0.498,0.523,0.548,0.559,0.499,0.945,0.513,0.501,0.55,0.638,0.652,0.563,0.695,0.522,0.555,0.653,0.503,0.326,0.836,0.552,0.501,0.517,0.614,0.571,0.536,0.645,0.796,0.381,0.622,0.801,0.389,0.671,0.56,0.446,0.495,0.382,0.51,0.645,0.669,0.53,0.417,0.475,0.708,0.499,0.512,0.422,0.554,0.57,0.526,0.432,0.486,0.345,0.466,0.392,0.349,0.451,0.708,0.509,0.865,0.596,0.666,0.507,0.376,0.42,0.924,0.436,0.434,0.607,0.46 -83,Epileptic,M,32.0,1.0,3.0,1.1,1.4,2.8,1.3,2.5,2.2,1.2,0.9,0.2,2.7,1.3,0.5,1.1,6.5,12.4,1.4,2.4,3.9,1.7,2.7,1.4,4.9,3.4,3.9,2.7,2.3,3.2,3.9,2.5,1.6,0.7,2.4,0.8,0.6,3.8,3.6,0.2,0.3,1.6,2.8,2.3,1.7,3.3,0.8,0.5,1.0,1.5,1.2,0.3,2.6,2.0,2.7,0.5,3.0,1.1,1.5,0.6,1.3,0.4,2.0,0.7,0.8,1.4,2.1,2.7,1.8,1.0,0.5,1.4,2.0,4.8,0.4,9,28,10,12,22,15,24,18,18,10,3.0,26,16,8,12,70,118,12,25,26,14,34,17,50,48,46,40,26,28,49,19,16,6,26,5,6,42,48,1,3,9,29,26,12,17,5,2,5,7,7,2,22,14,16,5,28,5,11,4,10,4,20,4,5,8,23,24,11,6,5,8,15,37,3,0.034,0.024,0.018,0.025,0.038,0.027,0.032,0.029,0.042,0.031,0.037,0.029,0.022,0.028,0.028,0.034,0.034,0.039,0.029,0.04,0.026,0.025,0.021,0.042,0.026,0.029,0.025,0.025,0.025,0.026,0.049,0.053,0.037,0.025,0.019,0.012,0.027,0.028,0.016,0.019,0.028,0.031,0.028,0.02,0.022,0.011,0.023,0.012,0.02,0.017,0.017,0.023,0.032,0.021,0.02,0.015,0.022,0.02,0.02,0.016,0.018,0.028,0.033,0.022,0.012,0.03,0.017,0.021,0.015,0.019,0.023,0.017,0.017,0.018,1908,5981,2984,3052,2950,3027,3684,4022,2294,2275,617.0,3296,4185,1333,2390,12350,24525,2766,5217,4255,4790,6881,3490,8122,8676,8439,6805,4815,7919,9211,2567,1499,1133,7142,3189,2311,9729,10254,287,634,1828,4018,7570,2586,4269,2097,803,2792,2640,2718,633,4449,2433,5129,833,6616,1456,3360,900,2372,1071,3503,848,1199,3446,1812,5573,3237,2001,846,1977,3286,11209,501,0.11,0.113,0.091,0.114,0.146,0.127,0.117,0.131,0.162,0.138,0.12,0.132,0.117,0.138,0.13,0.141,0.131,0.133,0.124,0.141,0.108,0.124,0.114,0.147,0.128,0.135,0.118,0.103,0.1,0.122,0.147,0.148,0.11,0.123,0.092,0.086,0.119,0.135,0.096,0.115,0.117,0.135,0.129,0.101,0.103,0.079,0.097,0.074,0.096,0.093,0.098,0.11,0.124,0.097,0.112,0.096,0.11,0.101,0.104,0.101,0.098,0.121,0.135,0.113,0.082,0.126,0.1,0.104,0.092,0.123,0.115,0.099,0.096,0.12,562,2062,1006,1026,1097,946,1259,1267,638,484,156.0,1425,998,330,661,3434,6283,608,1387,1730,1050,1723,1108,2085,2275,2352,2120,1666,1944,2626,811,609,355,1558,723,756,2319,2311,165,282,886,1416,1513,1464,2299,954,319,1125,1191,1005,311,1883,1055,2235,439,2935,657,1378,515,1192,414,1246,317,583,1578,1184,2552,1349,932,439,924,1762,4567,291,3.294,2.647,2.834,2.867,2.366,2.472,2.465,2.835,2.702,3.28,2.849,1.988,3.111,2.938,2.726,2.717,3.046,3.401,2.892,2.142,3.353,2.86,2.492,2.959,2.843,2.839,2.517,2.263,3.051,2.709,2.451,2.713,2.524,3.226,3.805,2.789,3.041,3.052,2.102,2.673,2.557,2.241,3.392,2.038,2.127,2.417,2.969,2.975,2.738,2.888,2.144,2.451,2.351,2.464,2.201,2.348,2.442,2.577,1.82,2.158,2.456,2.691,2.426,2.369,2.416,1.761,2.266,2.722,2.507,2.113,2.423,2.293,2.564,2.263,0.742,0.574,0.479,0.486,0.742,0.651,0.584,0.507,0.582,0.696,0.963,0.513,0.367,0.428,0.477,0.554,0.612,0.675,0.493,0.631,0.748,0.52,0.67,0.809,0.553,0.573,0.551,0.533,0.483,0.598,0.695,1.1,0.498,0.593,0.537,0.422,0.688,0.68,0.301,0.559,0.419,0.584,0.764,0.67,0.591,0.508,0.405,0.581,0.387,0.634,0.323,0.53,0.508,0.406,0.418,0.385,0.502,0.498,0.407,0.4,0.468,0.763,0.527,0.706,0.43,0.624,0.397,0.46,0.451,0.618,0.433,0.503,0.461,0.298 -84,Epileptic,F,22.0,0.6,2.1,0.9,1.0,2.2,2.0,1.6,1.3,1.3,0.6,0.4,2.7,1.0,0.4,1.3,4.1,5.8,0.6,1.8,4.3,1.1,3.6,2.5,3.1,2.9,2.5,6.0,1.8,3.2,2.7,1.6,0.6,0.5,2.4,0.3,0.7,4.4,2.9,0.1,0.3,1.0,3.9,2.5,1.9,2.1,0.5,0.3,0.6,1.2,0.8,0.5,2.5,1.0,2.3,0.3,3.6,0.7,1.0,1.2,1.4,1.0,1.3,0.6,0.6,2.0,1.0,3.6,0.7,1.1,0.5,0.7,1.7,3.8,0.3,4,20,6,8,18,21,12,15,18,6,4.0,30,16,7,19,52,59,4,27,45,10,38,22,33,38,28,48,22,22,35,18,7,6,30,3,8,45,40,1,2,6,32,24,17,13,4,1,4,6,5,5,21,9,19,2,31,5,11,11,10,8,9,4,4,18,17,46,3,6,4,6,12,32,3,0.032,0.023,0.021,0.021,0.041,0.034,0.034,0.026,0.044,0.029,0.034,0.039,0.025,0.024,0.025,0.031,0.028,0.024,0.029,0.041,0.019,0.041,0.042,0.039,0.036,0.026,0.043,0.029,0.033,0.028,0.04,0.055,0.027,0.032,0.017,0.013,0.046,0.032,0.01,0.013,0.018,0.042,0.036,0.024,0.018,0.014,0.016,0.011,0.016,0.016,0.021,0.024,0.028,0.022,0.013,0.021,0.019,0.013,0.022,0.021,0.029,0.022,0.026,0.022,0.021,0.022,0.03,0.013,0.016,0.018,0.015,0.021,0.016,0.011,1516,5097,2248,2089,2724,3274,2518,3429,2679,1361,843.0,3397,3623,1447,4169,9184,17192,2320,4535,5165,3709,4379,2436,6490,6106,6161,7255,3686,5871,6321,2485,773,1232,6233,1773,2241,7493,7386,506,658,1598,2431,6623,2965,2910,1298,813,2184,2172,1655,689,4441,1848,4875,550,4918,1339,3039,1405,1862,1217,2450,512,1101,3381,1074,3969,1671,1880,1101,1518,2637,8013,603,0.099,0.114,0.102,0.104,0.16,0.143,0.112,0.123,0.183,0.139,0.133,0.155,0.113,0.126,0.127,0.13,0.124,0.103,0.13,0.159,0.086,0.133,0.138,0.147,0.13,0.129,0.146,0.115,0.113,0.133,0.15,0.114,0.115,0.14,0.083,0.076,0.151,0.139,0.074,0.097,0.101,0.139,0.142,0.118,0.095,0.089,0.082,0.073,0.09,0.099,0.136,0.119,0.126,0.114,0.1,0.116,0.109,0.088,0.123,0.106,0.129,0.119,0.149,0.11,0.111,0.122,0.105,0.081,0.095,0.113,0.106,0.118,0.09,0.1,385,1538,725,752,869,1169,844,954,650,364,231.0,1381,951,298,1045,2594,4044,431,1243,1877,887,1623,1054,1628,1612,1684,2573,1264,1461,1889,761,309,349,1293,393,732,1891,1643,262,295,762,1449,1296,1447,1743,623,327,859,1039,710,348,1812,777,1788,255,2398,559,1322,856,957,587,822,274,446,1514,724,1928,779,919,428,682,1181,3434,309,3.651,2.982,2.804,2.634,2.616,2.424,2.363,2.97,3.092,2.971,2.796,2.112,2.871,3.137,2.971,2.724,3.198,3.89,2.935,2.27,2.974,2.225,2.145,2.957,2.729,2.879,2.337,2.313,2.995,2.68,2.617,2.505,2.681,3.377,3.772,2.637,2.886,3.076,2.188,2.514,2.751,1.621,3.497,2.194,1.865,2.15,2.844,3.129,2.558,2.964,2.144,2.348,2.255,2.594,2.604,2.274,2.605,2.555,1.919,2.091,2.363,3.143,1.935,3.046,2.41,1.85,2.033,2.353,2.414,2.832,2.455,2.489,2.447,2.21,0.892,0.604,0.615,0.47,0.669,0.572,0.615,0.556,0.806,0.591,0.896,0.465,0.498,0.663,0.563,0.597,0.645,0.674,0.506,0.655,0.895,0.623,0.725,0.797,0.727,0.562,0.564,0.558,0.674,0.577,0.779,0.794,0.416,0.636,0.673,0.588,0.865,0.724,0.318,0.459,0.418,0.456,0.819,0.555,0.513,0.469,0.445,0.88,0.459,0.808,0.468,0.523,0.545,0.519,0.438,0.45,0.456,0.467,0.357,0.47,0.381,0.733,0.456,0.787,0.491,0.545,0.603,0.441,0.373,0.634,0.399,0.574,0.403,0.46 -85,Epileptic,F,42.0,0.4,1.7,0.7,0.6,1.7,1.3,1.2,1.5,1.1,0.5,0.2,1.9,1.2,0.4,1.2,4.1,7.6,0.5,1.5,3.1,0.9,1.7,1.3,3.3,1.8,2.7,3.3,2.3,2.0,2.3,1.6,0.5,0.4,2.1,0.3,0.5,3.3,2.6,0.1,0.1,1.2,2.2,2.3,2.3,2.1,0.6,0.5,0.7,0.9,1.0,0.5,1.3,1.6,2.2,0.3,2.2,0.6,1.5,0.9,1.0,0.5,1.7,0.3,0.3,1.5,0.5,2.3,1.3,1.0,0.6,0.6,1.5,3.3,0.3,3,20,6,5,14,12,13,13,12,5,2.0,20,13,4,9,46,77,4,21,34,9,22,13,36,27,32,38,24,23,33,19,6,5,27,2,3,47,31,1,1,7,24,29,17,14,4,2,5,5,10,3,12,11,15,2,16,4,16,7,8,4,13,2,4,10,5,20,7,6,4,4,10,33,2,0.023,0.025,0.015,0.012,0.04,0.034,0.023,0.029,0.047,0.027,0.021,0.033,0.029,0.042,0.033,0.036,0.029,0.026,0.025,0.031,0.019,0.033,0.027,0.043,0.035,0.029,0.029,0.03,0.023,0.027,0.042,0.027,0.019,0.032,0.009,0.012,0.034,0.029,0.014,0.02,0.022,0.039,0.043,0.029,0.017,0.015,0.024,0.012,0.014,0.027,0.026,0.019,0.036,0.021,0.016,0.021,0.019,0.023,0.026,0.025,0.023,0.034,0.027,0.021,0.022,0.014,0.022,0.025,0.018,0.02,0.018,0.022,0.021,0.017,884,3343,1586,1380,2180,1765,2546,3196,1565,993,415.0,2132,2660,981,1995,7856,14763,1602,3612,4315,2300,3091,1786,5604,3889,5959,5350,3918,5005,4759,2117,649,939,5129,1614,1701,5992,6709,261,254,1613,2052,4523,1836,2943,1039,622,1910,1754,1305,487,2552,1738,3799,448,3007,1198,2612,833,1043,820,1915,405,692,1972,655,3269,1725,1538,1083,936,1819,5916,410,0.093,0.12,0.093,0.084,0.155,0.151,0.12,0.134,0.171,0.125,0.107,0.142,0.137,0.137,0.141,0.147,0.133,0.106,0.124,0.142,0.092,0.151,0.131,0.156,0.14,0.142,0.138,0.137,0.12,0.139,0.161,0.104,0.103,0.138,0.064,0.077,0.129,0.137,0.106,0.108,0.111,0.159,0.147,0.13,0.102,0.099,0.11,0.083,0.085,0.124,0.134,0.103,0.125,0.106,0.107,0.107,0.099,0.119,0.128,0.121,0.117,0.137,0.123,0.114,0.109,0.09,0.121,0.116,0.106,0.103,0.113,0.121,0.108,0.097,316,1195,758,668,716,672,823,911,432,296,148.0,886,758,224,571,2167,4335,358,913,1544,692,967,748,1418,1106,1681,1836,1246,1353,1507,589,384,316,1211,486,583,1736,1501,136,126,843,982,1025,1206,1695,548,283,843,892,675,280,1149,720,1745,266,1588,573,1198,518,579,362,813,193,322,967,484,1621,820,798,444,503,927,2671,230,2.948,2.516,2.105,2.133,2.459,2.432,2.484,2.991,2.735,2.576,2.826,2.048,2.709,3.046,2.537,2.667,2.692,3.466,3.004,2.281,2.615,2.46,2.081,2.918,2.657,2.842,2.346,2.434,2.727,2.475,2.656,1.79,2.368,2.97,2.788,2.633,2.649,3.144,2.084,2.138,2.278,1.868,3.068,1.734,1.959,2.063,2.665,2.744,2.339,2.274,2.13,2.311,2.462,2.295,2.145,2.142,2.465,2.379,1.95,2.027,2.426,2.358,2.325,2.423,2.17,1.557,2.215,2.366,2.291,2.542,2.149,2.362,2.42,2.055,0.534,0.595,0.537,0.365,0.599,0.518,0.591,0.511,0.452,0.389,0.62,0.369,0.584,0.456,0.45,0.556,0.593,0.529,0.587,0.645,0.794,0.467,0.493,0.685,0.438,0.476,0.417,0.505,0.481,0.528,0.745,0.772,0.319,0.779,0.711,0.552,0.795,0.652,0.396,0.372,0.479,0.457,0.792,0.529,0.467,0.472,0.45,0.731,0.436,0.558,0.342,0.424,0.775,0.468,0.367,0.512,0.462,0.505,0.383,0.341,0.481,0.591,0.412,0.828,0.585,0.512,0.432,0.426,0.409,0.498,0.421,0.46,0.544,0.361 -86,Epileptic,M,22.0,0.8,1.5,0.7,1.0,1.5,1.3,1.4,1.7,1.1,0.9,0.3,2.6,1.3,0.4,1.3,4.7,7.3,1.1,1.4,3.7,1.1,2.7,1.4,2.9,4.1,4.0,2.5,2.1,2.3,2.8,1.4,1.0,0.4,1.7,0.3,1.0,4.0,2.6,0.2,0.2,1.1,2.7,2.1,1.6,2.2,0.5,0.5,0.8,1.4,0.9,0.5,1.6,1.8,2.2,0.5,2.3,0.4,1.5,0.4,0.7,0.7,1.3,0.5,0.7,1.6,1.1,2.5,1.2,1.1,0.4,1.0,1.4,4.4,0.3,8,17,7,7,11,13,15,16,13,8,4.0,23,17,5,15,56,80,9,19,33,12,36,11,37,47,59,37,24,24,35,19,8,5,23,2,10,47,37,1,1,7,18,21,12,13,5,2,6,7,8,4,11,13,14,3,19,5,14,4,6,7,11,4,4,14,17,19,10,10,4,8,10,37,3,0.035,0.018,0.012,0.019,0.032,0.028,0.021,0.024,0.041,0.037,0.033,0.036,0.025,0.023,0.028,0.029,0.026,0.037,0.025,0.038,0.021,0.037,0.03,0.034,0.041,0.032,0.024,0.025,0.021,0.024,0.031,0.058,0.02,0.023,0.01,0.019,0.038,0.028,0.028,0.022,0.02,0.041,0.033,0.022,0.016,0.01,0.015,0.014,0.017,0.02,0.023,0.022,0.023,0.018,0.017,0.016,0.01,0.018,0.017,0.018,0.021,0.025,0.028,0.022,0.019,0.022,0.021,0.02,0.018,0.014,0.025,0.015,0.018,0.019,1617,4441,2308,2421,2046,2069,2714,3316,1766,1658,751.0,2360,3420,866,3033,10487,18519,2570,3809,3847,4266,3611,1573,6772,6035,7123,5439,3936,6733,6127,3025,959,982,5561,2038,2272,7835,7150,297,421,1520,2385,5798,2107,3305,1561,989,2256,2638,1770,569,2422,1958,3961,765,3834,1249,3073,705,1179,989,2046,596,989,2544,1278,3207,2246,2056,764,1568,2364,9243,335,0.121,0.105,0.088,0.094,0.136,0.139,0.095,0.123,0.153,0.146,0.124,0.149,0.128,0.117,0.138,0.135,0.125,0.129,0.124,0.155,0.097,0.141,0.118,0.145,0.135,0.133,0.113,0.11,0.105,0.121,0.138,0.129,0.099,0.126,0.066,0.11,0.158,0.132,0.118,0.091,0.108,0.131,0.143,0.11,0.09,0.08,0.097,0.089,0.095,0.106,0.123,0.106,0.12,0.094,0.098,0.096,0.089,0.107,0.106,0.109,0.122,0.12,0.134,0.1,0.109,0.119,0.11,0.107,0.107,0.1,0.115,0.101,0.102,0.131,453,1448,855,892,783,819,972,1111,521,422,211.0,1063,898,242,757,2902,4975,504,980,1695,928,1247,679,1573,1722,2199,1763,1431,1610,1839,835,387,343,1299,555,800,1981,1715,157,218,805,1049,1135,1212,2006,804,412,945,1172,733,332,1252,1105,1868,400,2135,638,1373,377,620,537,865,312,482,1250,805,1783,987,956,399,739,1223,3798,194,3.56,2.727,2.55,2.638,2.221,2.303,2.338,2.539,2.605,3.059,2.828,1.899,2.832,2.591,2.712,2.601,2.83,3.869,2.902,1.968,3.23,2.298,2.095,3.108,2.696,2.535,2.405,2.161,2.955,2.506,2.701,2.642,2.326,3.002,3.296,2.493,2.992,2.936,2.03,2.173,2.395,1.959,3.481,2.033,1.862,2.098,2.853,3.016,2.739,2.578,1.994,2.079,1.902,2.264,2.211,1.988,2.312,2.424,2.035,2.017,2.134,2.183,1.803,2.42,2.259,1.917,1.952,2.435,2.36,2.137,2.388,2.264,2.49,2.199,0.691,0.597,0.492,0.455,0.634,0.554,0.63,0.462,0.72,0.569,0.719,0.631,0.439,0.502,0.69,0.707,0.698,0.629,0.532,0.642,0.772,0.615,0.591,0.743,0.756,0.735,0.655,0.643,0.593,0.619,0.612,0.863,0.416,0.625,0.758,0.448,0.754,0.654,0.558,0.506,0.457,0.711,0.755,0.725,0.565,0.503,0.644,0.52,0.541,0.505,0.341,0.477,0.468,0.417,0.336,0.396,0.443,0.442,0.468,0.383,0.454,0.615,0.557,0.726,0.568,0.509,0.463,0.41,0.447,0.419,0.522,0.451,0.485,0.388 -87,Epileptic,F,52.0,0.8,1.8,1.2,0.8,1.1,1.4,1.4,1.1,1.4,0.3,0.2,2.3,1.0,0.7,1.1,5.2,7.9,1.1,2.2,3.6,1.0,2.4,2.0,3.1,2.3,3.5,2.9,1.9,1.6,3.1,1.6,1.5,0.4,1.6,0.2,0.5,2.9,2.9,0.1,0.1,1.0,2.9,1.8,1.9,2.2,0.5,0.7,0.7,0.9,0.9,0.5,1.3,1.2,2.0,0.2,2.3,0.4,1.2,1.0,1.0,0.6,1.1,0.3,0.3,1.5,0.6,2.0,0.8,0.8,0.3,1.1,0.8,3.9,0.2,6,16,13,8,9,17,14,12,13,4,2.0,22,13,9,13,48,78,7,25,34,7,25,22,33,29,38,36,22,20,38,17,12,4,23,2,3,40,40,1,1,6,25,17,16,15,3,4,4,6,6,4,12,9,14,1,19,3,10,7,7,5,9,2,3,10,7,16,5,5,4,10,7,32,2,0.041,0.024,0.027,0.015,0.042,0.028,0.024,0.023,0.055,0.021,0.027,0.034,0.024,0.036,0.032,0.037,0.032,0.051,0.034,0.038,0.025,0.039,0.037,0.038,0.027,0.037,0.03,0.025,0.02,0.029,0.044,0.058,0.022,0.028,0.016,0.011,0.037,0.031,0.016,0.012,0.022,0.036,0.037,0.025,0.019,0.01,0.037,0.014,0.016,0.02,0.039,0.019,0.036,0.019,0.027,0.017,0.021,0.02,0.026,0.021,0.027,0.025,0.032,0.015,0.022,0.033,0.021,0.015,0.016,0.023,0.026,0.017,0.017,0.02,1266,3376,1840,1877,1406,2095,2235,2409,1587,894,364.0,1934,2235,1158,2022,7457,13737,1809,3497,3445,2834,3492,2191,4509,4344,5865,4858,2861,4170,4720,1789,1440,658,3391,1233,1448,4516,5422,225,294,1280,2350,3527,1641,2775,1188,632,1764,1922,1333,335,2343,1788,3371,257,3800,638,2299,1023,1422,618,1715,458,711,2042,612,2693,1799,1267,711,1551,1542,7879,352,0.12,0.117,0.129,0.102,0.145,0.139,0.109,0.12,0.169,0.103,0.106,0.151,0.127,0.143,0.139,0.144,0.141,0.133,0.146,0.148,0.096,0.151,0.159,0.148,0.129,0.15,0.137,0.109,0.108,0.136,0.158,0.167,0.119,0.12,0.064,0.077,0.141,0.134,0.11,0.096,0.114,0.148,0.136,0.12,0.1,0.081,0.144,0.088,0.094,0.119,0.167,0.102,0.148,0.103,0.151,0.106,0.116,0.108,0.132,0.11,0.132,0.129,0.139,0.116,0.111,0.114,0.11,0.093,0.098,0.132,0.129,0.112,0.099,0.127,335,1189,699,736,528,848,884,807,488,242,129.0,1101,671,328,636,2240,4229,329,965,1600,651,1075,915,1405,1468,1730,1683,1152,1191,1710,519,540,244,913,367,567,1353,1470,127,160,666,1209,787,1187,1729,640,308,794,934,626,215,1121,592,1563,106,2050,306,1032,578,783,354,663,173,297,1073,287,1549,817,733,264,738,780,3440,176,3.322,2.699,2.773,2.638,2.36,2.267,2.149,2.626,2.462,3.077,2.56,1.678,2.556,2.719,2.485,2.56,2.623,3.83,2.918,1.909,3.208,2.559,2.149,2.639,2.37,2.694,2.247,1.986,2.612,2.278,2.757,2.918,2.232,2.68,2.872,2.338,2.666,2.774,1.969,2.065,2.291,1.835,3.273,1.603,1.824,2.045,2.84,2.632,2.382,2.679,1.871,2.236,2.593,2.28,2.635,2.028,2.498,2.507,2.033,2.064,2.083,2.767,2.335,2.338,2.166,2.202,1.906,2.463,2.02,3.051,2.353,2.35,2.432,2.513,1.121,0.514,0.549,0.41,0.575,0.61,0.477,0.513,0.529,0.397,0.798,0.475,0.39,0.521,0.467,0.516,0.57,0.834,0.557,0.609,0.85,0.417,0.463,0.727,0.535,0.518,0.47,0.443,0.463,0.496,0.813,0.956,0.543,0.48,0.648,0.361,0.612,0.514,0.377,0.424,0.569,0.422,0.693,0.678,0.526,0.471,0.622,0.951,0.517,0.533,0.426,0.48,0.606,0.513,0.452,0.442,0.41,0.531,0.368,0.41,0.294,0.889,0.686,1.095,0.512,0.66,0.416,0.397,0.373,0.871,0.492,0.385,0.465,0.38 -88,Epileptic,M,47.0,1.5,3.4,1.2,1.2,2.1,2.5,2.3,2.0,1.5,0.9,0.5,2.9,1.7,0.6,1.7,6.8,12.1,2.6,2.6,4.7,1.2,5.7,2.1,6.2,6.7,3.5,4.7,3.9,4.0,2.7,1.7,1.8,0.6,2.7,0.4,0.9,5.1,4.7,0.3,0.2,1.1,4.6,3.2,2.6,4.0,0.8,1.0,1.1,2.1,1.3,0.8,2.2,1.5,2.6,0.4,3.2,1.1,2.2,1.7,1.2,1.1,2.3,0.4,0.7,2.2,1.7,3.2,1.7,1.1,0.8,0.9,1.6,4.7,0.3,9,37,13,11,15,23,17,23,12,10,6.0,26,19,6,16,84,109,16,30,42,13,46,21,47,53,39,37,40,29,35,20,13,8,30,2,9,51,47,1,1,5,39,26,19,21,5,3,6,9,12,4,18,10,18,2,26,6,20,10,10,8,13,2,6,16,20,25,12,6,5,6,11,36,3,0.053,0.036,0.021,0.023,0.039,0.034,0.036,0.029,0.047,0.046,0.041,0.035,0.038,0.04,0.036,0.046,0.042,0.081,0.031,0.039,0.025,0.046,0.035,0.06,0.045,0.034,0.043,0.039,0.044,0.036,0.043,0.049,0.034,0.03,0.015,0.021,0.041,0.042,0.022,0.018,0.021,0.041,0.044,0.03,0.026,0.017,0.043,0.014,0.023,0.029,0.032,0.025,0.021,0.025,0.017,0.021,0.019,0.024,0.028,0.025,0.03,0.034,0.021,0.017,0.022,0.024,0.022,0.024,0.022,0.021,0.024,0.017,0.019,0.02,1553,4885,2122,2096,1761,3748,3097,3354,1739,1378,618.0,2941,3350,1037,2916,10350,17840,2387,5636,5026,2676,3975,1989,5920,6453,5967,4642,4587,5779,4846,1979,1348,1183,5362,1769,2081,8626,8189,358,373,1343,3007,6368,2344,3925,1252,763,2374,2523,1739,604,2893,2162,3775,427,4266,1728,3180,1532,1279,1232,2768,407,1212,2967,1545,4471,2317,1572,1238,1135,2577,9347,390,0.144,0.14,0.125,0.114,0.137,0.132,0.127,0.129,0.14,0.167,0.148,0.135,0.147,0.138,0.134,0.161,0.148,0.192,0.14,0.149,0.109,0.14,0.132,0.161,0.137,0.138,0.126,0.13,0.137,0.14,0.145,0.13,0.105,0.131,0.076,0.097,0.143,0.154,0.105,0.098,0.103,0.153,0.166,0.127,0.112,0.1,0.131,0.08,0.098,0.129,0.123,0.121,0.111,0.113,0.105,0.111,0.099,0.127,0.123,0.127,0.129,0.134,0.111,0.102,0.11,0.119,0.106,0.117,0.101,0.114,0.127,0.107,0.099,0.12,459,1694,860,819,832,1251,1113,1208,611,382,217.0,1303,943,257,848,3106,5259,539,1442,2162,766,1717,984,1877,2419,1875,1658,1865,1665,1596,697,574,378,1437,470,686,2042,2068,207,205,737,1755,1340,1386,2350,658,321,1138,1196,628,369,1376,1106,1775,249,2283,846,1461,926,759,616,1082,238,634,1601,947,2366,1141,754,493,535,1295,4045,210,3.299,2.755,2.497,2.469,1.98,2.406,2.342,2.419,2.273,2.893,2.26,1.92,2.787,2.767,2.573,2.477,2.598,3.383,3.023,1.997,2.675,2.002,1.847,2.437,2.195,2.638,2.285,1.975,2.641,2.425,2.201,2.542,2.428,2.708,3.152,2.536,2.971,2.801,2.039,2.018,2.246,1.636,3.285,1.884,1.863,2.059,2.709,2.477,2.561,2.811,2.0,2.156,1.982,2.181,2.049,2.003,2.417,2.394,1.893,1.886,2.19,2.584,1.83,2.176,2.072,2.088,1.978,2.362,2.207,2.361,2.274,2.314,2.403,2.063,0.755,0.767,0.52,0.457,0.511,0.748,0.626,0.505,0.553,0.722,0.797,0.557,0.456,0.485,0.506,0.623,0.692,0.807,0.576,0.606,0.792,0.592,0.498,0.734,0.679,0.483,0.66,0.548,0.534,0.683,0.697,0.912,0.411,0.631,0.737,0.602,0.712,0.748,0.412,0.426,0.433,0.461,0.834,0.533,0.544,0.462,0.43,0.723,0.492,0.511,0.469,0.463,0.497,0.455,0.265,0.427,0.454,0.518,0.459,0.49,0.5,0.755,0.412,0.742,0.518,0.754,0.446,0.445,0.477,0.939,0.501,0.442,0.509,0.369 -89,Epileptic,M,32.0,1.2,3.2,1.4,1.1,2.9,2.3,1.4,1.8,1.9,0.6,0.4,3.7,1.4,0.4,1.5,7.3,9.4,1.0,2.1,5.0,1.7,3.3,2.6,5.7,4.7,3.7,5.2,3.4,3.4,3.6,1.9,1.0,0.5,2.8,0.3,1.0,3.0,3.8,0.3,0.1,1.1,3.3,2.6,3.4,2.9,0.7,0.6,0.6,1.1,0.6,0.8,2.2,2.4,3.2,0.7,3.0,0.6,1.9,1.5,1.2,0.7,1.8,0.5,0.7,1.8,1.3,2.1,1.4,1.2,0.6,0.7,1.0,4.2,0.3,8,28,15,9,30,28,12,17,17,9,4.0,31,18,7,17,83,95,8,25,53,20,38,21,56,41,42,47,34,29,45,23,6,4,32,2,9,31,43,2,0,7,28,25,27,17,5,4,4,5,4,6,18,17,24,3,25,7,19,11,9,5,12,4,6,16,21,17,10,10,5,5,9,36,3,0.057,0.026,0.02,0.018,0.04,0.026,0.022,0.031,0.052,0.03,0.031,0.032,0.025,0.032,0.028,0.036,0.029,0.043,0.032,0.033,0.037,0.033,0.032,0.048,0.04,0.026,0.031,0.03,0.028,0.03,0.035,0.043,0.025,0.032,0.011,0.019,0.037,0.033,0.016,0.009,0.022,0.029,0.046,0.026,0.02,0.013,0.021,0.013,0.016,0.014,0.029,0.021,0.025,0.02,0.028,0.016,0.017,0.023,0.025,0.014,0.017,0.024,0.026,0.023,0.017,0.02,0.018,0.018,0.019,0.018,0.016,0.017,0.015,0.014,1179,6203,3266,2358,3078,4178,3011,3053,2114,1666,655.0,3727,3788,1280,3160,13137,21233,2299,4063,6512,3884,5247,2516,9058,5998,7737,7266,5070,6706,6829,3403,1094,906,7063,1575,2410,6714,7740,601,257,1617,2943,6151,3556,3575,1479,1094,2199,2267,1509,765,4297,3322,6688,741,5469,1309,3508,1715,2216,1067,3682,576,1127,3158,1626,3685,2822,2026,1209,1352,2293,11047,521,0.142,0.119,0.121,0.097,0.149,0.131,0.098,0.131,0.155,0.141,0.135,0.139,0.12,0.14,0.121,0.14,0.129,0.124,0.143,0.143,0.13,0.112,0.126,0.159,0.128,0.129,0.106,0.115,0.11,0.137,0.15,0.115,0.107,0.124,0.061,0.096,0.146,0.134,0.102,0.08,0.106,0.12,0.165,0.114,0.102,0.092,0.114,0.074,0.089,0.091,0.133,0.108,0.12,0.104,0.124,0.098,0.107,0.121,0.118,0.097,0.106,0.119,0.125,0.124,0.108,0.118,0.102,0.096,0.108,0.119,0.101,0.098,0.089,0.103,380,2031,1119,904,1153,1496,1009,960,647,421,201.0,1796,977,267,901,3469,5560,436,1168,2623,900,1758,1195,2097,1770,2225,2551,1815,1795,1957,909,484,315,1462,453,807,1550,1811,312,97,802,1711,1120,2205,2215,771,399,870,1047,640,465,1778,1517,2611,350,2826,618,1414,933,1198,593,1166,322,485,1516,991,1812,1247,1028,463,648,944,4576,274,3.063,2.9,2.679,2.544,2.392,2.295,2.479,2.787,2.514,3.131,2.789,1.823,2.854,3.239,2.665,2.76,2.905,3.652,2.75,2.125,3.233,2.316,1.908,3.118,2.713,2.733,2.345,2.251,2.786,2.68,2.696,2.287,2.318,3.264,3.076,2.556,2.973,2.987,2.332,2.603,2.542,1.536,3.557,1.801,1.822,2.105,3.292,2.911,2.767,2.545,1.874,2.408,2.44,2.544,2.497,2.104,2.18,2.444,2.063,2.028,2.24,3.046,2.137,2.587,2.251,1.904,2.156,2.553,2.273,2.641,2.33,2.632,2.568,2.343,0.967,0.627,0.553,0.49,0.789,0.82,0.673,0.481,0.795,0.805,1.002,0.487,0.5,0.651,0.574,0.665,0.695,0.719,0.579,0.684,0.76,0.568,0.62,0.896,0.633,0.56,0.565,0.629,0.574,0.588,0.701,0.991,0.403,0.714,0.561,0.594,0.83,0.65,0.513,0.393,0.381,0.493,0.948,0.509,0.542,0.511,0.409,0.66,0.441,0.558,0.476,0.519,0.493,0.513,0.403,0.405,0.457,0.674,0.418,0.439,0.291,0.916,0.432,0.894,0.518,0.701,0.46,0.421,0.453,0.94,0.448,0.545,0.464,0.457 -90,Epileptic,M,42.0,0.8,1.8,0.9,0.7,1.3,1.9,1.7,1.7,1.2,0.5,0.3,3.4,1.6,0.7,0.8,6.3,8.8,1.0,2.0,4.4,1.0,2.0,1.4,2.8,2.4,3.6,3.8,2.3,2.7,3.9,1.1,1.0,0.7,3.1,0.5,1.1,2.2,2.6,0.2,0.1,1.1,3.3,1.9,2.9,2.8,0.7,0.6,0.8,1.2,0.7,0.5,1.2,1.8,1.8,0.2,2.3,0.5,1.7,0.8,0.6,0.9,1.3,0.2,0.5,2.2,0.2,2.5,1.6,1.4,0.5,1.0,0.6,2.9,0.6,5,17,7,6,18,18,16,14,12,5,3.0,31,13,7,11,60,86,7,25,36,9,24,16,30,32,42,42,25,29,44,15,7,8,38,5,12,23,31,2,1,6,30,21,24,16,4,3,7,6,6,3,11,11,13,1,17,3,16,5,4,5,7,2,3,16,1,20,12,7,4,6,4,25,4,0.029,0.02,0.015,0.013,0.039,0.03,0.025,0.026,0.047,0.028,0.024,0.039,0.032,0.04,0.031,0.035,0.03,0.038,0.029,0.034,0.023,0.03,0.034,0.036,0.03,0.037,0.028,0.026,0.025,0.042,0.037,0.049,0.024,0.032,0.02,0.024,0.031,0.029,0.025,0.017,0.02,0.036,0.035,0.027,0.019,0.012,0.024,0.012,0.015,0.018,0.027,0.02,0.026,0.016,0.02,0.02,0.02,0.019,0.019,0.019,0.028,0.024,0.015,0.026,0.028,0.014,0.02,0.026,0.02,0.017,0.026,0.023,0.02,0.018,1344,4999,1863,1964,2184,2781,2927,3739,2087,1127,682.0,3585,3385,1136,1548,10627,21496,2387,4252,5173,2745,4191,2152,5613,4377,8158,6612,3652,6777,5781,2041,887,1424,7129,1667,2538,4790,5639,290,239,2206,3308,5599,3371,4076,1820,874,2567,2783,1343,558,2141,2879,5291,464,3657,915,3411,1155,1078,989,2432,376,816,3025,579,4200,2450,2126,864,1243,1385,6709,990,0.108,0.104,0.099,0.085,0.138,0.142,0.105,0.124,0.144,0.117,0.094,0.151,0.142,0.162,0.123,0.14,0.124,0.117,0.134,0.124,0.083,0.132,0.141,0.13,0.147,0.147,0.129,0.115,0.107,0.155,0.137,0.132,0.126,0.126,0.1,0.118,0.136,0.124,0.129,0.097,0.092,0.147,0.138,0.118,0.099,0.082,0.117,0.084,0.091,0.102,0.128,0.105,0.118,0.087,0.103,0.113,0.105,0.11,0.108,0.104,0.128,0.109,0.104,0.12,0.121,0.063,0.105,0.12,0.103,0.124,0.123,0.1,0.1,0.103,404,1409,811,779,660,1000,1045,1065,457,271,181.0,1460,864,296,462,2929,5171,413,1099,1933,779,1182,788,1345,1322,1908,2207,1356,1778,1720,490,376,495,1571,437,790,1082,1408,135,120,865,1442,1008,1915,2171,835,350,1100,1160,551,291,1031,1024,1902,184,1792,431,1521,628,520,455,780,206,321,1291,278,1882,976,1024,396,558,498,2611,469,3.229,3.207,2.464,2.566,2.432,2.45,2.317,3.124,2.85,3.311,3.149,2.07,2.929,2.841,2.514,2.728,3.135,4.15,3.085,2.233,2.818,2.634,2.274,2.911,2.695,3.209,2.34,2.183,2.843,2.623,2.9,2.499,2.353,3.099,3.214,2.83,3.154,2.892,2.47,2.086,3.203,1.992,3.595,2.003,2.133,2.446,3.108,2.923,2.898,2.634,2.345,2.331,2.414,2.656,2.796,2.287,2.517,2.54,2.286,2.252,2.754,2.984,2.121,2.539,2.338,2.302,2.313,2.57,2.519,2.408,2.667,2.774,2.57,2.619,0.843,0.773,0.784,0.493,0.722,0.563,0.574,0.845,0.732,0.366,0.674,0.506,0.483,0.322,0.522,0.649,0.665,0.802,0.479,0.672,0.811,0.493,0.517,0.743,0.531,0.636,0.519,0.522,0.497,0.588,0.78,1.054,0.346,0.719,0.547,0.607,0.803,0.594,0.447,0.467,0.822,0.531,0.816,0.773,0.648,0.748,0.581,0.569,0.622,0.623,0.364,0.404,0.656,0.632,0.386,0.501,0.49,0.568,0.341,0.366,0.38,0.797,0.35,1.211,0.534,0.744,0.573,0.562,0.409,0.649,0.54,0.626,0.501,0.633 -91,Epileptic,F,27.0,1.2,2.6,1.5,1.3,1.5,2.0,1.4,1.5,1.5,0.7,0.2,2.9,1.1,0.7,1.5,5.7,7.7,0.7,2.2,6.2,1.7,5.8,2.8,4.4,6.4,2.8,2.9,2.3,2.4,3.1,1.3,1.3,0.5,2.7,0.4,0.8,3.2,4.3,0.2,0.2,1.1,2.7,1.7,2.5,3.2,0.6,0.6,0.7,1.3,0.7,0.7,1.5,2.3,2.4,0.2,2.5,0.8,1.5,0.7,1.8,1.0,1.4,0.3,0.4,1.4,1.0,2.2,1.0,1.1,0.9,0.6,1.4,5.0,0.4,11,23,16,13,21,20,11,17,11,8,3.0,28,17,8,16,68,75,8,27,44,14,52,22,44,52,34,29,26,26,36,18,9,7,33,2,9,46,48,2,2,7,25,20,19,19,5,4,6,7,4,5,10,15,19,1,19,7,11,6,15,7,11,2,5,11,18,20,7,7,9,6,10,35,4,0.049,0.028,0.026,0.026,0.03,0.034,0.024,0.025,0.051,0.032,0.024,0.033,0.027,0.035,0.032,0.032,0.032,0.033,0.033,0.042,0.035,0.049,0.044,0.042,0.047,0.03,0.029,0.03,0.023,0.037,0.039,0.048,0.025,0.032,0.016,0.022,0.038,0.036,0.018,0.014,0.027,0.034,0.031,0.026,0.021,0.015,0.023,0.013,0.017,0.016,0.028,0.02,0.033,0.019,0.008,0.021,0.019,0.019,0.016,0.027,0.027,0.027,0.028,0.014,0.015,0.018,0.022,0.015,0.017,0.027,0.019,0.02,0.02,0.021,1629,4382,3210,2415,2542,2403,2934,3497,1905,1714,750.0,3082,2928,1411,3088,12070,17667,2418,4587,5389,4273,4027,2135,6740,6544,6363,4948,4694,7221,5299,2214,1224,1015,7666,1803,2199,7545,9310,312,404,1378,2334,5655,2617,4198,1237,868,2131,2377,1473,566,2677,2089,5047,698,3896,1581,2928,1135,1896,1353,2415,452,968,2866,1442,3561,2390,2102,1359,1273,2128,9130,944,0.157,0.13,0.123,0.119,0.141,0.136,0.107,0.122,0.16,0.15,0.117,0.144,0.131,0.147,0.153,0.142,0.139,0.126,0.131,0.158,0.116,0.144,0.151,0.146,0.146,0.141,0.125,0.118,0.112,0.145,0.144,0.126,0.143,0.146,0.078,0.102,0.147,0.153,0.134,0.111,0.122,0.119,0.13,0.121,0.103,0.097,0.117,0.086,0.096,0.096,0.125,0.102,0.135,0.105,0.068,0.111,0.107,0.108,0.104,0.128,0.126,0.119,0.129,0.101,0.093,0.116,0.111,0.091,0.097,0.135,0.114,0.111,0.103,0.122,440,1369,965,842,887,996,939,1048,477,400,172.0,1523,761,325,739,2940,4259,436,1161,2395,819,1700,994,1729,2124,1665,1643,1396,1685,1556,642,482,315,1384,418,651,1679,1913,130,213,644,1181,1026,1577,2302,595,365,877,1094,587,414,1211,977,1987,300,1805,720,1229,658,1070,561,908,192,486,1431,898,1635,1024,946,497,534,988,3787,337,3.469,2.798,3.008,2.778,2.24,2.136,2.447,2.838,2.681,3.252,2.992,1.801,2.909,2.965,2.937,2.848,3.112,3.867,3.008,1.936,3.51,2.034,1.933,2.805,2.419,2.958,2.35,2.462,3.085,2.591,2.553,2.627,2.769,3.534,3.665,2.782,3.081,3.206,2.514,2.175,2.792,1.824,3.551,1.931,2.092,2.32,2.951,3.024,2.653,2.818,1.731,2.414,2.124,2.506,2.259,2.33,2.494,2.721,2.01,1.982,2.649,2.641,2.295,2.328,2.214,1.873,2.353,2.648,2.576,2.711,2.371,2.417,2.57,3.042,0.812,0.598,0.67,0.766,0.735,0.747,0.679,0.601,0.791,0.734,0.728,0.63,0.431,0.471,0.644,0.726,0.679,0.783,0.607,0.708,0.838,0.689,0.631,0.714,0.831,0.677,0.692,0.728,0.53,0.706,0.715,0.959,0.361,0.665,0.715,0.532,0.76,0.811,0.325,0.422,0.485,0.609,0.784,0.622,0.568,0.536,0.48,0.647,0.471,0.588,0.377,0.428,0.509,0.525,0.567,0.46,0.429,0.503,0.386,0.37,0.385,0.745,0.561,0.75,0.54,0.604,0.503,0.434,0.455,0.702,0.542,0.555,0.51,0.46 -92,Epileptic,M,37.0,1.5,3.6,1.5,1.8,2.1,2.6,2.6,1.8,2.6,0.8,0.4,2.9,2.3,0.6,2.5,8.4,10.2,0.6,2.5,4.4,1.3,4.2,2.2,5.2,2.8,2.8,3.4,3.4,4.7,3.7,1.9,1.3,0.7,3.9,0.5,0.8,5.5,3.7,0.3,0.4,0.9,3.6,2.4,2.5,4.0,1.0,0.6,1.0,1.2,0.7,0.5,3.5,1.3,3.0,0.4,2.8,1.1,1.5,1.2,1.2,0.8,2.7,0.6,0.7,2.2,1.4,2.8,1.9,1.8,0.6,1.0,1.9,4.7,0.4,9,34,13,16,14,23,17,16,19,10,6.0,27,25,9,23,82,94,5,30,38,10,50,23,42,37,30,34,25,33,44,19,10,6,43,4,7,53,42,2,2,5,32,20,18,18,7,3,7,6,7,4,20,9,14,2,19,7,14,8,8,5,15,3,5,17,19,17,12,10,4,6,16,37,3,0.041,0.026,0.025,0.029,0.037,0.029,0.039,0.031,0.06,0.032,0.05,0.033,0.035,0.044,0.035,0.039,0.033,0.024,0.029,0.036,0.027,0.035,0.032,0.055,0.031,0.028,0.035,0.041,0.04,0.032,0.043,0.044,0.031,0.039,0.017,0.018,0.045,0.035,0.013,0.02,0.02,0.032,0.04,0.027,0.03,0.019,0.021,0.017,0.014,0.019,0.022,0.028,0.017,0.022,0.014,0.02,0.021,0.016,0.025,0.016,0.02,0.038,0.032,0.018,0.021,0.023,0.029,0.028,0.028,0.023,0.022,0.022,0.015,0.015,1803,6179,2403,2995,2227,4239,2986,3423,2170,1707,728.0,4189,5019,1389,5022,14236,21981,2284,5345,5228,3287,6148,3041,5788,6404,7368,7167,4197,6509,7401,2739,1325,1097,9028,2306,2237,9523,8661,582,667,1406,3506,5368,2848,3618,1756,1090,2746,2748,1831,709,4706,2098,4424,712,4333,1854,2813,1318,2043,1264,2954,564,1218,3479,1109,3158,2658,2140,1024,1544,3168,11564,881,0.12,0.126,0.127,0.126,0.123,0.126,0.124,0.128,0.173,0.141,0.146,0.132,0.141,0.139,0.14,0.136,0.128,0.102,0.127,0.141,0.106,0.13,0.118,0.147,0.133,0.125,0.122,0.121,0.125,0.136,0.131,0.113,0.113,0.148,0.08,0.093,0.15,0.132,0.084,0.107,0.101,0.132,0.138,0.119,0.114,0.103,0.105,0.088,0.087,0.115,0.103,0.113,0.098,0.1,0.092,0.106,0.106,0.092,0.118,0.095,0.108,0.132,0.139,0.1,0.11,0.121,0.118,0.115,0.121,0.112,0.113,0.116,0.09,0.098,541,2048,929,1068,972,1512,1018,993,695,427,207.0,1484,1238,306,1289,3823,5640,443,1459,2133,846,1871,1190,1837,1641,1753,1866,1340,1773,2058,759,584,307,1788,538,741,2299,1954,313,287,703,1678,1171,1535,2010,770,416,1035,1188,652,408,2127,1137,1953,387,2173,880,1477,776,1061,621,1144,288,639,1686,871,1549,1139,984,430,727,1342,4773,360,3.145,2.823,2.542,2.586,2.142,2.279,2.443,2.949,2.372,2.87,2.509,2.202,3.051,2.997,2.841,2.713,2.96,3.797,2.84,2.083,2.724,2.558,2.082,2.462,2.87,3.061,2.789,2.372,2.836,2.759,2.57,2.304,2.843,3.392,3.738,2.63,3.102,3.052,2.158,2.457,2.568,1.806,3.258,2.134,2.049,2.556,2.89,3.365,2.82,3.03,1.952,2.33,2.003,2.398,2.154,2.195,2.317,2.099,1.773,2.033,2.245,2.477,1.985,2.151,2.211,1.571,2.16,2.529,2.338,2.539,2.495,2.523,2.516,2.835,0.905,0.562,0.538,0.633,0.607,0.645,0.527,0.643,0.764,0.552,0.923,0.696,0.663,0.636,0.587,0.719,0.683,0.722,0.646,0.65,0.861,0.675,0.697,0.807,0.718,0.681,0.761,0.741,0.696,0.574,0.617,0.933,0.646,0.616,0.641,0.449,0.795,0.768,0.422,0.445,0.443,0.632,0.77,0.735,0.572,0.586,0.425,0.604,0.444,0.623,0.446,0.468,0.422,0.438,0.379,0.426,0.567,0.601,0.533,0.447,0.436,0.674,0.448,0.77,0.487,0.513,0.54,0.517,0.512,0.766,0.504,0.619,0.554,0.496 -93,Epileptic,F,47.0,0.8,3.1,1.0,1.8,2.0,2.4,2.1,1.9,1.3,1.2,0.6,3.4,2.2,0.4,1.5,8.6,10.9,0.9,2.4,4.3,1.0,6.9,2.8,4.6,4.7,4.2,4.2,3.7,2.9,4.7,1.5,1.5,1.0,3.0,0.5,0.8,3.7,3.5,0.2,0.3,1.9,3.8,3.0,2.6,3.7,1.0,0.4,0.8,1.7,1.1,0.8,2.6,1.5,2.8,0.4,3.2,0.8,1.6,1.5,1.8,1.2,1.4,0.3,0.7,3.3,1.5,3.0,1.5,1.7,0.7,1.3,1.3,6.6,0.4,8,27,8,19,15,28,26,22,17,16,7.0,28,28,7,18,98,115,5,30,35,9,72,25,61,50,53,86,46,26,49,17,12,10,36,2,7,45,47,2,2,10,29,26,17,24,6,2,5,7,7,7,19,11,20,2,27,8,13,9,17,13,12,1,5,53,20,20,10,11,7,8,10,61,4,0.032,0.029,0.016,0.028,0.036,0.033,0.034,0.028,0.04,0.041,0.047,0.039,0.037,0.03,0.03,0.038,0.034,0.036,0.026,0.035,0.023,0.043,0.034,0.044,0.038,0.028,0.043,0.033,0.027,0.039,0.033,0.052,0.029,0.031,0.016,0.012,0.039,0.033,0.014,0.02,0.029,0.036,0.058,0.022,0.026,0.019,0.015,0.014,0.021,0.029,0.029,0.022,0.025,0.02,0.022,0.021,0.015,0.017,0.02,0.019,0.023,0.024,0.021,0.015,0.028,0.023,0.021,0.02,0.02,0.022,0.023,0.016,0.019,0.016,1779,5855,2629,3251,1904,4046,3525,4339,1927,2398,901.0,3572,4450,1202,3620,14483,22367,2661,5751,4789,3478,7014,2431,7223,7366,9780,6652,6456,6527,6657,2413,1599,1718,8018,2010,2707,7469,9975,398,812,1955,2488,6552,3484,3907,1785,923,2523,2764,2030,934,3821,1909,4936,555,4487,1763,3583,1839,2618,1646,2647,323,1114,3709,1645,4448,2511,2587,1567,1790,2483,12611,773,0.123,0.119,0.096,0.128,0.147,0.127,0.139,0.131,0.156,0.161,0.149,0.143,0.135,0.129,0.123,0.146,0.135,0.118,0.121,0.137,0.1,0.121,0.132,0.15,0.126,0.129,0.132,0.132,0.116,0.154,0.141,0.135,0.109,0.128,0.076,0.075,0.145,0.138,0.091,0.108,0.119,0.132,0.164,0.107,0.113,0.105,0.096,0.085,0.093,0.117,0.137,0.106,0.121,0.104,0.135,0.114,0.094,0.097,0.109,0.108,0.122,0.113,0.117,0.107,0.115,0.111,0.109,0.109,0.105,0.121,0.112,0.104,0.105,0.099,432,1734,960,1103,834,1231,1160,1257,549,594,254.0,1441,1133,264,895,3813,5710,391,1507,1990,712,2549,1155,1810,2097,2502,2120,1946,1739,2031,674,630,517,1591,453,931,1754,1980,237,326,1017,1446,982,1821,2315,775,340,932,1145,612,464,1846,1014,2215,246,2297,799,1617,1056,1455,774,1008,197,585,1783,1067,2058,1066,1198,545,873,1155,5175,453,3.533,2.802,2.684,2.859,1.931,2.536,2.406,3.119,2.414,3.072,2.788,2.098,2.852,2.998,2.843,2.733,2.936,4.342,2.921,2.061,3.186,2.273,1.873,2.801,2.66,2.914,2.344,2.534,2.786,2.525,2.607,2.751,2.517,3.287,3.653,2.608,2.956,3.307,1.982,2.454,2.414,1.694,3.754,2.107,1.933,2.642,3.048,3.385,2.84,3.079,2.189,2.243,1.898,2.387,2.682,2.121,2.494,2.49,2.002,1.953,2.244,2.262,1.971,2.161,2.229,1.799,2.38,2.665,2.469,2.748,2.403,2.389,2.562,2.146,1.037,0.782,0.539,0.438,0.66,0.727,0.543,0.565,0.718,0.688,0.798,0.498,0.568,0.46,0.56,0.621,0.65,0.711,0.672,0.635,0.9,0.63,0.505,0.748,0.726,0.62,0.55,0.612,0.501,0.582,0.658,0.893,0.528,0.667,0.585,0.498,0.771,0.711,0.323,0.585,0.417,0.47,0.924,0.69,0.534,0.546,0.669,0.808,0.656,0.764,0.421,0.476,0.486,0.482,0.631,0.434,0.503,0.514,0.402,0.418,0.525,0.771,0.265,0.695,0.542,0.602,0.471,0.452,0.441,1.037,0.446,0.403,0.505,0.363 -94,Epileptic,F,47.0,0.9,3.0,0.9,1.2,1.2,2.1,1.3,1.7,1.3,0.8,0.5,2.8,1.3,0.7,1.4,5.5,7.1,0.9,1.8,4.4,0.8,3.6,1.7,2.3,3.3,2.9,2.5,2.5,2.3,3.4,1.3,1.5,0.7,2.7,0.4,0.3,3.4,3.0,0.2,0.2,1.0,3.9,2.0,2.9,2.6,0.5,0.5,1.3,1.1,1.0,0.6,1.4,1.0,2.2,0.5,2.7,0.6,2.3,1.4,0.7,0.6,1.0,0.2,0.2,2.0,1.1,2.2,1.4,0.7,0.4,0.8,1.3,4.1,0.3,9,28,7,10,12,17,11,17,11,9,6.0,26,15,9,14,56,63,8,19,35,6,43,16,23,38,35,28,24,21,39,16,9,6,31,3,4,37,33,1,1,7,29,23,23,15,4,2,9,5,7,6,8,8,13,3,22,6,21,10,6,4,6,2,2,15,17,18,8,4,4,5,9,35,4,0.047,0.03,0.015,0.022,0.032,0.032,0.025,0.027,0.039,0.031,0.039,0.033,0.027,0.036,0.028,0.032,0.026,0.031,0.031,0.038,0.015,0.038,0.028,0.039,0.033,0.029,0.026,0.028,0.024,0.034,0.035,0.045,0.025,0.029,0.014,0.011,0.037,0.032,0.018,0.016,0.019,0.04,0.034,0.025,0.021,0.012,0.024,0.015,0.015,0.022,0.021,0.016,0.017,0.019,0.018,0.02,0.014,0.022,0.028,0.017,0.019,0.023,0.017,0.014,0.022,0.02,0.02,0.019,0.015,0.014,0.023,0.017,0.019,0.017,1540,5062,2312,2417,1855,3015,2584,3350,2229,1583,682.0,2881,3281,1426,2992,11255,16444,2502,3145,3929,2213,5567,2102,5155,5692,6382,5140,4195,5944,5167,2101,1343,1287,7119,1455,1604,6930,7123,355,340,1549,3638,5006,2843,3434,1271,770,2846,2493,1673,691,3209,2167,4355,691,3727,1612,2968,1505,1234,810,1648,395,672,2992,1263,3717,2636,1490,750,1191,2521,8327,362,0.138,0.134,0.098,0.113,0.137,0.147,0.105,0.13,0.147,0.134,0.13,0.143,0.127,0.166,0.136,0.134,0.12,0.124,0.13,0.141,0.08,0.15,0.129,0.141,0.144,0.133,0.12,0.111,0.103,0.145,0.137,0.142,0.104,0.137,0.072,0.072,0.134,0.137,0.108,0.101,0.106,0.154,0.132,0.122,0.101,0.08,0.107,0.087,0.086,0.115,0.123,0.086,0.095,0.096,0.107,0.112,0.105,0.115,0.127,0.101,0.117,0.123,0.115,0.096,0.116,0.119,0.103,0.105,0.094,0.111,0.112,0.105,0.098,0.116,463,1642,927,914,680,1097,846,1085,556,448,242.0,1294,877,342,792,3075,4331,481,963,1908,740,1738,964,1159,1705,1856,1676,1368,1496,1685,610,570,470,1600,431,567,1748,1688,194,174,794,1545,1082,1810,1950,683,339,1262,1126,671,412,1389,967,1849,399,1990,644,1594,867,663,409,590,192,340,1404,886,1827,1118,699,413,596,1149,3530,274,3.298,2.961,2.485,2.501,2.379,2.602,2.54,2.749,2.835,2.898,2.465,2.011,2.888,3.028,2.891,2.75,2.971,3.756,2.735,1.811,2.481,2.573,1.963,3.18,2.532,2.808,2.434,2.342,2.964,2.436,2.48,2.378,2.159,3.224,3.218,2.559,3.036,3.131,1.953,2.304,2.383,2.1,3.395,1.804,1.982,2.003,2.742,2.622,2.526,2.897,1.984,2.41,2.252,2.415,2.039,2.066,2.686,2.082,2.027,2.057,2.231,2.765,2.234,2.272,2.232,1.796,2.208,2.717,2.442,2.182,2.401,2.709,2.449,1.618,0.863,0.593,0.584,0.523,0.604,0.521,0.578,0.565,0.753,0.646,0.779,0.525,0.547,0.496,0.51,0.551,0.59,0.593,0.505,0.545,0.625,0.573,0.477,0.61,0.549,0.738,0.476,0.575,0.504,0.56,0.739,0.991,0.652,0.591,0.713,0.447,0.684,0.6,0.418,0.45,0.613,0.482,0.722,0.619,0.603,0.468,0.537,0.587,0.568,0.537,0.418,0.487,0.554,0.49,0.407,0.433,0.564,0.458,0.38,0.376,0.357,0.685,0.442,1.039,0.526,0.553,0.48,0.492,0.498,0.622,0.407,0.613,0.534,0.445 -95,Epileptic,F,32.0,1.2,2.5,1.2,1.1,1.6,2.7,1.4,2.0,1.4,0.5,0.3,2.9,1.6,0.5,1.0,6.9,9.9,0.8,2.2,5.1,0.8,6.0,3.2,3.6,6.4,4.2,3.8,1.1,1.8,2.8,1.9,1.4,0.4,2.5,0.4,0.6,2.5,4.4,0.1,0.1,1.1,4.5,2.0,2.4,1.8,0.8,0.4,0.9,1.5,0.8,0.7,2.0,1.8,3.4,0.4,1.7,1.1,1.9,0.9,1.2,0.5,1.6,0.5,0.5,2.0,1.4,1.2,1.2,1.1,0.7,0.8,1.4,5.3,0.3,10,26,13,9,14,20,16,22,18,5,4.0,25,22,6,12,87,97,9,25,49,8,47,25,43,53,37,36,19,21,34,20,13,6,27,2,6,31,47,1,1,6,37,21,21,9,7,2,6,8,7,6,16,13,25,2,14,7,15,9,8,4,15,3,5,16,16,7,10,4,6,6,10,42,3,0.048,0.026,0.021,0.018,0.028,0.044,0.029,0.035,0.045,0.023,0.039,0.04,0.026,0.033,0.031,0.033,0.031,0.03,0.035,0.043,0.02,0.049,0.048,0.043,0.052,0.046,0.037,0.021,0.024,0.031,0.05,0.059,0.026,0.027,0.014,0.016,0.029,0.039,0.013,0.017,0.023,0.042,0.032,0.026,0.016,0.027,0.018,0.017,0.021,0.024,0.028,0.019,0.025,0.02,0.033,0.022,0.021,0.021,0.022,0.022,0.023,0.03,0.028,0.017,0.02,0.032,0.013,0.022,0.021,0.027,0.021,0.022,0.019,0.019,1569,4507,2571,2839,2370,2275,2877,3228,1972,1213,760.0,2618,4210,1144,2744,13724,20063,2221,4823,5387,3167,3171,1641,6232,4238,4472,4677,3222,3787,5061,2647,889,804,6706,1625,1705,7521,8197,383,389,1293,1948,5734,3293,3001,1509,712,2023,2215,1412,559,4105,2438,6918,284,2579,1539,3209,1046,1485,630,2188,510,874,3167,1259,2190,1853,1155,966,1144,2377,9155,778,0.135,0.12,0.115,0.1,0.136,0.138,0.125,0.153,0.17,0.121,0.108,0.153,0.119,0.148,0.145,0.137,0.13,0.128,0.134,0.172,0.082,0.154,0.164,0.159,0.165,0.15,0.138,0.108,0.099,0.14,0.167,0.152,0.13,0.126,0.082,0.095,0.127,0.15,0.093,0.086,0.116,0.149,0.149,0.121,0.09,0.126,0.094,0.089,0.106,0.123,0.138,0.099,0.11,0.101,0.133,0.114,0.115,0.107,0.118,0.108,0.111,0.143,0.14,0.111,0.109,0.141,0.089,0.112,0.098,0.141,0.118,0.113,0.104,0.117,448,1511,952,976,956,1011,901,1009,600,328,202.0,1202,1262,258,696,3731,5624,475,1141,2237,746,1639,1044,1571,1806,1441,1680,951,1380,1569,793,371,267,1343,411,604,1582,1968,186,161,664,1402,1131,1648,1589,496,311,841,1049,521,376,1726,1172,2836,157,1229,735,1458,715,827,333,892,253,450,1552,640,1157,910,766,427,588,1007,4081,290,3.337,2.745,2.676,2.713,2.115,2.1,2.459,2.703,2.495,2.911,2.892,1.86,2.703,2.935,2.829,2.751,2.726,3.608,3.13,2.027,3.079,1.806,1.599,2.875,2.106,2.518,2.312,2.516,2.156,2.425,2.602,2.358,2.533,3.207,3.396,2.483,3.237,2.995,2.387,2.387,2.52,1.36,3.452,2.15,2.115,2.616,2.839,2.839,2.59,2.71,1.857,2.45,2.161,2.482,2.166,2.201,2.367,2.421,1.791,2.037,2.046,2.315,2.034,2.263,2.179,2.432,2.109,2.093,1.76,2.505,2.372,2.608,2.454,2.612,0.741,0.52,0.426,0.649,0.689,0.66,0.567,0.545,0.668,0.463,0.819,0.486,0.386,0.531,0.583,0.632,0.686,0.766,0.701,0.741,0.846,0.582,0.446,0.757,0.721,0.678,0.719,0.52,0.57,0.718,0.705,0.889,0.435,0.664,0.683,0.506,0.757,0.858,0.409,0.347,0.415,0.509,0.725,0.611,0.365,0.671,0.408,0.805,0.442,0.439,0.402,0.482,0.449,0.435,0.641,0.377,0.465,0.468,0.337,0.401,0.386,0.589,0.417,0.653,0.529,0.628,0.47,0.62,0.449,0.749,0.374,0.5,0.465,0.526 -96,Epileptic,F,67.5,0.9,2.7,1.3,1.1,1.1,1.8,1.3,1.3,0.9,0.9,0.3,2.7,1.8,0.8,2.2,4.9,8.6,1.2,2.7,4.0,0.9,2.9,1.3,2.9,3.4,3.4,3.1,2.4,2.7,3.0,1.6,1.1,0.6,2.4,0.4,0.7,2.2,3.3,0.1,0.4,1.3,2.4,2.1,2.7,3.6,0.5,0.7,1.1,1.5,0.7,0.6,2.0,1.4,2.0,0.4,2.6,0.3,1.4,1.0,1.0,0.6,1.7,0.2,0.4,2.2,1.6,2.4,1.9,1.2,0.7,1.1,1.2,4.3,0.4,9,20,10,9,12,16,11,11,11,8,3.0,25,16,10,21,47,77,8,23,35,8,30,14,33,37,31,33,20,20,33,20,8,4,29,3,6,24,31,2,3,6,22,22,20,21,5,3,6,7,5,5,13,11,12,3,22,3,12,7,7,5,13,2,5,20,18,20,12,7,5,7,10,36,4,0.039,0.027,0.024,0.018,0.03,0.033,0.024,0.021,0.044,0.035,0.028,0.029,0.028,0.036,0.034,0.036,0.032,0.039,0.032,0.034,0.022,0.032,0.022,0.034,0.033,0.028,0.024,0.026,0.023,0.025,0.036,0.041,0.019,0.029,0.02,0.017,0.029,0.032,0.009,0.026,0.022,0.028,0.035,0.024,0.025,0.013,0.025,0.015,0.02,0.022,0.025,0.021,0.03,0.018,0.017,0.019,0.018,0.021,0.029,0.017,0.021,0.027,0.018,0.016,0.023,0.029,0.019,0.022,0.018,0.02,0.024,0.023,0.019,0.02,1594,4320,2213,2283,1599,2333,2187,2974,1307,1401,529.0,2529,3599,984,3056,7662,14846,2323,3606,3866,3215,4322,1952,5411,5519,5696,5182,3308,5695,5244,2381,1108,964,5445,1747,1629,5477,6120,408,549,1550,2891,6638,2580,3739,1275,872,2257,2224,1312,453,2943,1773,3858,529,3806,959,2329,942,1464,831,2478,279,938,2517,1465,3319,2884,1793,1142,1388,1899,7792,463,0.142,0.124,0.115,0.105,0.124,0.136,0.094,0.1,0.129,0.15,0.115,0.135,0.119,0.126,0.149,0.143,0.128,0.12,0.143,0.13,0.094,0.148,0.118,0.125,0.136,0.128,0.12,0.109,0.095,0.123,0.137,0.122,0.099,0.119,0.095,0.086,0.127,0.131,0.074,0.128,0.106,0.128,0.14,0.115,0.113,0.088,0.107,0.08,0.094,0.115,0.128,0.104,0.133,0.095,0.107,0.108,0.105,0.109,0.132,0.103,0.11,0.12,0.129,0.113,0.12,0.136,0.108,0.11,0.103,0.104,0.116,0.119,0.105,0.115,480,1559,855,889,647,959,783,977,398,399,187.0,1299,1156,304,1074,2419,4475,459,1245,1818,750,1480,860,1496,1921,1994,2057,1343,1619,1846,747,529,462,1367,430,708,1363,1645,274,292,834,1311,1054,1832,2253,686,405,1035,1097,477,329,1438,769,1711,310,2105,355,1173,565,838,432,939,167,418,1448,864,1872,1306,942,531,700,831,3559,329,3.197,2.606,2.578,2.631,2.33,2.204,2.363,2.601,2.505,3.154,2.568,1.731,2.552,2.375,2.322,2.493,2.768,3.739,2.53,1.901,3.237,2.385,1.978,2.751,2.337,2.512,2.095,2.122,2.782,2.367,2.448,2.127,1.788,2.786,3.412,2.195,2.931,2.774,1.719,2.475,2.312,1.938,3.703,1.615,1.886,2.038,2.688,2.672,2.439,3.08,1.581,2.206,2.159,2.435,2.09,1.957,2.835,2.289,2.031,1.99,2.244,2.708,1.846,2.106,1.854,2.027,1.894,2.545,2.242,2.506,2.254,2.583,2.408,1.774,0.796,0.531,0.405,0.417,0.646,0.471,0.568,0.502,0.686,0.515,0.813,0.472,0.36,0.449,0.47,0.535,0.547,0.735,0.659,0.523,0.749,0.475,0.504,0.573,0.52,0.481,0.464,0.474,0.5,0.535,0.667,0.99,0.363,0.79,0.738,0.418,0.754,0.647,0.295,0.394,0.432,0.459,0.969,0.519,0.545,0.416,0.562,0.731,0.574,0.509,0.299,0.487,0.625,0.561,0.325,0.404,0.693,0.763,0.472,0.357,0.56,0.787,0.337,0.967,0.604,0.623,0.434,0.402,0.342,0.355,0.558,0.611,0.503,0.364 -97,Epileptic,M,42.0,0.7,2.9,0.9,1.6,1.8,1.9,2.7,2.2,1.3,0.9,0.3,2.5,2.0,0.6,1.3,8.3,11.8,1.0,2.2,4.7,1.1,3.2,1.9,4.1,3.3,4.2,3.8,3.7,3.3,4.5,1.9,1.4,0.5,2.4,0.4,1.2,4.7,3.2,0.3,0.3,1.5,3.2,3.8,2.7,3.3,0.7,0.4,0.8,1.7,0.8,0.9,2.6,1.5,2.9,0.2,2.1,0.9,2.2,0.8,1.5,0.7,1.7,0.3,0.5,2.7,1.9,3.0,1.8,1.0,0.7,1.4,1.3,5.2,0.4,4,25,8,12,18,17,17,18,10,9,3.0,20,17,7,13,65,91,7,22,35,9,32,16,29,38,42,34,31,27,46,21,10,4,24,2,8,43,35,1,2,10,27,27,22,14,6,2,4,7,6,5,17,11,18,1,15,6,20,6,12,5,9,1,3,23,18,20,12,6,5,8,8,38,3,0.026,0.029,0.015,0.027,0.044,0.032,0.036,0.027,0.055,0.033,0.032,0.031,0.035,0.033,0.035,0.041,0.037,0.031,0.028,0.038,0.022,0.037,0.026,0.043,0.026,0.03,0.03,0.03,0.028,0.035,0.044,0.051,0.024,0.026,0.014,0.021,0.04,0.033,0.02,0.019,0.026,0.033,0.05,0.03,0.022,0.012,0.018,0.012,0.02,0.016,0.031,0.027,0.029,0.02,0.016,0.016,0.021,0.021,0.027,0.024,0.021,0.033,0.017,0.019,0.025,0.026,0.02,0.022,0.015,0.022,0.022,0.02,0.019,0.02,1833,5619,2646,2782,2287,2911,2819,4009,1926,1697,780.0,2588,3462,1491,2434,12138,19511,2703,4395,4159,3573,4854,2222,6832,6979,7772,6228,5089,6967,6775,2625,1358,847,6138,1519,2557,6923,7091,316,415,1846,2844,5998,2228,4107,1785,955,2159,2448,2031,737,3488,1790,5777,381,4053,1590,3801,848,1860,1077,2200,440,1083,3452,1739,4671,2907,2130,1247,2039,2228,10245,460,0.101,0.12,0.096,0.118,0.136,0.14,0.119,0.117,0.16,0.134,0.116,0.123,0.135,0.124,0.131,0.136,0.131,0.122,0.118,0.134,0.089,0.143,0.125,0.138,0.125,0.127,0.122,0.104,0.109,0.139,0.14,0.129,0.1,0.113,0.068,0.102,0.136,0.139,0.104,0.105,0.122,0.139,0.148,0.127,0.098,0.086,0.089,0.077,0.098,0.093,0.139,0.116,0.117,0.097,0.106,0.097,0.107,0.11,0.12,0.115,0.113,0.123,0.091,0.093,0.125,0.12,0.106,0.106,0.09,0.12,0.114,0.114,0.1,0.108,483,1678,902,997,784,1009,1130,1350,456,442,218.0,1312,1018,341,717,3457,5512,524,1302,2000,912,1470,1088,1650,2134,2284,2097,1904,1916,2180,762,569,319,1449,442,845,2002,1653,203,243,945,1403,1389,1423,2353,890,358,988,1200,810,443,1529,903,2323,177,2028,740,1790,551,1011,490,806,249,436,1819,1029,2318,1362,1031,514,992,1020,4397,304,3.679,3.112,2.655,2.817,2.43,2.546,2.215,2.568,2.87,2.955,2.884,1.775,2.65,2.878,2.555,2.587,2.769,3.666,2.686,1.837,2.849,2.552,1.861,2.946,2.614,2.813,2.338,2.122,2.716,2.464,2.541,2.434,2.145,2.912,3.042,2.791,2.708,3.163,1.904,2.052,2.478,1.843,2.97,1.839,2.029,2.303,3.087,2.66,2.529,2.624,2.123,2.335,2.052,2.548,2.313,2.197,2.579,2.372,1.76,2.031,2.418,2.714,1.968,2.769,2.077,2.05,2.26,2.488,2.475,2.493,2.422,2.744,2.536,1.878,0.699,0.852,0.67,0.402,0.657,0.687,0.593,0.513,0.525,0.567,0.718,0.486,0.443,0.604,0.55,0.637,0.652,0.707,0.514,0.547,0.793,0.485,0.399,0.762,0.582,0.599,0.639,0.615,0.685,0.486,0.734,0.976,0.457,0.665,0.775,0.549,0.717,0.553,0.408,0.38,0.555,0.649,0.82,0.82,0.585,0.476,0.631,0.573,0.437,0.543,0.565,0.507,0.58,0.541,0.397,0.473,0.479,0.529,0.41,0.353,0.436,0.667,0.499,1.004,0.554,0.629,0.493,0.527,0.395,0.877,0.462,0.442,0.523,0.399 -98,Epileptic,M,22.0,1.4,3.1,1.4,1.3,1.8,2.1,1.4,1.4,2.8,1.2,0.2,3.2,1.4,0.5,1.7,9.4,10.7,1.2,2.5,4.1,1.1,5.4,2.7,3.8,6.1,4.0,5.0,3.4,3.1,3.3,2.4,1.0,0.5,2.8,0.7,0.7,4.1,3.5,0.2,0.3,1.1,4.0,2.6,2.5,2.6,1.1,0.5,0.9,1.6,0.9,0.5,2.7,1.9,4.3,0.3,3.3,0.7,1.3,1.5,1.5,0.3,1.5,0.4,0.5,1.7,1.3,2.7,1.6,1.3,0.9,1.2,1.5,5.5,0.4,10,27,10,10,12,24,13,18,17,9,3.0,28,20,8,21,88,95,11,29,39,8,51,23,46,54,42,53,32,24,42,22,9,4,34,3,6,51,40,1,2,7,30,25,18,13,7,2,5,8,9,3,18,11,27,1,27,6,9,8,10,3,12,4,4,13,17,19,10,6,6,8,10,39,3,0.05,0.028,0.026,0.027,0.032,0.033,0.034,0.028,0.066,0.047,0.038,0.043,0.028,0.03,0.034,0.044,0.042,0.041,0.032,0.041,0.029,0.047,0.049,0.047,0.047,0.039,0.039,0.041,0.032,0.035,0.055,0.043,0.025,0.035,0.022,0.017,0.038,0.032,0.013,0.016,0.021,0.044,0.043,0.025,0.021,0.023,0.018,0.014,0.019,0.02,0.028,0.023,0.03,0.032,0.026,0.019,0.022,0.016,0.031,0.02,0.012,0.026,0.027,0.017,0.021,0.02,0.022,0.019,0.018,0.022,0.026,0.018,0.017,0.022,1676,5800,3087,2855,2449,3737,2856,3436,2022,1802,591.0,2653,4727,1520,4501,14422,18974,2945,5358,5512,3329,6144,2340,6719,7166,7119,7505,5312,6701,7402,3286,1233,1295,7398,2061,2320,9469,9903,549,792,1640,2625,5435,2989,3329,1431,994,2515,3014,2191,538,4430,2217,5843,396,5180,1590,2951,1428,2506,999,2829,590,1118,2915,1896,3948,3130,1874,1712,1632,2878,11199,487,0.155,0.116,0.111,0.118,0.13,0.149,0.127,0.127,0.175,0.158,0.134,0.166,0.123,0.143,0.131,0.146,0.146,0.143,0.133,0.16,0.106,0.151,0.143,0.159,0.153,0.129,0.135,0.13,0.118,0.128,0.153,0.108,0.099,0.127,0.087,0.091,0.146,0.135,0.081,0.085,0.105,0.143,0.151,0.118,0.099,0.105,0.096,0.076,0.096,0.113,0.138,0.107,0.125,0.121,0.105,0.104,0.104,0.091,0.127,0.103,0.084,0.121,0.131,0.099,0.108,0.107,0.108,0.098,0.095,0.112,0.116,0.096,0.096,0.121,508,1911,960,905,920,1173,902,1037,693,431,170.0,1264,1061,324,1016,3962,5021,539,1356,2045,676,1922,947,1714,2255,1990,2547,1646,1711,1978,850,497,387,1606,545,770,2116,1944,242,343,806,1404,1242,1615,1910,698,391,1042,1273,772,256,1967,1022,2279,178,2578,642,1375,762,1160,441,1004,286,505,1302,1039,1904,1304,938,694,781,1278,4626,269,3.254,2.808,2.911,2.841,2.43,2.627,2.432,2.964,2.373,3.079,2.686,1.891,3.104,3.253,3.227,2.685,2.84,4.054,3.017,2.274,3.253,2.558,2.158,2.945,2.512,2.819,2.297,2.51,2.869,2.759,2.773,2.382,2.659,3.083,3.252,2.711,3.198,3.372,2.588,2.711,2.574,1.773,2.979,2.076,1.944,2.138,3.24,3.057,2.809,2.944,2.293,2.428,2.279,2.464,2.415,2.215,2.64,2.455,2.123,2.303,2.493,2.9,2.17,2.669,2.473,2.187,2.3,2.792,2.439,2.55,2.411,2.439,2.597,2.298,0.983,0.509,0.551,0.647,0.718,0.674,0.649,0.459,0.843,0.808,0.975,0.514,0.534,0.624,0.588,0.751,0.733,0.87,0.667,0.735,0.809,0.817,0.572,0.72,0.826,0.678,0.652,0.68,0.55,0.615,0.785,0.938,0.424,0.682,0.54,0.507,0.839,0.723,0.452,0.325,0.565,0.594,0.765,0.572,0.543,0.433,0.572,0.76,0.595,0.475,0.526,0.439,0.63,0.565,0.4,0.457,0.546,0.436,0.421,0.504,0.543,0.663,0.399,0.755,0.547,0.685,0.445,0.408,0.434,0.666,0.516,0.562,0.477,0.45 -99,Epileptic,M,37.0,1.0,3.2,2.1,1.7,2.1,3.4,2.2,2.1,1.5,1.1,0.3,4.1,1.9,0.6,1.3,10.5,12.5,1.0,3.4,6.2,2.6,4.4,3.6,5.6,5.3,4.5,4.3,3.9,6.5,3.6,1.8,1.8,1.4,3.3,0.7,0.7,5.1,4.9,0.2,0.1,1.4,3.9,2.8,4.8,4.0,1.1,0.3,1.2,1.9,0.7,0.6,2.8,2.6,3.5,0.5,3.9,1.0,2.5,2.2,2.0,1.0,2.0,0.4,0.7,3.0,1.9,2.9,1.8,1.7,0.8,1.0,1.4,6.8,0.7,7,25,14,10,14,24,16,19,16,8,3.0,31,19,5,12,82,100,9,28,44,19,39,26,47,45,45,37,29,52,33,16,13,8,25,4,4,42,44,2,1,9,29,25,33,23,8,2,9,9,4,5,19,18,25,2,29,8,15,16,85,8,13,3,4,18,15,23,13,9,5,7,9,48,5,0.039,0.028,0.027,0.03,0.036,0.042,0.039,0.033,0.045,0.054,0.037,0.042,0.036,0.036,0.033,0.045,0.042,0.042,0.049,0.044,0.049,0.035,0.043,0.052,0.04,0.041,0.034,0.04,0.051,0.037,0.049,0.064,0.072,0.048,0.033,0.021,0.045,0.041,0.016,0.019,0.029,0.036,0.058,0.035,0.029,0.027,0.018,0.022,0.024,0.017,0.04,0.026,0.035,0.025,0.034,0.025,0.026,0.028,0.032,0.048,0.024,0.035,0.025,0.037,0.027,0.033,0.026,0.022,0.025,0.03,0.031,0.021,0.024,0.038,1077,5412,3359,2280,2299,2529,3044,3424,2082,1213,627.0,2868,3322,991,2485,11287,19578,1982,4040,4304,4479,3841,1799,5826,4528,5315,5218,3989,5532,5107,3166,1216,750,5330,1493,1452,7331,7181,328,343,1225,2250,4917,3184,3523,1244,782,1876,2107,1416,408,3491,2755,5419,368,4460,1493,2865,1666,1489,1309,2449,426,978,3327,1852,3595,2813,2076,1191,1011,1952,10768,538,0.129,0.124,0.111,0.117,0.125,0.143,0.129,0.128,0.148,0.169,0.117,0.145,0.129,0.123,0.131,0.137,0.137,0.144,0.158,0.15,0.134,0.123,0.15,0.158,0.121,0.14,0.112,0.125,0.131,0.133,0.16,0.15,0.169,0.149,0.112,0.094,0.146,0.137,0.104,0.105,0.125,0.142,0.169,0.132,0.12,0.119,0.096,0.108,0.113,0.091,0.162,0.118,0.124,0.114,0.129,0.111,0.117,0.113,0.137,0.126,0.109,0.131,0.119,0.128,0.116,0.116,0.112,0.11,0.11,0.13,0.133,0.114,0.111,0.149,392,1833,1314,944,999,1279,962,1234,647,405,206.0,1627,1041,270,704,3783,5451,473,1367,2322,1092,1780,1214,1828,2001,1913,2107,1569,1831,1828,704,522,343,1316,389,577,2024,2115,209,158,739,1647,1019,2219,2069,645,290,906,1099,649,268,1803,1346,2316,212,2505,676,1520,1085,1026,693,977,243,332,1739,889,1928,1302,993,447,541,965,4662,288,2.715,2.718,2.51,2.447,2.226,1.951,2.493,2.435,2.487,2.696,2.522,1.654,2.442,2.593,2.61,2.388,2.862,3.045,2.449,1.703,2.965,1.877,1.53,2.577,1.937,2.369,2.063,2.097,2.497,2.363,3.29,2.479,1.979,2.995,3.397,2.288,2.808,2.53,1.815,2.319,2.112,1.366,3.308,1.646,1.954,2.207,3.225,2.509,2.496,2.312,1.865,2.098,2.287,2.407,2.152,1.991,2.477,2.123,1.8,1.636,2.11,2.732,2.082,3.28,2.172,2.226,1.932,2.365,2.348,2.991,2.109,2.323,2.418,2.312,0.755,0.576,0.452,0.474,0.56,0.481,0.786,0.598,0.668,0.671,0.641,0.462,0.6,0.608,0.52,0.673,0.601,0.677,0.61,0.479,0.933,0.532,0.42,0.702,0.548,0.628,0.573,0.621,0.588,0.604,0.825,0.841,0.655,0.658,0.826,0.521,0.651,0.722,0.328,0.372,0.391,0.48,0.805,0.434,0.565,0.46,0.711,0.702,0.433,0.555,0.34,0.462,0.54,0.559,0.503,0.43,0.579,0.493,0.345,0.412,0.478,0.701,0.472,0.691,0.628,0.589,0.508,0.445,0.473,0.922,0.474,0.479,0.558,0.467 -100,Epileptic,M,27.0,0.6,2.2,1.0,1.3,1.6,2.0,1.8,1.9,1.1,0.6,0.4,2.9,2.0,0.7,1.1,7.1,7.7,0.6,1.8,5.2,0.8,2.1,2.0,3.0,3.6,4.6,2.6,2.5,2.6,2.4,1.2,1.0,0.8,3.0,0.5,1.2,3.3,3.3,0.4,0.3,1.5,2.7,3.0,2.8,2.7,0.9,0.5,1.2,1.1,0.7,0.9,1.9,1.4,3.0,0.6,3.3,0.6,2.0,1.2,0.9,0.9,0.9,0.4,0.4,3.0,2.1,1.9,1.9,1.0,0.3,1.1,1.2,6.5,0.5,6,24,11,13,22,18,16,16,11,6,4.0,29,21,8,14,75,70,5,22,45,8,21,20,32,35,50,30,23,26,27,20,18,7,34,3,9,43,42,3,2,9,25,29,20,14,6,3,6,7,5,6,13,12,20,2,25,4,16,7,8,5,7,2,3,18,16,14,14,7,3,8,10,56,4,0.025,0.023,0.018,0.024,0.029,0.029,0.026,0.028,0.039,0.028,0.037,0.03,0.033,0.033,0.029,0.032,0.027,0.028,0.028,0.041,0.017,0.03,0.029,0.03,0.033,0.031,0.027,0.031,0.026,0.03,0.038,0.051,0.025,0.028,0.018,0.02,0.036,0.031,0.023,0.02,0.027,0.03,0.038,0.032,0.02,0.02,0.02,0.017,0.015,0.017,0.032,0.021,0.023,0.021,0.025,0.028,0.028,0.021,0.031,0.018,0.026,0.02,0.018,0.017,0.026,0.04,0.023,0.023,0.019,0.014,0.03,0.023,0.022,0.015,1624,4693,2113,2326,2194,3052,2677,3579,1549,1218,721.0,2918,3553,1305,2196,12527,16365,2142,3725,5345,3509,3224,2158,5873,5655,8318,4737,3716,5951,3806,2105,816,1346,6950,1766,2406,5989,7014,542,546,1795,2501,6431,2466,3525,1329,836,2181,2442,1453,633,3192,2307,5140,590,3421,841,3441,1050,1258,1082,1815,591,822,3535,1289,2553,3159,1497,807,1270,1719,10815,852,0.105,0.115,0.107,0.108,0.13,0.128,0.118,0.12,0.14,0.132,0.119,0.13,0.136,0.142,0.151,0.139,0.126,0.1,0.109,0.135,0.076,0.132,0.136,0.132,0.137,0.132,0.126,0.122,0.113,0.131,0.121,0.127,0.101,0.134,0.084,0.106,0.144,0.132,0.124,0.114,0.127,0.13,0.152,0.132,0.104,0.107,0.108,0.087,0.09,0.105,0.144,0.107,0.114,0.107,0.122,0.131,0.13,0.1,0.119,0.105,0.115,0.108,0.115,0.103,0.115,0.142,0.116,0.117,0.104,0.118,0.13,0.123,0.113,0.093,436,1603,769,943,935,1144,1062,1150,496,353,209.0,1530,975,311,635,3450,4577,397,1102,2188,888,1186,1112,1557,1894,2588,1635,1305,1610,1297,641,332,486,1757,433,869,1703,1850,240,223,857,1296,1378,1476,1996,665,347,946,1123,647,428,1513,1031,2289,298,1848,380,1644,686,779,498,772,309,388,1769,773,1358,1331,788,360,612,862,4527,507,3.507,2.643,2.442,2.415,2.127,2.295,2.206,2.692,2.372,2.932,2.764,1.72,2.845,2.951,2.674,2.732,2.87,3.875,2.726,2.026,3.001,2.216,1.787,2.804,2.439,2.709,2.286,2.234,2.792,2.396,2.594,2.446,2.236,3.047,3.545,2.536,2.734,2.83,2.395,2.478,2.689,1.72,3.206,1.953,2.004,2.121,3.029,2.811,2.553,2.656,1.891,2.28,2.208,2.343,2.328,2.059,2.631,2.393,1.854,1.866,2.287,2.465,2.154,2.234,2.183,1.937,2.087,2.575,2.192,2.636,2.241,2.32,2.481,2.01,0.878,0.759,0.585,0.521,0.503,0.602,0.507,0.542,0.47,0.48,0.78,0.422,0.595,0.369,0.299,0.517,0.537,0.696,0.537,0.748,0.747,0.45,0.38,0.565,0.503,0.585,0.405,0.515,0.445,0.468,0.71,0.931,0.465,0.653,0.617,0.488,0.676,0.592,0.348,0.501,0.498,0.418,0.674,0.675,0.571,0.435,0.652,0.614,0.513,0.458,0.498,0.418,0.535,0.524,0.328,0.397,0.364,0.558,0.354,0.32,0.439,0.548,0.432,0.807,0.427,0.728,0.441,0.498,0.418,1.055,0.44,0.459,0.551,0.368 -101,Epileptic,F,22.0,0.8,2.8,1.2,1.7,2.4,2.2,1.9,1.9,1.4,0.8,0.3,3.6,1.5,0.6,1.2,6.5,10.3,1.0,2.6,5.6,1.0,3.2,1.6,3.3,3.6,3.1,3.7,2.6,3.2,4.2,1.2,0.9,0.7,2.6,0.4,0.6,4.2,2.9,0.2,0.2,1.0,3.4,2.5,3.0,2.5,1.0,0.4,1.1,1.3,0.6,0.6,1.7,1.7,2.9,0.2,2.9,1.0,1.3,1.3,1.3,0.6,1.2,0.3,0.3,1.8,1.6,3.0,1.6,1.0,0.5,1.6,1.4,4.8,0.4,7,26,10,14,23,26,17,17,26,7,5.0,30,17,10,13,74,94,9,32,49,9,36,21,39,41,34,45,24,27,48,19,6,7,26,2,4,51,36,2,1,5,33,28,18,14,6,2,6,6,6,6,13,15,23,1,25,9,10,10,12,4,10,2,4,15,13,24,12,6,5,10,14,37,3,0.034,0.025,0.017,0.024,0.04,0.03,0.026,0.028,0.044,0.035,0.034,0.035,0.032,0.034,0.028,0.032,0.033,0.035,0.033,0.039,0.018,0.038,0.031,0.042,0.029,0.035,0.029,0.026,0.026,0.031,0.038,0.042,0.027,0.03,0.014,0.014,0.041,0.027,0.014,0.016,0.019,0.034,0.048,0.03,0.018,0.014,0.021,0.015,0.018,0.018,0.021,0.016,0.023,0.02,0.027,0.021,0.023,0.016,0.023,0.023,0.021,0.025,0.03,0.015,0.023,0.022,0.021,0.018,0.016,0.013,0.027,0.02,0.017,0.02,1790,5890,3135,3291,2880,3705,3310,3504,2361,1611,736.0,3536,3374,1290,3404,12761,20649,2673,5258,5459,3428,5376,2793,6783,7116,6165,6402,4493,6987,7462,1936,1162,1285,7023,1893,1993,7241,8605,417,503,1632,3828,6139,2882,3925,2041,820,2627,2305,1693,693,3381,2892,5713,345,3840,1735,3131,1510,1499,1042,2444,365,746,2748,1865,4032,3127,2027,903,1950,2357,10783,570,0.12,0.112,0.101,0.116,0.148,0.141,0.106,0.123,0.159,0.134,0.123,0.134,0.126,0.135,0.123,0.137,0.137,0.124,0.134,0.146,0.081,0.15,0.144,0.147,0.131,0.14,0.133,0.111,0.112,0.136,0.12,0.117,0.122,0.128,0.078,0.085,0.143,0.124,0.084,0.087,0.102,0.143,0.157,0.13,0.097,0.09,0.098,0.081,0.09,0.104,0.133,0.094,0.118,0.104,0.138,0.113,0.127,0.091,0.128,0.128,0.099,0.114,0.137,0.109,0.118,0.105,0.109,0.101,0.094,0.1,0.125,0.112,0.099,0.116,464,1854,1130,1162,1085,1366,1113,1125,704,409,212.0,1540,897,333,814,3711,5463,495,1409,2353,835,1596,1049,1660,2145,1768,2220,1539,1869,2419,550,432,409,1403,463,670,1709,1854,265,251,756,1643,1140,1647,2152,999,315,1116,1097,582,421,1662,1269,2542,133,2054,713,1429,851,874,492,862,153,364,1306,1001,2193,1407,937,529,934,1066,4398,282,3.486,2.752,2.602,2.727,2.255,2.359,2.493,2.763,2.492,2.974,2.827,2.029,2.77,2.644,2.922,2.598,2.94,3.647,3.022,2.031,2.931,2.543,2.257,2.918,2.628,2.786,2.314,2.284,2.86,2.483,2.587,2.595,2.564,3.329,3.518,2.793,3.037,3.201,1.878,2.342,2.65,2.06,3.5,2.1,2.125,2.264,3.109,2.935,2.48,2.799,1.838,2.069,2.253,2.314,2.896,2.036,2.575,2.525,2.082,1.905,2.409,2.534,2.414,2.027,2.372,2.228,2.032,2.369,2.513,1.978,2.348,2.446,2.604,2.549,0.732,0.667,0.68,0.467,0.617,0.459,0.582,0.487,0.675,0.399,0.71,0.486,0.527,0.523,0.59,0.609,0.599,0.774,0.601,0.651,0.863,0.49,0.561,0.684,0.533,0.471,0.511,0.586,0.483,0.53,0.694,0.843,0.456,0.663,0.8,0.485,0.649,0.61,0.414,0.391,0.606,0.566,0.765,0.781,0.588,0.52,0.512,0.653,0.589,0.751,0.486,0.478,0.517,0.5,0.304,0.407,0.534,0.463,0.374,0.428,0.543,0.791,0.436,0.88,0.404,0.79,0.472,0.427,0.407,0.573,0.496,0.623,0.635,0.326 -102,Epileptic,F,32.0,1.1,1.9,0.9,1.5,1.7,1.6,1.8,1.5,1.6,0.6,0.3,2.7,1.4,0.4,1.3,5.1,7.8,1.4,4.0,4.2,1.8,2.8,1.6,5.0,3.0,2.6,2.6,3.0,2.3,2.2,1.9,1.6,0.6,2.1,0.4,0.9,3.3,4.5,0.2,0.2,0.8,2.5,2.5,1.9,2.3,0.7,0.4,0.8,1.6,0.5,0.7,1.9,1.1,2.7,0.3,2.1,0.7,1.7,0.9,1.0,0.7,1.7,0.4,0.6,1.5,1.1,2.2,1.2,0.7,0.5,0.7,1.3,4.4,0.2,7,20,8,9,17,18,13,17,15,6,3.0,27,19,7,14,58,74,11,28,41,20,38,15,49,45,31,34,30,20,31,24,22,8,24,2,9,29,47,1,1,4,25,24,14,13,5,2,5,8,4,4,13,10,17,2,15,9,15,6,7,4,13,2,3,10,16,18,11,5,6,4,12,38,2,0.044,0.024,0.017,0.028,0.045,0.038,0.033,0.028,0.057,0.046,0.037,0.045,0.03,0.031,0.025,0.036,0.028,0.04,0.056,0.049,0.046,0.041,0.039,0.059,0.044,0.028,0.033,0.036,0.03,0.028,0.044,0.054,0.034,0.029,0.016,0.025,0.055,0.043,0.015,0.017,0.019,0.038,0.053,0.028,0.022,0.019,0.018,0.013,0.018,0.017,0.042,0.022,0.024,0.023,0.016,0.017,0.024,0.023,0.025,0.021,0.019,0.031,0.027,0.019,0.02,0.022,0.021,0.021,0.017,0.022,0.023,0.025,0.023,0.024,1497,4054,1956,2548,1845,2468,2384,2950,2211,1222,511.0,2352,3477,1151,3060,10527,18410,2590,3948,4193,2984,4306,1972,5956,5141,5803,4463,3429,5319,4568,2651,1414,1077,6131,1713,1937,4270,7872,367,460,1208,2154,4807,1968,2919,1234,783,2481,2490,1142,534,2765,1928,4165,456,3042,1115,3050,821,1298,990,2474,358,1098,2133,1081,3187,1897,1453,950,921,2072,7545,430,0.142,0.116,0.111,0.121,0.165,0.156,0.12,0.133,0.184,0.155,0.144,0.158,0.136,0.134,0.128,0.148,0.13,0.151,0.159,0.162,0.131,0.146,0.129,0.17,0.144,0.131,0.137,0.128,0.121,0.135,0.142,0.126,0.138,0.135,0.082,0.12,0.146,0.163,0.089,0.094,0.093,0.144,0.156,0.121,0.099,0.107,0.088,0.077,0.094,0.099,0.143,0.107,0.124,0.108,0.105,0.106,0.125,0.113,0.124,0.103,0.099,0.141,0.136,0.099,0.11,0.111,0.107,0.119,0.094,0.123,0.114,0.127,0.107,0.13,446,1483,842,828,663,908,930,974,548,307,161.0,1226,996,293,828,2835,4964,573,1167,1680,905,1404,854,1700,1521,1719,1589,1376,1382,1446,788,532,380,1309,439,634,1246,1806,209,219,685,1167,1114,1223,1645,600,330,957,1227,533,269,1364,792,1796,247,1627,515,1367,505,742,479,890,191,478,1073,696,1664,919,712,420,446,877,3240,203,3.258,2.681,2.489,2.646,2.317,2.371,2.189,2.611,3.039,2.991,2.498,1.762,2.714,2.918,2.788,2.749,2.903,3.643,2.664,2.057,2.669,2.485,2.023,2.65,2.619,2.661,2.214,2.003,2.851,2.51,2.509,2.46,2.369,3.213,3.467,2.603,2.534,3.057,2.074,2.348,2.207,1.701,3.183,1.818,2.047,2.208,2.89,2.945,2.403,2.572,2.229,2.21,2.437,2.423,2.294,2.094,2.362,2.367,1.753,1.951,2.465,2.932,2.264,2.81,2.146,1.844,2.074,2.186,2.207,2.574,2.282,2.572,2.388,2.425,0.956,0.495,0.428,0.593,0.704,0.607,0.746,0.463,0.571,0.8,0.732,0.546,0.444,0.44,0.468,0.601,0.627,0.638,0.688,0.687,0.817,0.594,0.495,0.781,0.676,0.531,0.557,0.68,0.551,0.598,0.725,0.795,0.377,0.633,0.881,0.536,0.838,0.738,0.274,0.37,0.424,0.503,0.921,0.425,0.647,0.484,0.439,0.791,0.441,0.528,0.537,0.407,0.55,0.492,0.267,0.398,0.489,0.459,0.418,0.359,0.467,0.694,0.566,0.804,0.454,0.527,0.449,0.441,0.474,0.832,0.471,0.558,0.553,0.506 -103,Epileptic,M,27.0,1.4,1.6,0.9,1.2,1.6,1.7,1.5,1.2,1.5,0.6,0.4,2.6,1.0,0.4,0.6,4.7,7.0,0.8,2.8,3.9,2.9,2.0,1.8,4.0,3.7,3.2,3.6,2.2,2.6,2.1,2.9,2.7,0.4,1.8,0.2,0.7,2.4,2.6,0.1,0.1,1.2,2.1,2.0,2.9,2.2,0.6,0.5,0.8,1.1,0.7,0.4,1.3,1.4,2.0,0.1,1.3,1.0,1.5,0.9,1.0,0.7,0.9,0.1,0.8,2.2,1.0,2.4,1.0,0.8,0.3,0.7,1.2,4.0,0.3,11,14,7,10,13,19,13,14,15,8,3.0,25,11,5,8,56,64,9,34,40,32,28,16,40,43,42,33,22,24,26,27,17,5,25,1,7,26,35,1,1,9,23,26,24,15,4,2,5,6,5,3,9,11,15,1,12,5,13,10,7,5,7,1,6,16,17,20,8,7,3,6,9,33,3,0.051,0.019,0.018,0.025,0.033,0.025,0.024,0.023,0.051,0.035,0.03,0.038,0.024,0.03,0.023,0.031,0.025,0.047,0.033,0.04,0.058,0.029,0.032,0.043,0.04,0.028,0.04,0.028,0.023,0.024,0.059,0.059,0.025,0.025,0.011,0.011,0.033,0.028,0.013,0.013,0.025,0.033,0.041,0.032,0.019,0.014,0.024,0.014,0.016,0.022,0.026,0.018,0.021,0.017,0.028,0.015,0.022,0.017,0.025,0.018,0.018,0.02,0.017,0.023,0.02,0.02,0.018,0.015,0.016,0.011,0.02,0.021,0.016,0.014,1648,4507,2499,2250,1872,3402,2919,3482,2187,1483,823.0,3231,3340,1282,1929,11113,17975,2291,5597,5160,3197,4180,1998,5245,5687,7527,4441,4361,7005,5853,2012,1769,1216,6546,1583,2742,5306,7902,294,246,1574,2264,4287,2877,3203,1441,692,1987,1965,1435,715,2363,2091,4644,247,3257,1241,3208,1103,1452,1080,2188,231,1134,3243,1078,4565,2547,1969,927,1372,1978,9038,709,0.148,0.1,0.09,0.117,0.139,0.125,0.104,0.12,0.167,0.151,0.113,0.154,0.113,0.134,0.118,0.133,0.124,0.134,0.137,0.157,0.14,0.123,0.129,0.144,0.148,0.129,0.136,0.095,0.104,0.12,0.169,0.142,0.126,0.125,0.057,0.082,0.124,0.128,0.092,0.09,0.124,0.123,0.135,0.139,0.099,0.085,0.108,0.081,0.089,0.114,0.131,0.101,0.114,0.094,0.11,0.09,0.109,0.099,0.139,0.104,0.113,0.101,0.116,0.105,0.107,0.122,0.101,0.091,0.096,0.091,0.11,0.115,0.095,0.103,500,1385,822,814,759,1130,958,952,569,370,210.0,1257,747,265,485,2813,4510,459,1490,1878,1023,1238,848,1575,1483,2043,1452,1337,1624,1444,852,732,280,1307,401,961,1380,1643,170,123,779,1067,927,1538,1867,680,286,837,941,509,263,1063,997,1903,89,1544,588,1451,546,782,526,807,125,603,1643,758,2059,1115,851,391,624,915,3935,332,2.993,2.947,2.939,2.673,2.272,2.516,2.49,3.04,2.777,3.082,2.931,2.174,3.179,3.223,2.8,2.865,3.094,3.66,2.92,2.266,2.575,2.553,2.015,2.454,2.798,2.901,2.533,2.43,3.144,2.994,1.887,2.378,3.023,3.374,3.598,2.636,2.828,3.265,2.044,2.11,2.585,1.86,3.284,1.967,1.968,2.424,2.878,2.939,2.592,2.762,2.333,2.31,2.225,2.452,3.017,2.283,2.449,2.427,2.074,2.084,2.299,2.524,1.87,2.343,2.182,1.845,2.331,2.609,2.679,2.512,2.421,2.515,2.457,2.714,0.802,0.618,0.564,0.479,0.627,0.719,0.696,0.436,0.819,0.809,0.67,0.53,0.453,0.477,0.561,0.641,0.599,0.746,0.649,0.594,0.924,0.654,0.503,1.001,0.723,0.652,0.64,0.58,0.518,0.615,0.813,0.846,0.445,0.565,0.755,0.533,0.723,0.626,0.368,0.393,0.431,0.494,0.864,0.513,0.639,0.385,0.372,0.544,0.365,0.633,0.505,0.451,0.476,0.496,0.407,0.357,0.48,0.499,0.601,0.396,0.36,0.71,0.66,0.488,0.427,0.585,0.396,0.399,0.363,0.854,0.531,0.58,0.457,0.305 -104,Epileptic,M,17.5,0.8,2.3,0.8,1.2,1.8,2.2,1.4,1.5,1.1,0.8,0.3,2.5,1.7,0.5,1.6,6.1,9.4,0.8,2.0,4.3,1.1,3.2,1.8,3.1,4.2,3.3,3.1,3.4,2.4,3.9,1.6,1.2,0.6,2.2,0.4,0.6,2.4,2.7,0.1,0.2,0.9,2.7,2.0,2.7,3.0,0.6,0.3,0.8,1.1,0.6,0.4,3.0,1.5,2.9,0.5,2.3,1.0,2.1,0.7,1.0,0.9,1.4,0.4,0.3,1.5,1.1,1.9,1.3,0.6,0.6,1.8,1.4,3.9,0.4,8,24,8,11,16,16,11,13,17,8,3.0,21,17,6,16,68,104,5,22,32,9,33,18,32,47,36,35,32,23,47,23,9,6,25,2,6,32,32,1,2,5,22,21,18,17,5,1,5,5,6,3,24,12,22,3,18,7,15,5,8,7,10,2,4,10,11,15,9,4,7,11,11,28,3,0.034,0.021,0.011,0.02,0.035,0.039,0.02,0.03,0.043,0.035,0.026,0.034,0.031,0.031,0.026,0.034,0.027,0.023,0.026,0.037,0.019,0.034,0.029,0.035,0.036,0.026,0.024,0.027,0.023,0.031,0.051,0.037,0.022,0.024,0.012,0.014,0.025,0.026,0.013,0.014,0.016,0.031,0.035,0.028,0.02,0.014,0.014,0.013,0.014,0.015,0.032,0.024,0.026,0.023,0.018,0.017,0.02,0.021,0.018,0.017,0.025,0.027,0.022,0.017,0.023,0.024,0.018,0.018,0.011,0.018,0.031,0.016,0.016,0.017,1760,5445,2390,2787,3156,2678,3127,3019,2301,1849,800.0,2842,3856,1272,4484,12664,22988,2943,4697,3937,3966,5756,2565,6825,7206,7886,7291,5185,6774,7295,2777,1535,1142,7654,2135,2338,8681,9129,381,736,1940,3642,5831,2190,4543,1587,891,2764,2690,1708,375,5341,2437,5239,821,4653,1720,3923,953,1840,1133,2589,590,1002,2495,1630,3824,2764,1777,1349,2095,3086,11158,539,0.128,0.106,0.09,0.106,0.146,0.151,0.097,0.139,0.164,0.128,0.114,0.14,0.129,0.128,0.122,0.138,0.127,0.1,0.118,0.141,0.088,0.149,0.134,0.142,0.154,0.118,0.119,0.112,0.103,0.136,0.161,0.12,0.103,0.117,0.067,0.077,0.129,0.126,0.085,0.1,0.091,0.138,0.137,0.116,0.101,0.086,0.081,0.073,0.084,0.098,0.139,0.115,0.128,0.105,0.104,0.101,0.11,0.107,0.104,0.101,0.132,0.122,0.133,0.126,0.109,0.112,0.104,0.102,0.082,0.112,0.134,0.106,0.093,0.103,480,1839,1004,962,848,981,1029,878,527,420,213.0,1201,939,316,1027,3092,5969,531,1298,1781,936,1582,1006,1486,1953,1957,2173,1818,1567,2211,659,572,456,1451,521,697,1847,1801,209,309,834,1367,1041,1432,2339,781,346,1127,1163,636,196,1986,802,2142,411,2139,719,1687,573,923,540,898,252,358,1043,705,1752,1173,779,584,896,1339,3999,305,3.432,2.808,2.391,2.836,2.815,2.532,2.494,3.121,3.115,3.273,3.163,2.013,3.145,2.912,3.261,2.919,3.0,4.164,2.952,1.933,3.202,2.747,2.298,3.202,2.816,3.076,2.599,2.327,3.111,2.651,3.075,2.677,2.124,3.622,3.827,2.784,3.318,3.526,2.175,2.887,2.792,2.187,3.44,1.809,2.286,2.2,3.3,2.956,2.885,3.046,1.915,2.51,2.731,2.646,2.597,2.453,2.807,2.746,1.976,2.232,2.684,2.802,2.6,2.725,2.644,2.891,2.387,2.7,2.597,2.406,2.585,2.769,3.026,2.244,0.704,0.688,0.524,0.467,0.723,0.687,0.501,0.544,0.623,0.5,0.997,0.525,0.428,0.569,0.58,0.638,0.577,0.624,0.592,0.652,0.839,0.528,0.505,0.663,0.573,0.58,0.539,0.587,0.554,0.628,0.784,1.131,0.335,0.613,0.7,0.665,0.565,0.593,0.329,0.473,0.744,0.624,0.864,0.791,0.705,0.535,0.416,0.541,0.561,0.455,0.5,0.566,0.708,0.512,0.366,0.527,0.473,0.691,0.448,0.434,0.452,0.656,0.53,0.848,0.513,0.818,0.465,0.393,0.429,0.691,0.493,0.48,0.631,0.43 -105,Epileptic,F,37.0,0.4,2.8,1.0,1.3,1.4,1.7,1.3,1.8,1.2,0.9,0.2,2.4,1.5,0.4,1.2,4.6,6.6,0.9,1.6,3.2,0.7,3.2,1.9,3.0,2.9,3.2,2.4,2.7,2.2,2.2,1.5,0.6,0.3,2.0,0.2,0.9,2.6,2.4,0.2,0.1,1.0,3.1,1.9,2.4,2.7,0.6,0.4,0.8,1.1,0.6,0.7,1.8,0.9,2.7,0.4,2.4,0.6,1.5,1.1,1.4,0.9,1.5,0.3,0.5,1.4,1.2,2.5,1.6,1.0,0.4,0.9,1.2,3.6,0.2,5,28,14,10,18,17,13,16,13,9,2.0,25,16,4,13,57,65,6,19,31,9,36,17,32,36,34,29,26,20,28,18,7,4,25,2,8,30,29,1,1,5,25,20,16,17,3,2,5,8,4,7,12,5,18,3,21,4,16,8,12,7,12,1,5,12,16,23,11,6,4,7,10,28,2,0.027,0.026,0.017,0.026,0.028,0.031,0.018,0.029,0.04,0.041,0.025,0.031,0.028,0.018,0.03,0.028,0.023,0.032,0.031,0.029,0.017,0.034,0.035,0.032,0.03,0.032,0.021,0.028,0.02,0.024,0.032,0.037,0.019,0.023,0.01,0.023,0.032,0.027,0.012,0.015,0.022,0.036,0.03,0.026,0.022,0.011,0.017,0.012,0.015,0.024,0.026,0.019,0.02,0.02,0.017,0.017,0.024,0.018,0.031,0.025,0.028,0.024,0.02,0.021,0.019,0.028,0.021,0.02,0.016,0.016,0.03,0.02,0.017,0.017,1168,4800,2273,2089,1660,2656,2756,2874,1625,1260,345.0,2524,3486,1132,1943,9988,15784,1942,3405,4296,2790,4573,2183,5449,5414,5732,4918,3376,5378,4470,2014,1042,748,5613,1888,1916,5842,6066,367,323,1311,2597,4843,2235,2934,1364,753,2234,2370,1160,635,2748,1421,4750,537,3756,851,3172,916,1620,1135,2581,418,912,2227,907,3446,2776,1948,868,1346,2260,7846,455,0.113,0.13,0.118,0.113,0.139,0.148,0.09,0.139,0.159,0.159,0.109,0.149,0.128,0.102,0.141,0.133,0.118,0.118,0.148,0.136,0.081,0.147,0.145,0.137,0.137,0.139,0.111,0.119,0.097,0.127,0.124,0.105,0.113,0.121,0.059,0.108,0.136,0.131,0.09,0.097,0.108,0.147,0.142,0.117,0.108,0.076,0.106,0.082,0.094,0.11,0.147,0.105,0.111,0.104,0.106,0.109,0.119,0.107,0.145,0.127,0.141,0.118,0.104,0.128,0.109,0.132,0.118,0.106,0.096,0.133,0.133,0.115,0.101,0.124,317,1661,888,843,774,969,996,1012,529,383,143.0,1184,956,292,605,2728,4657,451,927,1720,701,1534,888,1581,1714,1792,1844,1406,1518,1455,647,445,261,1306,492,644,1449,1531,206,168,660,1283,1044,1346,1849,746,335,983,1120,479,414,1366,685,2143,327,2075,439,1438,553,879,535,1033,215,416,1129,628,1852,1200,940,322,593,949,3427,198,3.334,2.875,2.801,2.572,2.03,2.492,2.261,2.697,2.365,2.81,2.618,1.88,2.789,2.755,2.5,2.773,2.767,3.444,2.876,2.095,3.09,2.44,2.212,2.722,2.46,2.651,2.18,1.959,2.71,2.437,2.411,2.402,2.41,3.132,3.33,2.672,3.037,3.049,2.19,2.294,2.393,1.862,3.141,1.936,1.826,1.991,2.769,2.724,2.511,3.074,2.108,2.315,2.384,2.445,2.164,2.085,2.527,2.422,2.002,2.108,2.623,2.75,2.331,2.542,2.097,1.84,2.037,2.531,2.42,3.557,2.545,2.694,2.574,2.721,0.694,0.517,0.41,0.418,0.524,0.468,0.655,0.435,0.521,0.452,0.658,0.437,0.353,0.358,0.463,0.516,0.535,0.841,0.394,0.614,0.638,0.432,0.374,0.566,0.493,0.459,0.417,0.501,0.478,0.49,0.684,1.086,0.446,0.471,0.581,0.501,0.611,0.517,0.346,0.364,0.441,0.395,0.821,0.632,0.511,0.371,0.402,0.729,0.384,0.519,0.477,0.434,0.522,0.399,0.364,0.425,0.337,0.426,0.323,0.327,0.385,0.545,0.41,0.912,0.497,0.639,0.469,0.417,0.357,0.685,0.429,0.51,0.446,0.49 -106,Epileptic,F,22.0,0.4,1.7,0.9,1.0,2.0,1.9,1.6,1.8,1.4,0.7,0.2,2.6,1.6,0.9,1.5,7.0,7.6,1.2,2.5,4.7,2.0,2.6,1.4,2.9,2.1,3.0,2.4,2.7,2.1,3.1,1.6,1.5,0.8,2.8,0.6,0.4,3.4,4.2,0.2,0.0,0.8,2.7,3.5,2.2,2.3,0.8,0.6,0.6,1.1,1.7,0.6,1.7,1.1,2.1,0.1,1.2,0.6,2.0,0.9,1.1,0.8,1.2,0.1,0.3,1.1,0.5,2.0,0.9,0.9,0.4,0.8,1.9,4.9,0.1,4,15,8,7,16,19,17,14,16,6,3.0,26,18,8,13,75,68,6,25,42,18,31,15,30,25,30,33,25,18,38,15,7,5,29,3,3,39,39,1,0,3,22,27,19,13,6,3,4,6,14,4,11,6,15,1,9,4,13,5,7,6,9,1,3,9,7,19,6,6,3,4,13,40,1,0.026,0.021,0.017,0.022,0.039,0.042,0.024,0.037,0.054,0.032,0.024,0.038,0.033,0.045,0.042,0.036,0.029,0.042,0.036,0.044,0.035,0.04,0.03,0.035,0.033,0.031,0.028,0.031,0.024,0.029,0.048,0.049,0.031,0.034,0.02,0.009,0.035,0.039,0.013,0.029,0.015,0.042,0.053,0.028,0.019,0.017,0.027,0.014,0.017,0.04,0.027,0.017,0.019,0.022,0.027,0.015,0.012,0.021,0.026,0.023,0.028,0.027,0.016,0.02,0.016,0.025,0.019,0.014,0.016,0.017,0.024,0.024,0.02,0.01,1491,5236,1981,1926,2478,2810,3316,3115,2801,1260,527.0,2394,3610,1532,2578,13715,17198,1803,4329,4927,2761,4090,1847,6563,4065,6512,4952,3980,5118,5191,1965,997,1030,5998,2134,1915,5937,6980,431,76,1842,2434,5027,1968,3110,1284,900,1908,2541,1731,536,3200,2026,4396,198,2571,1710,3511,890,1222,1301,2173,296,900,1942,572,3595,2066,1833,1463,905,2919,9741,364,0.094,0.112,0.104,0.101,0.139,0.156,0.122,0.124,0.174,0.136,0.112,0.14,0.143,0.146,0.141,0.147,0.13,0.139,0.133,0.153,0.108,0.157,0.129,0.136,0.142,0.126,0.135,0.128,0.108,0.135,0.156,0.111,0.117,0.128,0.079,0.065,0.128,0.131,0.085,0.128,0.084,0.14,0.142,0.124,0.096,0.102,0.115,0.076,0.091,0.132,0.129,0.095,0.096,0.106,0.152,0.093,0.081,0.105,0.129,0.108,0.131,0.119,0.097,0.114,0.098,0.112,0.104,0.094,0.099,0.107,0.12,0.113,0.102,0.07,342,1258,738,706,809,869,1030,841,581,344,182.0,1103,892,326,666,3389,4407,376,1165,1874,834,1220,822,1482,1198,1737,1565,1396,1348,1749,543,399,375,1369,480,602,1746,1701,196,32,700,1018,1174,1191,1819,628,371,724,979,685,317,1525,856,1668,71,1252,704,1478,495,737,525,789,129,299,1081,339,1715,923,798,370,458,1250,3911,175,3.614,3.324,2.563,2.639,2.493,2.677,2.545,3.006,3.241,2.928,2.607,1.848,3.039,3.094,2.783,2.952,3.064,3.694,2.969,2.394,2.706,2.55,1.966,3.139,2.545,2.863,2.414,2.319,2.844,2.318,2.783,2.318,2.571,2.976,3.356,2.792,2.823,2.976,2.518,2.619,3.055,1.975,3.045,1.764,1.981,2.007,3.083,3.15,3.009,2.677,1.978,2.272,2.559,2.689,2.774,2.15,2.772,2.617,1.987,1.87,2.501,2.819,2.725,2.996,2.014,2.194,2.194,2.7,2.558,3.439,2.281,2.539,2.694,2.119,1.235,0.986,0.63,0.664,0.542,0.718,0.582,0.606,0.738,0.573,0.561,0.442,0.546,0.586,0.568,0.646,0.722,1.01,0.691,0.773,0.813,0.625,0.478,0.664,0.56,0.699,0.553,0.486,0.537,0.668,0.826,1.088,0.782,0.885,0.971,0.563,0.706,0.715,0.39,0.339,0.775,0.657,1.069,0.65,0.54,0.646,0.457,0.91,0.606,0.742,0.458,0.55,0.68,0.632,0.446,0.447,0.488,0.679,0.495,0.388,0.522,0.578,0.379,0.872,0.69,0.621,0.466,0.448,0.528,1.117,0.482,0.545,0.568,0.489 -108,Epileptic,F,32.0,1.2,2.3,0.8,1.9,1.4,1.7,1.3,1.6,1.4,0.9,0.2,2.8,1.7,0.4,1.3,6.5,8.3,1.1,2.7,3.4,1.1,2.7,2.1,3.5,3.4,3.9,3.4,3.0,2.5,3.5,1.4,1.7,0.5,2.9,0.5,0.6,3.8,3.2,0.2,0.4,1.0,3.1,1.5,2.3,2.3,0.9,0.3,0.7,1.5,0.9,0.4,1.7,1.8,3.4,0.2,2.2,1.0,1.6,1.0,0.7,0.4,1.4,0.4,0.6,2.1,1.5,2.4,0.9,0.8,0.4,0.7,1.3,5.0,0.3,9,21,6,14,16,16,12,17,17,13,5.0,28,20,6,15,72,79,9,30,33,17,36,22,37,46,45,48,31,23,38,19,16,6,33,3,6,45,39,1,2,9,28,18,20,16,6,2,5,7,8,4,14,15,28,2,19,7,14,10,6,3,14,5,5,15,23,22,8,4,4,5,12,42,4,0.046,0.025,0.016,0.027,0.033,0.028,0.021,0.026,0.041,0.036,0.03,0.033,0.032,0.027,0.028,0.031,0.029,0.039,0.035,0.037,0.024,0.03,0.036,0.036,0.035,0.025,0.022,0.027,0.024,0.032,0.036,0.055,0.016,0.032,0.014,0.012,0.031,0.03,0.013,0.023,0.018,0.037,0.032,0.023,0.017,0.019,0.016,0.011,0.017,0.02,0.026,0.019,0.027,0.021,0.017,0.019,0.021,0.015,0.019,0.015,0.013,0.021,0.024,0.018,0.019,0.023,0.017,0.014,0.014,0.016,0.02,0.015,0.018,0.011,1610,4847,2357,2955,2412,3246,3173,3504,2489,2041,417.0,3592,3839,1215,3091,12504,19646,2877,4706,4423,3632,5718,3072,6509,6177,9432,7955,5044,6732,6019,2999,1732,1436,7945,2572,2536,9379,7949,441,642,1662,3743,5034,2561,3565,1383,910,2527,2783,1970,595,2858,2064,6269,336,3591,1587,3361,1438,1506,824,2769,716,1024,3365,1392,4489,2391,1725,726,1072,2457,9859,732,0.146,0.119,0.096,0.13,0.139,0.136,0.101,0.126,0.174,0.158,0.13,0.153,0.144,0.127,0.132,0.137,0.132,0.138,0.131,0.145,0.094,0.135,0.143,0.143,0.133,0.118,0.118,0.117,0.103,0.15,0.131,0.142,0.092,0.135,0.069,0.075,0.133,0.135,0.083,0.114,0.105,0.142,0.127,0.118,0.098,0.113,0.095,0.074,0.095,0.112,0.115,0.106,0.124,0.112,0.123,0.107,0.106,0.094,0.116,0.098,0.097,0.117,0.127,0.116,0.111,0.134,0.103,0.089,0.086,0.117,0.105,0.1,0.103,0.089,465,1594,786,1059,858,1013,948,1119,687,518,164.0,1564,987,307,838,3601,5104,522,1359,1746,877,1548,1009,1785,1793,2823,2562,1752,1579,1844,742,578,527,1667,578,815,2190,1839,239,270,885,1476,969,1585,2074,630,362,968,1230,702,328,1419,1071,2604,200,1836,740,1630,810,775,389,1055,284,513,1566,954,2153,1059,807,391,604,1267,4170,445,3.319,2.73,2.794,2.762,2.269,2.641,2.717,2.692,2.796,2.972,2.146,2.014,2.953,2.76,2.615,2.56,2.979,3.952,2.746,2.168,3.019,2.813,2.487,2.803,2.66,2.697,2.42,2.243,3.131,2.526,2.798,3.018,2.231,3.246,3.578,2.771,3.021,2.992,2.042,2.719,2.322,2.197,3.447,1.864,1.978,2.375,2.81,3.077,2.815,2.997,2.117,2.242,2.066,2.505,2.06,2.18,2.615,2.394,2.085,2.2,2.189,2.478,2.094,2.467,2.43,1.858,2.215,2.435,2.471,1.958,2.094,2.254,2.46,2.028,0.876,0.658,0.524,0.485,0.887,0.723,0.75,0.439,0.71,0.527,0.488,0.554,0.504,0.584,0.639,0.654,0.677,0.69,0.612,0.635,0.941,0.551,0.689,0.758,0.599,0.631,0.634,0.627,0.576,0.641,0.705,0.915,0.514,0.611,0.784,0.455,0.804,0.675,0.461,0.334,0.433,0.593,0.871,0.579,0.636,0.393,0.637,0.859,0.51,0.54,0.372,0.418,0.539,0.474,0.468,0.442,0.414,0.533,0.37,0.367,0.534,0.684,0.652,0.707,0.57,0.601,0.467,0.416,0.406,0.538,0.436,0.488,0.463,0.274 -109,Epileptic,M,42.0,0.8,2.3,0.7,0.9,1.5,2.5,1.5,1.6,1.0,0.4,0.4,2.4,1.3,0.4,1.6,7.6,9.0,0.8,1.7,3.2,0.7,3.3,1.0,3.3,2.3,2.8,2.8,2.1,3.2,3.3,1.0,0.6,0.4,2.0,0.5,1.0,3.2,2.5,0.3,0.4,1.1,2.4,2.3,3.4,3.0,0.6,0.4,0.9,1.3,0.6,0.7,1.6,1.1,3.1,0.1,2.0,1.0,1.7,0.8,0.9,0.6,1.9,0.6,0.4,1.6,1.1,2.4,1.5,1.0,0.4,0.9,1.1,4.3,0.3,4,22,7,7,15,19,12,13,10,5,5.0,21,16,5,15,76,76,7,24,31,6,37,12,38,32,32,38,17,27,38,15,5,4,20,3,8,34,32,2,2,6,21,20,19,15,4,2,7,6,4,4,10,7,19,1,17,7,14,5,6,5,15,5,4,15,10,16,10,6,4,6,10,35,2,0.036,0.024,0.012,0.02,0.034,0.033,0.026,0.037,0.032,0.02,0.033,0.028,0.031,0.029,0.035,0.035,0.029,0.03,0.021,0.027,0.015,0.039,0.023,0.039,0.032,0.031,0.026,0.029,0.031,0.029,0.035,0.035,0.028,0.029,0.015,0.028,0.031,0.024,0.022,0.024,0.022,0.035,0.046,0.027,0.025,0.015,0.018,0.015,0.016,0.016,0.035,0.018,0.018,0.024,0.015,0.014,0.016,0.019,0.021,0.016,0.019,0.029,0.022,0.016,0.017,0.031,0.018,0.02,0.022,0.014,0.027,0.023,0.017,0.027,1347,4972,1977,1831,2001,3411,2819,3096,1921,1448,690.0,2899,3418,889,3060,12841,19388,2394,4805,4495,2696,5800,2455,5610,4881,6563,6344,3463,7014,6563,2150,752,817,5599,1751,1669,6793,8166,416,533,1663,2622,6046,3076,3533,1450,792,2184,2321,1577,862,3250,2147,5439,327,3818,2058,3044,1052,1756,1077,2537,689,759,3199,995,3793,2492,1681,1034,1302,2100,10946,423,0.104,0.111,0.091,0.104,0.124,0.14,0.109,0.131,0.133,0.113,0.143,0.119,0.128,0.124,0.131,0.134,0.123,0.115,0.104,0.116,0.082,0.153,0.112,0.13,0.139,0.131,0.124,0.106,0.115,0.139,0.113,0.1,0.111,0.118,0.074,0.12,0.131,0.116,0.114,0.113,0.106,0.132,0.149,0.109,0.106,0.088,0.107,0.092,0.09,0.091,0.131,0.092,0.099,0.104,0.098,0.092,0.095,0.098,0.108,0.098,0.109,0.131,0.12,0.108,0.104,0.126,0.096,0.103,0.112,0.095,0.115,0.121,0.091,0.136,357,1610,817,735,745,1182,843,832,550,348,199.0,1255,848,259,829,3686,4985,505,1302,1800,759,1510,824,1436,1348,1667,1938,1114,1645,1949,583,372,260,1147,500,587,1519,1745,204,234,729,1061,1044,1837,1912,686,322,931,1172,567,336,1430,979,2260,115,2038,942,1510,605,869,477,967,388,417,1466,538,1922,1158,712,454,643,861,4195,156,3.371,2.833,2.372,2.444,2.468,2.428,2.722,3.068,2.666,3.153,2.897,1.973,2.946,2.567,2.76,2.646,3.053,3.62,2.879,2.117,2.751,2.726,2.495,2.882,2.701,3.143,2.489,2.358,3.089,2.583,2.614,2.134,2.56,3.274,3.131,2.686,3.205,3.253,2.152,2.474,2.751,2.079,3.551,1.838,2.092,2.276,2.934,2.96,2.37,3.01,2.453,2.391,2.286,2.468,2.746,2.108,2.5,2.305,1.91,2.24,2.446,2.537,2.08,2.055,2.428,2.154,2.161,2.478,2.594,2.7,2.509,2.678,2.628,2.928,1.13,0.645,0.465,0.562,0.651,0.603,0.644,0.541,0.523,0.454,0.615,0.478,0.491,0.599,0.545,0.597,0.632,0.741,0.512,0.664,0.715,0.58,0.572,0.631,0.669,0.551,0.564,0.654,0.652,0.573,0.612,0.963,0.61,0.739,0.799,0.449,0.721,0.726,0.578,0.436,0.571,0.606,0.919,0.561,0.729,0.518,0.636,0.831,0.509,0.852,0.451,0.507,0.642,0.552,0.434,0.42,0.646,0.445,0.421,0.477,0.49,0.692,0.451,0.808,0.433,0.707,0.453,0.465,0.434,0.677,0.468,0.621,0.532,0.32 -110,Epileptic,M,37.0,0.8,1.7,0.8,1.5,1.3,1.5,1.6,1.7,1.2,0.6,0.4,2.4,1.5,0.5,1.2,6.7,9.0,0.7,2.0,5.8,1.7,2.3,2.0,2.3,3.0,2.5,2.0,2.9,2.8,3.2,1.7,0.8,0.6,3.1,0.6,0.9,3.8,2.8,0.2,0.1,0.9,3.7,2.5,3.6,3.8,0.7,0.6,1.0,1.1,1.0,0.5,1.7,1.6,2.3,0.2,1.8,0.6,1.3,1.0,0.9,0.7,1.3,0.7,0.4,1.9,1.0,2.9,1.3,1.4,0.7,1.5,1.5,4.8,0.3,6,14,7,14,12,14,12,15,8,5,4.0,16,13,6,11,63,70,7,15,37,15,26,16,26,34,24,23,24,20,34,20,27,5,30,4,7,42,29,1,1,5,28,23,20,20,5,3,6,6,8,3,12,11,17,2,17,5,10,9,7,7,9,4,3,14,10,21,9,10,7,8,10,40,3,0.043,0.02,0.017,0.023,0.03,0.028,0.025,0.031,0.047,0.034,0.034,0.033,0.027,0.032,0.035,0.031,0.028,0.025,0.029,0.052,0.027,0.033,0.032,0.028,0.026,0.026,0.021,0.026,0.023,0.031,0.041,0.066,0.031,0.038,0.021,0.022,0.034,0.027,0.014,0.01,0.02,0.045,0.033,0.044,0.028,0.023,0.026,0.016,0.017,0.015,0.028,0.022,0.023,0.021,0.017,0.019,0.021,0.02,0.022,0.016,0.022,0.023,0.03,0.021,0.023,0.03,0.023,0.019,0.02,0.023,0.035,0.026,0.019,0.026,1431,3868,1949,2572,1545,2737,2358,2874,1481,1078,608.0,2264,3359,1166,2105,11376,17808,2229,3223,3530,3148,4171,2372,5002,5528,5128,4392,4266,5493,5832,1792,891,866,5614,1849,1856,7410,5713,436,246,1347,2784,5497,2374,3428,1309,820,2075,2162,2188,502,2670,2173,4320,307,3169,1283,2904,1233,1572,1295,2442,735,759,2528,1104,3883,2238,1868,1111,1412,2232,10444,425,0.129,0.103,0.101,0.12,0.123,0.129,0.095,0.135,0.128,0.134,0.117,0.133,0.119,0.13,0.138,0.128,0.119,0.106,0.115,0.158,0.108,0.134,0.132,0.115,0.126,0.122,0.108,0.111,0.097,0.131,0.145,0.115,0.123,0.134,0.093,0.105,0.125,0.112,0.084,0.082,0.106,0.154,0.134,0.157,0.119,0.105,0.12,0.093,0.094,0.1,0.126,0.105,0.113,0.1,0.119,0.106,0.111,0.099,0.129,0.098,0.12,0.107,0.133,0.098,0.117,0.118,0.114,0.111,0.116,0.111,0.134,0.116,0.093,0.132,385,1426,815,1009,701,979,820,961,445,314,198.0,1063,978,261,624,3681,5200,481,964,1662,976,1252,1029,1412,1780,1619,1494,1545,1659,1780,600,404,318,1301,485,641,1946,1554,229,107,671,1283,1299,1433,2215,615,345,925,1049,954,279,1321,1146,1966,177,1636,500,1222,738,854,547,859,330,302,1248,585,1981,1049,1019,524,674,951,4268,221,3.542,2.638,2.456,2.474,2.105,2.492,2.371,2.784,2.494,3.023,2.458,1.988,2.798,2.935,2.463,2.473,2.846,3.502,2.595,2.001,2.764,2.626,2.109,2.668,2.494,2.611,2.318,2.236,2.595,2.545,2.351,2.185,2.229,3.033,3.159,2.651,2.775,2.823,2.173,2.593,2.426,2.121,3.116,1.989,1.793,2.361,3.053,2.879,2.487,2.589,2.206,2.109,2.044,2.223,2.185,2.151,2.59,2.739,1.961,2.031,2.547,2.589,2.343,2.463,2.311,2.29,2.229,2.476,2.199,2.369,2.572,2.813,2.516,2.367,0.87,0.668,0.712,0.457,0.525,0.533,0.602,0.599,0.572,0.452,0.662,0.425,0.464,0.489,0.601,0.519,0.627,0.743,0.665,0.674,0.757,0.532,0.483,0.671,0.46,0.459,0.431,0.487,0.528,0.557,0.603,0.894,0.501,0.675,0.786,0.572,0.721,0.682,0.423,0.308,0.501,0.609,0.674,0.633,0.545,0.491,0.81,0.704,0.675,0.454,0.315,0.532,0.568,0.607,0.257,0.363,0.434,0.48,0.349,0.417,0.439,0.75,0.686,1.126,0.426,0.638,0.45,0.47,0.461,0.639,0.394,0.732,0.528,0.488 -111,Epileptic,F,37.0,1.9,1.9,0.6,0.8,2.0,1.4,1.4,1.2,0.8,0.8,0.2,3.0,1.3,0.6,0.7,5.2,7.5,0.8,2.3,6.2,0.7,2.1,1.4,2.9,3.4,2.8,3.1,2.6,2.0,3.0,1.3,0.5,0.5,2.2,0.4,0.5,2.6,4.4,0.3,0.2,0.8,2.6,1.7,2.6,2.5,0.4,0.3,0.8,1.1,0.5,0.6,1.3,1.3,1.6,0.4,2.0,0.9,1.6,0.4,0.9,0.3,1.2,0.2,0.3,1.2,1.0,2.6,1.4,1.6,0.4,1.0,0.9,3.5,0.3,9,16,5,5,19,13,13,11,12,7,3.0,25,12,6,7,52,66,6,22,46,5,22,11,31,42,28,36,25,17,29,24,5,5,23,2,4,28,42,2,1,5,21,24,21,15,3,2,5,5,7,3,10,11,14,1,19,7,13,3,6,2,8,1,3,11,13,21,8,9,3,5,6,25,3,0.063,0.023,0.012,0.017,0.042,0.022,0.025,0.024,0.048,0.031,0.029,0.035,0.027,0.031,0.023,0.036,0.029,0.033,0.03,0.04,0.015,0.033,0.033,0.038,0.033,0.031,0.03,0.027,0.021,0.034,0.045,0.035,0.018,0.027,0.011,0.017,0.03,0.035,0.019,0.016,0.018,0.037,0.035,0.025,0.02,0.011,0.018,0.013,0.015,0.014,0.026,0.016,0.025,0.017,0.018,0.019,0.03,0.015,0.016,0.018,0.019,0.023,0.018,0.02,0.021,0.025,0.019,0.021,0.025,0.015,0.023,0.017,0.014,0.02,1503,4497,1896,1964,2256,2999,2702,3072,1369,1511,411.0,2585,3420,1301,2017,9595,16128,2609,4494,5058,2556,3862,1951,5772,6679,6286,5562,4148,5824,5540,2382,838,1437,5948,2188,1391,5244,8085,447,392,1441,2776,4539,2860,3568,1279,859,2534,2326,1304,577,2706,1801,4175,499,3453,1621,3665,814,1327,709,2076,393,719,2041,1251,4112,2522,1709,773,1500,2118,8887,499,0.172,0.105,0.079,0.092,0.14,0.123,0.11,0.114,0.134,0.135,0.118,0.141,0.125,0.128,0.105,0.132,0.122,0.112,0.121,0.142,0.079,0.139,0.127,0.125,0.141,0.134,0.136,0.11,0.095,0.137,0.133,0.106,0.1,0.117,0.069,0.086,0.117,0.142,0.122,0.098,0.102,0.145,0.118,0.116,0.1,0.085,0.096,0.073,0.089,0.096,0.118,0.09,0.113,0.088,0.104,0.107,0.123,0.096,0.103,0.102,0.101,0.109,0.102,0.116,0.107,0.141,0.108,0.107,0.126,0.106,0.111,0.102,0.086,0.128,457,1420,671,717,802,963,868,862,379,412,141.0,1179,800,340,528,2627,4099,432,1143,2399,665,1159,755,1341,1846,1573,1793,1449,1456,1520,533,365,435,1291,512,438,1451,1917,212,185,642,1123,940,1724,1998,615,313,918,1012,620,331,1334,861,1731,268,1695,566,1650,413,726,261,808,204,291,1015,672,2134,1047,904,341,689,873,3849,237,3.253,2.845,2.628,2.601,2.202,2.803,2.497,3.21,2.545,3.017,2.735,1.92,3.217,2.799,2.789,2.729,3.008,4.181,3.133,1.934,2.982,2.671,2.255,2.973,2.78,3.223,2.402,2.26,2.942,2.851,3.029,2.43,2.768,3.153,3.661,2.751,2.718,3.098,2.405,2.61,2.972,2.255,3.174,1.91,2.054,2.297,3.816,3.382,2.795,2.233,2.336,2.159,2.009,2.278,2.359,2.143,3.187,2.56,2.251,2.079,3.055,2.496,2.142,2.394,2.263,2.417,2.152,2.691,2.439,2.753,2.555,2.712,2.487,2.371,0.781,0.778,0.592,0.562,0.658,0.452,0.542,0.6,0.678,0.477,0.819,0.507,0.519,0.444,0.526,0.678,0.684,0.63,0.701,0.543,0.693,0.525,0.494,0.694,0.528,0.748,0.581,0.547,0.508,0.595,0.799,0.832,0.456,0.666,0.791,0.462,0.693,0.584,0.73,0.525,0.664,0.678,0.875,0.595,0.626,0.51,0.667,0.832,0.541,0.501,0.503,0.542,0.605,0.635,0.376,0.463,0.703,0.562,0.377,0.366,0.437,0.741,0.734,0.819,0.417,0.672,0.495,0.465,0.405,0.925,0.544,0.625,0.595,0.578 -112,Epileptic,M,22.0,0.9,3.0,1.9,1.2,1.9,1.9,3.0,1.9,2.2,1.2,0.9,4.5,1.8,0.5,1.9,8.5,15.0,1.8,4.3,5.2,2.5,3.6,2.0,5.3,5.7,6.2,5.2,3.9,6.7,4.1,2.5,2.7,0.9,4.6,1.1,0.8,5.7,4.7,0.3,0.2,1.3,4.0,4.4,2.4,3.0,0.7,0.4,1.0,1.9,1.9,0.6,2.0,1.6,3.6,0.2,3.7,1.4,2.5,1.2,1.2,1.2,1.9,0.4,0.8,3.4,1.0,3.5,1.4,1.3,0.7,1.1,2.2,7.2,0.5,8,22,13,8,15,17,18,19,19,8,6.0,32,23,4,20,84,123,13,34,40,16,38,18,41,50,57,45,33,45,45,21,15,9,68,8,6,46,55,2,2,6,30,39,16,15,6,2,6,11,10,4,16,13,24,1,25,9,14,8,8,9,12,2,4,22,10,24,11,7,6,5,14,59,3,0.035,0.03,0.024,0.024,0.039,0.041,0.047,0.028,0.058,0.057,0.076,0.05,0.031,0.038,0.04,0.038,0.042,0.052,0.058,0.049,0.051,0.042,0.037,0.054,0.042,0.041,0.041,0.039,0.049,0.042,0.059,0.068,0.052,0.046,0.043,0.02,0.062,0.038,0.02,0.013,0.027,0.047,0.065,0.028,0.021,0.015,0.018,0.016,0.023,0.048,0.026,0.023,0.024,0.021,0.035,0.02,0.027,0.021,0.04,0.022,0.031,0.035,0.021,0.025,0.031,0.024,0.024,0.016,0.018,0.019,0.022,0.033,0.021,0.022,1930,5387,3177,2400,2384,2729,2561,3132,2391,1545,482.0,3314,4088,850,3361,13061,22352,2729,5451,4155,3229,5144,2432,5308,7660,8861,6033,4019,6917,5864,2134,1481,1142,7185,1759,2055,5994,9818,311,561,1532,3344,6060,2386,3749,1656,744,2539,2601,1822,637,3214,2280,6830,299,5276,1894,3556,865,1500,1327,2385,579,1125,3498,1339,4801,2692,2712,1332,1348,2375,12919,721,0.129,0.129,0.113,0.106,0.146,0.147,0.137,0.121,0.176,0.174,0.184,0.169,0.139,0.112,0.147,0.137,0.14,0.162,0.154,0.161,0.143,0.149,0.125,0.158,0.135,0.138,0.129,0.117,0.135,0.156,0.15,0.151,0.15,0.151,0.131,0.09,0.161,0.155,0.108,0.088,0.102,0.148,0.185,0.113,0.09,0.091,0.089,0.081,0.105,0.144,0.118,0.109,0.112,0.1,0.148,0.101,0.12,0.102,0.132,0.107,0.134,0.137,0.111,0.108,0.13,0.104,0.102,0.094,0.091,0.104,0.108,0.132,0.106,0.103,489,1626,1159,847,903,938,1090,1116,726,369,204.0,1644,1054,244,930,3773,6377,581,1515,2043,886,1665,1048,1672,2460,2738,2304,1665,2091,1893,772,620,381,1808,524,704,1818,2408,205,285,814,1529,1405,1447,2264,774,323,1021,1252,710,359,1462,1055,2810,104,2759,837,1710,519,885,700,845,286,443,1623,671,2484,1304,1106,544,701,1090,5490,341,3.56,2.781,2.69,2.679,2.234,2.43,2.13,2.501,2.459,3.097,2.184,1.811,2.876,2.524,2.697,2.667,2.809,3.528,2.738,1.871,2.745,2.444,1.982,2.593,2.45,2.596,2.194,2.01,2.66,2.47,2.078,2.495,2.65,2.798,2.582,2.604,2.593,2.971,1.665,2.12,2.336,1.884,2.779,1.883,1.893,2.303,2.53,2.786,2.482,2.714,2.108,2.203,2.107,2.525,2.988,2.042,2.454,2.373,1.826,1.821,2.006,2.756,2.14,2.937,2.387,2.047,2.024,2.291,2.693,2.399,2.174,2.305,2.372,2.573,0.841,0.934,0.584,0.65,0.774,0.715,0.596,0.493,0.73,0.65,0.635,0.479,0.518,0.749,0.658,0.736,0.647,0.737,0.831,0.538,0.771,0.649,0.501,0.893,0.689,0.633,0.561,0.552,0.623,0.652,0.733,0.818,0.501,0.713,0.791,0.456,0.836,0.786,0.369,0.437,0.458,0.6,0.914,0.624,0.565,0.608,0.565,0.799,0.522,0.761,0.489,0.56,0.62,0.587,0.753,0.502,0.675,0.556,0.444,0.448,0.43,0.741,0.643,0.65,0.601,0.662,0.546,0.477,0.518,0.967,0.495,0.569,0.54,0.452 -113,Epileptic,M,17.5,0.6,2.4,1.5,1.8,1.6,2.6,1.2,1.7,0.9,0.7,0.3,3.6,1.9,0.7,1.0,6.4,9.8,0.6,2.6,5.6,1.6,7.5,3.0,3.2,9.0,3.1,3.7,3.2,2.6,2.7,1.8,1.6,0.3,2.1,0.6,0.5,3.4,5.6,0.2,0.2,0.9,3.5,2.0,2.8,2.4,0.5,0.4,0.6,1.3,1.3,0.6,1.8,1.5,3.2,0.6,3.0,0.9,2.1,1.5,1.8,1.3,1.9,0.4,0.6,2.3,1.5,3.5,0.9,1.0,1.0,1.0,1.9,7.0,0.2,6,20,16,16,17,30,12,20,13,8,4.0,38,26,8,13,72,101,5,28,55,16,59,25,39,70,37,45,43,24,35,18,12,4,32,4,5,42,63,2,1,4,34,22,22,15,4,2,4,6,10,5,14,10,22,4,28,6,20,10,15,7,12,4,5,20,23,31,7,7,7,8,15,61,1,0.031,0.022,0.033,0.032,0.037,0.032,0.024,0.031,0.042,0.033,0.032,0.039,0.033,0.034,0.031,0.037,0.036,0.032,0.034,0.037,0.032,0.046,0.037,0.04,0.048,0.031,0.038,0.034,0.025,0.028,0.041,0.062,0.022,0.025,0.015,0.013,0.036,0.037,0.013,0.014,0.02,0.035,0.038,0.024,0.018,0.012,0.017,0.01,0.018,0.021,0.022,0.022,0.023,0.025,0.02,0.021,0.021,0.022,0.027,0.022,0.023,0.032,0.026,0.02,0.023,0.021,0.021,0.016,0.017,0.029,0.019,0.02,0.018,0.013,1556,5368,2417,2705,2168,3576,2486,3540,1893,1684,729.0,3761,3721,1255,2334,10520,17903,2359,5673,6785,4363,4138,2128,6950,7315,6384,4891,5404,5648,5890,3101,1273,888,6841,2392,1733,7206,10774,384,460,1157,2734,6475,2935,3163,1180,868,2093,2220,1750,630,2836,1879,4843,593,4051,1328,3537,1239,2190,1406,2603,438,1071,3138,1739,5147,1998,1623,1601,1700,2689,13428,416,0.128,0.108,0.137,0.133,0.141,0.128,0.106,0.135,0.146,0.137,0.126,0.154,0.145,0.142,0.132,0.149,0.146,0.112,0.137,0.15,0.12,0.151,0.136,0.142,0.15,0.129,0.127,0.127,0.106,0.129,0.145,0.144,0.102,0.112,0.075,0.082,0.137,0.135,0.098,0.087,0.103,0.137,0.152,0.119,0.097,0.085,0.09,0.074,0.096,0.11,0.12,0.109,0.113,0.115,0.123,0.111,0.11,0.118,0.12,0.107,0.101,0.128,0.136,0.113,0.114,0.113,0.111,0.092,0.101,0.123,0.105,0.109,0.1,0.088,398,1682,855,999,872,1304,839,1144,594,429,213.0,1711,1094,332,617,3218,5167,391,1364,2869,954,2363,1216,1688,3140,1845,1970,1884,1670,1826,797,497,259,1594,626,606,1739,2578,213,216,602,1544,1218,1729,1991,618,365,840,1000,815,398,1338,1075,2146,356,2326,637,1632,879,1293,778,961,240,478,1555,1061,2616,991,854,602,796,1422,6135,192,3.694,2.782,2.744,2.501,2.119,2.338,2.375,2.678,2.407,2.973,2.826,1.918,2.592,2.767,2.7,2.477,2.643,4.071,3.028,2.023,3.257,1.72,1.727,3.074,2.043,2.741,2.104,2.287,2.58,2.449,2.886,2.681,2.827,2.998,3.322,2.466,3.042,2.921,2.098,2.142,2.431,1.645,3.332,1.946,1.812,2.128,2.832,2.98,2.732,2.451,1.899,2.262,1.936,2.366,2.005,1.88,2.303,2.351,1.634,1.874,1.999,2.651,2.063,2.58,2.26,1.865,2.108,2.268,2.208,2.761,2.257,2.209,2.302,2.529,0.931,0.651,0.63,0.711,0.637,0.631,0.56,0.484,0.646,0.779,0.792,0.604,0.55,0.406,0.586,0.562,0.647,0.724,0.698,0.648,0.886,0.518,0.534,0.655,0.548,0.599,0.614,0.527,0.516,0.701,0.756,1.017,0.501,0.682,0.591,0.475,0.823,0.827,0.443,0.454,0.481,0.516,0.876,0.568,0.508,0.492,0.514,0.715,0.479,0.487,0.518,0.475,0.432,0.465,0.363,0.432,0.489,0.559,0.311,0.386,0.459,0.681,0.577,0.783,0.558,0.707,0.457,0.433,0.4,0.891,0.435,0.448,0.472,0.308 -114,Epileptic,F,37.0,1.0,1.9,1.0,1.5,1.4,1.6,1.6,1.4,1.4,0.6,0.2,2.3,1.7,0.6,0.8,7.2,9.7,0.8,1.7,4.5,0.8,2.9,1.2,2.2,2.6,2.7,2.7,2.1,1.9,2.5,1.3,1.3,0.7,2.2,0.4,0.7,2.5,4.0,0.2,0.2,1.1,2.1,2.5,2.2,2.4,0.9,0.4,1.3,1.2,0.8,0.6,2.0,1.3,2.5,0.3,2.2,0.5,1.5,0.5,1.0,0.3,1.5,0.7,0.3,1.8,1.3,2.9,1.2,1.0,0.3,1.1,1.6,5.0,0.4,7,16,8,11,16,13,14,13,19,4,2.0,26,18,6,7,71,86,5,21,37,6,30,10,27,25,28,32,23,17,31,14,11,5,24,3,8,28,46,3,2,5,20,22,20,15,7,2,8,7,6,5,17,10,16,3,20,4,14,4,9,2,11,5,3,15,23,22,10,6,3,9,9,42,3,0.04,0.021,0.02,0.03,0.036,0.029,0.021,0.027,0.05,0.033,0.034,0.03,0.028,0.032,0.028,0.035,0.033,0.027,0.021,0.035,0.017,0.038,0.022,0.031,0.033,0.029,0.023,0.022,0.02,0.029,0.044,0.05,0.03,0.025,0.013,0.019,0.03,0.03,0.019,0.02,0.021,0.031,0.041,0.024,0.018,0.019,0.019,0.019,0.018,0.022,0.032,0.021,0.02,0.02,0.018,0.018,0.017,0.018,0.017,0.021,0.017,0.029,0.025,0.018,0.025,0.034,0.021,0.019,0.017,0.016,0.025,0.02,0.02,0.026,1485,4218,2079,2357,1926,2845,2667,2715,1938,1098,402.0,2158,3508,1256,1614,11530,17529,2286,4273,4188,2890,4471,1840,4701,4538,5310,5225,3694,4544,4278,2178,1160,938,5459,1987,1723,5638,7815,503,339,1688,2533,5476,2352,3616,1552,664,2178,2438,1303,581,3415,2294,4566,422,3660,1381,2883,757,1413,678,2029,645,819,2593,1090,4194,2309,1522,1131,1405,2574,8991,431,0.139,0.105,0.106,0.12,0.139,0.125,0.103,0.114,0.169,0.132,0.12,0.135,0.13,0.132,0.116,0.144,0.132,0.109,0.114,0.133,0.09,0.147,0.11,0.133,0.136,0.129,0.111,0.105,0.094,0.131,0.134,0.128,0.144,0.115,0.066,0.102,0.122,0.128,0.13,0.118,0.105,0.134,0.138,0.122,0.1,0.11,0.105,0.091,0.094,0.114,0.13,0.105,0.104,0.102,0.12,0.106,0.098,0.105,0.104,0.118,0.095,0.126,0.148,0.115,0.11,0.15,0.114,0.102,0.1,0.106,0.13,0.112,0.108,0.144,444,1323,777,878,719,1001,996,816,542,284,145.0,1140,1001,313,494,3221,4830,435,1183,1888,688,1320,786,1198,1415,1597,1915,1323,1332,1510,467,439,332,1242,469,649,1471,1867,211,159,707,1071,1189,1493,2110,752,305,909,1069,601,358,1634,1028,1964,241,1967,565,1372,506,779,337,795,329,340,1311,541,2111,1014,822,320,682,1179,3823,197,3.323,2.9,2.377,2.543,2.364,2.411,2.248,2.914,2.545,3.258,2.753,1.682,2.729,2.856,2.586,2.712,2.788,3.917,2.828,1.919,3.25,2.482,1.998,2.882,2.554,2.656,2.176,2.205,2.589,2.327,3.032,2.42,2.456,3.051,3.611,2.45,2.964,3.123,2.302,2.531,3.04,2.048,3.322,1.732,1.922,2.179,2.807,2.826,2.68,2.528,1.971,2.254,2.403,2.423,2.378,2.006,2.81,2.364,1.807,1.918,2.128,2.626,2.189,2.728,2.162,2.413,2.115,2.515,2.265,3.402,2.295,2.615,2.543,2.551,0.896,0.79,0.603,0.553,0.556,0.583,0.515,0.432,0.58,0.403,0.635,0.452,0.421,0.452,0.387,0.5,0.687,0.767,0.478,0.616,0.808,0.529,0.453,0.661,0.559,0.615,0.45,0.455,0.461,0.512,0.871,1.082,0.464,0.632,0.905,0.475,0.742,0.57,0.405,0.375,0.751,0.484,0.661,0.626,0.522,0.621,0.415,0.783,0.583,0.44,0.401,0.473,0.541,0.543,0.444,0.479,0.653,0.49,0.323,0.373,0.409,0.588,0.435,0.811,0.628,0.7,0.444,0.382,0.413,0.876,0.482,0.52,0.558,0.49 -115,Epileptic,F,42.0,0.8,2.6,0.9,1.4,2.1,3.1,1.3,1.6,1.4,1.4,0.2,3.4,1.3,0.7,1.5,5.6,7.8,0.6,2.5,5.3,0.9,3.3,1.6,2.1,3.8,2.3,3.9,2.4,3.1,3.7,1.5,1.3,0.5,1.9,0.4,0.5,3.3,2.8,0.1,0.2,0.8,3.2,2.0,3.1,3.1,0.5,0.3,1.0,1.1,1.4,0.9,1.9,1.1,2.0,0.1,2.8,1.2,1.8,1.3,1.3,0.6,1.0,0.4,0.6,1.9,1.2,2.9,1.2,1.1,0.5,1.3,1.6,3.8,0.3,6,22,11,11,20,24,12,14,17,13,2.0,25,13,7,12,60,68,3,20,37,8,35,14,28,35,22,40,23,24,40,17,10,5,18,2,3,26,31,2,2,4,31,17,24,18,3,1,9,6,9,6,14,8,12,1,23,9,14,10,11,5,14,3,5,14,13,24,9,8,5,10,11,28,2,0.037,0.026,0.015,0.025,0.041,0.03,0.018,0.029,0.043,0.036,0.022,0.035,0.023,0.038,0.029,0.031,0.03,0.023,0.031,0.04,0.019,0.029,0.027,0.03,0.032,0.025,0.03,0.024,0.024,0.03,0.035,0.051,0.034,0.022,0.014,0.016,0.032,0.025,0.01,0.014,0.02,0.032,0.025,0.028,0.022,0.008,0.017,0.017,0.014,0.027,0.036,0.02,0.025,0.02,0.041,0.019,0.029,0.023,0.022,0.022,0.025,0.019,0.032,0.027,0.024,0.031,0.021,0.018,0.02,0.017,0.026,0.023,0.015,0.014,1370,4386,2143,2179,2005,4450,2691,2877,1939,1887,525.0,2792,3031,995,2870,10394,14670,2214,3920,4573,3267,5546,2062,4722,6263,4892,5972,3966,5867,6084,2101,1059,836,4563,1539,1611,4966,6521,347,557,1399,3024,4217,2703,3683,1385,730,2073,2292,1630,745,3672,1523,3598,232,3869,1504,3150,1577,1573,965,2038,517,773,2520,1246,3845,2268,1951,1162,1597,2376,8686,481,0.121,0.121,0.107,0.121,0.151,0.136,0.095,0.14,0.141,0.151,0.101,0.137,0.113,0.142,0.124,0.131,0.132,0.086,0.134,0.137,0.082,0.131,0.124,0.121,0.144,0.124,0.132,0.111,0.11,0.134,0.126,0.15,0.137,0.114,0.075,0.074,0.124,0.122,0.079,0.085,0.092,0.141,0.111,0.122,0.106,0.072,0.095,0.089,0.087,0.114,0.134,0.1,0.118,0.101,0.141,0.112,0.118,0.112,0.115,0.129,0.105,0.117,0.137,0.136,0.115,0.13,0.118,0.107,0.104,0.12,0.124,0.114,0.09,0.109,369,1441,926,914,800,1573,1020,903,606,562,172.0,1449,914,282,849,3110,4250,444,1267,1995,785,1903,978,1359,1959,1533,2144,1514,1818,2088,575,451,284,1229,452,588,1574,1809,233,286,647,1596,1140,1854,2221,798,295,853,1072,787,452,1577,716,1586,94,2198,738,1353,915,852,496,817,243,372,1290,601,2103,1012,948,462,867,1146,3895,245,3.303,2.829,2.397,2.501,2.415,2.637,2.219,2.98,2.414,2.915,2.771,1.797,2.605,2.471,2.606,2.612,2.808,3.907,2.721,2.022,3.142,2.361,1.934,2.577,2.57,2.604,2.252,2.153,2.568,2.362,2.676,2.515,2.428,2.719,3.305,2.577,2.563,2.76,1.903,2.375,2.652,1.812,2.89,1.705,1.906,1.917,3.166,2.821,2.581,2.363,2.09,2.386,2.268,2.544,2.695,1.969,2.216,2.529,1.998,2.078,2.133,2.474,2.573,2.266,2.288,2.431,2.102,2.625,2.517,2.909,2.24,2.535,2.455,2.507,0.785,0.605,0.53,0.443,0.524,0.525,0.527,0.692,0.551,0.555,0.748,0.479,0.363,0.637,0.446,0.6,0.482,0.817,0.443,0.63,0.693,0.447,0.466,0.713,0.473,0.494,0.467,0.471,0.431,0.472,0.732,0.845,0.477,0.538,0.817,0.756,0.543,0.49,0.457,0.497,0.637,0.552,0.639,0.623,0.538,0.323,0.483,0.923,0.561,0.39,0.331,0.582,0.568,0.486,0.42,0.389,0.484,0.728,0.39,0.389,0.335,0.79,0.517,1.02,0.576,0.654,0.46,0.309,0.317,0.854,0.342,0.475,0.56,0.414 -116,Epileptic,M,27.0,0.9,2.4,1.2,1.4,1.7,1.6,2.6,1.8,1.5,1.2,0.4,2.8,1.3,0.5,1.7,5.3,10.2,1.1,1.9,4.7,1.2,3.7,2.1,3.7,4.3,3.2,4.2,3.1,2.7,3.7,2.4,1.4,0.5,2.6,0.6,0.6,3.6,2.7,0.3,0.2,1.1,2.6,2.2,2.8,3.4,0.8,0.5,0.7,1.3,0.9,0.6,2.2,1.7,3.2,0.3,2.7,0.9,1.8,1.0,0.9,0.6,1.7,0.3,0.5,1.7,1.0,2.5,1.2,1.2,0.6,1.2,1.4,4.6,0.3,6,19,13,9,14,15,18,15,15,13,3.0,24,17,8,16,53,76,7,23,41,14,43,21,35,44,34,41,28,22,38,15,12,5,30,4,4,43,34,2,1,6,23,20,20,16,4,2,4,6,5,5,13,12,22,1,22,5,12,8,7,3,13,2,3,11,15,22,7,7,4,8,10,33,3,0.041,0.028,0.024,0.031,0.039,0.029,0.05,0.03,0.047,0.045,0.038,0.038,0.028,0.03,0.036,0.038,0.046,0.045,0.03,0.044,0.034,0.039,0.04,0.04,0.04,0.035,0.042,0.039,0.034,0.04,0.057,0.072,0.034,0.033,0.02,0.015,0.034,0.031,0.019,0.021,0.025,0.029,0.04,0.026,0.025,0.02,0.018,0.011,0.017,0.02,0.031,0.023,0.025,0.028,0.029,0.02,0.033,0.019,0.022,0.015,0.017,0.03,0.019,0.025,0.02,0.024,0.024,0.022,0.019,0.021,0.019,0.016,0.016,0.022,1549,4674,2425,2183,2411,3394,2988,3018,2028,2238,802.0,2620,3281,1493,3379,9392,16430,2141,4817,5125,3279,4644,1855,6744,5603,5906,6201,4303,5599,6866,2634,851,867,5743,2233,1722,9465,7613,515,396,1249,2141,4754,2669,3130,1058,903,2214,2266,1805,676,2642,2296,5078,354,4114,1013,3258,1196,1638,930,2352,439,738,2581,1261,4221,1851,1965,1046,1852,2342,10148,282,0.135,0.122,0.124,0.117,0.143,0.125,0.141,0.127,0.184,0.165,0.123,0.141,0.126,0.123,0.141,0.145,0.153,0.131,0.126,0.161,0.106,0.127,0.146,0.144,0.139,0.135,0.141,0.123,0.113,0.145,0.16,0.164,0.11,0.142,0.09,0.084,0.134,0.141,0.099,0.107,0.106,0.129,0.134,0.126,0.108,0.099,0.092,0.074,0.09,0.101,0.139,0.11,0.114,0.115,0.137,0.107,0.134,0.097,0.117,0.093,0.097,0.126,0.107,0.111,0.108,0.13,0.107,0.099,0.092,0.118,0.107,0.106,0.092,0.137,412,1357,839,789,829,1010,1042,1043,561,513,187.0,1325,877,342,870,2677,4226,423,1226,1965,844,1511,878,1784,1760,1676,2129,1422,1513,1912,672,383,330,1310,535,628,2039,1681,262,209,708,1238,1073,1618,1881,561,387,864,1100,695,357,1390,1072,1990,138,2130,423,1498,711,922,450,985,270,348,1264,686,1717,869,932,484,961,1167,4308,204,3.503,2.866,2.563,2.504,2.39,2.573,2.351,2.551,2.651,3.189,3.038,1.745,2.796,3.107,2.7,2.566,2.869,3.705,3.034,2.137,2.876,2.46,1.92,2.749,2.502,2.744,2.275,2.246,2.801,2.716,2.669,2.44,2.161,3.027,3.684,2.457,3.163,3.115,2.1,1.993,2.316,1.648,3.036,1.919,1.882,1.968,2.903,2.875,2.376,2.814,1.967,1.956,2.062,2.293,2.986,2.093,2.441,2.428,1.913,1.953,2.45,2.17,1.792,2.301,2.326,2.245,2.409,2.341,2.313,2.305,2.173,2.307,2.454,1.691,0.928,0.702,0.729,0.549,0.766,0.752,0.676,0.492,0.718,0.657,1.0,0.471,0.409,0.447,0.588,0.581,0.699,0.791,0.667,0.803,0.763,0.629,0.569,0.679,0.708,0.644,0.604,0.7,0.537,0.642,0.809,0.966,0.49,0.592,0.635,0.537,0.79,0.68,0.355,0.31,0.5,0.46,0.83,0.624,0.589,0.501,0.516,0.697,0.413,0.648,0.471,0.407,0.511,0.588,0.368,0.43,0.529,0.509,0.411,0.399,0.376,0.667,0.403,0.503,0.52,0.694,0.966,0.442,0.45,0.537,0.432,0.515,0.481,0.336 -117,Epileptic,F,37.0,0.6,1.8,1.2,1.4,1.5,1.7,1.7,1.5,1.0,1.0,0.3,2.2,1.2,0.3,1.2,4.3,8.2,0.8,1.9,4.3,1.2,2.8,2.0,3.8,3.1,2.7,4.1,2.6,2.3,2.0,2.0,1.0,0.4,1.9,0.4,0.3,5.1,2.7,0.1,0.2,0.9,2.5,1.6,3.0,2.6,0.9,0.4,0.9,1.4,0.7,0.5,1.5,1.4,2.0,0.1,1.6,0.6,1.6,0.7,1.0,0.7,1.2,0.3,0.4,1.2,1.1,3.2,0.9,1.3,0.4,1.0,1.4,3.5,0.3,8,17,10,12,13,16,17,15,13,9,5.0,29,13,6,14,56,80,8,26,46,15,37,18,48,35,34,40,30,22,25,23,8,3,24,2,3,66,33,1,1,7,24,17,19,15,7,2,6,8,6,4,15,12,13,1,14,4,15,5,7,5,10,2,5,12,18,26,9,9,4,7,11,28,3,0.035,0.02,0.021,0.025,0.025,0.025,0.029,0.022,0.025,0.036,0.028,0.038,0.024,0.026,0.028,0.028,0.027,0.029,0.029,0.036,0.024,0.033,0.035,0.042,0.037,0.027,0.031,0.03,0.019,0.025,0.045,0.049,0.023,0.024,0.009,0.009,0.048,0.029,0.009,0.012,0.02,0.035,0.031,0.025,0.017,0.021,0.019,0.016,0.018,0.02,0.027,0.015,0.021,0.017,0.014,0.013,0.017,0.017,0.018,0.018,0.019,0.02,0.023,0.015,0.017,0.022,0.021,0.016,0.016,0.015,0.03,0.02,0.015,0.016,1424,4623,2347,2664,2642,3326,3025,3517,2313,1663,761.0,2972,3044,890,2907,10726,19531,2057,4850,5556,3410,4836,2473,5734,5050,6523,6047,4525,7104,4840,2258,1058,926,5604,2017,1655,7017,7462,409,464,1319,2763,4718,3427,3914,1255,669,1973,2225,1480,519,3292,2241,4599,255,3241,1172,3327,1064,1671,1158,2297,389,1138,2420,997,4805,2181,2555,706,1092,2698,7922,436,0.13,0.108,0.119,0.119,0.125,0.121,0.104,0.116,0.133,0.174,0.134,0.162,0.118,0.134,0.126,0.134,0.128,0.124,0.12,0.156,0.097,0.123,0.138,0.148,0.135,0.125,0.122,0.11,0.098,0.124,0.136,0.123,0.101,0.114,0.06,0.07,0.147,0.132,0.089,0.086,0.112,0.132,0.136,0.116,0.094,0.115,0.098,0.084,0.099,0.105,0.122,0.096,0.117,0.092,0.12,0.089,0.099,0.1,0.099,0.099,0.104,0.114,0.127,0.111,0.103,0.133,0.115,0.097,0.096,0.12,0.129,0.104,0.09,0.109,423,1603,890,1008,982,1102,1057,1157,618,479,223.0,1279,868,233,734,2926,5406,517,1270,2286,859,1688,955,1754,1547,1967,2133,1521,1837,1414,754,473,322,1339,560,635,2100,1706,210,237,724,1347,1026,1901,2301,656,307,837,1068,621,326,1568,1091,1954,129,1840,561,1632,658,839,599,927,196,475,1167,719,2364,984,1179,399,558,1224,3522,265,3.188,2.653,2.459,2.334,2.362,2.525,2.358,2.591,2.685,2.7,2.72,2.008,2.723,2.796,2.893,2.744,2.844,3.197,2.932,2.066,2.916,2.316,2.207,2.544,2.596,2.632,2.286,2.302,2.931,2.607,2.305,2.225,2.24,2.946,3.258,2.385,2.535,3.124,2.43,2.11,2.219,1.845,3.279,2.002,1.906,2.049,2.625,2.985,2.535,2.668,1.895,2.252,2.315,2.481,2.272,1.979,2.474,2.334,1.819,2.152,2.203,2.552,2.271,2.736,2.18,1.681,2.14,2.443,2.424,1.94,2.121,2.498,2.364,2.043,0.78,0.55,0.568,0.535,0.576,0.58,0.584,0.46,0.615,0.531,0.749,0.416,0.361,0.367,0.517,0.517,0.564,0.819,0.567,0.625,0.806,0.493,0.613,0.716,0.579,0.534,0.579,0.546,0.559,0.491,0.761,0.927,0.447,0.526,0.598,0.428,0.798,0.513,0.235,0.387,0.415,0.563,0.784,0.53,0.488,0.433,0.564,0.783,0.492,0.412,0.35,0.326,0.422,0.426,0.28,0.344,0.505,0.417,0.306,0.408,0.358,0.481,0.347,0.713,0.423,0.504,0.481,0.417,0.462,0.614,0.386,0.478,0.445,0.394 -118,Epileptic,M,37.0,0.5,2.4,1.4,1.4,2.2,2.1,1.7,1.8,1.5,0.7,0.4,3.4,1.6,0.5,1.4,8.7,8.8,1.0,2.6,6.3,1.0,4.0,2.3,3.6,3.6,5.0,3.7,3.0,3.4,4.8,1.6,1.3,0.6,2.4,0.5,0.9,5.7,3.9,0.1,0.3,1.2,3.7,2.5,2.9,3.3,0.8,0.6,0.8,1.2,0.9,0.9,2.0,1.4,2.5,0.2,2.9,1.5,1.9,1.1,1.8,0.9,1.9,0.5,0.4,2.5,1.0,3.3,1.3,2.0,0.8,1.3,1.7,4.2,0.3,3,21,23,14,17,19,17,15,12,11,3.0,37,18,5,12,82,78,6,28,49,8,42,21,41,44,48,46,29,29,54,25,10,6,23,2,9,50,43,1,2,6,33,22,21,17,5,2,5,6,8,6,12,9,15,1,23,11,12,7,13,7,15,3,3,19,9,26,8,13,6,8,13,29,2,0.021,0.02,0.016,0.023,0.037,0.03,0.02,0.032,0.05,0.042,0.032,0.036,0.026,0.029,0.033,0.038,0.031,0.031,0.028,0.043,0.021,0.039,0.029,0.04,0.038,0.036,0.027,0.025,0.024,0.037,0.039,0.044,0.036,0.032,0.014,0.019,0.046,0.038,0.013,0.016,0.025,0.039,0.044,0.025,0.021,0.012,0.021,0.014,0.014,0.024,0.035,0.02,0.02,0.023,0.023,0.018,0.029,0.016,0.024,0.021,0.025,0.03,0.035,0.019,0.026,0.017,0.022,0.017,0.019,0.02,0.025,0.025,0.018,0.023,1947,5354,3371,2564,2396,3289,3355,3352,1708,1981,792.0,3593,3907,1198,2695,13702,19645,2691,4868,5920,2353,6048,2938,6014,5830,8116,6732,4143,7480,7633,2651,1528,930,5640,1666,2167,6517,5263,401,495,1458,3388,4255,3385,4231,1796,878,2460,2722,1585,761,3736,2211,4390,320,4515,1639,3565,1279,2414,1194,2888,623,867,3260,1856,4732,2663,3595,1226,1753,1939,8701,530,0.084,0.104,0.098,0.109,0.14,0.132,0.093,0.129,0.153,0.146,0.13,0.145,0.123,0.136,0.138,0.148,0.13,0.113,0.128,0.146,0.087,0.155,0.134,0.147,0.159,0.148,0.128,0.111,0.1,0.15,0.154,0.129,0.158,0.121,0.076,0.094,0.149,0.139,0.094,0.11,0.118,0.138,0.146,0.11,0.101,0.087,0.109,0.084,0.082,0.107,0.132,0.097,0.111,0.102,0.132,0.106,0.13,0.095,0.116,0.113,0.121,0.127,0.137,0.106,0.119,0.093,0.109,0.095,0.103,0.124,0.12,0.133,0.097,0.103,421,1807,1383,1008,944,1139,1126,1039,531,444,209.0,1586,1050,291,730,3873,4975,503,1439,2445,713,1826,1269,1618,1722,2409,2366,1678,2043,2391,713,581,315,1189,443,800,2051,1722,186,250,735,1455,1017,1877,2447,916,393,903,1236,718,416,1673,1023,1823,137,2432,779,1697,728,1249,629,1018,237,415,1531,884,2452,1197,1580,539,817,1050,3634,222,3.741,2.652,2.476,2.535,2.372,2.395,2.463,2.766,2.605,3.397,3.228,1.969,2.95,2.951,2.809,2.705,3.135,3.854,2.748,2.041,2.664,2.54,2.044,2.856,2.625,2.735,2.293,2.025,2.822,2.505,2.795,2.455,2.625,3.107,3.19,2.443,2.527,2.381,2.487,2.371,2.404,2.019,2.835,2.068,2.011,2.16,2.861,3.242,2.588,2.379,2.145,2.408,2.344,2.562,2.596,2.084,2.418,2.437,2.081,2.168,2.129,2.705,2.495,2.48,2.179,2.431,2.099,2.528,2.503,2.408,2.401,2.184,2.459,2.687,1.165,0.606,0.551,0.491,0.52,0.55,0.558,0.51,0.527,0.64,0.897,0.551,0.515,0.45,0.517,0.584,0.574,0.997,0.529,0.618,0.783,0.541,0.438,0.704,0.563,0.582,0.485,0.485,0.594,0.609,0.603,1.105,0.627,0.654,0.471,0.541,0.774,0.577,0.359,0.343,0.589,0.517,0.847,0.715,0.684,0.461,0.533,0.889,0.545,0.626,0.468,0.516,0.606,0.586,0.502,0.473,0.563,0.499,0.407,0.378,0.303,0.729,0.543,1.044,0.548,0.809,0.471,0.333,0.415,0.647,0.505,0.594,0.636,0.379 -119,Epileptic,M,17.5,1.1,2.2,1.0,1.9,2.4,3.0,3.0,2.1,1.9,0.9,0.3,3.5,1.6,0.6,2.1,7.6,9.9,1.4,3.3,4.1,2.3,4.0,3.5,4.5,8.7,4.7,9.3,3.8,3.0,4.7,1.6,1.3,1.0,3.6,0.6,1.0,2.6,3.7,0.3,0.6,1.7,3.4,2.8,3.2,3.6,0.9,0.5,1.3,2.0,0.6,0.8,2.8,2.8,3.0,0.5,3.6,1.3,1.9,1.3,1.4,0.8,1.8,0.4,0.7,2.3,1.4,3.5,1.5,1.2,0.4,1.5,1.6,5.7,0.4,10,19,7,16,14,27,21,20,15,12,8.0,34,22,8,23,72,89,13,36,36,17,38,26,51,71,45,68,32,23,54,16,9,8,40,3,8,37,49,2,2,11,32,25,21,18,6,2,7,9,5,6,21,17,18,3,29,9,12,8,9,5,14,2,3,21,18,22,9,6,3,14,11,49,3,0.043,0.025,0.015,0.031,0.037,0.037,0.04,0.032,0.05,0.032,0.032,0.044,0.036,0.029,0.037,0.04,0.038,0.043,0.037,0.034,0.04,0.044,0.047,0.052,0.058,0.032,0.046,0.034,0.032,0.031,0.035,0.057,0.037,0.04,0.029,0.015,0.036,0.033,0.017,0.019,0.027,0.04,0.043,0.027,0.024,0.017,0.017,0.02,0.022,0.012,0.033,0.025,0.037,0.021,0.036,0.018,0.025,0.019,0.028,0.022,0.019,0.028,0.021,0.019,0.025,0.027,0.023,0.022,0.023,0.016,0.021,0.019,0.02,0.016,1927,5289,2426,3251,2465,3861,3385,4165,2031,2004,954.0,3017,4319,1488,4211,14608,22733,2901,6135,4835,4475,4576,2261,7468,6305,9134,8541,4698,7006,7646,3035,1296,1512,8451,1901,2666,6160,9999,613,921,2014,3139,5688,3604,3995,1894,965,2551,3229,1558,701,4710,2624,5705,575,6250,1575,3400,1310,1977,1202,2815,571,1035,3318,1361,5272,2562,1840,864,2910,2800,11151,749,0.135,0.113,0.099,0.129,0.135,0.143,0.131,0.134,0.143,0.146,0.111,0.149,0.13,0.127,0.141,0.141,0.134,0.139,0.142,0.134,0.128,0.135,0.144,0.151,0.158,0.121,0.139,0.117,0.118,0.129,0.129,0.146,0.123,0.153,0.097,0.09,0.13,0.142,0.089,0.1,0.117,0.14,0.153,0.121,0.103,0.094,0.088,0.092,0.102,0.086,0.134,0.113,0.139,0.098,0.129,0.101,0.116,0.102,0.133,0.115,0.106,0.118,0.105,0.098,0.122,0.124,0.103,0.104,0.103,0.098,0.11,0.102,0.101,0.101,529,1599,862,1054,1065,1404,1287,1253,709,516,251.0,1469,1102,361,1109,3639,5350,596,1693,2086,970,1490,1091,1917,2295,2623,3344,1840,1675,2737,804,454,497,1757,435,943,1513,2132,308,410,1014,1455,1227,1908,2338,830,379,1049,1340,663,423,2004,1208,2319,204,3011,750,1492,685,913,591,1047,297,517,1598,947,2459,1068,800,387,1231,1141,4574,396,3.421,3.067,2.872,2.929,2.116,2.356,2.232,2.831,2.262,2.984,2.892,1.798,2.993,2.956,2.82,2.851,3.212,3.642,2.876,1.974,3.199,2.37,1.917,2.811,2.26,2.704,2.11,2.094,2.992,2.358,2.682,2.751,2.455,3.202,3.644,2.685,2.893,3.153,2.318,2.496,2.462,1.806,2.951,2.217,2.012,2.534,2.983,2.986,2.985,2.467,2.01,2.385,2.166,2.582,3.078,2.259,2.254,2.476,2.318,2.354,2.391,2.569,2.306,2.473,2.144,1.783,2.231,2.775,2.77,2.703,2.458,2.427,2.527,2.386,0.777,0.591,0.485,0.739,0.65,0.678,0.764,0.498,0.817,0.747,0.584,0.565,0.486,0.525,0.529,0.736,0.696,0.735,0.553,0.686,0.872,0.71,0.574,0.77,0.805,0.704,0.683,0.629,0.633,0.563,0.718,1.036,0.466,0.763,0.738,0.446,0.863,0.809,0.386,0.551,0.441,0.718,1.012,0.737,0.635,0.432,0.597,0.624,0.491,0.597,0.303,0.558,0.577,0.48,0.679,0.453,0.509,0.571,0.388,0.48,0.401,0.746,0.418,0.876,0.535,0.558,0.427,0.399,0.591,0.677,0.525,0.524,0.513,0.38 -120,Epileptic,M,22.0,1.3,3.0,0.9,1.6,2.7,2.1,1.6,1.3,1.8,1.5,0.4,2.6,2.0,0.5,1.4,9.3,13.5,0.8,2.9,3.9,3.3,3.6,1.5,4.1,4.2,4.4,2.6,1.5,3.3,3.5,2.4,1.5,0.4,2.7,0.5,1.4,3.9,4.2,0.2,0.1,1.6,2.7,3.0,2.2,1.5,0.8,0.4,1.1,1.3,0.7,0.8,2.5,1.7,4.1,0.4,2.6,1.0,2.0,1.0,1.2,0.6,1.9,0.4,0.4,2.5,1.5,2.3,2.0,2.0,0.8,1.2,2.3,6.7,0.4,8,40,10,13,22,24,17,16,19,15,6.0,28,22,9,18,110,122,6,39,40,35,48,17,46,50,45,36,21,31,46,27,8,5,32,3,13,43,54,1,0,10,27,37,17,12,5,2,7,8,6,8,23,12,28,3,21,8,19,5,9,5,16,5,3,21,20,18,15,12,6,10,16,61,3,0.047,0.028,0.016,0.026,0.043,0.026,0.031,0.027,0.041,0.041,0.039,0.031,0.036,0.041,0.037,0.042,0.031,0.036,0.029,0.034,0.051,0.035,0.022,0.047,0.029,0.034,0.029,0.029,0.027,0.029,0.06,0.043,0.026,0.029,0.013,0.023,0.035,0.037,0.016,0.014,0.029,0.031,0.05,0.026,0.016,0.015,0.017,0.02,0.016,0.015,0.027,0.025,0.023,0.023,0.025,0.02,0.021,0.02,0.018,0.021,0.019,0.032,0.031,0.019,0.02,0.025,0.02,0.025,0.026,0.019,0.024,0.021,0.02,0.014,1368,5239,2542,3248,2718,3484,2520,2885,2346,2660,819.0,2757,3656,913,2834,14521,24356,1452,6897,5189,4219,5950,2453,5862,8614,6706,4501,3403,4640,7111,3005,1228,929,7928,2179,2839,8000,10415,447,213,1742,2976,5528,2551,2383,1400,719,2030,2432,1780,892,3800,2277,6348,725,4712,1891,3890,1254,1833,1101,2813,483,678,4139,1315,3200,3159,2457,1390,1815,3521,12626,1014,0.148,0.123,0.1,0.112,0.149,0.118,0.126,0.121,0.169,0.163,0.151,0.139,0.148,0.152,0.148,0.161,0.125,0.111,0.127,0.147,0.159,0.134,0.105,0.154,0.129,0.138,0.114,0.127,0.109,0.134,0.166,0.125,0.107,0.125,0.078,0.121,0.127,0.152,0.089,0.083,0.12,0.128,0.162,0.121,0.095,0.093,0.097,0.096,0.097,0.098,0.142,0.119,0.117,0.109,0.117,0.099,0.11,0.109,0.102,0.106,0.102,0.142,0.139,0.116,0.109,0.127,0.107,0.114,0.103,0.121,0.119,0.109,0.105,0.096,398,1764,858,1068,1053,1364,868,937,693,589,200.0,1386,1043,242,796,4054,7175,365,1845,1938,1113,1583,1018,1643,2382,2131,1716,1043,1939,2272,793,586,262,1713,569,930,1993,2194,236,100,910,1437,1201,1358,1434,741,313,908,1204,757,469,1777,1094,2739,303,2112,805,1703,805,933,551,964,264,368,2019,885,1538,1354,1278,564,832,1647,5369,380,2.761,2.65,2.608,2.846,2.085,2.178,2.303,2.631,2.444,3.287,3.002,1.776,2.641,2.613,2.68,2.508,2.616,3.05,2.88,2.193,2.789,2.722,2.051,2.593,2.64,2.486,2.202,2.468,1.971,2.504,2.729,2.324,2.812,3.155,3.022,2.649,2.815,3.224,2.22,2.147,2.341,1.804,3.049,2.053,1.722,2.032,2.545,2.832,2.415,2.608,2.052,2.061,2.124,2.308,2.42,2.229,2.593,2.443,1.808,2.112,2.146,2.597,1.816,2.021,2.259,1.903,2.121,2.205,2.062,2.665,2.453,2.529,2.503,2.985,0.934,0.665,0.545,0.665,0.69,0.677,0.589,0.574,0.64,0.691,0.621,0.437,0.646,0.676,0.618,0.738,0.703,0.833,0.585,0.824,0.887,0.65,0.559,0.716,0.671,0.653,0.552,0.568,0.651,0.597,0.831,0.939,0.524,0.664,0.768,0.608,0.756,0.621,0.346,0.426,0.509,0.553,0.699,0.673,0.572,0.544,0.589,0.59,0.631,0.437,0.47,0.577,0.594,0.594,0.874,0.549,0.409,0.592,0.348,0.421,0.384,0.811,0.514,0.564,0.577,0.563,0.458,0.63,0.707,0.966,0.49,0.459,0.495,0.436 -121,Epileptic,M,42.0,1.2,2.4,1.3,1.7,2.0,2.9,1.8,1.7,1.0,0.6,0.5,3.2,1.1,0.5,1.2,7.6,11.3,1.2,2.7,4.3,1.5,10.5,2.8,5.2,7.2,4.4,4.9,3.8,2.8,2.7,1.4,0.7,0.4,2.0,0.8,0.7,5.0,4.4,0.2,0.2,0.9,5.1,2.6,2.4,2.7,0.9,0.5,0.9,1.3,1.2,0.7,1.6,1.3,2.5,0.5,2.7,1.1,1.6,1.5,1.9,0.8,1.8,0.6,0.8,2.4,1.3,2.3,1.9,1.3,0.7,0.7,1.5,6.1,0.3,8,21,11,15,18,28,17,17,16,6,5.0,33,12,6,13,85,110,10,28,43,14,86,19,57,56,39,42,32,27,33,18,5,10,23,5,8,55,52,1,1,4,48,25,14,15,7,2,6,7,12,7,14,9,17,5,26,11,11,10,13,5,17,5,6,19,18,18,13,9,7,4,10,49,1,0.043,0.023,0.022,0.028,0.034,0.037,0.027,0.027,0.038,0.042,0.036,0.04,0.021,0.033,0.023,0.033,0.033,0.043,0.038,0.033,0.023,0.063,0.033,0.044,0.048,0.034,0.039,0.033,0.029,0.031,0.037,0.039,0.028,0.028,0.022,0.023,0.035,0.035,0.013,0.013,0.02,0.041,0.036,0.024,0.02,0.016,0.017,0.014,0.016,0.018,0.035,0.019,0.024,0.018,0.022,0.023,0.022,0.02,0.018,0.021,0.018,0.025,0.027,0.021,0.018,0.023,0.018,0.017,0.019,0.019,0.023,0.017,0.021,0.016,1760,5080,2893,3037,2681,3857,3447,3797,1894,1251,847.0,3525,3019,1378,2780,13976,22201,3113,4543,5532,5543,5287,2409,7713,5387,7393,5379,5033,6841,5254,2657,768,877,6195,2369,2043,10832,9578,437,530,1374,3262,7186,2872,3736,1564,1057,2447,2558,2458,864,3224,1829,4584,995,3955,2257,3149,2238,2030,1266,2975,666,1083,3963,1548,4366,3840,1836,1367,1152,3049,11756,480,0.141,0.119,0.104,0.124,0.139,0.134,0.119,0.123,0.151,0.137,0.147,0.168,0.104,0.139,0.123,0.139,0.137,0.129,0.148,0.144,0.094,0.153,0.126,0.15,0.147,0.12,0.13,0.103,0.115,0.131,0.142,0.119,0.112,0.123,0.094,0.108,0.136,0.139,0.079,0.086,0.096,0.153,0.145,0.111,0.103,0.1,0.094,0.083,0.091,0.098,0.153,0.103,0.117,0.097,0.113,0.107,0.116,0.103,0.106,0.106,0.099,0.128,0.129,0.12,0.109,0.118,0.097,0.093,0.107,0.107,0.115,0.097,0.105,0.09,504,1628,1035,1071,952,1237,1082,1122,493,301,226.0,1454,827,312,797,3911,6039,582,1258,2140,1205,2353,1148,2043,2140,2089,2055,1739,1703,1558,756,352,235,1274,555,592,2537,2277,236,285,669,1665,1434,1511,2048,785,411,1031,1121,1067,400,1449,880,2107,378,2107,800,1274,1175,1207,630,1179,369,530,1884,919,2032,1608,916,607,463,1371,4785,222,3.492,2.857,2.711,2.66,2.433,2.408,2.539,3.004,2.737,3.067,2.771,2.15,2.77,3.079,2.641,2.743,2.837,3.917,2.888,2.235,3.383,2.06,1.892,2.806,2.198,2.878,2.191,2.377,2.96,2.592,2.653,2.448,2.716,3.368,3.854,2.927,3.151,3.105,2.211,2.182,2.631,1.85,3.455,2.247,2.109,2.254,3.039,3.0,2.845,2.553,2.218,2.299,2.318,2.388,2.875,2.089,2.472,2.768,2.282,1.873,2.381,2.449,1.891,2.547,2.392,2.059,2.265,2.59,2.172,2.394,2.735,2.6,2.602,2.544,0.9,0.678,0.52,0.496,0.574,0.725,0.67,0.488,0.618,0.724,0.788,0.534,0.404,0.482,0.468,0.557,0.646,0.905,0.523,0.721,0.833,0.66,0.503,0.769,0.75,0.631,0.568,0.625,0.55,0.67,0.593,0.831,0.368,0.597,0.622,0.511,0.802,0.696,0.438,0.315,0.454,0.551,0.773,0.557,0.637,0.424,0.738,0.635,0.394,0.416,0.433,0.412,0.483,0.428,0.571,0.396,0.567,0.538,0.383,0.354,0.371,0.631,0.491,0.749,0.469,0.623,0.459,0.31,0.432,0.667,0.371,0.493,0.496,0.338 -122,Epileptic,F,57.0,1.5,1.9,0.8,1.0,2.5,3.1,1.5,1.4,3.1,0.4,0.5,3.2,1.2,0.5,2.0,7.2,9.1,1.0,2.4,5.1,1.7,3.0,3.8,5.7,5.1,2.5,5.4,3.7,3.4,3.7,2.2,1.1,0.3,2.1,0.3,1.0,3.0,3.5,0.3,0.2,0.9,5.3,2.0,3.7,3.8,0.7,0.4,0.9,1.4,0.6,0.5,2.2,1.9,2.6,0.2,2.5,0.6,1.6,1.0,1.1,0.2,1.4,0.3,0.6,1.8,1.2,2.9,1.1,0.9,0.8,0.8,0.6,5.0,0.4,14,15,6,8,15,29,13,11,22,7,5.0,24,15,6,21,61,80,7,29,143,11,26,22,40,38,27,35,26,24,36,21,9,3,25,1,9,37,33,3,2,5,44,21,19,22,4,1,5,7,4,4,19,12,17,1,18,4,13,7,9,2,10,3,5,14,17,20,6,6,6,7,5,38,3,0.067,0.03,0.021,0.024,0.046,0.044,0.029,0.033,0.071,0.032,0.045,0.046,0.032,0.036,0.047,0.047,0.037,0.044,0.035,0.119,0.037,0.04,0.064,0.06,0.051,0.035,0.048,0.045,0.037,0.04,0.059,0.046,0.02,0.031,0.016,0.024,0.049,0.046,0.023,0.021,0.025,0.064,0.041,0.037,0.029,0.014,0.021,0.017,0.02,0.023,0.027,0.025,0.034,0.026,0.017,0.018,0.02,0.023,0.03,0.023,0.016,0.028,0.022,0.019,0.029,0.028,0.032,0.022,0.019,0.027,0.023,0.025,0.024,0.022,1432,3263,1994,1765,1491,2940,2457,2311,1633,1007,476.0,2421,3143,1020,2959,8613,16436,2086,4825,3852,2287,2647,1424,4686,4661,4819,4283,3445,5486,5201,2019,1064,920,5423,1408,2147,4492,5881,590,545,1169,1724,5195,2001,3303,1327,700,1760,2304,948,641,3406,1805,3668,344,3760,915,2862,986,1426,436,2514,397,922,1896,975,2949,2000,1380,1327,1226,1171,8457,429,0.173,0.134,0.105,0.114,0.142,0.161,0.107,0.126,0.178,0.147,0.135,0.16,0.131,0.136,0.165,0.152,0.142,0.138,0.148,0.16,0.128,0.134,0.179,0.15,0.153,0.142,0.137,0.131,0.12,0.145,0.146,0.132,0.086,0.127,0.075,0.114,0.155,0.156,0.125,0.12,0.115,0.179,0.159,0.137,0.123,0.088,0.097,0.093,0.101,0.12,0.127,0.118,0.141,0.108,0.106,0.105,0.111,0.118,0.116,0.114,0.1,0.118,0.13,0.102,0.133,0.13,0.13,0.1,0.105,0.129,0.122,0.128,0.111,0.133,432,1073,676,690,809,1235,815,796,697,287,203.0,1200,797,253,814,2802,4395,403,1214,1762,687,1125,902,1573,1637,1415,1952,1345,1442,1672,645,414,292,1113,362,644,1247,1330,237,253,584,1197,959,1337,2096,668,271,764,1047,405,310,1511,882,1635,180,2026,434,1175,560,793,240,856,228,513,1019,678,1520,865,717,435,551,462,3433,235,3.079,2.877,2.866,2.611,1.976,2.103,2.365,2.639,1.952,2.723,2.064,1.723,2.907,2.932,2.707,2.402,2.924,3.864,2.974,1.864,2.667,2.024,1.625,2.36,2.333,2.738,1.889,2.114,2.758,2.424,2.246,2.475,2.507,3.192,3.277,2.803,2.699,3.068,2.694,2.345,2.544,1.425,3.538,1.74,1.801,2.2,3.164,2.849,2.808,2.854,2.058,2.384,2.397,2.453,2.323,2.156,2.453,2.704,2.122,2.107,2.072,3.182,1.917,2.279,2.109,1.85,2.274,2.671,2.227,3.098,2.381,2.614,2.667,2.137,1.02,0.652,0.481,0.475,0.53,0.699,0.721,0.678,0.585,0.727,0.86,0.535,0.49,0.505,0.551,0.673,0.681,0.83,0.742,0.778,0.952,0.64,0.488,0.914,0.791,0.626,0.562,0.612,0.654,0.705,0.798,0.82,0.468,0.684,0.847,0.511,0.752,0.768,0.399,0.305,0.416,0.456,0.805,0.488,0.549,0.488,0.472,0.654,0.45,0.457,0.561,0.409,0.512,0.499,0.38,0.452,0.466,0.562,0.451,0.536,0.396,0.658,0.49,0.593,0.572,0.617,0.507,0.356,0.383,0.744,0.576,0.731,0.52,0.435 -123,Epileptic,M,57.0,1.0,2.1,1.2,1.1,1.7,1.6,2.1,2.0,1.5,1.1,0.5,3.2,1.2,0.6,1.7,10.6,12.0,1.0,2.0,3.5,1.1,2.8,1.4,5.2,3.9,3.1,4.2,3.8,5.3,3.0,2.6,1.2,0.5,2.8,0.7,0.8,4.3,3.2,0.1,0.3,1.1,2.4,2.1,2.9,3.2,0.7,0.6,1.2,1.6,0.9,0.4,2.1,1.4,3.8,0.2,3.0,0.8,1.3,1.3,1.2,0.5,2.5,0.8,0.5,1.4,1.4,3.2,1.8,1.6,0.7,1.1,1.4,4.2,0.5,8,18,9,9,15,16,17,20,11,13,4.0,29,14,6,16,82,108,9,25,39,12,35,15,40,42,40,52,48,37,42,23,10,5,31,4,6,56,46,2,1,6,23,23,21,16,7,3,7,7,6,3,13,9,24,1,24,6,10,7,8,4,19,4,5,14,20,26,12,9,6,8,10,36,3,0.035,0.023,0.018,0.019,0.039,0.032,0.038,0.031,0.055,0.038,0.034,0.037,0.032,0.05,0.032,0.046,0.036,0.032,0.03,0.035,0.024,0.032,0.036,0.048,0.038,0.028,0.031,0.041,0.048,0.029,0.056,0.047,0.023,0.031,0.018,0.017,0.041,0.033,0.013,0.018,0.023,0.038,0.036,0.027,0.022,0.014,0.023,0.019,0.018,0.02,0.02,0.019,0.027,0.026,0.017,0.017,0.015,0.017,0.026,0.02,0.021,0.034,0.032,0.016,0.017,0.021,0.024,0.021,0.022,0.02,0.022,0.022,0.017,0.018,1866,4964,2682,2615,1848,3071,2969,4252,1840,2337,795.0,3030,2868,873,3435,11930,21748,2578,4756,4555,3912,5271,1566,5804,7483,6706,7276,3824,6588,6672,2384,1391,1408,7602,2815,2031,7851,7690,359,508,1413,2329,6537,2754,4162,1603,1011,2876,2696,1652,537,3888,1993,5392,370,5289,1652,2837,1310,1608,698,3233,568,894,2485,1522,4377,2775,2358,1461,1530,2028,8661,723,0.119,0.113,0.098,0.099,0.139,0.14,0.115,0.127,0.167,0.15,0.13,0.137,0.119,0.153,0.126,0.151,0.136,0.122,0.138,0.139,0.098,0.127,0.127,0.15,0.127,0.129,0.117,0.123,0.133,0.125,0.166,0.118,0.091,0.124,0.09,0.089,0.155,0.137,0.095,0.101,0.108,0.132,0.147,0.122,0.103,0.091,0.108,0.081,0.09,0.103,0.107,0.096,0.11,0.111,0.098,0.099,0.094,0.095,0.119,0.107,0.116,0.139,0.134,0.106,0.099,0.11,0.113,0.103,0.102,0.106,0.111,0.125,0.098,0.102,563,1635,1021,911,803,916,914,1248,529,594,249.0,1358,794,217,886,4079,5901,567,1244,1895,756,1529,763,1992,2032,2026,2566,1528,1772,1987,807,579,396,1573,633,734,2027,1936,205,241,756,1106,1264,1808,2232,800,452,1142,1260,719,298,1706,883,2432,160,2622,823,1273,756,882,360,1317,363,494,1175,1117,2286,1291,1049,650,791,937,3876,391,3.27,2.733,2.6,2.683,2.2,2.611,2.585,2.771,2.749,2.952,2.741,1.883,2.89,2.702,2.828,2.373,2.891,3.625,2.887,2.03,3.492,2.516,1.786,2.443,2.668,2.712,2.262,2.014,2.801,2.555,2.237,2.444,2.659,3.304,3.837,2.456,2.807,2.815,2.116,2.614,2.298,1.785,3.536,1.726,2.097,2.166,2.722,3.036,2.601,2.815,1.987,2.388,2.413,2.405,2.443,2.13,2.166,2.369,1.998,2.0,2.108,2.501,1.907,2.117,2.248,1.68,1.951,2.392,2.385,2.473,2.196,2.402,2.369,2.328,0.558,0.548,0.472,0.526,0.562,0.695,0.773,0.511,0.782,0.733,0.842,0.522,0.415,0.644,0.647,0.703,0.739,0.612,0.558,0.651,0.936,0.599,0.541,0.766,0.675,0.485,0.521,0.566,0.697,0.61,0.737,0.834,0.274,0.691,0.676,0.553,0.8,0.768,0.331,0.268,0.425,0.591,0.821,0.51,0.635,0.466,0.351,0.64,0.457,0.439,0.498,0.424,0.434,0.439,0.407,0.449,0.459,0.484,0.417,0.398,0.408,0.507,0.405,0.59,0.499,0.486,0.454,0.448,0.439,0.574,0.402,0.506,0.465,0.378 -124,Epileptic,M,27.0,0.6,2.5,0.7,1.5,2.1,1.5,1.7,1.8,1.3,0.8,0.2,2.8,1.6,0.4,1.2,5.9,9.0,0.7,1.3,3.1,1.1,4.2,2.2,3.6,5.6,2.7,2.6,1.8,2.1,1.8,1.1,1.6,0.3,1.8,0.3,1.1,4.2,2.7,0.1,0.2,0.7,2.8,2.1,2.0,2.4,1.0,0.4,0.7,1.0,0.8,0.5,1.7,1.3,2.3,0.4,1.9,1.0,2.0,1.2,1.2,0.5,1.4,0.3,0.3,1.3,0.8,1.4,1.3,0.9,0.4,1.0,1.2,4.5,0.3,6,25,6,12,19,14,19,19,16,7,3.0,28,16,4,13,58,84,7,19,32,11,40,17,35,48,29,23,22,21,21,13,12,4,24,2,12,45,33,1,2,4,22,24,15,17,9,2,4,6,7,3,11,9,17,3,14,6,14,8,9,3,16,3,4,9,11,11,12,5,5,8,9,41,2,0.029,0.027,0.017,0.025,0.031,0.027,0.023,0.03,0.035,0.043,0.024,0.036,0.029,0.021,0.026,0.03,0.026,0.029,0.026,0.042,0.022,0.036,0.037,0.038,0.047,0.028,0.032,0.026,0.021,0.029,0.028,0.076,0.027,0.026,0.013,0.023,0.04,0.027,0.017,0.017,0.015,0.039,0.032,0.027,0.021,0.03,0.018,0.013,0.016,0.019,0.023,0.02,0.022,0.017,0.02,0.019,0.027,0.03,0.023,0.02,0.019,0.027,0.024,0.018,0.018,0.023,0.019,0.02,0.018,0.013,0.026,0.016,0.018,0.013,1116,4262,2087,2452,2280,2757,3214,3111,2289,1089,629.0,2526,3201,1048,2540,11321,17722,1944,2952,3782,3099,4422,2198,5575,4861,4532,3145,3567,3513,3481,2135,788,766,4828,1460,2637,7445,7043,289,400,1328,2202,5136,1955,2983,1509,798,1739,1866,1496,423,2678,2373,5010,533,2644,1119,2322,1127,1385,705,2125,362,793,1951,1093,2038,2761,1098,665,1087,2415,8700,542,0.113,0.126,0.092,0.12,0.134,0.121,0.12,0.14,0.138,0.162,0.111,0.162,0.13,0.123,0.126,0.131,0.122,0.115,0.132,0.162,0.099,0.108,0.136,0.146,0.131,0.121,0.113,0.12,0.095,0.125,0.115,0.153,0.102,0.131,0.07,0.116,0.147,0.125,0.073,0.099,0.087,0.133,0.136,0.126,0.107,0.138,0.097,0.081,0.095,0.113,0.135,0.107,0.105,0.094,0.127,0.109,0.121,0.132,0.116,0.104,0.096,0.132,0.155,0.102,0.097,0.111,0.107,0.103,0.091,0.124,0.133,0.105,0.099,0.097,387,1630,765,956,1065,861,1169,1009,621,334,195.0,1275,911,250,745,3271,5568,453,825,1436,782,1436,959,1512,1721,1557,1414,1102,1474,1125,624,346,205,1159,407,834,1939,1633,127,210,678,1128,1232,1201,1751,571,331,834,926,664,258,1328,1121,2105,240,1414,563,1095,734,892,375,831,196,380,1079,577,1102,1027,770,391,548,1148,4131,269,3.063,2.581,2.63,2.497,1.938,2.495,2.202,2.699,2.672,2.828,2.522,1.736,2.651,2.958,2.606,2.59,2.581,3.373,2.652,2.125,3.024,2.429,1.955,2.815,2.301,2.417,1.957,2.453,1.972,2.473,2.591,2.63,2.663,2.992,3.026,2.67,2.902,2.968,2.613,2.238,2.406,1.782,3.116,1.814,1.891,2.342,2.792,2.585,2.498,2.483,2.039,2.177,2.149,2.367,2.616,2.045,2.347,2.451,1.763,1.733,2.019,2.504,1.921,2.379,2.07,2.143,2.004,2.544,1.654,1.977,2.288,2.42,2.289,2.535,0.823,0.503,0.478,0.568,0.577,0.773,0.583,0.441,0.551,0.451,0.746,0.51,0.415,0.488,0.503,0.639,0.643,0.564,0.551,0.716,0.82,0.595,0.615,0.63,0.717,0.677,0.516,0.492,0.627,0.65,0.56,0.753,0.428,0.503,0.674,0.517,0.681,0.57,0.276,0.337,0.414,0.511,0.586,0.567,0.466,0.628,0.538,0.544,0.424,0.466,0.44,0.438,0.5,0.536,0.473,0.407,0.454,0.435,0.327,0.327,0.472,0.665,0.389,0.616,0.515,0.676,0.434,0.726,0.52,0.427,0.37,0.439,0.404,0.46 -125,Epileptic,F,32.0,0.8,1.8,0.5,1.2,1.3,1.8,1.6,1.9,1.0,0.8,0.2,2.5,2.0,0.6,1.2,5.7,7.6,0.4,2.4,3.9,0.9,2.2,1.5,3.0,2.8,4.7,3.0,2.7,2.5,3.1,0.9,1.4,0.7,2.6,0.2,1.1,4.5,3.3,0.1,0.2,0.9,3.2,2.2,1.9,2.3,0.8,0.3,0.5,0.9,1.1,0.5,1.5,1.2,1.9,0.1,1.6,2.0,1.5,0.8,1.2,0.3,0.9,0.1,0.4,1.4,0.8,2.3,1.1,0.8,0.3,0.8,2.1,5.4,0.4,5,20,7,13,13,17,13,16,9,8,2.0,20,20,7,14,54,75,2,22,32,7,26,15,36,33,45,36,27,20,31,10,12,7,34,1,8,41,38,1,1,4,24,19,16,14,6,1,3,4,8,4,12,8,13,1,13,12,12,7,10,2,7,1,3,11,12,18,7,6,2,5,11,39,3,0.036,0.023,0.01,0.022,0.038,0.032,0.026,0.033,0.051,0.039,0.03,0.034,0.037,0.033,0.036,0.036,0.03,0.022,0.032,0.033,0.022,0.037,0.029,0.048,0.034,0.037,0.031,0.028,0.03,0.033,0.034,0.059,0.024,0.031,0.008,0.022,0.047,0.035,0.013,0.018,0.019,0.038,0.044,0.025,0.022,0.022,0.018,0.01,0.014,0.025,0.03,0.016,0.027,0.018,0.017,0.018,0.037,0.02,0.024,0.026,0.019,0.026,0.013,0.025,0.019,0.024,0.021,0.018,0.019,0.015,0.024,0.036,0.019,0.023,1685,4287,1818,2439,2092,3533,2641,3480,1683,1537,324.0,2531,4362,1162,2946,11073,17867,2002,4270,4110,2621,4038,2369,5174,5091,8588,4930,4327,4897,5195,1624,1165,1457,6668,1157,2237,5008,7084,256,379,2100,3021,3867,2240,2947,1673,623,2022,2182,2098,567,3596,1806,4773,263,2682,1666,2982,910,1346,520,1618,315,806,2847,809,3934,2269,2131,667,1455,2065,10754,548,0.124,0.111,0.093,0.116,0.14,0.137,0.109,0.131,0.157,0.146,0.098,0.13,0.14,0.143,0.126,0.145,0.131,0.092,0.13,0.132,0.096,0.148,0.121,0.153,0.141,0.148,0.139,0.125,0.122,0.141,0.136,0.144,0.125,0.127,0.059,0.108,0.135,0.13,0.083,0.09,0.09,0.135,0.143,0.115,0.108,0.115,0.097,0.068,0.084,0.107,0.141,0.093,0.112,0.094,0.132,0.105,0.138,0.104,0.131,0.125,0.102,0.12,0.105,0.12,0.102,0.13,0.107,0.099,0.098,0.092,0.115,0.138,0.095,0.12,406,1363,731,875,612,1052,888,966,369,368,114.0,1048,971,256,655,2726,4468,306,1180,1740,664,1176,867,1261,1467,2205,1611,1473,1281,1532,427,377,449,1476,337,723,1711,1567,145,159,772,1308,851,1323,1699,610,241,884,939,738,297,1518,743,1753,114,1390,812,1287,486,715,247,553,140,293,1242,530,1808,964,727,298,571,892,4232,279,3.67,2.741,2.4,2.532,2.531,2.796,2.434,3.085,3.028,3.369,2.664,2.057,3.248,2.828,2.994,2.891,3.084,4.209,2.798,2.016,3.275,2.551,2.231,2.967,2.617,3.1,2.368,2.301,2.91,2.628,2.828,2.743,2.79,3.169,2.69,2.877,2.65,3.248,2.012,2.74,3.168,2.075,3.536,1.904,1.963,2.605,3.293,2.658,2.665,2.984,2.365,2.313,2.43,2.763,2.045,2.085,2.412,2.547,2.036,2.055,2.459,3.116,2.23,2.751,2.604,1.889,2.292,2.661,3.016,2.374,2.739,2.713,2.651,2.345,1.081,0.71,0.588,0.545,0.714,0.621,0.551,0.757,0.744,0.52,0.779,0.531,0.603,0.586,0.668,0.576,0.673,0.802,0.564,0.603,0.839,0.569,0.48,0.599,0.694,0.732,0.489,0.512,0.725,0.706,0.738,0.99,0.583,0.619,0.552,0.661,0.795,0.563,0.398,0.437,0.869,0.733,0.785,0.676,0.714,0.652,0.475,0.753,0.669,0.685,0.584,0.649,0.631,0.649,0.62,0.403,0.398,0.638,0.418,0.424,0.451,0.892,0.458,1.018,0.762,0.634,0.546,0.482,0.576,0.557,0.554,0.63,0.59,0.535 -126,Epileptic,F,47.0,0.8,2.4,1.2,1.4,1.8,2.3,1.9,1.6,0.9,1.0,0.4,3.2,1.4,0.7,1.6,6.1,7.7,0.8,2.0,4.4,1.2,3.3,2.1,2.9,2.6,4.3,3.0,2.6,2.6,3.3,1.4,1.4,0.6,2.3,0.3,0.7,2.5,2.8,0.2,0.1,1.5,2.7,2.1,3.1,2.6,0.5,0.4,0.8,1.3,0.8,0.6,1.7,1.4,3.8,0.3,1.3,0.5,2.0,1.0,1.3,0.5,1.3,0.2,0.5,2.2,1.3,2.8,1.2,1.0,0.5,1.3,1.1,3.7,0.4,8,26,11,11,19,19,14,14,13,11,4.0,31,15,10,14,70,65,5,16,40,10,41,19,36,30,40,31,26,21,43,25,12,7,25,1,6,28,29,1,1,9,25,21,25,18,4,2,7,7,9,5,13,9,32,2,12,4,19,7,12,4,10,2,4,18,14,22,7,6,6,7,9,30,4,0.032,0.022,0.019,0.024,0.04,0.032,0.035,0.029,0.034,0.031,0.029,0.039,0.029,0.039,0.039,0.037,0.027,0.028,0.033,0.037,0.021,0.03,0.035,0.038,0.028,0.033,0.028,0.027,0.024,0.042,0.038,0.055,0.026,0.033,0.012,0.015,0.037,0.033,0.016,0.013,0.029,0.032,0.036,0.028,0.02,0.015,0.02,0.013,0.019,0.02,0.029,0.017,0.02,0.023,0.021,0.017,0.014,0.026,0.022,0.023,0.024,0.028,0.031,0.022,0.024,0.041,0.023,0.019,0.019,0.017,0.029,0.022,0.018,0.015,1587,4416,2211,2137,2437,3062,2178,2964,1585,1608,726.0,2846,3074,1158,2641,10810,16042,2064,2816,4290,3507,4794,2286,5200,4542,6303,4991,4182,5760,5270,2340,1402,1162,5337,1327,1819,4853,5652,297,359,1704,2540,4812,2923,3186,1043,679,1963,2278,1562,432,2774,2080,6688,315,2566,1127,2976,1321,1875,647,2214,271,871,2860,1191,3613,2378,1689,929,1339,1830,7838,527,0.125,0.119,0.11,0.113,0.139,0.141,0.133,0.127,0.147,0.147,0.125,0.16,0.14,0.12,0.145,0.143,0.12,0.12,0.129,0.139,0.102,0.147,0.142,0.138,0.139,0.145,0.131,0.118,0.106,0.141,0.146,0.149,0.134,0.135,0.074,0.09,0.132,0.131,0.09,0.108,0.123,0.141,0.142,0.127,0.104,0.091,0.117,0.088,0.098,0.107,0.146,0.102,0.108,0.111,0.133,0.097,0.091,0.129,0.117,0.12,0.118,0.122,0.142,0.125,0.121,0.129,0.118,0.103,0.097,0.104,0.131,0.116,0.093,0.106,469,1611,906,902,859,1151,883,1039,465,492,255.0,1379,827,311,729,3057,4611,426,972,1986,898,1815,1006,1397,1546,2165,1792,1568,1629,1777,652,486,383,1320,343,747,1299,1403,188,143,819,1317,1103,1762,2028,556,297,903,1097,680,283,1402,1029,2626,191,1298,550,1302,749,900,348,748,128,401,1411,547,1854,925,832,466,640,851,3357,363,3.412,2.663,2.535,2.356,2.41,2.384,2.037,2.534,2.514,2.825,2.582,1.882,2.976,2.54,2.716,2.645,2.803,3.578,2.502,1.898,3.04,2.284,2.06,2.813,2.365,2.459,2.247,2.132,2.672,2.397,2.694,2.729,2.292,2.897,3.198,2.364,2.828,2.979,1.896,2.57,2.639,1.81,3.095,1.912,1.799,1.972,3.078,2.607,2.532,2.51,1.769,2.108,2.237,2.413,2.113,2.073,2.442,2.569,2.102,2.123,2.248,2.983,2.15,2.583,2.216,2.41,2.194,2.847,2.464,2.21,2.5,2.573,2.433,1.809,0.808,0.492,0.505,0.447,0.612,0.59,0.564,0.552,0.464,0.582,0.625,0.403,0.542,0.735,0.64,0.555,0.539,0.645,0.514,0.528,0.603,0.424,0.379,0.594,0.497,0.467,0.463,0.526,0.502,0.552,0.689,0.974,0.497,0.702,0.487,0.495,0.712,0.479,0.274,0.612,0.637,0.459,0.79,0.686,0.526,0.508,0.411,0.518,0.468,0.487,0.341,0.558,0.503,0.503,0.323,0.483,0.433,0.749,0.282,0.346,0.359,0.757,0.547,0.972,0.476,0.75,0.441,0.472,0.384,0.459,0.374,0.473,0.522,0.299 -127,Epileptic,F,47.0,0.7,2.4,1.0,1.5,1.5,1.8,1.7,1.9,1.5,0.5,0.3,2.6,1.9,0.7,1.6,7.5,11.2,0.5,2.3,4.1,1.5,2.2,1.8,4.4,5.4,4.6,3.8,3.5,3.8,4.5,1.8,0.6,0.6,3.8,0.7,0.8,2.5,2.9,0.1,0.2,1.4,2.8,2.6,2.1,2.8,0.7,0.4,0.9,1.3,0.9,0.5,2.0,1.0,2.3,0.2,2.4,0.6,1.5,0.6,1.2,0.6,1.3,0.1,0.7,1.7,1.5,2.7,1.6,0.9,0.5,1.0,1.8,4.9,0.3,4,20,6,9,12,20,14,16,14,4,3.0,22,17,6,11,61,85,4,26,31,11,28,16,32,42,44,36,27,25,47,17,9,5,33,5,6,32,33,1,1,7,21,21,13,17,5,2,4,7,5,4,14,7,15,1,15,4,15,4,10,6,8,1,6,18,9,19,10,6,4,7,14,39,3,0.046,0.037,0.02,0.031,0.04,0.031,0.036,0.034,0.061,0.035,0.043,0.051,0.049,0.059,0.043,0.056,0.049,0.033,0.04,0.049,0.042,0.042,0.039,0.06,0.059,0.05,0.04,0.05,0.05,0.049,0.066,0.044,0.035,0.056,0.049,0.026,0.044,0.044,0.017,0.027,0.031,0.046,0.061,0.028,0.033,0.019,0.027,0.015,0.023,0.035,0.025,0.027,0.036,0.028,0.025,0.022,0.022,0.023,0.026,0.029,0.028,0.037,0.038,0.035,0.027,0.048,0.028,0.032,0.028,0.021,0.032,0.034,0.022,0.018,1129,3630,1540,1762,1465,2613,2236,2992,1466,1051,612.0,1719,2170,756,2143,7646,13717,1644,3864,3094,2307,3094,1805,4213,4169,5574,4928,2648,4456,4724,1744,647,794,4978,1263,1492,4757,4617,285,417,1229,2021,3784,1692,2086,1224,491,2010,1949,1226,545,2486,893,2554,224,2989,975,1912,572,1048,584,1577,175,675,1952,965,2448,1452,906,803,949,1597,7046,543,0.121,0.131,0.109,0.124,0.154,0.153,0.123,0.153,0.186,0.139,0.131,0.173,0.169,0.17,0.147,0.167,0.162,0.105,0.162,0.167,0.143,0.14,0.144,0.178,0.161,0.162,0.139,0.146,0.142,0.179,0.158,0.125,0.12,0.179,0.13,0.114,0.176,0.161,0.113,0.113,0.123,0.163,0.19,0.121,0.128,0.105,0.114,0.081,0.107,0.141,0.139,0.114,0.136,0.12,0.129,0.112,0.115,0.116,0.13,0.133,0.127,0.136,0.123,0.137,0.132,0.142,0.132,0.13,0.128,0.105,0.142,0.164,0.113,0.124,261,1234,661,739,614,903,900,936,485,246,155.0,881,759,214,671,2616,4313,310,1093,1334,663,996,742,1335,1670,1897,1743,1181,1333,1717,607,248,283,1292,319,514,1240,1350,139,173,691,936,860,1163,1431,610,231,794,884,406,307,1301,484,1352,113,1626,468,1092,370,632,357,619,101,339,1088,448,1428,836,519,362,528,742,3266,281,3.577,2.631,2.312,2.372,2.146,2.344,2.107,2.758,2.506,3.159,3.158,1.717,2.328,2.818,2.466,2.244,2.521,3.686,2.751,1.997,2.699,2.436,2.084,2.522,2.078,2.394,2.199,1.821,2.433,2.254,2.307,2.391,2.182,2.792,2.851,2.532,2.903,2.59,2.294,2.449,2.302,1.933,2.951,1.726,1.674,2.156,2.485,3.048,2.651,2.771,1.992,2.071,2.165,2.0,2.18,2.003,2.353,1.846,1.754,1.924,1.951,2.693,1.779,2.144,1.903,2.413,1.876,1.976,1.932,2.364,1.955,2.353,2.396,2.299,1.107,0.787,0.675,0.565,0.579,0.664,0.488,0.557,0.798,0.562,0.912,0.467,0.472,0.51,0.639,0.569,0.609,0.845,0.635,0.695,0.759,0.513,0.559,0.696,0.694,0.586,0.653,0.58,0.716,0.571,0.749,0.95,0.408,0.607,0.685,0.596,0.681,0.664,0.477,0.599,0.473,0.653,0.799,0.489,0.469,0.572,0.496,1.045,0.58,0.762,0.349,0.447,0.583,0.422,0.493,0.446,0.335,0.532,0.363,0.521,0.361,0.806,0.602,0.598,0.475,0.696,0.435,0.485,0.379,0.727,0.527,0.509,0.503,0.46 -128,Epileptic,F,17.5,0.7,2.4,0.7,1.2,1.0,1.9,1.6,1.4,1.1,0.6,0.3,2.9,1.8,0.6,1.7,6.8,7.5,0.6,2.6,5.8,1.0,3.5,1.7,2.8,2.7,2.4,2.6,2.8,2.4,3.1,0.9,0.7,0.4,2.0,0.5,0.5,3.8,4.0,0.1,0.1,0.9,3.8,2.4,2.4,2.9,0.6,0.4,0.8,0.9,0.6,0.4,2.2,2.6,2.2,0.3,1.9,0.6,1.8,1.0,1.5,0.6,1.2,0.3,0.3,1.6,1.2,2.2,1.3,1.0,0.4,1.1,2.1,4.3,0.1,4,23,6,10,11,18,16,13,12,6,3.0,24,18,6,18,74,66,4,28,39,6,41,16,31,35,27,31,29,23,34,12,6,3,29,3,6,43,44,1,0,4,30,19,18,15,5,2,4,5,8,5,14,20,14,2,14,4,14,7,9,4,9,2,3,10,14,18,10,6,3,7,14,35,0,0.033,0.024,0.012,0.027,0.026,0.033,0.025,0.027,0.047,0.032,0.029,0.034,0.032,0.043,0.032,0.039,0.027,0.024,0.038,0.045,0.019,0.035,0.036,0.035,0.03,0.028,0.027,0.029,0.023,0.031,0.026,0.028,0.024,0.024,0.014,0.019,0.032,0.033,0.014,0.019,0.018,0.034,0.042,0.026,0.019,0.014,0.02,0.011,0.011,0.019,0.024,0.018,0.035,0.022,0.024,0.019,0.014,0.019,0.021,0.021,0.018,0.021,0.034,0.014,0.022,0.033,0.02,0.019,0.019,0.015,0.026,0.025,0.017,0.011,1422,6509,2234,2488,1935,3277,2950,3988,2182,1304,668.0,3030,3938,1211,3192,13771,19899,2098,4458,4448,2968,5826,2057,6809,5630,6133,4718,4398,6151,6283,2347,1158,994,6100,2485,1528,8673,9729,356,326,1868,3388,5770,2586,3831,1556,801,2800,2528,1601,566,3986,2600,4554,341,3299,1633,3276,1458,1894,1168,2416,485,969,2571,1170,3415,2539,1683,949,1672,2965,11246,267,0.111,0.113,0.089,0.115,0.126,0.152,0.116,0.118,0.159,0.14,0.109,0.138,0.132,0.15,0.135,0.148,0.127,0.101,0.139,0.135,0.075,0.146,0.135,0.133,0.132,0.119,0.13,0.124,0.113,0.141,0.112,0.097,0.11,0.12,0.065,0.093,0.127,0.121,0.088,0.082,0.095,0.14,0.144,0.113,0.097,0.089,0.102,0.07,0.075,0.099,0.127,0.1,0.137,0.1,0.124,0.097,0.093,0.098,0.114,0.109,0.102,0.11,0.118,0.107,0.107,0.129,0.11,0.101,0.102,0.104,0.119,0.121,0.092,0.08,393,1701,735,809,641,1008,1107,954,445,323,168.0,1348,1063,241,864,3341,4596,380,1194,2020,825,1806,887,1441,1718,1568,1596,1627,1590,1796,577,420,282,1298,613,563,2052,1991,182,94,694,1793,991,1584,2235,736,304,944,1081,629,299,1726,1160,1723,189,1587,651,1522,734,1009,482,856,188,374,1114,650,1521,1062,835,377,668,1341,4210,100,3.263,3.227,2.821,2.984,2.453,2.817,2.23,3.567,3.214,3.342,2.762,2.03,3.005,3.232,2.679,2.959,3.354,3.626,2.898,1.922,2.843,2.567,2.106,3.254,2.556,3.061,2.376,2.239,2.831,2.729,2.799,2.612,3.173,3.11,3.497,2.617,3.139,3.576,2.374,3.567,3.168,1.799,3.748,1.85,1.975,2.37,3.273,3.35,2.766,2.8,2.065,2.422,2.282,2.58,2.498,2.213,2.854,2.579,2.258,2.158,2.778,2.588,2.957,2.875,2.542,2.303,2.358,2.549,2.566,2.82,2.741,2.691,2.759,2.58,1.047,0.782,0.679,0.619,0.786,0.658,0.608,0.765,0.728,0.592,0.839,0.642,0.578,0.443,0.721,0.731,0.69,0.868,0.66,0.597,0.691,0.617,0.455,0.707,0.517,0.641,0.488,0.544,0.486,0.644,0.708,1.09,0.658,0.854,0.813,0.571,0.772,0.745,0.36,0.662,0.812,0.404,0.758,0.694,0.581,0.5,0.602,0.923,0.665,0.534,0.6,0.584,0.609,0.691,0.557,0.481,0.466,0.572,0.571,0.388,0.576,0.825,0.496,1.04,0.658,0.708,0.536,0.455,0.446,1.038,0.654,0.584,0.631,0.493 -129,Epileptic,F,42.0,0.9,2.3,0.9,1.2,2.3,1.7,1.3,1.5,1.1,0.7,0.5,4.2,1.2,0.9,1.2,5.1,8.8,0.9,2.1,5.8,0.8,3.0,3.4,3.1,2.4,2.6,4.3,2.3,3.4,2.5,2.0,1.6,0.5,2.1,0.4,0.3,3.2,2.3,0.2,0.1,1.0,2.6,2.2,4.0,2.8,0.6,0.3,0.7,1.1,0.8,0.7,1.7,2.5,2.4,0.5,2.5,0.9,1.3,1.0,1.3,1.4,1.4,0.4,0.5,2.4,1.3,2.8,1.2,1.0,0.6,0.9,1.4,3.1,0.3,9,25,8,10,37,20,15,16,22,8,10.0,40,13,9,12,59,93,8,27,53,16,35,26,35,38,34,48,22,57,29,24,22,4,28,2,2,39,31,2,1,5,24,21,32,17,5,1,5,7,5,7,18,22,14,2,22,11,10,9,13,11,13,3,5,23,19,21,8,7,9,10,10,29,2,0.042,0.027,0.018,0.024,0.074,0.031,0.024,0.027,0.055,0.029,0.047,0.04,0.027,0.058,0.036,0.038,0.031,0.036,0.029,0.04,0.026,0.03,0.036,0.042,0.028,0.027,0.034,0.025,0.026,0.033,0.051,0.105,0.027,0.029,0.012,0.008,0.035,0.025,0.019,0.018,0.021,0.03,0.04,0.026,0.022,0.012,0.021,0.012,0.018,0.026,0.025,0.022,0.04,0.021,0.041,0.016,0.022,0.015,0.025,0.021,0.033,0.031,0.034,0.023,0.026,0.028,0.023,0.019,0.02,0.023,0.025,0.018,0.015,0.015,1365,3849,1820,2344,1864,2388,2505,2895,1634,1482,688.0,3461,2980,1216,2567,9222,17655,2011,4750,6232,2517,4316,2351,4782,5081,5884,5499,4293,6558,4861,2127,886,1081,5293,1876,1634,6616,6234,365,288,1414,1944,4713,3689,3380,1414,589,1813,1758,1238,733,2841,2603,3897,480,4434,1400,2712,996,1833,1183,2163,420,783,3118,1138,3597,2211,1745,1071,1456,2300,6642,484,0.136,0.134,0.107,0.108,0.168,0.13,0.103,0.128,0.161,0.134,0.157,0.163,0.124,0.195,0.144,0.146,0.134,0.136,0.137,0.153,0.094,0.135,0.135,0.144,0.12,0.135,0.113,0.107,0.109,0.13,0.167,0.166,0.106,0.142,0.073,0.067,0.142,0.136,0.115,0.11,0.107,0.127,0.154,0.127,0.106,0.089,0.093,0.082,0.102,0.117,0.137,0.116,0.148,0.104,0.143,0.101,0.129,0.102,0.131,0.119,0.138,0.132,0.138,0.127,0.126,0.139,0.119,0.104,0.105,0.138,0.134,0.101,0.095,0.106,445,1338,708,845,758,946,863,988,554,389,229.0,1837,831,281,654,2638,4982,437,1287,2666,667,1582,1241,1451,1440,1758,1894,1438,1720,1400,727,458,346,1200,479,581,1798,1520,167,148,707,1285,1074,2397,2047,723,213,811,886,510,381,1304,1090,1805,196,2279,651,1296,620,983,618,809,225,440,1505,717,1759,988,805,469,659,1194,3105,263,2.768,2.597,2.581,2.674,2.173,2.168,2.381,2.602,2.344,2.921,2.762,1.685,2.722,3.055,2.89,2.625,2.811,3.469,2.927,2.043,2.86,2.228,1.811,2.5,2.659,2.721,2.345,2.34,2.9,2.659,2.348,2.209,2.423,3.018,3.207,2.607,2.681,2.894,2.416,2.236,2.537,1.462,3.221,1.765,1.868,2.121,2.929,2.841,2.558,2.741,1.926,2.231,2.211,2.359,2.757,2.161,2.287,2.361,1.807,2.058,1.981,2.607,1.984,2.135,2.187,1.87,2.332,2.537,2.373,2.562,2.217,2.276,2.259,2.255,0.798,0.644,0.523,0.496,0.602,0.617,0.617,0.47,0.508,0.589,0.562,0.559,0.52,0.438,0.573,0.628,0.58,0.981,0.631,0.688,0.705,0.616,0.541,0.922,0.575,0.475,0.547,0.583,0.557,0.475,0.799,0.772,0.452,0.636,0.669,0.48,0.734,0.793,0.429,0.353,0.497,0.401,0.716,0.583,0.564,0.408,0.51,0.666,0.44,0.569,0.548,0.472,0.504,0.398,0.511,0.369,0.426,0.453,0.425,0.439,0.421,0.741,0.439,0.707,0.45,0.574,0.413,0.386,0.435,0.642,0.465,0.508,0.441,0.384 -130,Epileptic,M,37.0,0.9,2.8,1.5,1.6,1.7,2.9,1.5,2.3,1.3,1.0,0.4,3.6,1.6,0.7,1.1,6.9,8.7,1.0,2.6,5.5,1.7,3.6,1.7,3.8,3.5,5.0,4.2,3.2,3.1,3.2,1.8,1.5,0.7,3.1,0.4,0.8,4.2,3.6,0.3,0.2,1.4,4.1,2.4,3.6,3.6,1.1,0.7,1.0,1.5,0.6,1.1,1.6,2.3,3.0,0.8,2.8,0.8,2.7,0.9,1.0,1.3,1.7,0.5,0.3,2.0,1.7,3.5,1.3,1.3,0.5,1.1,1.3,6.1,0.3,5,26,16,9,17,25,13,24,14,8,3.0,30,19,8,13,73,78,5,25,41,14,41,18,39,43,55,48,31,30,37,21,8,7,37,3,8,42,39,3,2,8,36,27,25,22,8,3,7,8,4,7,13,18,25,5,24,4,18,7,9,11,13,3,4,15,17,30,8,9,5,6,10,51,3,0.033,0.026,0.026,0.033,0.026,0.035,0.022,0.027,0.04,0.036,0.033,0.035,0.027,0.035,0.03,0.031,0.031,0.036,0.035,0.04,0.03,0.035,0.027,0.04,0.028,0.026,0.03,0.025,0.027,0.03,0.045,0.044,0.022,0.037,0.012,0.02,0.037,0.03,0.018,0.019,0.023,0.043,0.037,0.03,0.023,0.024,0.023,0.016,0.017,0.015,0.031,0.019,0.026,0.021,0.024,0.019,0.022,0.027,0.019,0.018,0.035,0.024,0.02,0.015,0.022,0.03,0.019,0.016,0.018,0.014,0.026,0.018,0.024,0.017,1848,4917,2239,1987,2667,4221,2749,4803,2129,1793,655.0,3407,3834,1483,1674,12056,18170,2190,5307,4429,3731,5830,2140,6952,5592,9002,6563,5286,6854,5341,3058,1351,1373,6395,2233,2125,8268,7810,701,452,1865,3269,5882,2887,3663,1458,1078,2471,2802,1675,798,2953,3315,6002,808,4821,1693,3425,1400,1542,1671,3319,758,889,3022,1357,5888,2729,2238,1119,1239,2542,10235,382,0.114,0.121,0.129,0.122,0.121,0.146,0.103,0.124,0.146,0.131,0.134,0.142,0.129,0.144,0.143,0.138,0.127,0.126,0.135,0.141,0.113,0.148,0.125,0.143,0.13,0.123,0.135,0.112,0.112,0.135,0.149,0.125,0.11,0.146,0.069,0.098,0.144,0.132,0.106,0.122,0.106,0.157,0.143,0.129,0.109,0.117,0.111,0.087,0.094,0.1,0.135,0.1,0.124,0.107,0.124,0.108,0.101,0.12,0.113,0.114,0.139,0.117,0.107,0.105,0.107,0.123,0.107,0.09,0.098,0.101,0.122,0.106,0.112,0.119,440,1724,905,765,1066,1467,971,1545,577,465,206.0,1485,1020,350,593,3761,4808,428,1324,2271,1043,1860,1021,1794,1988,3073,2366,2041,1978,1891,709,526,512,1533,572,772,1902,2019,324,190,976,1524,1240,1882,2354,723,440,1005,1204,614,510,1414,1407,2397,451,2455,630,1617,770,816,684,1122,399,418,1436,816,2832,1225,1090,577,642,1171,4200,255,3.845,2.793,2.405,2.553,2.292,2.48,2.338,2.831,2.745,3.012,2.932,2.004,2.889,2.995,2.333,2.559,2.971,3.98,3.098,1.71,2.743,2.461,1.92,2.98,2.373,2.437,2.231,2.12,2.669,2.332,3.091,2.549,2.315,2.974,3.577,2.541,3.091,2.826,2.348,2.812,2.303,1.966,3.266,1.787,1.779,2.208,2.961,2.994,2.799,2.834,1.996,2.257,2.344,2.462,2.336,2.126,2.869,2.341,2.104,2.155,2.459,3.025,2.297,2.394,2.25,1.975,2.198,2.546,2.225,2.08,2.305,2.619,2.514,1.945,0.982,0.528,0.628,0.621,0.473,0.593,0.731,0.647,0.566,0.469,0.723,0.525,0.583,0.404,0.524,0.545,0.586,0.734,0.698,0.577,0.772,0.451,0.441,0.56,0.492,0.513,0.491,0.517,0.512,0.476,0.762,1.186,0.578,0.59,0.694,0.568,0.689,0.494,0.407,0.637,0.505,0.536,0.743,0.505,0.563,0.42,0.467,0.799,0.59,0.524,0.562,0.472,0.549,0.446,0.452,0.414,0.737,0.599,0.373,0.352,0.447,0.629,0.52,1.008,0.502,0.707,0.491,0.449,0.46,0.45,0.351,0.474,0.565,0.495 -131,Epileptic,M,22.0,1.6,2.4,1.0,1.2,1.8,2.5,2.5,2.1,1.0,0.9,0.4,2.3,2.0,0.3,1.5,7.0,10.7,1.1,2.9,5.2,1.3,3.4,1.7,4.0,3.3,3.8,3.3,2.9,3.3,3.9,1.4,1.9,0.5,2.4,0.6,0.9,2.7,3.6,0.2,0.2,1.1,2.8,2.2,2.2,3.0,0.7,0.4,1.1,1.4,0.7,0.9,2.6,1.6,2.4,0.3,2.6,0.9,1.8,1.4,0.8,0.5,1.4,0.4,0.2,2.0,1.4,3.8,2.0,0.9,0.5,0.8,1.4,4.9,0.3,11,21,7,10,15,23,19,19,10,10,3.0,23,17,4,13,68,87,10,30,43,14,42,16,35,39,38,38,24,27,42,20,12,8,29,3,10,44,41,2,1,7,30,24,17,20,5,2,6,7,6,5,18,11,16,2,25,5,14,9,7,4,13,2,2,16,16,30,15,5,4,5,12,38,3,0.046,0.018,0.012,0.02,0.03,0.031,0.033,0.028,0.032,0.032,0.039,0.03,0.031,0.022,0.03,0.033,0.028,0.033,0.03,0.036,0.025,0.032,0.033,0.036,0.025,0.026,0.025,0.025,0.027,0.036,0.04,0.056,0.027,0.025,0.014,0.019,0.029,0.031,0.017,0.012,0.02,0.038,0.038,0.021,0.022,0.015,0.018,0.016,0.014,0.014,0.028,0.019,0.018,0.017,0.018,0.018,0.02,0.017,0.021,0.014,0.02,0.023,0.016,0.012,0.017,0.031,0.021,0.021,0.017,0.021,0.02,0.016,0.016,0.015,2164,5949,2694,2519,2824,4130,3812,4432,1864,1815,852.0,3241,4698,1059,3411,15075,25795,3210,6021,5599,4847,7146,2297,7094,8381,8131,7266,5103,8301,7330,2313,1569,1363,7471,2478,2853,6772,9959,549,578,1891,3722,5868,3144,3833,1666,1062,2753,3115,1673,1144,5560,3335,6332,550,4866,1556,4169,1910,1639,1250,2951,700,912,3947,1554,6145,3937,1725,1223,1576,2903,12020,574,0.132,0.102,0.085,0.101,0.122,0.142,0.12,0.12,0.129,0.148,0.133,0.129,0.118,0.109,0.122,0.132,0.126,0.119,0.128,0.134,0.097,0.137,0.137,0.115,0.115,0.124,0.118,0.1,0.106,0.144,0.12,0.139,0.128,0.113,0.069,0.097,0.113,0.128,0.105,0.087,0.1,0.144,0.124,0.107,0.109,0.097,0.09,0.082,0.084,0.088,0.128,0.096,0.099,0.092,0.101,0.103,0.1,0.097,0.114,0.098,0.104,0.108,0.099,0.078,0.101,0.123,0.11,0.107,0.095,0.102,0.106,0.098,0.092,0.111,570,1969,1083,980,1007,1372,1191,1322,524,466,209.0,1283,1164,247,813,3870,6459,588,1598,2293,996,1976,909,1782,2146,2434,2251,1800,2039,2121,576,539,354,1647,639,863,1771,2148,191,244,893,1456,1241,1632,2227,746,385,1067,1362,756,497,2060,1344,2360,218,2300,660,1808,938,848,460,1049,343,419,1760,780,2818,1538,714,485,729,1400,4889,318,3.825,2.852,2.588,2.676,2.534,2.67,2.81,2.918,2.671,3.13,3.139,2.135,3.175,3.232,3.209,3.041,3.276,3.918,3.049,2.119,3.534,2.836,2.19,2.973,2.927,2.895,2.592,2.274,3.023,2.769,2.628,2.661,2.986,3.263,3.512,2.887,2.747,3.306,3.067,2.688,2.738,2.247,3.351,2.122,2.045,2.485,3.367,3.096,2.709,2.261,2.552,2.716,2.522,2.897,3.005,2.276,2.437,2.63,2.366,2.074,2.645,2.608,2.583,2.261,2.462,2.253,2.389,2.769,2.754,2.556,2.5,2.47,2.718,2.049,0.685,0.658,0.627,0.497,0.564,0.539,0.606,0.575,0.605,0.464,0.716,0.554,0.472,0.381,0.424,0.566,0.585,0.742,0.565,0.577,0.845,0.497,0.466,0.677,0.582,0.505,0.479,0.57,0.657,0.508,0.839,0.983,0.397,0.605,0.907,0.611,0.831,0.592,0.236,0.321,0.494,0.544,0.797,0.669,0.664,0.433,0.57,0.664,0.734,0.664,0.498,0.569,0.573,0.572,0.512,0.409,0.559,0.594,0.417,0.389,0.672,0.767,0.548,1.146,0.554,0.596,0.446,0.477,0.448,0.638,0.497,0.635,0.517,0.39 -132,Epileptic,M,47.0,1.1,3.5,2.2,2.3,1.7,3.2,2.4,3.2,1.2,1.4,0.6,2.6,3.0,1.2,4.6,8.7,13.3,1.0,4.4,6.2,1.6,4.1,1.5,5.2,4.5,6.4,5.6,6.0,6.6,5.5,1.5,1.5,0.9,4.3,1.1,2.1,6.2,5.4,0.4,0.4,2.5,4.8,3.1,5.3,6.0,1.3,0.9,1.3,2.1,1.4,1.5,3.7,2.1,4.9,0.7,3.3,1.3,3.1,1.3,1.8,0.8,2.1,1.3,0.3,3.1,1.7,6.4,2.1,2.8,0.7,2.7,2.5,8.5,0.7,8,31,18,17,14,25,16,25,10,12,4.0,20,24,11,30,63,84,8,34,40,13,36,15,40,44,51,46,40,36,42,20,9,7,34,9,16,54,46,2,2,14,39,25,28,35,8,4,22,11,11,8,26,14,30,6,27,9,19,10,15,7,13,7,3,19,16,47,12,17,8,14,13,55,4,0.031,0.027,0.026,0.03,0.028,0.036,0.039,0.031,0.036,0.037,0.043,0.034,0.032,0.04,0.045,0.035,0.036,0.03,0.037,0.039,0.024,0.031,0.03,0.041,0.028,0.032,0.033,0.039,0.037,0.034,0.033,0.036,0.029,0.032,0.02,0.026,0.037,0.034,0.021,0.018,0.035,0.04,0.034,0.043,0.036,0.025,0.027,0.019,0.019,0.023,0.055,0.025,0.025,0.025,0.016,0.021,0.02,0.021,0.025,0.029,0.019,0.037,0.045,0.018,0.034,0.024,0.029,0.022,0.03,0.018,0.031,0.023,0.023,0.037,1827,5799,3417,2912,2164,3701,2466,4116,1532,1984,675.0,2241,4981,1360,4687,12407,19801,2516,5875,4808,3866,6620,2320,6177,8118,9360,7957,5562,7108,6335,2361,1500,1251,7273,3560,3817,10404,10332,485,786,2267,4077,6326,3060,3680,1912,973,2749,3541,2543,604,5137,2710,6947,999,4838,2507,4952,1634,1864,1366,2456,670,984,2585,2132,6957,3088,2550,1506,2581,3028,15357,685,0.127,0.123,0.122,0.13,0.12,0.135,0.123,0.121,0.122,0.135,0.138,0.134,0.122,0.145,0.133,0.124,0.123,0.122,0.131,0.132,0.095,0.136,0.127,0.129,0.117,0.125,0.132,0.121,0.121,0.128,0.123,0.118,0.127,0.123,0.089,0.11,0.132,0.13,0.108,0.101,0.135,0.139,0.13,0.148,0.138,0.115,0.124,0.101,0.096,0.106,0.169,0.108,0.108,0.102,0.11,0.108,0.103,0.102,0.124,0.137,0.101,0.132,0.163,0.096,0.136,0.114,0.127,0.109,0.129,0.114,0.136,0.12,0.106,0.136,606,2081,1338,1271,1050,1482,1030,1642,589,650,226.0,1292,1574,517,1627,3924,5728,582,1908,2575,1119,2056,884,1851,2609,3253,2847,2375,2646,2634,706,691,552,2113,853,1280,2875,2704,290,375,1170,1945,1595,2013,2703,878,452,1196,1665,1004,457,2469,1344,3012,596,2555,1044,2296,921,1023,734,953,446,374,1521,1033,3589,1404,1484,641,1301,1478,5978,339,3.025,2.608,2.538,2.378,1.993,2.307,2.177,2.326,2.348,2.698,2.804,1.745,2.623,2.136,2.425,2.552,2.877,3.482,2.702,1.81,2.872,2.58,2.172,2.645,2.45,2.48,2.252,1.991,2.315,2.174,2.515,2.197,2.126,2.677,3.194,2.648,2.852,3.089,2.05,2.476,2.466,1.945,2.993,1.814,1.632,2.344,2.773,2.886,2.657,2.656,1.731,2.25,2.096,2.295,2.104,2.029,2.651,2.516,2.214,1.959,2.132,2.342,1.984,2.503,2.071,2.336,2.128,2.623,2.08,2.497,2.437,2.619,2.738,2.216,0.726,0.541,0.544,0.538,0.492,0.626,0.646,0.487,0.588,0.646,0.765,0.435,0.497,0.528,0.485,0.653,0.628,0.726,0.837,0.656,0.764,0.426,0.666,0.703,0.497,0.495,0.568,0.519,0.711,0.546,0.795,0.995,0.518,0.567,0.756,0.512,0.673,0.574,0.297,0.44,0.559,0.69,0.767,0.54,0.429,0.63,0.449,0.656,0.59,0.559,0.453,0.528,0.51,0.629,0.388,0.458,0.606,0.474,0.345,0.441,0.477,0.708,0.387,0.91,0.691,0.827,0.471,0.483,0.437,0.666,0.418,0.537,0.582,0.702 -133,Epileptic,M,37.0,0.8,2.1,0.8,1.3,1.4,1.9,1.5,2.3,1.0,1.0,0.3,2.6,2.0,0.4,1.5,5.6,9.7,1.0,2.3,3.7,2.8,2.5,1.6,2.9,2.9,4.9,2.8,2.9,2.8,3.2,1.3,2.1,0.5,2.7,0.6,0.4,3.6,3.2,0.1,0.3,0.9,2.5,2.7,3.1,2.4,1.1,0.3,1.1,1.4,0.7,0.8,2.4,1.0,2.4,0.6,3.4,0.5,1.4,0.8,1.0,0.5,1.4,0.5,0.3,1.5,1.8,2.7,1.3,1.9,0.6,0.8,1.5,4.8,0.4,7,21,10,11,14,17,13,19,12,11,4.0,26,21,7,22,64,98,10,28,31,22,31,16,30,37,51,34,31,26,40,18,14,5,28,3,3,41,38,1,2,5,22,27,20,16,9,2,9,8,6,4,18,7,16,4,26,4,10,6,7,3,11,2,3,9,21,24,11,11,5,6,13,39,3,0.026,0.017,0.01,0.02,0.026,0.027,0.022,0.028,0.035,0.031,0.032,0.034,0.029,0.024,0.03,0.029,0.024,0.027,0.031,0.034,0.04,0.031,0.027,0.028,0.03,0.03,0.021,0.026,0.021,0.029,0.03,0.055,0.023,0.027,0.019,0.012,0.034,0.028,0.014,0.018,0.019,0.028,0.038,0.031,0.018,0.019,0.013,0.016,0.014,0.014,0.028,0.02,0.016,0.015,0.027,0.018,0.013,0.017,0.022,0.019,0.016,0.023,0.024,0.015,0.02,0.025,0.019,0.016,0.021,0.019,0.019,0.02,0.017,0.017,1994,5211,2720,2803,2470,3442,2887,4394,1767,2222,542.0,2971,4432,1049,3082,12625,24153,3154,5247,5001,5318,5046,2754,7200,6524,9587,6168,4837,7444,6102,2618,1603,1075,7206,2199,1896,9002,8706,346,502,1626,3438,7442,2726,3743,2146,947,2473,3003,2014,672,4047,2039,6125,661,4984,1371,3152,1028,1591,920,2824,473,959,2593,1888,4696,3145,2865,1110,1634,2806,11111,590,0.112,0.109,0.095,0.106,0.129,0.132,0.102,0.129,0.136,0.145,0.136,0.152,0.127,0.142,0.144,0.131,0.117,0.119,0.134,0.13,0.122,0.152,0.135,0.129,0.137,0.134,0.113,0.111,0.094,0.139,0.125,0.14,0.113,0.128,0.092,0.079,0.138,0.133,0.079,0.106,0.1,0.128,0.146,0.13,0.096,0.102,0.088,0.089,0.086,0.091,0.129,0.109,0.098,0.087,0.125,0.111,0.091,0.099,0.119,0.1,0.104,0.112,0.122,0.097,0.101,0.123,0.109,0.1,0.111,0.112,0.113,0.115,0.098,0.113,534,1764,1168,1035,846,1185,1038,1336,524,527,174.0,1246,1257,273,890,3282,6615,640,1293,1807,1142,1483,986,1676,1789,2729,2245,1686,1996,1947,705,608,345,1537,521,655,1989,1893,178,248,782,1386,1379,1485,2107,917,396,1134,1408,760,385,1785,911,2366,342,2624,594,1311,534,825,423,965,257,428,1112,1029,2238,1297,1333,507,682,1201,4358,306,3.692,2.728,2.303,2.667,2.58,2.534,2.31,2.869,2.546,3.352,2.871,2.094,2.828,2.82,2.815,2.884,2.95,3.768,3.08,2.258,2.946,2.695,2.391,3.152,2.848,2.826,2.274,2.302,2.861,2.554,2.758,2.722,2.534,3.248,3.482,2.743,3.142,3.233,2.257,2.454,2.677,2.142,3.617,2.086,2.016,2.364,3.02,2.714,2.649,2.937,2.285,2.361,2.33,2.678,2.455,2.196,2.777,2.69,2.342,2.261,2.504,2.902,2.262,2.679,2.484,2.323,2.28,2.6,2.617,2.523,2.76,2.666,2.705,2.436,0.596,0.614,0.544,0.45,0.563,0.595,0.546,0.518,0.633,0.556,0.715,0.486,0.45,0.433,0.457,0.546,0.584,0.802,0.547,0.728,1.095,0.453,0.411,0.638,0.541,0.5,0.495,0.523,0.501,0.506,0.655,0.921,0.42,0.635,0.735,0.446,0.737,0.645,0.3,0.277,0.466,0.599,0.736,0.811,0.552,0.571,0.513,0.586,0.491,0.61,0.424,0.458,0.392,0.583,0.369,0.422,0.436,0.548,0.366,0.521,0.326,0.737,0.413,0.951,0.64,0.799,0.549,0.377,0.417,0.574,0.57,0.619,0.449,0.491 -134,Epileptic,M,27.0,0.9,2.2,1.4,1.6,1.3,1.9,2.2,2.0,1.0,1.6,0.4,2.7,1.7,0.5,1.2,4.5,10.9,1.1,2.6,5.1,1.5,2.8,1.1,3.5,4.3,4.7,4.0,3.0,2.4,3.7,1.4,1.0,0.4,2.3,0.4,0.4,3.0,3.9,0.2,0.2,1.3,3.2,2.3,3.0,2.7,0.7,0.4,1.0,1.8,0.9,0.6,2.0,1.2,2.6,0.3,2.5,0.7,1.8,1.6,1.1,1.1,1.6,0.2,0.9,1.5,1.6,3.5,1.2,1.3,0.7,1.2,1.2,5.1,0.3,11,19,10,11,16,20,14,19,10,12,4.0,26,23,5,14,56,103,10,29,45,10,31,12,42,44,55,44,28,24,40,16,9,5,27,2,3,37,47,2,1,6,30,24,22,16,6,2,5,10,11,6,13,8,17,3,21,7,14,12,8,8,14,1,6,12,19,31,8,10,5,6,12,37,2,0.042,0.023,0.022,0.026,0.025,0.025,0.023,0.028,0.049,0.048,0.037,0.033,0.028,0.025,0.029,0.033,0.03,0.041,0.032,0.036,0.03,0.031,0.024,0.035,0.03,0.03,0.029,0.028,0.024,0.032,0.028,0.037,0.029,0.033,0.02,0.011,0.023,0.035,0.013,0.019,0.023,0.035,0.044,0.026,0.018,0.013,0.017,0.02,0.02,0.027,0.021,0.024,0.019,0.017,0.012,0.017,0.016,0.02,0.028,0.019,0.027,0.025,0.021,0.021,0.017,0.027,0.018,0.017,0.018,0.021,0.027,0.021,0.02,0.015,1294,4251,2397,2396,1960,3056,3320,3377,1476,1916,835.0,2546,3674,1024,2522,9044,19740,2300,4600,5082,3448,3958,1725,6130,5832,8095,5260,4128,5561,6069,2626,1460,730,4858,1262,1480,7373,7145,366,372,1518,2349,5807,2838,3773,1384,769,2021,2659,1580,879,2691,1790,5486,617,3742,1450,2560,1299,1470,1163,2410,413,1103,2343,1685,5360,2222,1845,1058,1456,2265,8842,581,0.142,0.115,0.111,0.12,0.131,0.123,0.093,0.128,0.167,0.17,0.113,0.126,0.134,0.126,0.134,0.138,0.13,0.143,0.138,0.138,0.106,0.122,0.115,0.145,0.106,0.122,0.111,0.105,0.097,0.141,0.126,0.111,0.121,0.129,0.093,0.072,0.119,0.148,0.097,0.097,0.114,0.129,0.153,0.117,0.097,0.093,0.098,0.096,0.106,0.122,0.12,0.118,0.102,0.091,0.096,0.102,0.111,0.106,0.131,0.108,0.129,0.119,0.102,0.112,0.102,0.126,0.103,0.098,0.105,0.117,0.12,0.116,0.105,0.091,385,1608,970,959,814,1150,1262,1113,443,512,223.0,1226,1130,293,705,2497,5955,498,1350,2196,856,1377,763,1804,1859,2467,1998,1542,1575,1993,794,541,204,1215,351,584,1982,1915,236,187,808,1363,1101,1910,2236,768,339,794,1352,643,439,1317,925,2339,367,2095,745,1378,823,861,635,1006,199,635,1298,918,2821,985,1024,499,728,979,3997,288,3.305,2.516,2.474,2.456,2.149,2.24,2.209,2.556,2.472,2.924,2.872,1.802,2.529,2.532,2.585,2.657,2.627,3.574,2.725,1.96,2.833,2.258,1.926,2.66,2.479,2.635,2.133,2.175,2.719,2.409,2.5,2.633,2.837,2.686,3.153,2.325,2.83,2.879,1.768,2.121,2.26,1.602,3.267,1.675,1.86,1.929,2.805,2.957,2.437,2.389,1.89,2.265,2.081,2.346,2.037,1.888,2.324,2.158,1.698,1.838,2.105,2.396,2.406,2.139,1.892,2.073,1.961,2.344,1.968,2.306,2.207,2.519,2.369,2.265,0.715,0.567,0.48,0.46,0.549,0.737,0.563,0.53,0.609,0.721,0.851,0.43,0.484,0.431,0.534,0.515,0.573,0.671,0.506,0.62,0.729,0.643,0.452,0.5,0.647,0.592,0.565,0.625,0.543,0.579,0.572,0.896,0.348,0.627,0.711,0.488,0.642,0.609,0.327,0.35,0.49,0.491,0.757,0.484,0.567,0.487,0.597,0.988,0.425,0.603,0.509,0.451,0.418,0.504,0.328,0.426,0.463,0.524,0.505,0.36,0.395,0.576,0.464,0.688,0.476,0.669,0.513,0.419,0.397,0.624,0.57,0.511,0.499,0.411 -135,Epileptic,F,52.0,1.8,3.5,1.3,1.1,2.0,1.6,2.5,1.6,0.7,0.9,0.3,3.0,2.0,0.5,1.2,5.8,8.7,0.9,2.1,4.3,0.9,2.2,1.8,3.5,4.2,2.9,6.8,2.9,3.1,3.0,1.3,1.4,0.4,2.2,0.3,0.5,3.1,3.6,0.2,0.2,1.0,2.9,2.4,2.2,2.4,1.1,0.3,1.1,1.3,0.7,0.9,2.4,0.9,2.2,0.5,2.1,1.0,1.5,0.8,0.8,1.2,1.3,0.4,0.5,2.0,1.5,3.1,1.1,1.0,0.5,1.1,1.7,4.0,0.4,14,35,12,10,18,17,16,18,12,9,3.0,27,25,6,19,57,89,9,25,40,8,29,18,46,55,29,50,29,27,34,15,9,6,30,2,6,38,47,1,2,7,29,26,16,14,9,2,8,6,5,5,20,7,14,3,18,8,12,6,7,9,9,3,5,13,19,27,6,6,4,8,15,35,4,0.063,0.038,0.026,0.018,0.046,0.025,0.044,0.03,0.036,0.04,0.036,0.041,0.036,0.026,0.027,0.036,0.034,0.042,0.032,0.037,0.023,0.031,0.036,0.039,0.041,0.03,0.051,0.033,0.036,0.032,0.033,0.047,0.019,0.029,0.011,0.012,0.035,0.038,0.017,0.014,0.02,0.036,0.041,0.026,0.019,0.026,0.016,0.017,0.018,0.021,0.034,0.023,0.02,0.023,0.019,0.017,0.029,0.017,0.026,0.018,0.027,0.024,0.033,0.017,0.02,0.026,0.021,0.016,0.022,0.018,0.033,0.019,0.017,0.014,1384,4157,2219,2553,2002,3182,3555,3048,1348,1598,668.0,2710,3369,1198,2619,8832,16287,2000,4257,5044,3225,4105,2404,6467,6118,6272,5757,4790,5294,4835,2270,1188,857,5517,1533,1799,6522,7833,352,415,1365,2391,5511,2159,3379,1479,700,2062,2121,1503,621,3675,1590,3160,540,3690,1533,2734,926,1171,1203,2440,395,935,2788,1345,4165,2165,1477,971,1164,2587,8492,566,0.158,0.145,0.119,0.102,0.156,0.127,0.136,0.139,0.149,0.146,0.128,0.155,0.15,0.117,0.134,0.14,0.141,0.128,0.131,0.147,0.084,0.129,0.129,0.145,0.149,0.131,0.151,0.122,0.122,0.146,0.13,0.126,0.1,0.133,0.07,0.072,0.138,0.152,0.093,0.098,0.109,0.136,0.149,0.115,0.1,0.129,0.09,0.084,0.097,0.109,0.139,0.116,0.107,0.109,0.116,0.099,0.13,0.098,0.133,0.101,0.129,0.112,0.135,0.111,0.103,0.115,0.115,0.095,0.105,0.103,0.138,0.119,0.097,0.11,471,1398,820,908,794,1008,975,979,445,401,195.0,1235,1021,287,768,2613,4599,467,1130,2117,760,1158,909,1820,1729,1692,2089,1473,1483,1546,651,495,323,1287,427,667,1701,1879,203,258,715,1180,1146,1363,1980,673,324,971,1046,566,399,1646,789,1517,320,2013,641,1459,501,689,630,900,207,504,1494,897,2191,977,684,492,601,1328,3867,362,2.886,2.759,2.43,2.548,2.153,2.461,2.776,2.567,2.31,3.019,2.734,1.881,2.53,2.769,2.495,2.517,2.69,3.34,2.94,1.97,2.814,2.666,2.293,2.608,2.652,2.825,2.23,2.467,2.648,2.512,2.542,2.43,2.063,2.931,3.047,2.447,2.741,2.933,1.985,1.777,2.217,1.853,3.195,1.753,1.893,2.296,2.467,2.414,2.397,3.149,1.982,2.131,1.894,2.23,1.959,1.972,2.322,2.117,2.144,1.873,2.125,2.55,2.054,2.164,1.985,1.817,2.067,2.433,2.383,2.201,2.196,2.167,2.261,1.815,0.789,0.709,0.673,0.569,0.59,0.658,0.748,0.675,0.61,0.479,0.801,0.546,0.52,0.586,0.655,0.689,0.662,0.781,0.663,0.692,0.947,0.543,0.687,0.743,0.694,0.635,0.651,0.682,0.689,0.602,0.62,0.943,0.423,0.648,0.614,0.43,0.835,0.626,0.236,0.336,0.459,0.556,0.858,0.549,0.603,0.52,0.585,0.654,0.456,0.551,0.52,0.57,0.492,0.414,0.379,0.4,0.513,0.527,0.668,0.343,0.454,0.751,0.38,0.583,0.512,0.711,0.471,0.517,0.476,0.601,0.435,0.448,0.509,0.367 -136,Epileptic,M,32.0,0.7,2.3,0.6,0.9,1.5,1.8,1.2,1.7,1.2,0.7,0.2,2.5,1.4,0.6,1.7,5.2,6.7,0.8,2.1,4.7,1.6,2.9,1.7,3.5,2.9,2.6,3.0,2.4,2.9,2.7,1.4,0.7,0.4,2.2,0.5,0.7,3.4,2.9,0.1,0.2,0.9,3.3,2.9,2.4,3.2,0.4,0.3,0.9,1.4,0.9,0.7,2.9,1.0,1.9,0.2,2.6,1.1,1.8,1.0,0.9,1.0,1.8,0.3,0.4,1.2,0.9,2.8,1.3,0.9,0.4,0.7,2.4,3.4,0.2,5,19,7,11,16,16,10,15,14,6,3.0,23,15,6,17,61,62,7,22,35,13,30,17,35,34,27,34,21,25,40,17,5,4,23,3,8,38,30,1,2,6,26,22,17,18,3,2,5,7,6,5,20,7,12,3,23,6,12,7,7,7,12,2,3,12,13,23,11,7,4,6,13,24,3,0.029,0.023,0.012,0.019,0.032,0.029,0.023,0.027,0.042,0.029,0.028,0.032,0.028,0.026,0.027,0.03,0.027,0.03,0.03,0.039,0.028,0.034,0.025,0.037,0.03,0.028,0.025,0.024,0.025,0.024,0.042,0.03,0.016,0.027,0.014,0.025,0.033,0.03,0.01,0.015,0.021,0.039,0.037,0.027,0.026,0.011,0.016,0.014,0.015,0.019,0.028,0.029,0.022,0.019,0.014,0.019,0.019,0.026,0.025,0.014,0.028,0.029,0.019,0.018,0.017,0.034,0.021,0.017,0.018,0.015,0.019,0.026,0.016,0.015,1637,5262,1846,1957,2699,2826,2517,3449,2304,1472,627.0,2781,3196,1504,3339,11100,16688,2618,4462,4430,2681,4870,2289,6875,5756,5318,5519,4080,6560,6241,2329,1039,1157,5677,2278,1913,7649,7158,447,501,1418,2922,5810,2173,3194,1218,958,2241,3069,1931,612,3800,1949,3607,456,4135,2099,2380,1190,1657,1281,2635,571,855,2570,948,3947,2878,1841,1184,1338,3087,8718,425,0.113,0.111,0.091,0.111,0.135,0.141,0.102,0.125,0.159,0.14,0.113,0.134,0.128,0.125,0.134,0.141,0.122,0.111,0.131,0.143,0.099,0.146,0.125,0.14,0.135,0.138,0.123,0.114,0.114,0.127,0.124,0.094,0.092,0.127,0.068,0.108,0.133,0.129,0.075,0.087,0.108,0.144,0.132,0.124,0.114,0.08,0.095,0.084,0.093,0.102,0.135,0.131,0.102,0.101,0.119,0.111,0.099,0.116,0.116,0.095,0.128,0.124,0.112,0.111,0.102,0.13,0.113,0.101,0.1,0.11,0.107,0.114,0.09,0.114,432,1616,755,773,808,1081,824,1041,539,385,181.0,1303,866,370,961,2959,4278,465,1159,1981,802,1465,1051,1747,1685,1609,1940,1488,1885,1840,609,449,384,1301,618,527,1960,1689,234,297,645,1302,1310,1435,2068,600,361,906,1235,740,353,1525,760,1527,223,2049,844,1186,686,916,462,981,242,379,1197,519,2057,1256,825,431,630,1456,3454,253,3.502,2.905,2.433,2.594,2.776,2.439,2.517,2.942,3.068,3.268,2.939,1.901,2.832,2.991,2.681,2.716,3.131,3.747,2.896,1.908,2.738,2.527,1.986,2.992,2.719,2.783,2.335,2.198,2.71,2.682,2.685,2.22,2.496,3.17,3.413,3.047,2.875,3.147,2.295,1.99,2.828,1.984,3.425,1.842,1.819,2.07,3.32,3.141,2.864,2.866,2.127,2.528,2.774,2.444,2.376,2.195,2.925,2.312,2.069,2.032,2.552,2.922,2.538,2.522,2.309,2.208,2.159,2.527,2.471,2.979,2.534,2.619,2.691,2.004,0.921,0.75,0.552,0.504,0.599,0.495,0.529,0.607,0.595,0.498,0.719,0.51,0.37,0.604,0.453,0.61,0.661,0.889,0.551,0.633,0.834,0.566,0.382,0.597,0.519,0.554,0.459,0.475,0.579,0.472,0.782,0.969,0.493,0.628,0.768,0.525,0.69,0.58,0.469,0.37,0.538,0.535,0.767,0.635,0.55,0.442,0.53,0.599,0.591,0.484,0.461,0.524,0.633,0.655,0.308,0.43,0.625,0.439,0.452,0.387,0.454,0.715,0.725,1.11,0.567,0.61,0.404,0.359,0.423,0.871,0.351,0.561,0.522,0.358 -137,Epileptic,M,32.0,0.8,2.8,1.0,1.3,1.5,1.6,1.3,1.7,0.9,1.1,0.4,2.1,2.4,0.6,2.2,3.8,7.4,1.0,2.0,5.1,1.1,2.8,1.2,2.8,3.3,3.2,2.5,2.5,3.0,3.8,2.1,1.1,0.8,2.8,0.3,1.3,3.2,3.0,0.1,0.3,1.2,2.5,2.1,2.2,3.2,0.6,0.5,0.9,1.3,0.8,0.5,1.6,1.1,2.8,0.6,2.3,0.7,1.7,1.2,0.7,0.8,0.9,0.4,0.3,1.8,1.7,2.7,1.3,0.8,0.4,0.8,1.1,4.4,0.2,7,29,16,11,17,17,11,17,7,12,4.0,20,21,6,22,44,70,10,20,43,12,28,13,35,38,40,31,23,27,42,25,19,7,30,2,13,39,34,1,2,8,25,24,17,19,5,3,5,7,7,5,13,6,22,3,22,6,11,10,6,6,8,2,3,14,20,25,10,6,2,5,9,36,1,0.03,0.041,0.019,0.028,0.055,0.029,0.024,0.033,0.051,0.049,0.039,0.032,0.038,0.04,0.045,0.033,0.035,0.032,0.032,0.045,0.024,0.033,0.029,0.035,0.034,0.032,0.028,0.029,0.03,0.042,0.055,0.074,0.036,0.031,0.017,0.026,0.035,0.032,0.007,0.017,0.025,0.031,0.038,0.028,0.024,0.016,0.022,0.014,0.019,0.019,0.026,0.026,0.028,0.026,0.023,0.02,0.014,0.023,0.028,0.019,0.023,0.024,0.029,0.017,0.027,0.03,0.028,0.02,0.016,0.017,0.02,0.019,0.021,0.028,1636,4609,2197,2035,2726,2459,2004,3039,1372,1469,536.0,2099,3644,1114,3096,6636,13147,2512,3756,4294,3547,4163,1601,5864,5824,6198,4386,3068,5872,5142,2173,1223,737,6143,1911,2151,7362,7291,421,445,1613,2495,5288,2093,3236,1228,871,2255,2340,1493,533,2360,1230,4231,620,3571,1763,2895,1317,1001,1115,1967,407,814,2064,1353,3561,2407,1498,561,1266,2059,8874,339,0.129,0.132,0.121,0.127,0.189,0.144,0.105,0.139,0.167,0.173,0.144,0.138,0.142,0.155,0.159,0.14,0.14,0.126,0.128,0.156,0.102,0.149,0.134,0.145,0.145,0.143,0.132,0.124,0.125,0.166,0.156,0.138,0.16,0.136,0.078,0.122,0.153,0.136,0.078,0.106,0.119,0.139,0.157,0.121,0.113,0.107,0.113,0.084,0.096,0.105,0.139,0.127,0.132,0.12,0.125,0.119,0.099,0.108,0.13,0.112,0.115,0.116,0.133,0.11,0.131,0.139,0.131,0.112,0.104,0.085,0.113,0.117,0.106,0.1,457,1387,855,767,611,978,799,919,317,401,196.0,1006,1031,263,886,2088,3633,495,998,1924,796,1330,645,1379,1670,1868,1554,1317,1610,1601,613,427,315,1438,375,811,1576,1634,198,246,764,1219,1031,1334,2021,599,348,962,1003,598,327,970,546,1780,325,1814,770,1261,755,557,525,676,205,359,1062,828,1725,1051,734,345,633,818,3599,143,3.738,2.7,2.422,2.69,3.069,2.309,2.134,2.931,3.015,3.0,2.578,1.857,2.805,3.13,2.717,2.535,2.858,3.628,2.916,1.955,3.188,2.414,2.137,3.094,2.671,2.749,2.35,1.953,2.789,2.675,2.351,2.613,2.245,3.09,3.963,2.521,3.425,3.165,2.402,2.217,2.699,1.851,3.475,1.869,1.89,2.218,3.24,2.897,2.84,2.885,2.128,2.424,2.298,2.351,2.456,2.185,2.495,2.791,2.009,2.05,2.486,2.758,2.235,2.279,2.225,2.011,2.256,2.71,2.41,1.717,2.342,2.768,2.739,2.189,0.628,0.917,0.502,0.536,0.881,0.577,0.518,0.651,0.917,0.532,0.797,0.442,0.43,0.513,0.49,0.517,0.648,0.707,0.61,0.575,0.74,0.499,0.398,0.727,0.543,0.532,0.452,0.542,0.564,0.552,0.846,0.954,0.535,0.689,0.921,0.478,0.77,0.623,0.374,0.318,0.56,0.451,0.743,0.72,0.562,0.529,0.512,0.523,0.61,0.449,0.524,0.438,0.498,0.427,0.342,0.367,0.437,0.51,0.458,0.323,0.376,0.697,0.374,1.013,0.545,0.664,0.457,0.434,0.382,0.703,0.396,0.595,0.535,0.417 -138,Epileptic,M,17.5,0.6,2.0,0.8,1.1,1.3,1.7,2.0,1.8,0.8,0.6,0.3,2.2,1.8,0.7,1.5,6.2,10.0,0.6,2.9,4.3,2.5,3.8,2.4,3.7,3.6,4.6,3.1,3.5,3.1,3.6,1.1,1.5,0.5,2.7,0.4,1.1,4.9,3.6,0.4,0.2,1.1,4.7,3.0,5.6,2.9,0.6,0.5,1.2,1.2,1.0,0.5,2.7,1.9,2.4,0.3,1.8,0.8,2.5,1.1,1.3,0.5,1.2,0.6,0.6,1.5,0.6,2.8,0.8,0.9,0.4,1.4,2.1,4.5,0.3,3,20,6,8,21,15,16,18,7,6,2.0,19,18,8,14,70,101,5,23,30,20,35,20,43,36,37,31,30,25,35,13,10,4,23,3,7,49,32,4,1,6,35,26,41,19,4,3,7,6,8,4,22,20,14,2,13,7,20,7,9,4,6,3,4,10,8,22,5,6,4,8,11,37,2,0.025,0.024,0.017,0.024,0.04,0.028,0.03,0.028,0.036,0.033,0.033,0.033,0.029,0.036,0.036,0.035,0.036,0.027,0.035,0.038,0.041,0.035,0.039,0.041,0.034,0.035,0.031,0.032,0.026,0.032,0.04,0.054,0.037,0.037,0.016,0.034,0.033,0.037,0.024,0.019,0.024,0.049,0.046,0.068,0.023,0.013,0.024,0.021,0.016,0.021,0.036,0.026,0.04,0.016,0.018,0.016,0.024,0.034,0.024,0.019,0.017,0.021,0.026,0.028,0.02,0.024,0.027,0.014,0.017,0.014,0.039,0.019,0.017,0.029,1396,5003,2565,2355,2024,3115,3658,4093,1439,1566,462.0,2228,4023,1663,2781,12797,22038,2232,3888,3649,4114,6310,2650,7737,7122,6640,6512,4817,6381,6845,2344,1126,907,5637,2047,1341,12080,7106,538,434,1557,3021,7649,1582,3806,1427,904,2082,2652,2577,540,4284,3018,5521,497,4033,1539,2416,1737,2198,1379,2428,807,928,2952,782,4044,2098,2302,982,1644,3683,10995,594,0.093,0.11,0.097,0.111,0.144,0.128,0.12,0.123,0.139,0.112,0.114,0.127,0.128,0.146,0.136,0.132,0.134,0.102,0.129,0.135,0.126,0.145,0.138,0.14,0.128,0.124,0.12,0.123,0.11,0.129,0.136,0.143,0.128,0.127,0.079,0.098,0.128,0.12,0.14,0.128,0.106,0.145,0.158,0.172,0.107,0.09,0.109,0.099,0.091,0.102,0.139,0.118,0.14,0.092,0.103,0.09,0.108,0.132,0.12,0.106,0.09,0.106,0.129,0.129,0.102,0.116,0.117,0.086,0.094,0.107,0.14,0.099,0.096,0.113,405,1336,709,731,654,1060,987,1110,338,333,137.0,984,967,347,677,3050,4822,403,1325,1789,901,1823,1000,1575,1769,1987,1604,1648,1694,1753,478,472,239,1122,453,416,2442,1596,215,147,705,1438,1266,1179,2106,645,373,833,1060,819,270,1672,829,2140,247,1801,666,1289,787,1022,592,790,314,331,1206,429,1850,932,888,419,660,1629,4174,199,3.287,3.015,3.249,3.173,2.62,2.571,2.896,3.157,2.91,3.712,3.138,2.036,3.131,3.266,2.934,3.025,3.5,4.008,2.477,1.881,3.322,2.706,2.3,3.413,2.961,2.747,2.897,2.301,2.881,3.059,3.178,2.469,3.107,3.211,3.737,2.706,3.486,3.128,2.643,3.05,2.901,2.004,3.74,1.588,2.125,2.378,3.077,3.27,2.964,3.115,2.194,2.557,2.738,2.815,2.512,2.529,2.417,2.095,2.653,2.421,2.724,3.475,2.905,2.766,2.802,2.188,2.445,2.783,2.746,2.545,2.879,2.795,2.958,3.35,0.739,0.938,0.853,0.67,0.618,0.635,0.836,0.596,0.788,0.474,1.135,0.614,0.49,0.459,0.654,0.659,0.738,0.737,0.602,0.608,1.055,0.479,0.593,0.751,0.539,0.661,0.593,0.502,0.548,0.639,0.768,1.136,0.648,0.897,0.78,0.602,0.784,0.705,0.33,0.714,0.427,0.515,0.811,0.669,0.528,0.503,0.41,0.716,0.584,0.726,0.441,0.53,0.869,0.525,0.311,0.467,0.61,0.596,0.546,0.398,0.457,0.863,0.875,1.106,0.43,0.759,0.49,0.335,0.43,0.852,0.525,0.565,0.55,0.394 -141,Epileptic,M,32.0,1.3,2.8,1.4,1.9,1.7,1.8,2.1,2.0,1.6,0.8,0.5,4.1,1.6,0.7,1.9,6.2,10.0,1.0,2.3,6.0,3.3,3.2,2.4,5.5,2.6,3.2,3.8,2.9,3.0,4.0,2.0,1.6,0.5,1.6,0.5,0.5,4.3,4.1,0.4,0.4,1.2,3.7,2.6,3.6,3.6,0.7,0.5,0.7,1.6,1.4,1.1,3.1,1.4,2.5,0.3,2.6,1.2,2.2,1.2,1.0,0.6,2.2,0.4,0.7,2.0,1.5,2.7,1.6,1.0,0.6,1.2,1.3,4.6,0.3,11,34,14,18,16,25,16,18,18,8,5.0,43,19,11,23,63,98,7,29,60,29,39,25,44,40,39,42,27,26,38,29,12,5,25,2,5,43,49,2,2,7,35,23,31,21,5,2,5,9,9,9,23,13,19,2,23,11,16,11,9,6,18,3,5,15,23,20,14,7,6,10,10,44,3,0.047,0.024,0.021,0.026,0.025,0.025,0.03,0.029,0.04,0.032,0.035,0.035,0.027,0.03,0.029,0.032,0.031,0.036,0.028,0.037,0.045,0.031,0.028,0.047,0.023,0.025,0.027,0.029,0.029,0.032,0.043,0.049,0.024,0.022,0.013,0.012,0.033,0.032,0.018,0.02,0.026,0.037,0.045,0.027,0.024,0.014,0.02,0.012,0.017,0.032,0.03,0.026,0.025,0.021,0.011,0.018,0.025,0.02,0.027,0.017,0.019,0.032,0.029,0.016,0.02,0.019,0.022,0.017,0.018,0.014,0.019,0.012,0.016,0.016,1565,5955,3182,3437,2245,3588,3987,3519,2120,2059,966.0,4412,3858,1342,4029,12240,21966,2639,5125,6783,4081,5160,3254,6399,7348,8197,8193,5237,7318,8103,2749,1493,1035,5273,2201,1895,8143,9806,546,624,1633,3773,6041,4144,3868,1694,873,2375,2817,2201,996,4314,2320,4636,463,4413,1803,3821,1237,1729,1004,2888,478,1168,3288,1934,4036,3433,2169,1600,2388,2612,10584,575,0.142,0.117,0.114,0.133,0.118,0.135,0.111,0.132,0.146,0.137,0.128,0.148,0.128,0.127,0.134,0.132,0.133,0.131,0.13,0.151,0.131,0.135,0.13,0.151,0.123,0.121,0.124,0.114,0.112,0.135,0.124,0.131,0.128,0.106,0.063,0.085,0.141,0.139,0.092,0.096,0.111,0.123,0.146,0.122,0.109,0.087,0.096,0.079,0.098,0.118,0.141,0.122,0.114,0.105,0.106,0.105,0.126,0.099,0.138,0.1,0.112,0.13,0.138,0.103,0.109,0.115,0.113,0.102,0.099,0.104,0.116,0.094,0.095,0.108,523,1974,1088,1140,1019,1284,1224,1153,643,460,256.0,1909,1025,351,1082,3165,5631,514,1438,2768,1199,1653,1310,1870,1960,2157,2250,1603,1795,2171,808,600,346,1236,630,642,2040,2224,303,303,772,1723,1120,2298,2234,794,334,941,1267,744,564,1913,1036,1976,260,2200,804,1771,728,972,520,1134,266,614,1517,1271,1938,1427,899,611,923,1328,4635,249,2.936,2.729,2.779,2.841,2.098,2.334,2.583,2.784,2.477,3.391,2.734,2.043,2.835,2.72,2.805,2.79,2.977,3.75,2.76,2.085,2.723,2.44,2.113,2.568,2.744,2.955,2.709,2.485,3.092,2.875,2.541,2.561,2.639,2.962,3.181,2.583,2.865,3.138,1.933,2.459,2.594,1.995,3.515,2.002,1.992,2.381,2.993,3.065,2.709,2.713,1.999,2.41,2.251,2.575,2.13,2.219,2.391,2.495,1.952,1.916,2.15,2.495,1.962,2.359,2.355,1.746,2.277,2.593,2.761,2.637,2.673,2.287,2.422,2.582,0.801,0.541,0.542,0.577,0.533,0.619,0.75,0.416,0.562,0.95,0.925,0.574,0.447,0.497,0.565,0.654,0.679,0.701,0.597,0.712,0.862,0.597,0.592,0.824,0.678,0.569,0.687,0.649,0.537,0.622,0.703,1.014,0.473,0.546,0.444,0.534,0.765,0.673,0.494,0.423,0.531,0.6,0.995,0.712,0.625,0.489,0.485,0.761,0.402,1.021,0.336,0.448,0.468,0.398,0.272,0.364,0.461,0.533,0.406,0.358,0.345,0.714,0.394,0.641,0.457,0.642,0.431,0.359,0.47,0.898,0.58,0.397,0.447,0.48 -142,Epileptic,F,32.0,0.5,1.8,1.0,1.0,1.6,2.1,1.2,1.9,1.1,0.5,0.1,2.5,1.6,0.6,1.1,6.0,9.0,1.1,1.6,3.7,0.9,2.2,1.8,3.3,3.2,3.6,2.6,2.2,2.2,2.9,1.1,0.4,0.5,2.0,0.4,0.4,3.9,3.5,0.3,0.1,1.0,3.1,2.9,1.5,2.1,0.5,0.5,0.8,0.9,1.0,0.7,1.7,1.0,1.9,0.2,2.5,0.8,2.1,1.2,0.6,0.5,1.6,0.3,0.5,1.8,0.7,2.5,0.8,0.8,0.4,1.0,1.7,3.6,0.3,5,18,12,10,16,18,11,15,13,5,1.0,18,16,7,9,57,73,8,19,25,7,25,15,29,31,36,32,20,18,31,20,5,5,28,3,4,44,40,2,1,5,29,33,12,12,5,2,5,5,7,6,11,7,13,1,21,8,17,8,6,4,13,1,4,14,17,18,5,5,4,9,9,28,2,0.033,0.022,0.02,0.022,0.032,0.038,0.022,0.033,0.04,0.035,0.014,0.04,0.031,0.031,0.028,0.035,0.031,0.04,0.028,0.04,0.025,0.035,0.037,0.037,0.037,0.033,0.029,0.026,0.028,0.028,0.043,0.033,0.033,0.03,0.021,0.012,0.035,0.032,0.024,0.022,0.023,0.041,0.051,0.027,0.017,0.015,0.025,0.01,0.012,0.027,0.036,0.019,0.021,0.02,0.021,0.019,0.025,0.024,0.033,0.016,0.016,0.026,0.028,0.025,0.024,0.026,0.02,0.014,0.018,0.017,0.026,0.022,0.016,0.023,1356,4255,2124,1878,2275,3010,2361,3201,1657,841,300.0,2201,3608,1277,2117,10031,16968,2180,3382,3093,2076,3807,1997,5553,4517,7171,4916,3530,4492,4956,2296,582,1014,5717,1424,1634,6803,7156,570,358,1372,2853,4502,1333,2946,1259,786,2764,2344,1506,544,3017,1825,3960,335,3731,1304,2877,1213,974,1087,2439,403,806,2269,503,4147,1757,1149,864,1392,2359,8172,562,0.104,0.113,0.11,0.107,0.139,0.152,0.103,0.136,0.143,0.119,0.067,0.143,0.13,0.149,0.13,0.144,0.131,0.131,0.127,0.138,0.08,0.144,0.136,0.143,0.147,0.139,0.124,0.102,0.109,0.131,0.129,0.101,0.15,0.128,0.079,0.08,0.126,0.13,0.115,0.088,0.109,0.149,0.138,0.117,0.098,0.092,0.112,0.074,0.08,0.112,0.147,0.095,0.108,0.099,0.118,0.108,0.125,0.111,0.139,0.103,0.098,0.132,0.118,0.131,0.124,0.113,0.106,0.09,0.112,0.107,0.133,0.11,0.092,0.137,365,1346,842,757,839,974,807,966,495,276,101.0,950,996,302,595,2761,4716,403,975,1489,629,1187,787,1483,1374,1971,1603,1284,1216,1593,562,279,297,1194,343,600,1931,1747,238,127,668,1226,1161,905,1763,616,301,1016,1038,647,348,1388,853,1611,140,2024,591,1451,610,572,551,908,157,333,1132,313,2042,836,611,378,685,1131,3562,220,3.501,2.861,2.439,2.569,2.442,2.568,2.452,2.912,2.61,2.614,2.455,2.076,2.928,3.063,2.795,2.737,2.898,3.923,2.726,1.811,2.684,2.51,2.144,2.907,2.473,2.834,2.368,2.172,2.755,2.5,2.911,2.129,2.838,3.243,3.315,2.558,2.649,3.068,2.802,2.873,2.678,2.063,3.04,1.7,1.939,2.071,3.32,3.238,2.72,2.816,1.709,2.265,2.306,2.643,2.343,1.96,2.307,2.138,2.077,1.875,2.16,2.872,3.02,2.778,2.146,2.04,2.2,2.432,2.253,2.686,2.26,2.501,2.525,3.105,1.179,0.685,0.501,0.504,0.539,0.643,0.497,0.483,0.596,0.467,0.805,0.589,0.4,0.336,0.354,0.593,0.541,0.815,0.578,0.528,0.672,0.565,0.603,0.621,0.507,0.552,0.614,0.403,0.496,0.611,0.655,0.776,0.544,0.652,0.567,0.485,0.73,0.644,0.4,0.377,0.527,0.629,0.861,0.637,0.534,0.494,0.586,0.753,0.599,0.886,0.277,0.467,0.487,0.475,0.502,0.433,0.471,0.6,0.421,0.425,0.376,0.657,0.653,0.643,0.581,0.469,0.584,0.333,0.466,0.681,0.535,0.523,0.499,0.487 -143,Epileptic,F,32.0,0.8,2.2,1.8,1.1,1.2,1.9,1.9,2.0,1.0,0.4,0.3,2.8,1.8,0.4,1.3,7.1,9.6,1.1,3.3,5.1,1.0,2.0,1.1,3.8,3.6,5.0,3.6,2.6,3.1,3.2,1.2,1.1,0.5,3.0,0.3,1.0,3.2,3.4,0.2,0.1,1.7,3.1,2.0,3.3,3.3,1.0,0.6,0.7,1.3,0.5,0.6,1.8,1.4,2.6,0.6,3.2,1.1,2.3,1.0,1.3,0.6,1.4,0.2,0.5,1.9,0.4,2.8,1.4,1.3,0.4,1.6,1.0,5.8,0.4,4,22,22,9,12,16,18,16,11,7,2.0,21,15,7,12,64,72,10,29,41,7,20,13,34,40,42,37,20,21,34,17,14,5,23,2,10,34,36,1,1,9,25,17,25,24,7,3,5,7,5,4,17,9,16,4,25,11,16,6,11,4,9,1,4,16,7,22,9,9,4,11,9,38,3,0.029,0.02,0.025,0.022,0.027,0.032,0.024,0.029,0.043,0.03,0.027,0.035,0.03,0.025,0.036,0.033,0.031,0.034,0.032,0.039,0.014,0.031,0.024,0.038,0.031,0.033,0.03,0.025,0.025,0.029,0.028,0.047,0.023,0.032,0.011,0.025,0.033,0.036,0.013,0.017,0.029,0.035,0.037,0.038,0.026,0.022,0.026,0.011,0.016,0.01,0.037,0.019,0.02,0.02,0.022,0.022,0.037,0.027,0.033,0.025,0.022,0.021,0.02,0.015,0.023,0.016,0.022,0.023,0.022,0.015,0.029,0.017,0.023,0.027,1612,4863,2883,2130,1564,2401,2729,3117,1321,857,437.0,2485,3644,1112,2507,12353,17841,2267,5447,4222,3685,3025,1957,5009,5968,8085,5463,3250,5459,5457,1950,1008,1210,6072,2131,1972,5691,6978,341,392,1980,2759,5413,2195,3017,1422,908,2314,2600,1516,472,3237,2077,4835,707,4001,1734,2863,817,1317,821,2443,398,753,2654,674,3763,2028,1912,1103,1813,2062,9559,511,0.098,0.109,0.132,0.101,0.125,0.136,0.11,0.124,0.122,0.132,0.108,0.139,0.127,0.135,0.135,0.134,0.126,0.127,0.138,0.139,0.086,0.138,0.127,0.131,0.146,0.142,0.137,0.106,0.103,0.134,0.116,0.132,0.104,0.129,0.056,0.115,0.129,0.141,0.086,0.1,0.126,0.136,0.122,0.143,0.122,0.104,0.12,0.082,0.092,0.089,0.156,0.103,0.105,0.098,0.131,0.122,0.141,0.12,0.142,0.126,0.111,0.11,0.114,0.116,0.116,0.109,0.112,0.113,0.109,0.095,0.146,0.104,0.107,0.138,494,1674,1042,864,685,981,1107,1124,414,284,188.0,1118,1029,292,671,3616,4991,496,1663,1993,951,1063,802,1498,1904,2508,2042,1412,1703,1802,612,473,397,1499,523,701,1415,1701,202,150,891,1280,1035,1483,2092,744,403,979,1221,691,284,1599,1108,2180,391,2157,641,1485,496,811,415,912,202,453,1385,352,2087,1011,962,511,822,994,4030,225,3.148,2.571,2.614,2.515,2.012,2.205,2.182,2.49,2.368,2.785,2.446,1.999,2.864,2.634,2.799,2.643,3.002,3.535,2.684,1.936,3.069,2.327,2.087,2.482,2.58,2.693,2.241,1.924,2.559,2.456,2.394,2.253,2.572,2.947,3.596,2.568,2.916,2.875,1.931,2.473,2.722,1.907,3.34,1.721,1.653,2.091,2.856,2.949,2.56,2.372,2.162,2.138,1.993,2.345,2.335,2.148,2.642,2.256,2.012,1.936,2.319,2.632,2.214,1.953,2.181,2.319,1.962,2.388,2.247,2.368,2.419,2.544,2.54,2.893,1.048,0.925,0.825,0.446,0.579,0.452,0.534,0.634,0.501,0.524,0.823,0.609,0.435,0.523,0.578,0.511,0.595,0.888,0.558,0.528,0.75,0.477,0.445,0.667,0.438,0.522,0.438,0.44,0.536,0.48,0.661,0.962,0.397,0.718,0.933,0.498,0.788,0.703,0.263,0.745,0.621,0.467,0.873,0.59,0.448,0.452,0.545,0.746,0.649,0.684,0.33,0.465,0.533,0.623,0.41,0.375,0.511,0.545,0.564,0.355,0.332,0.868,0.337,0.916,0.478,0.771,0.405,0.472,0.46,1.023,0.429,0.641,0.611,0.679 -144,Epileptic,F,47.0,0.7,2.5,1.0,1.4,2.2,1.3,1.3,1.5,1.3,0.7,0.4,2.5,1.7,0.5,1.1,4.8,6.7,0.8,1.9,4.1,0.9,2.4,1.9,3.9,2.3,3.2,3.9,2.1,2.2,3.3,1.9,0.9,0.6,2.3,0.5,0.5,2.9,3.2,0.2,0.2,0.9,3.1,2.1,2.4,2.4,0.5,0.3,0.8,1.3,0.6,0.6,1.7,1.1,1.3,0.4,2.2,0.5,1.6,0.9,1.0,0.5,1.3,0.3,0.7,2.1,1.4,2.4,1.3,0.7,0.8,1.2,1.4,3.6,0.3,6,24,7,8,18,13,11,15,12,9,5.0,27,15,4,15,46,57,7,24,40,9,26,16,30,36,28,44,20,20,37,19,5,5,22,3,5,37,35,3,1,5,29,21,21,13,3,2,5,6,6,4,11,7,9,2,19,3,10,6,9,3,7,2,5,15,18,17,10,3,8,9,9,25,2,0.038,0.034,0.022,0.029,0.045,0.027,0.026,0.031,0.055,0.039,0.048,0.037,0.028,0.04,0.038,0.037,0.033,0.036,0.029,0.036,0.024,0.033,0.032,0.053,0.03,0.033,0.028,0.029,0.029,0.032,0.058,0.051,0.032,0.032,0.015,0.017,0.038,0.035,0.024,0.022,0.022,0.045,0.04,0.027,0.02,0.012,0.018,0.015,0.022,0.022,0.033,0.024,0.032,0.02,0.024,0.022,0.018,0.02,0.02,0.019,0.017,0.028,0.02,0.029,0.021,0.032,0.019,0.018,0.016,0.033,0.026,0.02,0.016,0.019,1456,4033,1905,1954,1805,2565,2543,2766,1673,1645,493.0,2680,3183,830,1959,7350,12260,2215,4123,5167,3558,4233,2107,5160,4957,5836,7000,3678,4375,5831,2130,896,867,5638,1910,1903,6124,6556,446,273,1286,2615,5331,2557,2960,1209,624,1943,1817,1409,521,2499,1254,2515,421,3270,988,2844,1140,1456,913,1960,300,761,3050,1108,3276,2538,1190,1028,1396,1853,7887,531,0.127,0.136,0.108,0.12,0.157,0.131,0.11,0.138,0.176,0.147,0.161,0.138,0.124,0.139,0.15,0.142,0.133,0.138,0.141,0.146,0.101,0.124,0.119,0.162,0.139,0.142,0.126,0.109,0.111,0.141,0.168,0.122,0.12,0.129,0.079,0.084,0.14,0.147,0.118,0.102,0.106,0.153,0.142,0.128,0.101,0.084,0.098,0.08,0.103,0.113,0.134,0.107,0.124,0.096,0.138,0.108,0.109,0.104,0.112,0.112,0.101,0.119,0.129,0.127,0.111,0.134,0.106,0.1,0.091,0.151,0.126,0.117,0.095,0.118,359,1294,699,750,777,813,867,853,448,383,157.0,1135,1019,233,579,2178,3530,415,1068,2048,733,1190,844,1333,1354,1625,2475,1133,1239,1797,592,294,259,1233,491,572,1512,1633,180,179,641,1161,1024,1512,1765,608,262,867,898,542,309,1224,596,1174,189,1632,474,1257,695,747,456,749,201,365,1473,707,1774,1098,619,436,767,938,3372,230,3.47,2.852,2.691,2.557,2.085,2.738,2.36,2.798,2.734,3.056,2.501,1.993,2.564,2.63,2.529,2.465,2.703,3.843,3.01,2.131,3.487,2.63,2.156,2.877,2.747,2.844,2.27,2.426,2.697,2.456,2.661,2.912,2.596,3.164,3.539,2.875,2.912,2.865,2.378,1.753,2.516,1.998,3.359,1.89,1.904,2.135,2.947,2.779,2.466,2.696,2.109,2.1,2.058,2.338,2.46,2.08,2.286,2.63,1.9,2.047,2.391,2.727,1.494,2.411,2.254,1.981,2.045,2.371,2.286,2.703,2.156,2.324,2.511,3.002,0.836,0.58,0.44,0.481,0.652,0.584,0.5,0.61,0.715,0.557,0.788,0.501,0.445,0.482,0.407,0.627,0.582,0.705,0.5,0.612,0.665,0.529,0.664,0.732,0.619,0.571,0.603,0.561,0.385,0.629,0.642,0.683,0.515,0.648,0.669,0.459,0.683,0.733,0.436,0.366,0.459,0.603,0.833,0.637,0.54,0.486,0.528,0.824,0.401,0.651,0.319,0.504,0.536,0.469,0.623,0.43,0.412,0.463,0.329,0.476,0.397,0.58,0.323,0.664,0.484,0.673,0.445,0.391,0.364,0.714,0.476,0.486,0.546,0.476 -145,Epileptic,F,47.0,1.6,2.9,0.9,1.1,1.3,2.7,1.5,1.5,1.7,0.7,0.4,2.2,2.3,0.9,2.0,7.0,9.4,0.9,2.4,3.9,1.1,2.8,1.8,3.6,4.1,4.3,4.3,2.8,3.1,3.5,0.9,0.8,0.7,3.0,1.0,0.4,2.5,2.8,0.2,0.5,1.1,2.9,2.3,3.8,3.4,0.7,0.4,0.9,1.2,0.5,0.5,2.1,1.8,3.0,0.1,3.4,0.4,2.0,1.4,1.2,0.6,1.9,0.4,0.2,2.1,2.0,2.9,1.2,1.4,1.1,1.1,1.1,4.6,0.4,13,32,10,12,13,22,10,13,12,7,3.0,17,17,8,17,71,80,7,25,32,8,30,15,35,46,39,46,25,27,39,18,6,6,33,8,3,28,33,2,2,6,28,19,22,18,5,2,7,6,7,6,13,11,21,1,27,3,11,10,10,5,15,3,3,18,27,23,8,11,11,6,7,31,3,0.056,0.025,0.014,0.02,0.028,0.033,0.027,0.027,0.048,0.03,0.029,0.032,0.037,0.034,0.034,0.035,0.03,0.033,0.026,0.034,0.018,0.028,0.029,0.036,0.03,0.038,0.028,0.027,0.026,0.03,0.026,0.031,0.026,0.029,0.033,0.012,0.037,0.029,0.02,0.028,0.023,0.035,0.041,0.038,0.023,0.018,0.021,0.014,0.017,0.017,0.033,0.018,0.029,0.023,0.017,0.021,0.012,0.021,0.031,0.023,0.023,0.029,0.031,0.014,0.023,0.043,0.021,0.019,0.019,0.021,0.022,0.022,0.018,0.025,1540,5248,2342,1977,1888,3386,2182,2664,2225,1364,555.0,2150,3855,1531,3530,12068,17133,2347,4267,3305,2966,4627,1826,5977,7237,6634,6997,3999,6115,5462,2167,971,1318,6868,2054,1498,5490,6680,425,558,1447,2525,4944,2473,3642,1177,805,2274,2289,1254,428,3851,2270,4994,175,4520,1187,3061,1306,1285,993,2607,471,740,2911,1141,3996,2223,2434,1351,1422,2067,8762,406,0.161,0.122,0.097,0.111,0.12,0.14,0.105,0.123,0.163,0.127,0.126,0.121,0.135,0.141,0.133,0.137,0.128,0.122,0.118,0.132,0.082,0.129,0.129,0.139,0.142,0.146,0.123,0.101,0.098,0.138,0.122,0.12,0.115,0.128,0.109,0.071,0.132,0.134,0.09,0.117,0.109,0.127,0.15,0.144,0.108,0.098,0.107,0.084,0.092,0.106,0.139,0.091,0.114,0.107,0.135,0.113,0.094,0.101,0.136,0.119,0.108,0.131,0.133,0.105,0.118,0.14,0.111,0.097,0.108,0.122,0.116,0.109,0.101,0.121,529,1993,1040,845,824,1318,839,908,565,411,194.0,1056,1109,381,966,3467,5072,451,1401,1811,953,1587,854,1589,2230,2079,2593,1529,1739,1911,631,474,472,1643,545,576,1304,1663,251,292,773,1331,1085,1558,2244,646,319,1036,1082,489,334,1943,1090,2222,79,2458,539,1489,744,811,473,1070,239,352,1498,708,2205,1012,1151,745,752,838,3865,259,2.919,2.423,2.19,2.323,2.094,2.319,2.225,2.635,2.782,2.768,2.506,1.869,2.732,2.76,2.699,2.577,2.663,3.569,2.59,1.708,2.646,2.315,1.915,2.783,2.577,2.725,2.198,2.125,2.727,2.413,2.584,2.188,2.361,2.972,2.827,2.472,3.193,2.836,2.022,2.074,2.348,1.751,3.086,1.861,1.835,1.991,2.873,2.669,2.558,2.613,1.518,2.058,2.115,2.402,2.321,2.045,2.441,2.391,2.026,1.807,2.293,2.379,2.152,2.195,2.038,1.901,1.907,2.501,2.346,1.994,2.17,2.619,2.49,1.754,0.828,0.702,0.582,0.54,0.573,0.685,0.536,0.463,0.618,0.477,0.852,0.458,0.419,0.559,0.509,0.57,0.548,0.845,0.519,0.517,0.698,0.534,0.542,0.697,0.546,0.465,0.472,0.465,0.574,0.435,0.576,0.887,0.415,0.599,0.88,0.436,0.663,0.566,0.427,0.389,0.444,0.443,0.84,0.682,0.546,0.463,0.782,0.679,0.521,0.515,0.435,0.411,0.503,0.488,0.618,0.368,0.419,0.512,0.394,0.4,0.52,0.734,0.526,0.926,0.487,0.723,0.461,0.48,0.504,0.466,0.519,0.684,0.484,0.407 -146,Epileptic,F,22.0,0.9,1.9,0.5,0.9,1.8,1.7,1.2,1.4,0.9,0.5,0.2,3.6,1.5,0.9,1.0,5.8,5.8,0.6,1.7,5.2,1.0,2.6,1.5,3.3,2.4,2.9,3.1,2.2,2.1,2.9,1.0,0.5,0.7,1.9,0.5,0.4,2.4,3.4,0.2,0.1,0.8,2.5,2.9,4.0,2.4,0.4,0.5,1.0,1.1,0.7,0.7,1.4,1.0,2.1,0.3,1.6,0.4,1.4,0.9,0.9,0.5,1.1,0.2,0.4,1.4,1.0,2.1,1.1,0.9,0.5,0.8,1.5,3.4,0.3,5,22,6,10,17,16,10,14,12,6,2.0,28,16,8,10,58,52,3,18,41,7,26,15,31,32,35,38,20,21,33,17,4,7,27,3,2,35,36,1,1,4,22,26,27,14,3,2,6,5,8,5,11,7,13,2,14,3,11,7,7,3,7,2,3,9,11,17,7,7,5,5,10,26,3,0.04,0.026,0.016,0.018,0.045,0.035,0.023,0.03,0.056,0.035,0.021,0.04,0.032,0.041,0.038,0.034,0.025,0.022,0.026,0.038,0.022,0.04,0.035,0.043,0.036,0.04,0.03,0.026,0.025,0.035,0.04,0.031,0.029,0.029,0.023,0.01,0.031,0.035,0.015,0.014,0.02,0.035,0.047,0.033,0.022,0.009,0.023,0.016,0.015,0.019,0.031,0.023,0.027,0.02,0.037,0.015,0.019,0.02,0.024,0.018,0.022,0.022,0.031,0.02,0.024,0.027,0.019,0.02,0.017,0.017,0.022,0.023,0.018,0.017,1346,4633,1578,1784,1704,2639,2300,2915,1291,1250,580.0,2896,3814,1846,2362,11363,15357,2181,3180,4296,2400,4033,1579,5262,4712,6406,4783,2820,5393,5084,1429,840,1324,5420,1360,1485,5815,7037,363,376,1421,2131,4925,3146,2813,1021,844,2155,2842,1256,512,3115,1406,4276,348,2982,959,2335,1290,1375,808,1822,329,733,2323,1004,3453,2288,2063,1002,1271,1973,8561,491,0.12,0.124,0.098,0.111,0.134,0.135,0.107,0.136,0.14,0.142,0.098,0.146,0.131,0.146,0.132,0.14,0.119,0.088,0.121,0.135,0.092,0.149,0.134,0.137,0.143,0.155,0.139,0.112,0.11,0.139,0.132,0.104,0.136,0.127,0.092,0.066,0.117,0.139,0.105,0.096,0.097,0.145,0.153,0.129,0.105,0.08,0.109,0.086,0.085,0.118,0.137,0.102,0.116,0.098,0.146,0.102,0.101,0.111,0.129,0.109,0.112,0.11,0.13,0.105,0.104,0.124,0.102,0.106,0.095,0.12,0.112,0.117,0.092,0.114,383,1208,576,710,660,881,810,848,340,296,145.0,1324,881,376,541,2956,3817,365,1038,2110,708,1092,731,1310,1350,1616,1709,1216,1359,1570,484,319,396,1220,351,548,1496,1624,180,131,662,1071,1062,2052,1740,578,360,932,1128,525,342,1174,632,1773,129,1616,423,1162,609,757,389,711,138,324,1016,572,1711,874,884,372,580,971,3256,246,3.261,3.193,2.781,2.528,2.205,2.543,2.297,3.036,2.596,3.207,2.978,1.987,3.066,3.243,3.06,2.691,3.122,3.836,2.575,1.827,2.857,2.748,1.906,2.856,2.735,3.037,2.255,1.911,2.898,2.507,2.224,2.672,2.722,2.941,3.188,2.396,2.783,3.058,2.185,2.447,2.675,1.822,3.226,1.773,1.869,1.912,3.083,2.807,2.872,2.592,1.891,2.581,2.227,2.584,3.014,2.051,2.495,2.43,2.201,2.019,2.517,2.857,2.983,2.554,2.203,2.212,2.163,2.865,2.588,2.606,2.61,2.393,2.689,2.704,1.287,1.095,0.737,0.452,0.616,0.648,0.561,0.654,0.654,0.446,1.04,0.616,0.648,0.499,0.605,0.668,0.667,1.016,0.631,0.581,0.669,0.648,0.42,0.681,0.622,0.568,0.49,0.428,0.528,0.685,0.814,0.888,0.394,0.665,0.627,0.509,0.659,0.617,0.397,0.713,0.638,0.469,0.696,0.622,0.507,0.367,0.609,0.776,0.625,0.51,0.508,0.624,0.664,0.517,0.5,0.408,0.47,0.51,0.728,0.366,0.549,0.534,0.565,1.064,0.728,0.719,0.52,0.464,0.477,0.902,0.543,0.461,0.605,0.377 -147,Epileptic,M,32.0,0.8,2.8,1.3,1.2,2.0,2.1,1.5,1.5,1.2,0.8,0.3,2.9,1.2,0.6,1.2,7.0,7.1,1.2,2.8,6.2,0.9,3.0,2.3,3.2,3.1,3.6,2.8,2.4,2.8,3.9,1.3,1.7,0.7,2.3,0.3,0.7,6.1,3.2,0.1,0.1,1.2,3.4,2.6,3.6,4.2,0.4,0.4,0.7,1.1,0.8,1.1,2.3,1.9,2.6,0.4,3.0,0.6,1.8,1.6,1.5,0.4,1.1,0.1,0.5,2.0,1.8,3.3,1.4,1.6,0.3,1.0,1.8,5.3,0.5,4,29,15,10,21,18,12,16,13,9,4.0,25,14,6,16,70,59,6,27,40,8,31,20,29,37,34,33,17,22,46,17,14,5,20,2,5,54,24,1,1,6,25,21,21,25,4,2,6,6,6,8,19,13,21,2,23,5,14,10,10,3,9,1,3,18,15,27,9,10,3,7,11,46,2,0.033,0.027,0.023,0.025,0.037,0.032,0.023,0.025,0.039,0.035,0.028,0.036,0.031,0.032,0.032,0.033,0.027,0.038,0.028,0.046,0.019,0.036,0.037,0.041,0.035,0.032,0.024,0.03,0.023,0.033,0.035,0.068,0.029,0.037,0.012,0.022,0.044,0.038,0.015,0.016,0.026,0.038,0.044,0.029,0.032,0.011,0.025,0.015,0.015,0.019,0.042,0.023,0.026,0.02,0.026,0.019,0.015,0.023,0.025,0.026,0.015,0.023,0.011,0.016,0.025,0.039,0.025,0.022,0.023,0.02,0.026,0.025,0.024,0.03,1515,5462,2272,2251,2665,3255,2043,3205,1582,1287,712.0,2723,2802,1152,2352,12122,15096,2020,4158,4303,3590,4239,2352,5954,5760,6457,5163,2525,4967,5857,2446,1194,944,4548,1678,1421,7442,4986,305,439,1490,2606,5693,2928,2780,1081,699,1877,2300,1487,745,3330,2582,5178,439,4069,1659,2659,1588,1586,615,2009,331,918,2318,1343,4249,2268,2036,900,1336,2248,9027,477,0.113,0.122,0.126,0.112,0.144,0.134,0.095,0.117,0.143,0.147,0.129,0.138,0.123,0.138,0.138,0.133,0.118,0.124,0.124,0.146,0.083,0.145,0.144,0.142,0.148,0.133,0.108,0.107,0.097,0.145,0.122,0.145,0.107,0.121,0.074,0.1,0.138,0.121,0.088,0.091,0.114,0.141,0.14,0.124,0.131,0.088,0.114,0.09,0.088,0.103,0.149,0.112,0.115,0.105,0.144,0.113,0.086,0.113,0.123,0.123,0.093,0.112,0.079,0.108,0.127,0.136,0.118,0.111,0.11,0.111,0.12,0.11,0.113,0.122,424,1675,859,787,928,1036,824,993,478,367,220.0,1312,735,296,723,3479,4099,463,1531,2003,825,1426,966,1415,1618,1886,1992,1110,1561,1880,624,436,354,1108,409,578,2157,1419,168,187,736,1211,1175,1966,2132,622,282,817,1057,700,440,1594,1171,2174,208,2293,755,1344,958,860,331,730,173,442,1265,735,2137,1011,1057,324,682,1172,3624,275,3.251,2.837,2.313,2.686,2.463,2.642,2.118,2.73,2.572,2.93,2.865,1.875,2.815,2.603,2.534,2.604,2.901,3.254,2.36,1.903,3.105,2.397,2.104,3.027,2.699,2.758,2.143,1.89,2.477,2.46,2.936,2.858,2.155,2.783,3.46,2.291,2.772,2.653,2.191,2.876,2.617,2.005,3.369,1.709,1.54,1.845,2.686,2.744,2.7,2.61,1.886,2.092,2.249,2.349,2.535,2.036,2.566,2.264,2.023,2.009,2.168,2.697,2.086,2.224,1.951,2.345,2.007,2.505,2.259,2.806,2.147,2.422,2.411,2.354,0.952,0.832,0.729,0.701,0.743,0.512,0.536,0.512,0.577,0.564,0.755,0.455,0.503,0.629,0.528,0.607,0.656,0.989,0.547,0.735,0.667,0.487,0.45,0.74,0.562,0.609,0.417,0.47,0.657,0.589,0.832,1.014,0.552,0.849,0.968,0.572,0.713,0.71,0.277,0.508,0.502,0.576,0.821,0.486,0.447,0.442,0.728,0.561,0.491,0.487,0.369,0.458,0.653,0.463,0.548,0.434,0.44,0.547,0.456,0.403,0.515,0.848,0.376,0.963,0.47,0.632,0.499,0.435,0.427,0.911,0.571,0.692,0.557,0.55 -148,Epileptic,M,42.0,0.8,2.6,1.2,1.4,2.3,1.8,2.2,2.8,1.3,1.3,0.2,2.6,2.4,1.0,2.0,6.1,11.4,1.6,3.2,4.3,1.7,2.4,1.4,4.7,4.3,5.1,4.5,3.8,3.8,4.3,1.6,0.7,0.9,4.0,1.0,1.3,5.9,4.3,0.6,0.5,1.5,3.3,3.6,2.6,3.9,1.0,0.8,1.3,2.0,1.1,0.7,2.9,1.7,3.0,0.3,2.8,0.7,1.5,1.2,1.1,0.4,1.4,0.6,0.6,1.6,1.1,2.9,1.6,1.5,0.8,1.0,1.4,5.5,0.6,7,23,8,9,19,17,16,21,13,11,2.0,24,22,7,17,57,101,13,26,33,15,26,15,35,48,48,45,33,28,53,14,6,6,34,6,11,45,40,5,2,9,25,34,18,19,7,4,7,9,10,3,19,12,21,2,22,6,10,8,7,3,8,3,7,11,12,19,10,11,4,7,10,40,4,0.041,0.025,0.02,0.028,0.045,0.033,0.037,0.044,0.047,0.046,0.034,0.031,0.05,0.059,0.051,0.043,0.042,0.052,0.043,0.038,0.032,0.032,0.022,0.05,0.046,0.036,0.039,0.039,0.036,0.042,0.051,0.04,0.038,0.047,0.031,0.024,0.055,0.046,0.045,0.032,0.029,0.038,0.056,0.023,0.026,0.022,0.03,0.02,0.025,0.027,0.031,0.026,0.026,0.024,0.024,0.023,0.026,0.017,0.023,0.023,0.017,0.032,0.028,0.048,0.02,0.022,0.027,0.022,0.024,0.027,0.02,0.024,0.027,0.025,1857,4911,2241,2248,2130,3343,2546,3370,1860,2032,561.0,3214,3541,1253,2390,8778,18808,2759,5293,4818,4383,4242,2657,6229,6998,8330,7100,5123,6524,7279,2759,765,1154,5894,1951,2732,7582,6736,557,471,1592,3237,5649,2887,3726,1424,797,2223,2380,1691,679,3302,1691,4109,636,3713,1109,2715,1515,1309,733,1944,585,899,2370,1343,3647,2474,1937,989,1624,1943,7458,577,0.115,0.113,0.108,0.117,0.149,0.13,0.119,0.142,0.151,0.167,0.108,0.132,0.136,0.153,0.146,0.14,0.14,0.146,0.151,0.137,0.115,0.132,0.115,0.15,0.165,0.141,0.145,0.121,0.118,0.158,0.163,0.097,0.112,0.149,0.124,0.103,0.163,0.157,0.141,0.117,0.118,0.133,0.182,0.114,0.11,0.114,0.121,0.096,0.109,0.118,0.135,0.108,0.118,0.113,0.1,0.115,0.119,0.096,0.112,0.116,0.103,0.121,0.109,0.153,0.106,0.108,0.114,0.104,0.107,0.125,0.111,0.111,0.116,0.128,460,1730,880,808,981,1054,1005,1223,569,537,144.0,1370,1139,341,769,2783,5143,583,1349,1908,1052,1287,1006,1626,1902,2621,2162,1591,1783,2152,619,332,375,1520,553,961,1853,1727,225,244,855,1318,1328,1729,2200,681,364,940,1193,660,324,1739,1120,1975,290,1976,499,1356,840,731,374,709,359,311,1212,777,1776,1202,960,439,786,996,3463,331,3.832,2.559,2.627,2.608,1.974,2.678,2.145,2.414,2.458,2.958,3.08,2.006,2.456,2.663,2.36,2.478,2.727,3.564,3.146,2.175,2.989,2.57,2.21,2.946,2.678,2.556,2.569,2.529,2.808,2.587,3.115,2.274,2.459,2.811,2.973,2.387,2.833,2.698,2.381,1.964,2.383,2.102,2.786,1.913,1.906,2.095,2.534,2.888,2.441,2.632,2.386,1.986,1.713,2.224,2.213,2.136,2.249,2.239,1.979,2.009,2.16,2.527,1.895,2.622,2.117,1.852,2.237,2.299,2.318,2.621,2.341,2.354,2.329,2.385,0.716,0.595,0.546,0.75,0.522,0.603,0.533,0.589,0.612,0.778,0.842,0.536,0.479,0.597,0.64,0.659,0.711,0.772,0.647,0.734,0.84,0.568,0.63,0.819,0.756,0.652,0.771,0.718,0.552,0.623,0.734,0.841,0.487,0.783,0.542,0.612,0.963,0.741,0.421,0.459,0.53,0.647,0.869,0.737,0.534,0.587,0.6,0.788,0.468,0.668,0.654,0.515,0.373,0.477,0.489,0.441,0.492,0.521,0.457,0.361,0.328,0.758,0.419,0.7,0.529,0.587,0.5,0.383,0.38,0.645,0.511,0.606,0.468,0.534 -149,Epileptic,F,27.0,0.5,2.7,0.7,1.5,1.6,1.8,1.4,1.2,1.3,0.6,0.4,2.5,1.8,0.7,1.5,6.2,9.4,0.7,2.3,3.5,1.1,2.4,1.4,3.4,3.6,3.1,2.4,2.1,2.6,3.3,1.1,1.7,0.4,2.6,0.4,0.9,3.7,2.8,0.2,0.2,0.9,2.4,2.0,2.1,2.6,0.5,0.4,0.8,1.1,1.0,0.7,1.3,1.0,2.3,0.4,2.2,0.4,1.2,0.9,0.9,0.4,1.2,0.4,0.5,1.0,0.6,2.1,1.6,0.7,0.4,0.9,1.5,3.5,0.3,3,26,8,13,26,15,12,12,17,6,3.0,17,19,9,15,70,87,5,27,25,7,24,11,43,43,28,31,19,22,35,13,9,5,28,3,8,35,30,2,1,4,19,18,13,16,4,2,5,6,7,4,11,8,15,3,18,4,9,7,8,3,9,2,4,8,13,14,11,5,4,5,10,24,2,0.025,0.025,0.012,0.03,0.037,0.038,0.019,0.024,0.052,0.026,0.049,0.037,0.037,0.045,0.037,0.035,0.028,0.034,0.029,0.032,0.022,0.037,0.03,0.045,0.038,0.032,0.026,0.026,0.023,0.038,0.038,0.046,0.031,0.034,0.023,0.023,0.04,0.034,0.018,0.014,0.018,0.041,0.036,0.024,0.02,0.01,0.015,0.015,0.014,0.04,0.035,0.018,0.023,0.017,0.018,0.019,0.013,0.015,0.03,0.018,0.015,0.024,0.034,0.022,0.018,0.025,0.02,0.019,0.013,0.012,0.027,0.028,0.016,0.018,1254,5584,2259,2361,2041,2555,2651,3208,1672,1242,352.0,2175,3200,1251,2615,11436,21169,2079,4749,3249,2964,3570,1829,5349,6093,6312,4429,3273,5767,4849,2418,1177,917,6574,1964,2380,5008,6207,406,308,1595,2581,5468,2007,3314,1403,933,2341,2515,1177,420,2581,1616,5204,661,3395,1194,2583,836,1318,665,2217,433,821,1899,741,3360,2759,1786,1159,1013,1454,8615,595,0.099,0.125,0.095,0.122,0.145,0.146,0.096,0.114,0.17,0.137,0.154,0.134,0.146,0.147,0.159,0.15,0.13,0.108,0.13,0.127,0.087,0.154,0.126,0.139,0.153,0.136,0.126,0.101,0.109,0.145,0.134,0.148,0.141,0.131,0.098,0.11,0.143,0.128,0.102,0.085,0.096,0.149,0.129,0.109,0.103,0.082,0.098,0.085,0.086,0.127,0.158,0.104,0.112,0.095,0.11,0.11,0.091,0.091,0.137,0.106,0.102,0.11,0.136,0.129,0.101,0.112,0.105,0.102,0.088,0.097,0.125,0.122,0.092,0.111,356,1749,942,919,745,862,1008,895,471,325,124.0,1040,919,298,744,3009,5544,386,1285,1501,702,1141,753,1316,1723,1700,1564,1206,1676,1560,520,515,295,1200,333,684,1553,1404,201,162,703,992,1013,1307,2043,750,397,880,1151,480,281,1302,715,2161,336,1805,550,1253,440,756,364,780,189,371,957,383,1684,1238,822,482,545,832,3322,249,3.252,2.906,2.394,2.758,2.287,2.58,2.319,3.117,2.448,2.987,2.603,1.867,2.785,2.877,2.668,2.735,2.936,3.732,3.029,1.915,3.184,2.449,2.147,2.912,2.764,3.036,2.255,2.153,2.672,2.503,3.118,2.5,2.558,3.333,3.889,3.001,2.634,3.051,2.259,1.901,2.664,2.117,3.348,1.79,1.876,2.151,2.983,3.12,2.639,2.887,1.836,2.136,2.248,2.541,2.521,2.147,2.352,2.309,2.182,1.99,2.09,2.705,2.232,2.33,2.077,2.223,2.26,2.505,2.524,2.612,2.357,2.129,2.715,2.963,0.752,0.645,0.536,0.419,0.6,0.477,0.574,0.696,0.62,0.421,0.649,0.442,0.509,0.492,0.514,0.587,0.629,0.801,0.676,0.614,0.747,0.485,0.411,0.687,0.48,0.73,0.477,0.501,0.541,0.597,0.802,0.889,0.519,0.754,0.712,0.547,0.738,0.656,0.392,0.347,0.686,0.673,0.747,0.577,0.566,0.346,0.626,0.781,0.588,0.474,0.493,0.444,0.583,0.522,0.308,0.452,0.475,0.496,0.404,0.329,0.431,0.776,0.351,0.817,0.659,0.652,0.487,0.356,0.378,0.676,0.446,0.455,0.696,0.355 -150,Epileptic,F,27.0,0.7,2.1,1.0,1.1,1.6,1.7,1.9,1.2,1.6,0.5,0.4,2.6,1.5,0.6,1.0,5.7,9.7,0.8,3.4,4.3,1.9,3.1,1.6,2.8,3.5,2.5,2.7,2.5,3.2,2.8,1.4,0.7,0.5,2.2,0.9,0.6,2.5,3.2,0.1,0.2,0.8,2.9,2.7,2.3,3.2,0.7,0.4,1.1,1.2,1.3,0.6,1.6,1.6,2.5,0.3,2.4,0.6,1.8,1.1,1.0,0.9,1.4,0.4,0.4,1.6,0.5,3.3,1.5,0.9,0.5,0.7,1.1,4.4,0.3,8,16,11,10,14,17,14,10,13,5,5.0,21,15,4,8,52,79,5,30,34,20,30,15,32,40,24,26,20,23,34,15,5,3,20,5,4,34,36,1,1,4,23,24,16,17,4,2,6,5,8,4,10,13,17,2,18,5,21,7,8,8,12,3,5,12,13,23,9,6,5,4,7,29,2,0.034,0.019,0.02,0.022,0.031,0.029,0.029,0.025,0.042,0.027,0.035,0.033,0.032,0.031,0.026,0.031,0.032,0.03,0.037,0.035,0.044,0.033,0.031,0.033,0.036,0.027,0.027,0.032,0.035,0.031,0.036,0.031,0.024,0.029,0.028,0.015,0.032,0.035,0.018,0.018,0.019,0.032,0.044,0.025,0.025,0.013,0.021,0.016,0.018,0.046,0.028,0.017,0.021,0.02,0.024,0.016,0.018,0.024,0.024,0.017,0.029,0.023,0.03,0.014,0.018,0.027,0.025,0.019,0.019,0.018,0.019,0.022,0.019,0.023,1342,5070,2428,2172,2256,2755,2894,2810,2050,1247,481.0,2786,3141,1144,2468,11188,18894,2106,5079,4120,2237,4801,1895,5159,6243,5287,4998,3425,5541,5511,2076,915,1032,6179,2154,1798,5576,6588,438,455,1424,2756,6672,2188,3211,1547,721,2492,2267,942,593,3149,2434,5032,372,4363,1255,3054,1301,1750,977,2527,601,1032,2688,598,4357,2514,1419,1028,1365,2068,8428,360,0.124,0.101,0.103,0.105,0.134,0.137,0.116,0.121,0.151,0.119,0.142,0.133,0.134,0.13,0.117,0.124,0.133,0.105,0.143,0.137,0.129,0.136,0.136,0.13,0.144,0.125,0.124,0.112,0.116,0.137,0.122,0.107,0.102,0.118,0.114,0.079,0.13,0.149,0.098,0.104,0.099,0.132,0.148,0.115,0.11,0.084,0.104,0.091,0.092,0.11,0.139,0.096,0.107,0.098,0.142,0.099,0.099,0.121,0.11,0.1,0.141,0.114,0.142,0.111,0.108,0.129,0.109,0.102,0.105,0.109,0.102,0.111,0.103,0.128,461,1685,835,880,869,1077,1047,820,597,301,191.0,1220,862,280,638,3241,4997,443,1522,1956,725,1533,864,1552,1897,1600,1607,1379,1675,1707,638,381,331,1187,550,614,1471,1722,175,189,706,1331,1384,1446,2000,720,287,1058,1011,478,322,1440,1278,2117,169,2226,583,1435,768,944,480,997,238,492,1256,364,2129,1169,709,466,637,808,3675,188,2.708,2.844,2.8,2.532,2.478,2.262,2.348,3.054,2.747,3.113,2.309,2.001,2.93,3.051,2.947,2.714,3.013,3.596,2.722,1.851,2.366,2.38,2.005,2.651,2.558,2.718,2.392,2.081,2.604,2.593,2.453,2.288,2.516,3.463,3.459,2.62,2.789,2.713,2.975,2.5,2.615,1.895,3.26,1.762,1.84,2.522,3.203,3.023,2.808,1.738,2.008,2.327,2.085,2.432,2.488,2.207,2.485,2.23,1.931,2.048,2.086,2.551,2.676,2.4,2.423,2.215,2.115,2.44,2.287,2.477,2.485,2.65,2.565,2.378,0.819,0.57,0.602,0.417,0.526,0.507,0.509,0.564,0.515,0.474,0.552,0.471,0.473,0.433,0.438,0.602,0.632,0.862,0.562,0.507,0.909,0.477,0.365,0.573,0.515,0.519,0.51,0.591,0.559,0.558,0.666,0.945,0.622,0.656,0.695,0.519,0.914,0.661,0.381,0.48,0.545,0.566,0.766,0.572,0.489,0.36,0.486,0.69,0.548,0.844,0.406,0.487,0.518,0.535,0.445,0.425,0.475,0.54,0.329,0.393,0.444,0.658,0.425,0.735,0.471,0.622,0.48,0.383,0.42,0.431,0.401,0.691,0.54,0.737 -151,Epileptic,F,32.0,1.0,1.5,0.8,1.2,1.9,1.3,3.3,1.5,1.4,0.9,0.4,2.9,1.0,0.5,0.7,4.9,11.1,0.9,7.6,6.6,3.6,5.5,2.6,4.1,13.2,4.4,8.4,2.7,3.3,3.4,1.5,1.5,0.7,2.0,0.6,0.4,4.7,3.1,0.1,0.2,1.7,4.6,2.1,4.1,2.8,0.5,0.3,0.8,1.4,0.6,0.4,1.4,1.8,2.6,0.1,3.1,0.6,3.0,1.0,1.4,0.7,1.7,0.3,0.8,1.0,1.7,2.0,0.8,0.8,0.6,0.9,1.3,5.2,0.3,8,12,6,8,19,14,26,16,15,7,3.0,21,13,5,10,67,104,8,107,61,24,50,22,42,114,47,91,27,26,46,18,11,5,22,3,3,48,37,1,1,9,27,19,27,16,4,2,4,6,5,3,10,19,19,1,24,5,39,8,9,9,15,4,5,6,24,16,6,4,6,7,9,46,2,0.04,0.023,0.016,0.023,0.038,0.027,0.045,0.024,0.049,0.038,0.038,0.036,0.022,0.033,0.028,0.029,0.037,0.031,0.079,0.051,0.051,0.048,0.042,0.04,0.067,0.033,0.047,0.028,0.032,0.032,0.046,0.046,0.051,0.028,0.022,0.01,0.048,0.029,0.011,0.014,0.032,0.056,0.034,0.042,0.023,0.013,0.016,0.015,0.02,0.011,0.02,0.018,0.026,0.02,0.029,0.017,0.024,0.033,0.023,0.022,0.024,0.026,0.019,0.019,0.014,0.032,0.016,0.013,0.014,0.021,0.026,0.017,0.02,0.014,1706,3995,2331,2381,2094,3291,2968,4637,1777,1193,618.0,2770,3826,1087,2489,12438,20691,2328,4026,5762,3596,5491,2337,6596,7240,7914,8588,5825,7645,6443,2447,1476,1104,6908,2210,2270,7925,9431,307,583,1673,1876,5858,2634,4222,1544,700,2151,2533,1685,644,3300,2373,6092,245,6165,1091,3373,1523,2183,1434,3328,473,1260,2396,1367,4676,2538,2088,1141,1784,2657,11178,751,0.127,0.112,0.098,0.114,0.127,0.128,0.126,0.117,0.169,0.156,0.139,0.141,0.108,0.125,0.121,0.135,0.132,0.12,0.182,0.161,0.13,0.144,0.136,0.137,0.166,0.136,0.138,0.12,0.116,0.142,0.157,0.124,0.113,0.128,0.095,0.067,0.155,0.139,0.09,0.085,0.119,0.169,0.141,0.157,0.106,0.084,0.093,0.083,0.1,0.087,0.112,0.097,0.122,0.101,0.101,0.105,0.125,0.13,0.128,0.108,0.124,0.121,0.125,0.109,0.093,0.137,0.095,0.088,0.09,0.111,0.113,0.107,0.101,0.097,448,1088,752,845,785,936,1084,1108,530,401,188.0,1264,836,241,545,2892,5006,493,1589,2117,987,1671,923,1677,2639,2110,2876,1627,1577,1888,625,622,287,1294,468,657,1826,1935,156,246,795,1158,1203,1616,1994,714,323,882,1049,762,346,1243,1078,2136,88,2800,459,1542,671,1028,503,1093,242,608,1030,854,1946,999,829,435,681,1101,4359,270,3.157,3.19,2.983,2.934,2.271,2.874,2.418,3.384,2.668,2.84,2.744,1.957,3.286,2.947,3.155,3.016,3.237,3.475,2.082,2.194,2.814,2.582,2.043,2.901,2.132,2.841,2.352,2.676,3.43,2.711,2.873,2.156,2.958,3.502,3.794,3.018,3.126,3.249,2.349,2.975,2.716,1.71,3.602,1.978,2.445,2.493,2.807,3.188,3.046,2.698,2.606,2.771,2.51,2.871,3.113,2.524,2.968,2.574,2.67,2.334,2.938,3.183,1.956,2.534,2.704,1.923,2.556,3.026,2.994,2.663,2.967,2.758,2.815,3.385,0.778,0.693,0.518,0.538,0.738,0.677,0.719,0.542,0.735,0.879,0.684,0.49,0.468,0.746,0.662,0.735,0.799,0.825,0.864,0.809,1.068,0.84,0.69,0.917,0.959,0.8,0.623,0.723,0.614,0.554,0.91,0.937,0.747,0.654,0.765,0.506,0.773,0.868,0.543,0.394,0.641,0.688,0.773,0.603,0.739,0.415,0.463,0.521,0.482,0.468,0.438,0.434,0.549,0.519,0.539,0.432,0.503,0.687,0.557,0.406,0.476,0.832,0.562,0.546,0.516,0.702,0.53,0.403,0.444,0.651,0.455,0.593,0.486,0.376 -152,Epileptic,F,22.0,1.0,1.9,0.8,0.9,2.0,1.7,1.0,1.5,1.2,0.6,0.3,2.7,1.3,0.5,1.6,5.2,7.9,0.8,2.2,4.9,2.3,2.5,1.5,2.7,3.5,3.1,4.9,1.9,2.8,3.3,1.3,1.0,0.4,2.5,0.2,0.7,2.6,3.4,0.1,0.2,0.9,2.3,1.8,1.9,2.6,0.6,0.2,0.7,1.2,1.1,0.6,2.0,1.3,2.3,0.4,2.4,0.9,3.8,1.3,0.9,0.7,1.0,0.2,0.4,1.7,0.8,2.1,1.3,0.9,0.4,1.1,1.4,4.1,0.3,8,17,7,6,19,17,10,16,17,5,3.0,25,13,6,19,58,83,5,29,45,13,30,15,31,42,34,48,23,23,41,15,8,4,32,2,7,35,37,1,1,5,22,14,15,16,4,1,5,6,8,7,16,9,14,3,17,4,29,8,6,6,7,1,3,16,10,17,8,6,3,7,10,31,2,0.038,0.021,0.016,0.018,0.04,0.029,0.021,0.027,0.044,0.034,0.029,0.028,0.035,0.033,0.036,0.03,0.028,0.027,0.025,0.038,0.03,0.035,0.029,0.038,0.036,0.026,0.032,0.024,0.024,0.027,0.037,0.036,0.021,0.027,0.009,0.017,0.032,0.029,0.012,0.016,0.018,0.026,0.033,0.027,0.019,0.011,0.012,0.012,0.015,0.024,0.024,0.02,0.019,0.02,0.014,0.016,0.019,0.032,0.027,0.015,0.025,0.024,0.018,0.015,0.019,0.021,0.019,0.018,0.017,0.013,0.022,0.022,0.015,0.016,1549,5141,2196,2126,2410,3021,2599,3545,2156,1432,497.0,2584,3516,1221,3399,11589,20100,2690,5512,5695,3588,4647,2337,5596,6557,7310,6262,4756,6700,7176,2015,1183,1136,7145,1983,2283,5866,7801,310,445,1594,2545,4004,2117,3695,1446,704,2214,2548,1591,795,3781,2521,4802,721,4202,1692,4000,1400,1700,958,2098,314,790,2838,1016,3589,2741,2024,796,1719,2042,10288,626,0.133,0.109,0.101,0.094,0.14,0.136,0.103,0.124,0.154,0.128,0.113,0.134,0.132,0.11,0.155,0.135,0.128,0.106,0.119,0.144,0.101,0.143,0.127,0.132,0.144,0.125,0.136,0.112,0.108,0.132,0.116,0.113,0.099,0.124,0.065,0.094,0.127,0.124,0.086,0.083,0.099,0.127,0.128,0.115,0.1,0.091,0.083,0.078,0.088,0.118,0.133,0.105,0.098,0.102,0.098,0.099,0.095,0.125,0.127,0.095,0.121,0.105,0.108,0.108,0.114,0.125,0.103,0.103,0.097,0.107,0.118,0.112,0.091,0.104,476,1476,762,768,796,1035,824,991,525,326,169.0,1409,772,244,813,2935,4909,480,1441,2229,1162,1334,899,1270,1727,1949,2204,1370,1681,2103,553,433,352,1551,498,660,1520,1804,189,184,708,1326,922,1203,2054,706,271,921,1112,655,441,1459,1036,1780,401,2045,670,1803,708,867,463,717,154,363,1337,530,1681,1082,860,369,785,978,3997,308,3.292,3.011,2.755,2.819,2.606,2.527,2.566,3.032,3.038,3.619,2.554,1.639,3.399,3.196,2.909,2.906,3.182,3.928,2.973,2.185,2.702,2.671,2.135,3.098,2.774,2.903,2.337,2.636,2.967,2.675,2.666,2.533,2.628,3.225,3.327,2.881,2.919,3.185,1.828,2.6,2.831,1.807,3.268,2.029,2.043,2.173,3.351,2.933,2.812,2.636,2.059,2.534,2.49,2.789,2.337,2.236,2.966,2.551,2.12,2.209,2.466,2.932,2.255,2.725,2.409,2.263,2.303,2.995,2.564,2.602,2.588,2.568,2.7,2.465,0.842,0.683,0.546,0.546,0.6,0.582,0.562,0.591,0.631,0.516,0.604,0.447,0.646,0.671,0.663,0.604,0.575,0.668,0.536,0.682,0.776,0.517,0.444,0.598,0.643,0.62,0.551,0.491,0.452,0.606,0.598,0.999,0.377,0.607,0.586,0.465,0.61,0.541,0.315,0.539,0.723,0.475,0.685,0.999,0.548,0.459,0.411,0.685,0.623,0.655,0.48,0.665,0.532,0.558,0.303,0.483,0.536,0.59,0.418,0.435,0.532,0.779,0.414,0.696,0.555,0.649,0.456,0.453,0.502,0.59,0.667,0.664,0.596,0.352 -153,Epileptic,F,42.0,0.7,2.5,0.7,1.2,1.4,2.0,2.4,1.8,0.9,0.8,0.2,2.8,1.4,0.6,1.0,6.3,7.3,1.2,2.7,4.9,1.5,6.2,1.8,3.2,6.8,3.1,4.1,2.8,3.4,2.9,2.2,1.3,0.4,2.7,0.6,0.6,3.6,4.1,0.3,0.2,1.0,4.7,3.6,2.5,3.5,0.9,0.4,1.0,1.5,1.4,0.2,1.8,1.2,2.9,0.3,2.9,1.2,1.6,1.3,1.9,0.4,2.1,0.6,0.9,1.9,1.0,2.8,1.1,1.2,0.6,0.9,1.6,5.5,0.2,8,29,6,9,15,20,18,16,10,7,3.0,25,16,7,11,68,62,12,28,44,20,63,20,39,62,36,48,31,27,39,21,10,5,29,4,7,35,42,3,2,6,36,35,19,22,6,2,7,12,11,2,15,9,23,2,21,7,13,8,13,4,14,3,5,18,15,22,8,8,6,7,15,39,2,0.035,0.026,0.017,0.024,0.025,0.032,0.034,0.029,0.036,0.028,0.026,0.035,0.028,0.035,0.026,0.032,0.026,0.041,0.029,0.039,0.032,0.046,0.027,0.039,0.047,0.033,0.038,0.028,0.029,0.027,0.056,0.044,0.023,0.036,0.019,0.021,0.044,0.04,0.022,0.012,0.021,0.041,0.048,0.025,0.022,0.017,0.019,0.016,0.02,0.025,0.019,0.017,0.018,0.018,0.026,0.016,0.021,0.018,0.023,0.023,0.014,0.029,0.031,0.03,0.026,0.021,0.02,0.017,0.019,0.018,0.025,0.022,0.019,0.014,1306,4621,1840,2215,2329,3055,2921,3544,1611,1609,721.0,2865,3340,1232,2320,12001,17888,2494,5629,4977,3945,4898,2852,5696,5993,5021,5761,5046,6791,6405,1820,1197,911,5567,1833,1791,5995,7771,425,625,1356,3420,5824,2742,4458,1598,721,2235,2527,1932,266,3465,2185,6027,247,5108,1770,3358,1311,2436,1113,2698,596,1144,2474,1265,4469,2193,1881,775,1336,2856,9679,413,0.132,0.123,0.1,0.115,0.121,0.127,0.107,0.134,0.145,0.139,0.118,0.148,0.129,0.134,0.112,0.133,0.117,0.157,0.124,0.152,0.107,0.135,0.121,0.144,0.136,0.135,0.116,0.107,0.106,0.121,0.154,0.131,0.124,0.121,0.082,0.09,0.128,0.139,0.134,0.099,0.109,0.137,0.161,0.123,0.105,0.1,0.093,0.089,0.092,0.104,0.125,0.097,0.105,0.1,0.133,0.096,0.103,0.097,0.115,0.109,0.083,0.132,0.134,0.131,0.142,0.117,0.107,0.096,0.104,0.128,0.122,0.114,0.101,0.106,458,1634,689,859,963,1208,1066,1073,499,440,204.0,1393,949,347,703,3602,4946,599,1584,2247,930,2063,1167,1686,2333,1695,2168,1752,1824,1993,694,506,317,1451,520,662,1744,1941,199,261,699,1906,1569,1623,2531,820,327,912,1210,874,162,1739,1048,2581,157,2650,849,1520,845,1240,522,1102,310,419,1157,774,2167,1013,909,438,639,1235,4363,185,2.871,2.501,2.529,2.548,2.18,2.288,2.267,2.662,2.494,2.772,2.931,1.849,2.72,2.668,2.519,2.558,2.904,3.068,2.79,1.996,2.982,2.043,2.08,2.638,2.243,2.499,2.212,2.286,2.799,2.498,2.143,2.243,2.529,2.756,2.808,2.422,2.692,2.906,2.202,2.329,2.336,1.619,2.611,1.969,2.017,2.177,2.58,2.624,2.494,2.378,2.039,2.097,2.158,2.391,1.926,2.119,2.358,2.451,1.87,2.188,2.259,2.423,2.18,3.266,2.378,1.924,2.191,2.5,2.297,1.896,2.268,2.416,2.373,2.666,1.081,0.536,0.485,0.53,0.545,0.547,0.599,0.538,0.629,0.608,0.573,0.439,0.489,0.384,0.482,0.525,0.559,0.814,0.511,0.576,0.834,0.588,0.55,0.666,0.643,0.598,0.487,0.51,0.549,0.546,0.635,0.778,0.461,0.71,0.687,0.515,0.842,0.701,0.397,0.626,0.451,0.604,0.88,0.613,0.5,0.38,0.483,0.909,0.507,0.71,0.22,0.398,0.442,0.43,0.383,0.388,0.482,0.421,0.443,0.369,0.385,0.54,0.468,0.7,0.497,0.694,0.485,0.465,0.416,0.505,0.552,0.498,0.46,0.457 -154,Epileptic,M,32.0,0.6,1.7,0.8,0.7,1.9,2.7,1.2,1.2,0.9,0.6,0.3,3.4,1.2,0.4,1.0,5.3,8.5,0.7,2.2,4.8,0.7,2.6,1.9,3.3,2.9,2.9,4.3,2.3,2.6,3.4,1.0,0.6,0.5,2.4,0.4,1.4,3.5,4.4,0.1,0.2,1.1,4.2,2.4,2.7,3.0,0.5,0.4,0.8,1.0,0.4,0.5,2.1,1.4,2.6,0.8,2.9,0.8,1.6,1.0,1.1,0.9,1.8,0.3,0.4,2.1,1.4,2.7,1.5,0.6,0.8,1.6,2.0,5.2,0.4,5,19,6,6,21,23,11,12,12,5,3.0,33,13,7,16,64,84,10,25,41,7,32,21,44,40,31,46,25,27,39,15,6,4,25,2,16,43,42,1,2,6,33,29,22,19,5,2,5,6,6,3,20,10,19,7,24,5,15,8,12,8,14,2,5,16,16,22,13,4,8,11,16,46,4,0.025,0.021,0.014,0.014,0.042,0.033,0.02,0.022,0.04,0.031,0.025,0.032,0.03,0.027,0.026,0.029,0.026,0.024,0.027,0.035,0.016,0.025,0.029,0.037,0.027,0.028,0.028,0.025,0.022,0.03,0.031,0.033,0.026,0.028,0.012,0.031,0.033,0.039,0.009,0.014,0.023,0.034,0.036,0.028,0.019,0.013,0.017,0.013,0.015,0.012,0.027,0.026,0.02,0.018,0.032,0.018,0.018,0.017,0.022,0.021,0.021,0.027,0.015,0.017,0.025,0.052,0.025,0.02,0.012,0.026,0.031,0.026,0.02,0.017,1549,4278,1938,1709,2569,3838,3011,3608,1449,1331,690.0,3036,2930,1522,2674,11429,20272,2812,5261,4161,2897,5037,2719,6550,6669,6369,7575,4174,7386,6345,2090,1133,898,6691,2233,2680,9459,8219,426,461,1331,3648,6048,2354,4354,1275,847,1993,2329,1464,548,3560,2226,5518,1073,5318,1772,3314,1397,1375,1610,2884,490,827,2782,926,3716,2757,1347,1879,1861,3165,11419,578,0.101,0.111,0.097,0.091,0.148,0.144,0.101,0.11,0.15,0.125,0.13,0.147,0.119,0.138,0.142,0.136,0.125,0.111,0.122,0.145,0.08,0.128,0.14,0.143,0.138,0.133,0.135,0.111,0.108,0.133,0.13,0.099,0.125,0.131,0.065,0.133,0.144,0.151,0.078,0.098,0.114,0.143,0.145,0.122,0.103,0.089,0.109,0.085,0.088,0.089,0.117,0.127,0.108,0.099,0.156,0.106,0.096,0.101,0.111,0.124,0.118,0.121,0.094,0.122,0.126,0.15,0.114,0.107,0.086,0.119,0.141,0.132,0.107,0.105,449,1465,804,684,909,1351,844,971,453,348,216.0,1629,758,361,727,3088,5311,542,1343,2157,687,1666,1113,1732,1859,1728,2397,1456,1753,2000,574,471,300,1356,508,781,1943,1952,212,252,675,1871,1326,1586,2362,666,352,883,1046,559,310,1446,1014,2276,501,2615,682,1586,751,818,643,1061,287,406,1317,490,1874,1237,650,599,799,1289,4310,313,3.376,2.706,2.396,2.453,2.339,2.503,2.736,3.075,2.417,3.285,3.044,1.743,2.885,3.024,2.833,2.739,3.036,3.8,3.093,1.751,3.015,2.423,2.113,2.906,2.732,2.918,2.457,2.241,3.031,2.501,2.641,2.47,2.339,3.384,3.614,2.933,3.316,3.053,2.134,2.345,2.679,1.804,3.121,1.772,2.122,2.066,3.087,2.819,2.833,2.665,2.017,2.414,2.234,2.559,2.603,2.262,3.046,2.37,2.193,1.785,2.456,2.67,2.043,2.37,2.425,2.306,2.096,2.461,2.5,2.906,2.629,2.791,2.794,2.253,0.566,0.709,0.578,0.481,0.6,0.535,0.631,0.578,0.584,0.489,0.866,0.54,0.502,0.528,0.465,0.633,0.553,0.743,0.679,0.479,0.742,0.411,0.555,0.65,0.54,0.553,0.56,0.58,0.563,0.539,0.645,0.862,0.533,0.629,0.828,0.563,0.651,0.687,0.461,0.357,0.531,0.524,0.727,0.86,0.605,0.427,0.48,0.433,0.572,0.469,0.461,0.479,0.518,0.444,0.41,0.396,0.511,0.502,0.262,0.416,0.404,0.58,0.438,0.867,0.518,0.51,0.473,0.359,0.386,0.835,0.515,0.408,0.564,0.583 -155,Epileptic,F,27.0,0.6,2.3,0.9,1.1,1.6,1.6,1.4,2.0,0.8,0.5,0.2,2.6,2.3,0.5,1.4,5.4,8.7,0.7,2.1,3.8,1.5,3.1,1.7,2.8,4.0,4.9,3.3,3.0,2.7,2.7,1.2,0.6,0.8,1.9,0.2,1.5,3.9,3.4,0.2,0.1,1.4,3.0,2.4,2.6,3.0,0.6,0.6,0.5,1.4,1.4,0.7,1.8,1.7,2.4,1.9,2.4,0.8,1.8,1.1,1.0,0.5,1.0,0.3,0.4,2.0,1.9,2.9,1.9,0.7,0.9,1.1,1.9,4.8,0.1,4,22,11,13,15,17,13,20,9,6,4.0,20,23,8,15,62,82,7,24,32,13,32,16,31,53,45,44,28,25,32,21,5,4,26,1,12,43,42,1,1,7,29,24,18,16,6,3,4,7,14,5,13,10,21,12,20,5,17,9,6,6,7,2,4,16,28,27,13,4,8,9,12,37,0,0.029,0.026,0.022,0.022,0.042,0.027,0.024,0.027,0.041,0.033,0.031,0.041,0.031,0.045,0.034,0.033,0.033,0.028,0.026,0.033,0.026,0.034,0.037,0.037,0.038,0.033,0.032,0.032,0.029,0.037,0.042,0.036,0.04,0.024,0.007,0.026,0.033,0.034,0.02,0.026,0.023,0.037,0.033,0.032,0.023,0.017,0.022,0.011,0.016,0.024,0.029,0.022,0.023,0.02,0.063,0.019,0.014,0.022,0.03,0.021,0.019,0.021,0.023,0.026,0.027,0.037,0.026,0.023,0.014,0.027,0.031,0.023,0.018,0.016,1931,4903,2143,2497,1750,2918,3371,4735,1462,1400,523.0,2277,5480,1106,3269,10912,17199,2808,5009,4550,4622,4859,2155,5986,7697,8849,5416,4309,5941,4835,2275,902,1038,5620,1740,2977,8078,8204,363,359,1853,2582,4650,2078,3391,1205,1223,1750,2859,2658,639,3190,2234,4927,713,3720,2105,3550,1067,1178,1366,1860,477,962,2736,1065,4391,3693,1401,995,1382,3005,9967,149,0.099,0.111,0.114,0.11,0.144,0.132,0.116,0.121,0.147,0.117,0.137,0.15,0.132,0.165,0.144,0.136,0.133,0.111,0.121,0.133,0.106,0.145,0.143,0.137,0.153,0.138,0.14,0.126,0.121,0.147,0.144,0.101,0.14,0.119,0.05,0.115,0.127,0.134,0.093,0.114,0.105,0.158,0.13,0.13,0.104,0.104,0.109,0.073,0.09,0.111,0.141,0.11,0.116,0.106,0.164,0.109,0.08,0.119,0.123,0.108,0.104,0.11,0.114,0.114,0.122,0.147,0.12,0.111,0.094,0.126,0.139,0.112,0.097,0.093,414,1569,748,912,656,1050,999,1439,413,363,173.0,1037,1250,254,755,2876,4621,455,1312,1853,1099,1503,809,1430,2066,2539,1824,1471,1567,1353,584,328,302,1244,507,908,2059,1853,186,109,886,1265,1192,1278,1961,572,379,738,1230,973,358,1350,1036,1922,386,1929,880,1399,654,693,521,690,215,359,1126,710,1931,1319,639,422,560,1248,4192,57,3.992,2.632,2.685,2.538,2.28,2.448,2.671,3.005,2.592,2.963,2.73,2.14,3.272,2.936,3.195,2.798,2.911,4.227,2.999,2.045,3.11,2.401,2.339,2.952,2.867,2.841,2.247,2.297,2.867,2.785,2.74,2.558,2.854,3.071,3.147,2.965,2.884,3.241,2.237,3.311,2.688,1.832,3.068,1.867,2.003,2.29,3.504,2.796,2.885,2.772,2.128,2.452,2.183,2.57,2.221,2.059,2.673,2.696,1.896,1.916,2.512,2.609,2.513,2.842,2.424,1.816,2.214,2.765,2.503,2.375,2.663,2.758,2.553,2.896,0.817,0.67,0.778,0.679,0.602,0.515,0.607,0.627,0.645,0.595,0.66,0.675,0.598,0.486,0.515,0.705,0.646,0.647,0.54,0.61,0.8,0.504,0.501,0.738,0.639,0.544,0.577,0.59,0.545,0.69,0.672,0.833,0.646,0.563,0.735,0.517,0.715,0.663,0.358,0.53,0.544,0.483,0.673,0.735,0.538,0.492,0.764,0.679,0.724,0.621,0.48,0.563,0.622,0.529,0.605,0.468,0.585,0.749,0.3,0.392,0.499,0.727,0.562,0.813,0.664,0.619,0.49,0.516,0.421,0.778,0.538,0.581,0.613,0.389 -156,Epileptic,M,32.0,0.9,2.6,1.7,1.4,1.7,2.1,1.5,2.0,1.0,0.7,0.3,2.4,2.1,0.5,2.4,5.4,7.9,1.0,2.3,4.1,0.8,1.8,1.5,3.3,2.4,3.1,3.2,2.3,2.0,3.9,1.0,1.3,0.3,2.0,0.4,0.4,4.2,3.4,0.2,0.3,1.5,3.1,1.9,2.2,2.3,0.7,0.7,1.1,1.4,0.7,0.4,2.6,1.9,2.9,0.2,2.8,0.8,1.3,0.5,1.0,0.6,1.7,0.5,0.3,1.1,1.2,2.3,1.0,0.9,0.5,1.0,1.4,3.3,0.3,5,26,16,11,16,20,12,16,11,6,4.0,21,18,7,23,59,66,8,29,40,9,19,16,30,31,31,39,25,17,41,13,10,3,25,2,2,42,35,1,2,10,25,21,18,12,5,4,7,8,6,2,19,12,19,2,22,5,10,4,8,4,14,3,3,11,18,21,6,6,5,9,10,27,3,0.032,0.022,0.02,0.021,0.032,0.028,0.021,0.031,0.032,0.032,0.025,0.03,0.03,0.02,0.029,0.025,0.025,0.034,0.028,0.031,0.017,0.032,0.025,0.03,0.029,0.026,0.024,0.021,0.02,0.028,0.026,0.04,0.021,0.023,0.01,0.009,0.038,0.035,0.014,0.017,0.028,0.033,0.027,0.027,0.017,0.016,0.021,0.015,0.015,0.02,0.022,0.019,0.018,0.019,0.019,0.016,0.023,0.014,0.018,0.023,0.014,0.028,0.024,0.013,0.016,0.028,0.017,0.015,0.016,0.015,0.019,0.02,0.015,0.019,1831,6014,3059,2594,1846,3561,2975,3130,1853,1491,645.0,2361,4101,1328,4783,13050,17018,2566,4617,5714,3275,3234,2349,7098,5004,6357,6565,4090,5073,6660,2278,1420,896,5361,1953,1460,7018,7291,509,653,1562,3395,4713,2869,3672,1405,1025,2201,2897,1370,478,4869,2967,6044,306,4334,1505,3143,753,1252,1091,2696,535,906,2264,1351,3965,2200,1566,1023,1632,2327,7565,380,0.108,0.108,0.116,0.109,0.147,0.125,0.1,0.126,0.136,0.122,0.126,0.136,0.128,0.122,0.133,0.121,0.118,0.129,0.128,0.14,0.084,0.125,0.132,0.13,0.139,0.124,0.118,0.102,0.095,0.135,0.109,0.117,0.092,0.127,0.065,0.063,0.129,0.135,0.084,0.094,0.126,0.148,0.126,0.116,0.092,0.095,0.113,0.085,0.091,0.117,0.114,0.098,0.099,0.1,0.141,0.098,0.107,0.087,0.104,0.127,0.093,0.127,0.123,0.099,0.101,0.131,0.102,0.088,0.098,0.104,0.116,0.117,0.092,0.117,488,1916,1219,979,815,1214,1038,1135,531,382,207.0,1153,1154,346,1338,3491,4956,527,1360,2134,889,1044,956,1812,1506,1871,2357,1597,1464,2199,661,562,316,1342,563,567,1960,1771,288,304,826,1440,1204,1559,2051,732,491,943,1349,595,277,2146,1546,2410,148,2429,581,1505,466,616,585,986,304,437,1139,677,2010,1066,805,534,803,1107,3418,226,3.62,2.914,2.438,2.559,2.287,2.438,2.426,2.586,2.648,3.193,2.66,1.81,2.804,2.699,2.681,2.814,2.859,3.56,2.732,2.254,2.875,2.425,2.166,2.865,2.59,2.81,2.295,2.126,2.659,2.517,2.572,2.53,2.362,2.956,3.241,2.473,2.625,3.077,2.164,2.378,2.418,2.164,3.053,2.056,2.059,2.092,2.65,2.74,2.579,2.733,2.159,2.323,2.278,2.539,2.68,2.029,2.749,2.333,1.91,2.14,2.259,2.86,2.163,2.41,2.201,2.333,2.081,2.52,2.185,2.388,2.276,2.522,2.397,1.865,0.819,0.608,0.522,0.517,0.439,0.533,0.592,0.408,0.478,0.422,0.819,0.45,0.389,0.46,0.479,0.459,0.545,0.784,0.451,0.657,0.762,0.517,0.362,0.569,0.48,0.438,0.456,0.679,0.488,0.497,0.61,0.934,0.316,0.655,0.71,0.438,0.743,0.55,0.313,0.459,0.385,0.515,0.643,0.534,0.632,0.494,0.364,0.704,0.671,0.435,0.429,0.591,0.421,0.445,0.616,0.412,0.591,0.485,0.305,0.326,0.33,0.603,0.327,1.061,0.517,0.681,0.543,0.374,0.433,0.506,0.448,0.514,0.468,0.442 -157,Epileptic,F,32.0,0.9,2.1,0.8,1.1,1.5,2.6,2.0,1.6,1.0,0.8,0.3,4.1,1.4,0.5,1.6,4.4,7.8,0.9,2.2,4.8,1.4,3.0,1.9,2.9,3.3,2.7,3.5,2.2,2.6,3.4,1.2,2.0,0.6,1.9,0.4,0.7,3.8,2.7,0.1,0.2,0.9,2.7,1.9,3.5,3.7,0.9,0.6,0.7,1.2,0.5,0.6,1.5,1.1,2.8,0.4,2.3,0.6,1.6,0.7,0.9,0.8,0.8,0.4,0.3,1.5,1.6,2.6,1.0,1.2,0.3,1.2,1.3,3.9,0.3,5,21,7,8,12,21,16,13,13,7,4.0,30,14,6,13,45,67,7,21,43,12,31,15,28,32,29,38,21,19,37,14,13,6,23,2,7,36,32,2,2,4,23,20,21,25,8,3,5,6,5,5,12,10,21,2,20,6,14,6,9,6,5,4,3,13,15,21,6,8,3,10,9,30,2,0.039,0.025,0.018,0.021,0.037,0.036,0.03,0.028,0.04,0.04,0.028,0.045,0.031,0.033,0.039,0.03,0.028,0.034,0.029,0.039,0.024,0.032,0.034,0.038,0.034,0.026,0.028,0.024,0.028,0.031,0.039,0.091,0.028,0.026,0.014,0.02,0.038,0.027,0.013,0.015,0.019,0.037,0.036,0.035,0.029,0.02,0.024,0.013,0.015,0.013,0.029,0.02,0.024,0.024,0.028,0.018,0.04,0.019,0.02,0.019,0.036,0.02,0.034,0.022,0.027,0.032,0.022,0.019,0.025,0.016,0.029,0.025,0.017,0.015,1370,3558,1783,2355,1445,3229,2558,2462,1538,1309,701.0,2570,2824,971,2602,8772,17063,2098,3930,4801,3171,4757,1884,4596,5530,5581,5506,3805,4735,5178,1780,1059,1075,4858,1669,1868,4812,6631,415,507,1418,2884,3800,2591,2652,1559,855,2342,2430,1210,606,2563,2002,4949,487,3728,817,3184,877,1456,691,1884,670,680,1892,1185,4229,1802,1213,772,1546,1580,8470,598,0.125,0.124,0.107,0.103,0.133,0.143,0.12,0.129,0.136,0.14,0.112,0.16,0.137,0.144,0.149,0.13,0.126,0.132,0.13,0.15,0.103,0.139,0.143,0.143,0.139,0.128,0.133,0.11,0.108,0.141,0.15,0.183,0.134,0.127,0.07,0.094,0.128,0.118,0.09,0.099,0.096,0.149,0.136,0.134,0.133,0.114,0.124,0.073,0.088,0.105,0.14,0.1,0.117,0.11,0.12,0.107,0.144,0.104,0.115,0.117,0.141,0.099,0.157,0.111,0.119,0.14,0.11,0.102,0.129,0.097,0.137,0.12,0.095,0.096,356,1279,709,816,623,1278,972,886,525,334,199.0,1436,808,271,709,2400,4601,434,1210,2093,920,1583,875,1259,1662,1742,2095,1379,1418,1735,499,477,357,1213,438,665,1620,1647,215,245,689,1252,1036,1623,1989,726,352,942,1132,546,339,1178,802,2035,258,1999,358,1463,552,739,413,628,217,286,1006,705,1984,835,761,360,706,803,3611,281,3.567,2.554,2.411,2.899,2.118,2.371,2.223,2.555,2.206,3.114,2.936,1.702,2.663,2.588,2.749,2.781,2.935,3.478,2.729,2.002,2.688,2.424,1.964,2.694,2.628,2.712,2.168,2.225,2.651,2.421,2.685,2.628,2.505,2.896,3.155,2.618,2.364,2.971,2.202,2.35,2.567,2.004,2.873,1.865,1.551,2.245,2.989,2.925,2.646,2.674,2.041,2.215,2.186,2.399,2.252,2.09,2.575,2.506,1.864,2.189,2.121,2.789,2.67,2.299,2.012,2.249,2.308,2.491,1.925,2.45,2.601,2.35,2.506,2.506,0.838,0.815,0.772,0.499,0.478,0.525,0.537,0.457,0.629,0.728,0.526,0.558,0.455,0.495,0.506,0.695,0.629,0.695,0.59,0.604,0.795,0.46,0.436,0.711,0.518,0.513,0.452,0.504,0.602,0.503,0.635,0.785,0.406,0.661,0.627,0.704,0.642,0.59,0.513,0.393,0.522,0.507,0.622,0.733,0.455,0.733,0.501,0.837,0.668,0.508,0.406,0.608,0.712,0.49,0.31,0.411,0.559,0.537,0.361,0.393,0.387,0.838,0.48,0.965,0.483,0.525,0.471,0.388,0.452,0.608,0.408,0.522,0.639,0.528 -158,Epileptic,M,22.0,1.2,2.1,1.1,1.5,2.1,2.1,3.0,2.2,1.8,0.9,0.4,3.0,1.8,0.4,1.1,5.5,9.5,0.9,2.7,4.9,1.4,4.0,2.2,3.7,4.3,4.0,4.6,4.0,3.0,3.6,1.6,0.8,0.4,1.9,0.4,0.7,3.7,3.4,0.2,0.1,1.1,3.6,2.1,3.2,3.1,0.7,0.6,0.9,1.2,0.8,0.8,2.1,1.9,2.6,0.3,2.6,0.6,1.8,1.0,1.3,1.1,1.9,0.5,0.8,1.8,1.0,2.7,1.8,1.4,0.6,0.8,1.7,5.1,0.3,7,21,11,11,17,21,20,20,17,11,4.0,33,20,7,16,70,106,8,30,46,13,51,24,40,50,44,48,35,32,44,22,7,3,25,2,5,37,56,1,1,7,35,19,21,16,4,3,4,6,7,4,19,16,17,2,17,4,19,7,10,8,16,4,6,10,12,20,11,7,5,6,14,34,3,0.046,0.023,0.024,0.026,0.038,0.03,0.04,0.033,0.049,0.047,0.053,0.04,0.031,0.036,0.029,0.035,0.033,0.035,0.04,0.044,0.029,0.043,0.039,0.041,0.039,0.03,0.04,0.039,0.036,0.036,0.043,0.041,0.033,0.027,0.01,0.016,0.04,0.035,0.016,0.01,0.022,0.037,0.035,0.03,0.021,0.014,0.018,0.014,0.018,0.021,0.028,0.022,0.023,0.018,0.017,0.016,0.017,0.024,0.019,0.019,0.031,0.025,0.019,0.023,0.019,0.018,0.018,0.021,0.02,0.017,0.022,0.018,0.02,0.024,1541,5172,2610,2684,2533,4206,3351,3739,1833,1685,667.0,3763,4092,1225,2499,11807,22423,2758,4806,5512,3940,6626,2777,6678,8002,8740,7228,4720,6689,6689,2749,875,727,6313,2312,1939,7281,8933,298,374,1381,4008,5674,3105,3901,1376,1020,2367,2417,1866,656,3741,3030,5331,591,4548,940,3105,1610,2184,1317,3514,768,1118,3027,1238,4626,2933,2098,1226,1186,2729,9321,397,0.134,0.116,0.109,0.111,0.129,0.133,0.119,0.14,0.148,0.166,0.139,0.137,0.131,0.142,0.125,0.137,0.132,0.126,0.151,0.154,0.109,0.148,0.133,0.137,0.138,0.133,0.132,0.124,0.116,0.145,0.142,0.104,0.104,0.122,0.063,0.088,0.136,0.149,0.097,0.093,0.112,0.135,0.13,0.124,0.103,0.084,0.093,0.077,0.086,0.113,0.121,0.117,0.112,0.096,0.104,0.093,0.103,0.123,0.102,0.104,0.128,0.123,0.103,0.121,0.1,0.11,0.099,0.11,0.104,0.12,0.107,0.109,0.099,0.132,413,1518,820,946,971,1230,1133,1146,578,391,177.0,1487,1029,299,702,3007,5571,508,1220,2322,929,1745,1031,1900,2128,2353,2304,1721,1622,1836,756,436,230,1325,542,629,1711,1934,149,161,709,1659,1169,1697,2219,694,464,908,1086,615,430,1568,1287,2192,274,2304,479,1368,822,1092,539,1226,416,575,1332,676,2330,1216,965,476,584,1418,3905,225,3.307,2.925,2.947,2.763,2.273,2.575,2.44,2.814,2.321,3.084,2.932,2.079,2.92,2.984,2.599,2.797,3.016,3.735,2.932,2.041,3.21,2.794,2.27,2.658,2.759,2.77,2.42,2.161,2.987,2.722,2.71,2.204,2.413,3.234,3.616,2.715,2.98,3.195,2.053,2.374,2.433,2.063,3.481,2.042,2.014,2.305,2.739,3.158,2.622,2.902,1.958,2.338,2.275,2.511,2.269,2.212,2.288,2.441,2.086,2.09,2.149,2.597,2.047,2.232,2.442,2.181,2.098,2.678,2.517,2.546,2.306,2.344,2.534,2.01,1.007,0.682,0.607,0.476,0.703,0.761,0.62,0.48,0.692,0.796,0.886,0.592,0.491,0.372,0.637,0.71,0.7,0.813,0.68,0.667,0.852,0.708,0.624,0.794,0.726,0.664,0.613,0.656,0.576,0.641,0.743,1.061,0.532,0.679,0.858,0.695,0.837,0.692,0.412,0.378,0.565,0.659,0.683,0.609,0.622,0.374,0.471,0.651,0.408,0.592,0.345,0.537,0.527,0.481,0.513,0.402,0.464,0.598,0.435,0.436,0.508,0.738,0.458,0.59,0.583,0.711,0.449,0.477,0.449,1.116,0.439,0.436,0.504,0.48 -159,Epileptic,M,27.0,2.0,2.9,1.1,1.2,1.3,1.7,1.5,1.4,1.1,0.8,0.5,3.6,1.7,0.6,1.7,7.0,10.3,0.9,2.1,4.9,2.0,3.4,3.2,4.6,6.6,3.5,5.5,3.0,3.2,4.9,1.8,1.4,0.4,2.5,0.4,0.7,3.2,3.5,0.2,0.4,1.0,3.2,2.7,3.8,2.2,0.7,0.7,0.9,1.4,0.6,0.6,2.8,1.3,2.7,0.6,2.8,0.6,1.9,1.7,1.1,0.4,1.3,0.9,0.8,1.8,1.3,2.4,1.3,1.1,0.8,1.1,1.7,3.7,0.3,10,28,12,13,14,20,17,16,11,11,5.0,34,21,7,21,76,97,11,24,47,19,41,31,41,64,34,52,29,28,55,21,12,4,27,2,10,36,39,2,3,5,29,25,32,13,6,3,5,7,5,6,21,10,18,4,26,5,17,10,9,3,10,5,5,15,17,19,9,6,12,7,12,28,2,0.057,0.026,0.02,0.024,0.03,0.025,0.023,0.027,0.034,0.036,0.031,0.044,0.03,0.038,0.03,0.038,0.034,0.035,0.033,0.043,0.034,0.043,0.047,0.044,0.05,0.03,0.033,0.03,0.03,0.041,0.045,0.058,0.023,0.032,0.012,0.013,0.036,0.034,0.016,0.018,0.022,0.042,0.037,0.03,0.017,0.012,0.02,0.013,0.018,0.013,0.026,0.026,0.024,0.02,0.015,0.018,0.021,0.023,0.026,0.02,0.012,0.027,0.032,0.026,0.02,0.028,0.017,0.017,0.016,0.032,0.019,0.02,0.015,0.018,1773,5655,2596,2707,2160,3776,2938,2577,2044,1867,1081.0,3522,3930,1029,3423,11584,19785,2689,3824,5594,4893,4132,2190,7040,6009,7324,6739,3804,6325,7031,3101,1546,945,6464,2143,2288,6965,7687,410,763,1481,2432,6175,3802,3075,1885,954,2411,2384,1482,684,3881,1885,4933,808,4662,1185,3281,1431,1493,903,2124,839,1072,2880,1557,3923,2296,1912,1135,1816,2809,8374,393,0.148,0.12,0.107,0.113,0.119,0.123,0.105,0.137,0.148,0.157,0.131,0.162,0.133,0.142,0.141,0.152,0.14,0.134,0.149,0.162,0.124,0.128,0.15,0.156,0.156,0.124,0.126,0.117,0.106,0.151,0.162,0.134,0.113,0.128,0.069,0.094,0.14,0.138,0.097,0.105,0.098,0.142,0.151,0.134,0.092,0.086,0.104,0.083,0.092,0.096,0.125,0.115,0.121,0.103,0.111,0.102,0.114,0.113,0.124,0.106,0.078,0.125,0.151,0.11,0.112,0.128,0.1,0.098,0.092,0.138,0.105,0.104,0.094,0.118,494,1963,907,954,822,1209,1033,929,581,451,298.0,1518,1171,296,1044,3549,5545,580,1048,2219,1089,1385,1132,1973,2285,2072,2649,1599,1749,2168,863,547,330,1410,520,770,1740,1823,250,406,710,1297,1261,2166,1914,913,460,984,1128,685,403,1862,863,2170,481,2384,480,1454,895,818,466,830,388,517,1407,789,2065,1102,924,451,874,1313,3630,201,3.428,2.728,2.77,2.693,2.23,2.491,2.345,2.431,2.574,3.184,3.022,1.989,2.671,2.497,2.523,2.524,2.771,3.681,2.789,2.131,3.187,2.337,1.807,2.746,2.214,2.8,2.209,2.031,2.707,2.508,2.749,2.752,2.432,3.195,3.571,2.561,2.907,3.033,1.89,2.175,2.628,1.689,3.323,2.019,1.811,2.303,2.501,2.97,2.543,2.445,1.987,2.174,2.152,2.279,2.027,2.046,2.48,2.452,1.839,1.945,2.194,2.463,2.026,2.471,2.135,1.976,2.007,2.358,2.321,2.507,2.391,2.475,2.514,2.401,0.846,0.545,0.615,0.533,0.653,0.694,0.618,0.507,0.65,0.624,0.83,0.59,0.395,0.412,0.453,0.558,0.704,0.746,0.549,0.649,0.829,0.619,0.592,0.743,0.624,0.514,0.581,0.565,0.58,0.681,0.67,1.049,0.334,0.583,0.789,0.573,0.803,0.61,0.323,0.391,0.388,0.474,0.833,0.642,0.534,0.461,0.443,0.696,0.398,0.4,0.461,0.412,0.482,0.494,0.509,0.42,0.474,0.513,0.371,0.403,0.342,0.79,0.611,0.768,0.472,0.686,0.464,0.394,0.462,0.72,0.412,0.48,0.461,0.402 -160,Epileptic,M,37.0,1.2,2.3,0.8,1.3,1.3,1.7,1.8,1.8,0.9,0.8,0.3,3.1,1.2,0.7,1.0,7.8,9.3,1.0,1.8,5.6,1.0,3.8,2.7,4.0,4.1,5.5,3.9,2.4,3.3,3.8,1.2,1.2,0.5,2.4,0.6,1.0,4.3,2.6,0.2,0.2,1.5,4.1,2.2,3.0,3.1,0.6,0.9,0.8,1.1,0.6,0.8,1.7,1.7,2.2,0.5,3.4,0.9,1.8,2.3,1.3,0.3,1.7,0.5,0.3,2.4,1.5,2.9,1.6,1.1,0.6,1.3,1.1,6.2,0.4,8,20,11,10,13,17,19,19,9,9,4.0,29,16,8,13,84,90,8,21,47,10,41,22,42,49,60,45,22,30,42,14,9,5,29,6,11,43,36,3,2,12,33,27,25,17,5,5,6,6,6,5,14,12,17,4,31,7,14,16,11,2,11,2,4,22,20,25,12,7,6,10,8,62,4,0.039,0.022,0.015,0.022,0.027,0.026,0.025,0.026,0.037,0.031,0.028,0.033,0.023,0.028,0.025,0.035,0.027,0.027,0.029,0.038,0.017,0.041,0.035,0.036,0.03,0.03,0.026,0.024,0.024,0.034,0.044,0.038,0.032,0.026,0.016,0.017,0.039,0.026,0.018,0.018,0.021,0.039,0.029,0.024,0.02,0.012,0.032,0.012,0.014,0.019,0.029,0.015,0.025,0.018,0.018,0.021,0.017,0.018,0.032,0.021,0.011,0.028,0.026,0.017,0.022,0.021,0.02,0.018,0.021,0.021,0.027,0.019,0.019,0.03,1707,4893,2269,2547,1962,3231,2541,3863,1301,1502,820.0,3147,3638,1448,2324,13292,19802,2914,4035,5048,3883,5403,2712,6443,6995,8815,7231,3206,6976,6001,2450,1704,942,5728,2739,2692,7780,7292,376,459,2101,3414,6545,3291,3771,1435,1147,2151,2637,1553,866,3334,2167,4368,824,4273,1498,3562,2001,1699,792,2245,593,718,3355,1953,4278,3524,1423,1374,1581,2020,11874,357,0.125,0.112,0.1,0.103,0.116,0.127,0.111,0.12,0.131,0.138,0.13,0.13,0.117,0.13,0.119,0.14,0.124,0.109,0.135,0.142,0.083,0.156,0.132,0.144,0.138,0.134,0.116,0.105,0.101,0.145,0.138,0.115,0.118,0.127,0.081,0.1,0.152,0.125,0.123,0.105,0.115,0.138,0.137,0.111,0.097,0.082,0.115,0.087,0.087,0.109,0.136,0.096,0.121,0.097,0.112,0.118,0.115,0.095,0.136,0.111,0.078,0.124,0.133,0.107,0.113,0.117,0.108,0.096,0.107,0.122,0.13,0.113,0.106,0.157,468,1575,928,966,803,1138,1060,1188,443,449,249.0,1496,927,409,653,3677,5422,544,1053,2329,940,1673,1181,1832,2234,2859,2546,1383,1941,1997,543,623,319,1487,637,988,1813,1766,200,227,1029,1634,1291,1935,2286,782,451,930,1158,572,417,1663,990,1942,448,2442,662,1625,1141,958,363,932,259,399,1624,1035,2295,1462,801,470,701,887,4958,202,3.48,2.867,2.381,2.55,2.286,2.498,2.103,2.897,2.396,2.832,2.85,1.881,2.98,2.831,2.747,2.785,2.915,3.949,2.956,1.894,2.903,2.503,2.069,2.707,2.385,2.587,2.261,1.933,2.79,2.358,3.007,2.632,2.475,2.84,3.557,2.506,3.227,3.044,1.967,2.433,2.505,1.892,3.392,1.903,1.909,1.964,3.129,2.987,2.849,2.847,2.283,2.165,2.3,2.403,2.086,2.032,2.606,2.416,2.032,1.972,2.354,2.357,2.533,1.989,2.163,2.195,1.982,2.667,2.102,2.913,2.36,2.806,2.457,2.149,0.567,0.542,0.532,0.528,0.488,0.435,0.576,0.529,0.601,0.571,0.655,0.546,0.455,0.391,0.399,0.514,0.674,0.686,0.671,0.574,0.872,0.556,0.559,0.614,0.556,0.486,0.548,0.514,0.564,0.608,0.844,0.915,0.408,0.573,0.694,0.568,0.689,0.573,0.406,0.505,0.616,0.536,0.823,0.634,0.604,0.627,0.543,0.636,0.505,0.711,0.429,0.455,0.502,0.507,0.382,0.474,0.53,0.52,0.412,0.404,0.517,0.727,0.453,0.868,0.554,0.664,0.473,0.352,0.477,0.77,0.552,0.48,0.488,0.571 -161,Epileptic,F,32.0,1.3,3.2,1.3,1.6,1.4,2.4,1.8,2.0,1.3,1.1,0.2,2.8,1.6,0.5,1.1,5.8,9.6,1.1,1.8,4.7,0.7,2.7,1.4,3.5,2.7,3.8,3.6,2.6,2.9,3.3,1.4,1.8,0.7,2.5,0.3,0.4,3.5,2.9,0.1,0.3,0.9,3.0,2.2,3.3,2.4,0.8,0.3,1.0,1.3,0.8,0.7,1.5,1.5,3.6,0.1,2.1,0.7,1.3,1.5,0.9,1.0,1.4,0.2,0.4,1.4,1.8,2.1,1.6,1.3,0.4,0.9,1.3,4.0,0.4,9,31,14,13,13,25,16,18,15,13,4.0,23,15,7,13,66,87,10,30,44,6,31,17,38,36,47,41,29,27,34,18,19,6,29,1,2,44,38,1,2,6,28,27,24,17,6,2,7,7,8,5,12,11,31,1,17,6,10,11,7,7,14,1,5,10,20,18,11,7,4,6,10,29,3,0.042,0.026,0.022,0.024,0.032,0.033,0.026,0.028,0.036,0.04,0.026,0.035,0.029,0.032,0.026,0.035,0.033,0.034,0.028,0.039,0.017,0.033,0.024,0.036,0.029,0.034,0.03,0.026,0.029,0.032,0.028,0.059,0.032,0.027,0.009,0.009,0.033,0.027,0.013,0.016,0.018,0.033,0.035,0.028,0.02,0.018,0.015,0.014,0.016,0.015,0.028,0.019,0.028,0.026,0.016,0.015,0.022,0.017,0.024,0.017,0.029,0.021,0.018,0.015,0.022,0.024,0.018,0.021,0.019,0.013,0.024,0.016,0.017,0.017,1751,5678,3115,2854,2165,3505,3166,4126,1926,1799,572.0,2850,3825,1152,2728,11184,19294,2719,3861,4425,2970,5341,2303,6570,6213,7115,5756,4573,6702,5790,2256,1347,1263,7004,2073,1679,8256,7141,389,546,1698,2682,5585,3393,3516,1417,837,2541,2679,1837,567,2840,2364,6467,250,4056,1396,2663,1949,1721,1049,2688,458,867,2357,2213,4395,2842,2200,927,1375,2402,8720,822,0.151,0.118,0.112,0.116,0.124,0.154,0.125,0.131,0.141,0.159,0.109,0.14,0.122,0.135,0.132,0.143,0.137,0.124,0.131,0.148,0.08,0.142,0.13,0.139,0.134,0.153,0.134,0.129,0.124,0.139,0.116,0.157,0.134,0.13,0.057,0.062,0.136,0.129,0.085,0.098,0.1,0.138,0.133,0.128,0.104,0.103,0.094,0.084,0.091,0.102,0.131,0.104,0.121,0.119,0.121,0.097,0.12,0.1,0.119,0.104,0.128,0.121,0.097,0.115,0.112,0.118,0.099,0.107,0.102,0.099,0.113,0.106,0.095,0.105,501,1862,1010,1048,779,1215,1122,1301,566,467,177.0,1240,971,297,719,3114,5059,541,1110,2062,713,1415,929,1680,1756,1937,1973,1555,1696,1696,657,529,358,1446,485,618,1927,1734,197,294,784,1389,1253,1919,1965,689,343,1057,1169,735,368,1260,996,2391,106,2062,549,1209,938,833,541,1012,186,467,1023,1113,1981,1191,984,483,665,1193,3561,310,3.202,2.737,2.872,2.674,2.423,2.538,2.353,2.829,2.446,3.13,2.715,2.031,2.948,2.758,2.76,2.713,2.948,3.574,2.877,1.903,3.218,2.748,2.12,2.94,2.702,2.95,2.33,2.315,2.914,2.733,2.561,2.599,2.814,3.266,3.628,2.565,3.074,2.902,2.104,2.297,2.662,1.824,3.083,2.073,2.058,2.28,3.023,3.075,2.765,2.574,1.966,2.353,2.287,2.598,2.387,2.133,2.863,2.646,2.244,2.254,2.494,2.659,2.353,2.053,2.556,2.374,2.292,2.694,2.724,2.283,2.322,2.314,2.641,3.107,0.707,0.676,0.682,0.532,0.604,0.518,0.495,0.49,0.703,0.534,0.839,0.534,0.381,0.616,0.534,0.63,0.652,0.805,0.644,0.579,0.785,0.542,0.511,0.685,0.541,0.482,0.458,0.602,0.472,0.499,0.588,0.903,0.577,0.623,0.51,0.442,0.767,0.632,0.592,0.391,0.489,0.557,0.797,0.761,0.607,0.509,0.488,0.558,0.554,0.536,0.56,0.482,0.522,0.561,0.54,0.445,0.526,0.458,0.434,0.419,0.463,0.658,0.592,0.896,0.623,0.802,0.529,0.403,0.377,0.55,0.463,0.467,0.51,0.601 -162,Epileptic,F,27.0,0.8,2.2,1.1,1.2,2.1,1.8,1.9,1.6,0.8,0.8,0.2,3.1,1.6,0.4,1.1,6.2,7.9,0.7,1.7,5.2,1.8,3.1,1.5,2.9,2.7,2.6,3.8,3.1,2.4,3.3,2.1,1.0,0.5,1.9,0.2,0.7,5.1,2.7,0.2,0.1,1.0,2.4,2.2,3.4,2.4,0.5,0.3,0.6,0.9,1.1,0.7,1.3,1.0,2.1,0.1,2.4,0.6,1.6,1.2,0.8,0.5,1.4,0.2,0.4,1.5,1.4,1.8,1.8,1.3,0.5,1.0,1.0,4.4,0.3,5,21,11,10,22,15,18,14,11,8,3.0,28,20,6,10,65,78,4,15,42,13,35,16,30,36,32,43,34,25,41,25,6,5,29,2,6,45,32,1,1,6,22,22,26,14,4,1,5,5,6,5,9,8,16,1,17,4,13,8,6,3,10,1,3,12,20,14,14,8,4,7,8,38,2,0.033,0.025,0.019,0.022,0.04,0.033,0.027,0.026,0.038,0.031,0.025,0.035,0.034,0.025,0.032,0.035,0.03,0.036,0.036,0.041,0.036,0.035,0.032,0.035,0.033,0.029,0.029,0.03,0.027,0.03,0.051,0.038,0.032,0.036,0.011,0.02,0.041,0.032,0.014,0.014,0.021,0.038,0.038,0.029,0.018,0.01,0.014,0.011,0.013,0.02,0.042,0.015,0.017,0.018,0.021,0.018,0.017,0.025,0.032,0.015,0.02,0.024,0.021,0.018,0.02,0.027,0.022,0.021,0.021,0.016,0.021,0.025,0.019,0.016,1544,4906,2502,2411,3082,2893,3550,3386,1978,1554,614.0,3100,3413,1167,2700,12026,17532,2001,3209,4998,3561,4814,2140,6258,6047,6288,6667,5029,5660,6842,2706,1282,907,5106,1539,1897,7204,6714,370,603,1516,2581,4503,2941,3603,1410,791,2017,2087,1956,598,3040,2139,4909,254,3927,1285,2565,1147,1465,853,2429,283,822,2741,1506,2859,2890,2151,1139,1582,1695,9127,497,0.12,0.119,0.104,0.109,0.15,0.144,0.121,0.124,0.137,0.14,0.116,0.146,0.134,0.113,0.132,0.143,0.129,0.107,0.127,0.148,0.119,0.15,0.137,0.137,0.144,0.131,0.13,0.136,0.122,0.133,0.16,0.12,0.131,0.134,0.068,0.099,0.154,0.132,0.082,0.097,0.11,0.145,0.13,0.122,0.096,0.081,0.09,0.08,0.082,0.105,0.151,0.093,0.092,0.094,0.109,0.1,0.101,0.117,0.144,0.098,0.099,0.118,0.122,0.112,0.104,0.14,0.112,0.115,0.104,0.105,0.113,0.115,0.102,0.112,414,1493,849,890,829,937,1172,1001,415,378,180.0,1374,865,271,619,3004,4505,373,898,2090,894,1476,835,1493,1631,1690,2223,1778,1567,1952,664,462,271,1068,378,612,1953,1474,215,185,688,1135,1142,1730,2051,698,329,882,1007,791,300,1338,924,1982,86,1933,557,1141,614,754,410,896,138,372,1265,819,1347,1304,942,475,717,746,3759,245,3.46,2.915,2.627,2.687,2.742,2.627,2.474,2.956,2.909,2.979,2.809,1.91,2.953,2.956,3.117,2.874,3.008,3.885,2.796,2.054,3.05,2.598,2.217,3.035,2.843,2.872,2.361,2.305,2.718,2.62,2.999,2.62,2.507,3.145,3.373,2.793,2.813,3.208,2.096,3.469,2.846,1.934,2.849,1.938,1.963,2.256,2.816,2.788,2.504,2.957,2.052,2.409,2.4,2.493,2.794,2.274,2.738,2.397,2.2,2.131,2.393,2.695,2.18,2.413,2.358,2.263,2.266,2.508,2.452,2.803,2.583,2.544,2.618,2.493,0.706,0.868,0.638,0.496,0.653,0.629,0.528,0.561,0.819,0.51,0.649,0.544,0.544,0.505,0.61,0.577,0.595,0.597,0.464,0.572,0.924,0.438,0.495,0.688,0.569,0.575,0.533,0.511,0.602,0.618,0.711,0.98,0.519,0.647,0.628,0.664,0.651,0.553,0.358,0.705,0.6,0.547,0.693,0.634,0.578,0.371,0.529,0.513,0.512,0.563,0.459,0.446,0.572,0.537,0.467,0.448,0.634,0.591,0.433,0.385,0.395,0.64,0.587,0.8,0.527,0.646,0.48,0.466,0.509,0.587,0.522,0.554,0.517,0.723 -163,Epileptic,F,27.0,1.1,2.5,1.7,1.1,1.1,1.8,1.2,2.4,0.9,0.6,0.2,1.9,1.9,0.6,1.1,6.4,8.8,0.9,1.8,4.2,1.1,2.6,1.3,4.1,2.9,1.8,1.8,1.7,2.0,2.0,1.2,0.7,0.3,2.1,0.3,0.4,3.8,3.2,0.2,0.2,1.0,2.2,3.0,3.0,2.3,0.9,0.4,1.0,1.2,1.1,0.5,1.7,1.8,3.6,0.0,1.7,0.6,1.6,0.7,0.5,0.8,1.0,0.4,0.4,1.0,1.1,1.6,1.4,0.7,0.6,0.9,1.8,4.1,0.3,6,22,16,9,11,13,13,20,9,8,3.0,18,18,7,13,57,78,8,22,36,12,28,12,29,32,20,22,18,22,21,17,4,3,25,3,2,41,36,1,1,6,22,20,24,15,9,2,7,7,9,5,13,14,31,0,15,4,13,6,6,7,8,3,4,8,13,12,8,6,8,6,14,31,2,0.051,0.028,0.029,0.017,0.027,0.036,0.027,0.033,0.05,0.034,0.036,0.034,0.031,0.031,0.03,0.034,0.035,0.032,0.027,0.04,0.023,0.031,0.034,0.051,0.037,0.024,0.021,0.026,0.022,0.027,0.042,0.03,0.022,0.027,0.015,0.014,0.034,0.032,0.014,0.022,0.027,0.03,0.041,0.033,0.017,0.029,0.022,0.021,0.017,0.028,0.028,0.018,0.026,0.023,0.029,0.018,0.015,0.022,0.019,0.013,0.024,0.025,0.032,0.022,0.018,0.025,0.02,0.021,0.02,0.024,0.024,0.022,0.018,0.015,1290,4013,2268,2103,1732,2046,1998,3343,1187,1240,452.0,1742,3566,1328,2725,10751,14112,2272,3921,4204,2443,3940,1615,4936,4192,4034,3484,3560,3231,3510,1651,708,636,4598,1556,893,6629,6369,351,380,1165,2215,3768,2211,3187,1483,653,1970,2459,1507,476,3063,2660,5914,107,2620,1288,2536,850,1024,1215,1666,496,677,1619,1190,2515,1635,967,1192,1202,2723,7095,388,0.133,0.111,0.111,0.096,0.129,0.146,0.126,0.146,0.148,0.138,0.141,0.147,0.14,0.144,0.126,0.128,0.12,0.12,0.126,0.16,0.098,0.142,0.147,0.136,0.155,0.122,0.116,0.122,0.106,0.13,0.145,0.104,0.107,0.125,0.07,0.077,0.131,0.139,0.083,0.107,0.117,0.138,0.132,0.136,0.097,0.144,0.099,0.093,0.091,0.119,0.132,0.1,0.126,0.114,0.15,0.105,0.09,0.115,0.107,0.089,0.114,0.117,0.131,0.127,0.105,0.12,0.104,0.105,0.103,0.135,0.117,0.12,0.099,0.103,364,1426,945,946,670,837,713,1137,382,325,137.0,915,1088,321,704,3204,4247,453,1060,1740,786,1339,617,1191,1332,1250,1388,1092,1357,1137,511,341,245,1167,455,430,1777,1683,242,151,580,1103,1153,1429,1848,539,286,867,1104,645,325,1565,1171,2550,46,1466,633,1220,591,620,643,704,223,325,867,656,1247,1057,604,492,597,1261,3292,208,3.315,2.573,2.432,2.239,2.186,2.283,2.28,2.577,2.421,2.851,2.85,1.711,2.699,2.81,2.804,2.612,2.624,3.653,2.888,2.119,2.693,2.333,2.193,2.881,2.515,2.664,2.081,2.463,1.953,2.461,2.473,2.091,2.271,2.779,3.086,2.023,2.888,2.935,1.654,2.935,2.528,1.804,2.672,1.752,1.917,2.65,2.629,2.769,2.657,2.514,1.79,2.112,2.21,2.305,2.49,1.942,2.433,2.412,1.726,1.8,2.106,2.357,2.384,2.261,2.037,2.138,2.142,1.839,1.775,2.709,2.335,2.367,2.326,2.16,0.892,0.645,0.535,0.593,0.724,0.436,0.663,0.455,0.448,0.468,0.666,0.365,0.522,0.346,0.662,0.648,0.652,0.814,0.533,0.716,0.808,0.555,0.409,0.632,0.574,0.657,0.58,0.546,0.521,0.516,0.66,0.81,0.556,0.612,0.651,0.449,0.734,0.646,0.337,0.38,0.674,0.5,0.845,0.601,0.45,0.612,0.661,0.878,0.609,0.561,0.363,0.481,0.546,0.57,0.276,0.463,0.477,0.494,0.361,0.351,0.443,0.685,0.648,0.699,0.558,0.718,0.528,0.477,0.543,0.801,0.547,0.498,0.577,0.44 -164,Epileptic,F,42.0,0.7,1.9,0.9,0.9,1.2,1.4,1.4,1.6,1.3,0.7,0.2,2.7,1.2,0.4,0.9,3.7,9.0,0.9,1.4,3.9,1.2,6.3,1.8,3.2,3.1,2.9,2.2,2.2,2.8,2.6,1.3,1.0,0.8,2.1,0.3,0.9,2.5,2.9,0.1,0.1,1.3,3.9,2.1,2.0,2.9,0.6,0.6,0.9,1.6,0.9,0.5,1.2,0.8,1.7,0.2,1.9,0.5,1.1,0.7,1.3,0.3,1.1,0.4,0.5,1.9,0.7,2.8,0.8,0.9,0.5,0.8,1.1,4.3,0.2,6,18,7,8,13,16,16,15,16,6,2.0,24,13,4,9,34,83,9,19,33,11,50,17,29,37,29,23,23,20,30,16,6,5,24,1,7,26,31,2,1,7,29,23,17,19,5,3,6,8,7,2,9,5,11,1,17,4,9,6,12,2,6,2,4,15,13,20,6,5,5,5,8,34,2,0.032,0.023,0.02,0.021,0.029,0.029,0.035,0.027,0.047,0.038,0.023,0.039,0.028,0.04,0.029,0.034,0.035,0.036,0.028,0.042,0.026,0.053,0.034,0.04,0.041,0.028,0.03,0.027,0.031,0.032,0.044,0.05,0.039,0.029,0.012,0.02,0.035,0.036,0.015,0.014,0.023,0.044,0.039,0.026,0.022,0.021,0.02,0.016,0.022,0.016,0.026,0.02,0.017,0.022,0.028,0.021,0.022,0.017,0.023,0.024,0.016,0.025,0.028,0.025,0.02,0.026,0.022,0.017,0.021,0.023,0.023,0.019,0.019,0.017,1629,3776,1692,2055,1626,3087,2228,3220,1978,1429,492.0,2794,2894,749,1869,6837,18426,2322,3782,3939,4174,3582,1922,5722,4303,7012,4018,4499,5480,5303,2250,831,1034,5318,1834,2380,5329,6465,460,400,1585,2320,5993,2142,3714,1067,815,2050,2153,1773,475,1906,1505,3002,280,3033,811,2383,1050,1742,685,1874,322,829,3015,723,4354,1694,1377,679,1068,1669,8419,399,0.117,0.124,0.113,0.102,0.136,0.128,0.126,0.117,0.177,0.149,0.083,0.142,0.121,0.139,0.137,0.145,0.143,0.142,0.129,0.148,0.105,0.144,0.117,0.15,0.141,0.125,0.132,0.115,0.121,0.137,0.134,0.12,0.134,0.126,0.068,0.103,0.141,0.132,0.089,0.091,0.109,0.147,0.144,0.131,0.107,0.117,0.109,0.091,0.106,0.097,0.119,0.105,0.103,0.104,0.14,0.109,0.119,0.102,0.104,0.098,0.083,0.114,0.136,0.125,0.109,0.123,0.111,0.098,0.103,0.139,0.115,0.112,0.101,0.112,390,1304,680,695,667,849,817,1049,529,334,157.0,1153,781,214,514,1893,4686,520,909,1622,890,1545,827,1374,1292,1812,1281,1455,1454,1463,531,350,282,1264,431,742,1279,1471,173,217,812,1253,1070,1240,2032,461,382,861,1063,737,262,884,722,1257,126,1492,384,1056,577,937,281,664,197,353,1482,484,2019,718,624,374,522,857,3561,213,3.642,2.535,2.579,2.714,1.936,2.876,2.186,2.629,2.7,3.154,2.579,2.028,2.781,2.809,2.667,2.69,2.971,3.406,3.107,2.11,3.338,2.065,2.17,3.087,2.517,2.94,2.425,2.409,2.913,2.79,2.743,2.466,2.742,3.025,3.501,2.871,2.914,3.016,2.497,1.975,2.446,1.683,3.466,2.025,2.098,2.285,2.55,3.028,2.456,2.509,2.266,2.141,1.933,2.43,2.557,2.135,2.378,2.513,2.026,1.94,2.702,2.548,1.864,2.414,2.252,1.909,2.339,2.487,2.784,1.982,2.505,2.329,2.374,2.493,0.815,0.834,0.426,0.543,0.759,0.546,0.58,0.556,0.633,0.597,0.831,0.577,0.484,0.553,0.472,0.705,0.675,0.7,0.583,0.59,0.938,0.726,0.491,0.687,0.794,0.611,0.648,0.575,0.632,0.634,0.748,0.692,0.383,0.575,0.749,0.575,0.81,0.759,0.33,0.448,0.477,0.613,0.93,0.621,0.581,0.489,0.565,0.779,0.444,0.789,0.456,0.54,0.61,0.52,0.435,0.417,0.413,0.668,0.356,0.513,0.439,0.748,0.49,0.825,0.45,0.549,0.494,0.541,0.494,0.479,0.422,0.612,0.535,0.527 -165,Epileptic,F,22.0,0.7,2.4,0.7,1.2,1.5,2.1,1.4,1.7,1.0,0.8,0.3,3.3,1.7,0.4,1.1,7.8,8.3,0.9,1.9,5.0,1.4,3.2,1.5,3.0,4.3,3.0,3.7,2.7,3.3,3.5,1.7,1.0,0.6,2.2,0.4,0.7,3.3,3.5,0.2,0.1,1.1,3.3,2.1,4.4,3.7,0.5,0.3,0.6,0.9,0.6,0.6,2.0,1.2,2.7,0.4,3.0,0.7,1.6,1.5,1.2,0.8,1.9,0.5,0.5,1.9,1.2,1.9,1.4,1.5,0.4,1.1,1.3,4.0,0.4,3,20,8,10,18,19,15,15,9,8,7.0,31,20,5,10,84,90,10,23,42,19,38,18,34,48,28,45,31,29,39,23,7,9,26,3,7,36,40,2,1,6,30,19,28,24,4,1,4,4,4,4,14,9,21,2,27,4,12,13,9,5,12,4,4,18,16,15,11,11,5,7,9,35,3,0.033,0.029,0.018,0.023,0.036,0.039,0.031,0.034,0.047,0.042,0.031,0.034,0.041,0.032,0.036,0.041,0.032,0.037,0.033,0.038,0.025,0.039,0.027,0.033,0.039,0.035,0.03,0.03,0.029,0.032,0.049,0.039,0.03,0.026,0.013,0.018,0.039,0.037,0.015,0.01,0.021,0.037,0.041,0.034,0.023,0.011,0.016,0.01,0.015,0.01,0.03,0.02,0.02,0.022,0.025,0.021,0.024,0.019,0.033,0.021,0.022,0.027,0.024,0.022,0.022,0.024,0.017,0.02,0.023,0.021,0.021,0.021,0.018,0.019,1601,4538,1962,1800,2463,3306,2471,3166,1881,1312,597.0,3289,3064,1386,2331,12401,18701,2507,4550,5161,5090,5178,2527,6757,6364,5725,6857,4577,6214,5952,2349,1378,1022,6137,2054,2287,7074,7154,463,373,1704,3735,5769,2905,4025,1228,917,2294,1996,1653,648,2746,2084,5290,649,4475,1074,3518,1513,1490,818,3145,533,845,2973,1040,3223,2577,2111,1393,1523,2125,8345,780,0.102,0.126,0.101,0.116,0.143,0.155,0.113,0.119,0.144,0.15,0.133,0.15,0.144,0.118,0.135,0.15,0.132,0.129,0.132,0.142,0.107,0.155,0.126,0.131,0.161,0.136,0.132,0.113,0.109,0.138,0.156,0.128,0.151,0.116,0.076,0.096,0.138,0.137,0.116,0.075,0.105,0.151,0.144,0.135,0.112,0.084,0.084,0.075,0.088,0.082,0.127,0.102,0.104,0.108,0.124,0.11,0.119,0.099,0.142,0.11,0.127,0.119,0.134,0.123,0.115,0.124,0.102,0.106,0.107,0.11,0.118,0.119,0.099,0.109,354,1375,743,769,809,966,852,929,438,372,202.0,1508,800,289,568,3559,4842,440,1062,2182,1079,1573,1021,1667,1840,1527,2182,1510,1805,1969,649,472,344,1316,471,754,1523,1656,201,187,757,1506,983,1879,2417,637,315,888,880,753,365,1397,1048,2200,265,2296,447,1502,785,867,440,1053,258,404,1461,721,1653,1150,1073,443,758,942,3508,299,3.834,2.879,2.394,2.324,2.517,2.699,2.328,2.797,2.832,2.858,2.414,1.919,2.901,3.258,2.932,2.643,2.98,3.969,3.118,2.045,3.241,2.521,2.081,2.995,2.632,2.858,2.398,2.321,2.693,2.43,2.777,2.637,2.572,3.162,3.78,2.716,3.279,2.972,2.819,2.129,2.804,2.117,3.641,1.785,1.864,2.046,3.404,2.923,2.763,2.554,2.194,2.123,2.065,2.345,2.954,2.134,2.804,2.635,2.098,1.947,2.243,2.726,1.983,2.148,2.184,1.847,2.192,2.365,2.252,3.124,2.307,2.614,2.478,3.145,0.977,0.707,0.59,0.521,0.798,0.616,0.616,0.699,0.667,0.411,0.819,0.495,0.573,0.435,0.52,0.631,0.649,0.608,0.582,0.574,0.766,0.51,0.51,0.796,0.729,0.692,0.493,0.642,0.709,0.514,0.782,1.083,0.516,0.672,0.664,0.565,0.774,0.633,0.435,0.474,0.655,0.5,0.74,0.6,0.589,0.535,0.553,0.84,0.608,0.486,0.346,0.438,0.471,0.507,0.713,0.484,0.533,0.595,0.403,0.487,0.428,0.716,0.55,0.922,0.529,0.584,0.583,0.488,0.488,0.754,0.474,0.584,0.572,0.472 -166,Epileptic,F,32.0,0.5,1.4,0.9,1.6,1.2,1.3,1.5,2.1,1.6,1.1,0.3,2.1,1.1,0.3,1.9,7.6,8.6,0.6,2.4,3.3,0.9,2.7,1.1,3.0,1.9,4.7,3.0,2.6,2.5,4.1,0.9,1.0,0.6,2.4,0.5,0.5,3.9,2.2,0.1,0.2,1.4,2.1,2.1,1.9,2.5,0.6,0.5,0.8,1.0,0.6,0.6,1.8,1.9,2.8,0.3,1.8,0.9,1.3,0.9,1.0,0.6,1.3,0.3,0.5,1.4,1.2,3.3,1.0,0.6,0.9,1.1,1.5,2.9,0.2,3,15,9,15,13,14,15,18,18,10,3.0,21,16,7,21,87,91,5,28,30,8,35,15,34,23,54,35,27,23,44,15,8,9,29,2,5,42,28,1,1,8,21,19,16,19,7,3,5,6,5,3,15,14,21,1,18,8,12,7,8,7,8,2,4,12,20,31,9,5,11,9,13,29,2,0.022,0.018,0.015,0.032,0.035,0.026,0.026,0.032,0.047,0.047,0.033,0.033,0.028,0.03,0.04,0.037,0.027,0.022,0.033,0.036,0.021,0.037,0.031,0.039,0.029,0.038,0.03,0.027,0.027,0.037,0.033,0.052,0.025,0.032,0.018,0.016,0.032,0.03,0.019,0.013,0.027,0.032,0.036,0.023,0.02,0.018,0.014,0.015,0.015,0.023,0.039,0.02,0.023,0.02,0.025,0.021,0.021,0.016,0.029,0.02,0.032,0.027,0.018,0.019,0.024,0.025,0.022,0.016,0.013,0.028,0.02,0.015,0.017,0.012,1522,3958,2177,2197,1519,1972,2738,3169,2069,1113,416.0,2018,3046,806,3681,13314,17935,2360,4125,3709,2717,4382,1461,5134,3684,7625,4798,4069,5403,6046,2136,771,977,4847,1611,1454,7031,5718,404,410,1704,2190,4133,2185,2959,1267,1030,1761,2485,1196,424,2884,2421,5660,236,2935,1498,2750,1050,1438,938,2021,501,815,1991,1136,4493,2090,1449,1306,1862,2871,6594,660,0.095,0.101,0.102,0.144,0.134,0.134,0.123,0.147,0.155,0.167,0.134,0.139,0.122,0.136,0.162,0.149,0.13,0.099,0.135,0.146,0.084,0.156,0.145,0.139,0.144,0.164,0.14,0.131,0.121,0.157,0.122,0.141,0.125,0.132,0.076,0.096,0.129,0.129,0.11,0.089,0.128,0.149,0.137,0.116,0.108,0.11,0.099,0.086,0.087,0.117,0.145,0.104,0.118,0.106,0.142,0.117,0.106,0.102,0.131,0.112,0.132,0.118,0.104,0.105,0.113,0.128,0.124,0.104,0.093,0.117,0.116,0.104,0.105,0.081,385,1278,813,842,601,766,898,1070,584,383,149.0,982,796,228,879,3658,5085,446,1262,1531,724,1420,666,1390,1146,2255,1790,1501,1475,1865,541,348,375,1284,466,548,1997,1389,154,207,828,1088,999,1409,1917,601,436,793,1109,518,265,1403,1222,2290,128,1446,760,1273,564,759,435,749,277,436,1002,837,2280,1000,675,504,794,1337,2858,363,3.627,2.888,2.621,2.611,2.096,2.246,2.512,2.59,2.506,2.521,2.848,1.83,2.829,2.582,2.931,2.722,2.802,3.617,2.637,2.062,2.949,2.449,2.0,2.637,2.46,2.817,2.194,2.193,2.78,2.66,2.769,2.366,2.131,2.881,3.118,2.588,2.802,3.1,2.646,2.191,2.68,1.854,3.167,1.73,1.733,2.227,2.908,2.53,2.664,2.854,2.116,2.076,2.149,2.538,2.148,2.122,2.284,2.398,2.178,2.185,2.405,2.783,1.945,2.259,2.135,1.638,2.157,2.449,2.476,2.658,2.625,2.364,2.4,2.2,1.018,0.698,0.616,0.542,0.631,0.471,0.57,0.464,0.611,0.718,1.149,0.524,0.466,0.665,0.52,0.637,0.593,1.084,0.602,0.614,0.765,0.443,0.357,0.702,0.5,0.481,0.468,0.49,0.493,0.546,0.771,0.803,0.415,0.575,0.741,0.543,0.583,0.667,0.543,0.521,0.505,0.493,0.626,0.49,0.494,0.426,0.622,0.788,0.547,0.477,0.407,0.591,0.483,0.559,0.235,0.402,0.404,0.497,0.343,0.362,0.437,0.816,0.594,0.75,0.563,0.529,0.423,0.422,0.352,0.778,0.564,0.531,0.471,0.572 -167,Epileptic,F,27.0,0.5,2.0,0.6,1.1,1.5,1.4,1.3,1.6,1.3,0.8,0.2,2.3,1.2,0.4,1.5,5.3,7.4,0.7,2.5,5.5,1.1,2.5,1.5,2.9,3.2,2.8,2.6,1.9,2.1,3.4,1.3,0.8,0.4,1.9,0.2,0.4,3.6,3.5,0.1,0.2,0.7,2.0,2.0,2.4,1.8,0.6,0.5,0.9,1.2,0.8,0.5,1.5,1.2,2.6,0.3,1.8,0.8,1.8,0.5,1.4,0.6,1.4,0.5,0.3,1.3,1.4,2.4,1.1,0.8,0.2,0.7,1.5,3.8,0.3,6,20,7,10,16,15,12,15,22,6,2.0,21,17,5,16,57,78,6,30,39,8,29,11,32,32,32,33,20,20,39,13,5,5,31,2,3,41,38,2,1,4,17,20,18,13,5,2,6,6,6,3,13,7,21,1,16,6,12,4,10,4,11,3,3,10,15,21,8,6,3,4,11,40,3,0.033,0.024,0.014,0.025,0.034,0.027,0.026,0.031,0.062,0.044,0.025,0.032,0.026,0.03,0.038,0.033,0.028,0.032,0.031,0.042,0.024,0.036,0.034,0.039,0.042,0.029,0.028,0.027,0.025,0.038,0.039,0.028,0.027,0.033,0.011,0.011,0.035,0.037,0.019,0.021,0.017,0.032,0.035,0.028,0.017,0.015,0.023,0.014,0.017,0.026,0.026,0.019,0.025,0.024,0.022,0.015,0.024,0.019,0.017,0.028,0.023,0.03,0.038,0.02,0.019,0.025,0.021,0.016,0.019,0.013,0.021,0.02,0.018,0.015,1417,4187,1880,1954,2123,2995,2149,2685,1656,1513,547.0,2199,3044,879,3016,10909,17041,2153,4679,4000,2730,4531,1743,6009,5331,6129,5366,3348,5031,5405,1878,972,795,5058,1314,1351,7142,7763,296,315,1274,2075,4568,2428,2698,1194,766,2421,2373,1427,442,2780,1808,4672,408,3299,1301,3382,909,1439,1000,2224,477,933,2090,1262,3755,2401,1547,682,1101,2835,9418,538,0.118,0.125,0.093,0.113,0.143,0.133,0.119,0.142,0.163,0.143,0.109,0.143,0.142,0.156,0.167,0.141,0.133,0.113,0.14,0.152,0.094,0.149,0.13,0.147,0.15,0.138,0.129,0.117,0.114,0.151,0.139,0.103,0.132,0.138,0.069,0.074,0.132,0.144,0.125,0.112,0.098,0.131,0.128,0.12,0.097,0.099,0.109,0.083,0.096,0.119,0.12,0.101,0.11,0.114,0.105,0.099,0.106,0.098,0.107,0.127,0.112,0.134,0.157,0.109,0.108,0.124,0.109,0.099,0.106,0.096,0.112,0.109,0.099,0.111,351,1285,677,759,716,932,768,891,467,342,148.0,1059,815,212,720,2699,4543,399,1285,2079,681,1264,693,1345,1411,1653,1646,1213,1294,1645,511,404,275,1108,358,500,1817,1721,141,140,626,989,1008,1415,1618,611,324,943,996,564,279,1261,772,1904,220,1767,554,1467,490,794,419,747,189,311,1037,768,1795,1024,676,319,499,1217,3571,256,3.553,3.017,2.532,2.638,2.483,2.736,2.329,2.635,2.581,3.307,2.822,1.871,2.917,2.895,2.964,2.854,2.906,3.813,2.774,1.759,3.1,2.634,2.127,3.098,2.684,2.88,2.443,2.212,2.893,2.574,2.702,2.256,2.298,3.124,3.289,2.447,2.871,3.179,2.188,2.362,2.561,1.912,3.243,1.887,1.888,2.18,2.984,3.15,2.927,2.847,1.963,2.321,2.555,2.428,2.219,2.083,2.574,2.664,1.994,2.058,2.512,3.099,2.441,2.924,2.274,2.153,2.26,2.621,2.453,2.488,2.568,2.657,2.668,2.552,0.659,0.5,0.642,0.55,0.704,0.646,0.563,0.503,0.591,0.718,0.786,0.623,0.447,0.529,0.607,0.617,0.595,0.835,0.644,0.498,0.81,0.504,0.533,0.712,0.713,0.523,0.55,0.514,0.526,0.566,0.651,0.932,0.422,0.645,0.687,0.463,0.746,0.655,0.318,0.512,0.525,0.506,0.748,0.755,0.622,0.527,0.499,0.83,0.604,0.52,0.378,0.467,0.651,0.478,0.357,0.531,0.476,0.598,0.386,0.394,0.472,0.609,0.595,1.0,0.51,0.636,0.527,0.468,0.453,0.688,0.592,0.607,0.577,0.489 -168,Epileptic,M,42.0,0.6,1.8,1.4,0.8,1.5,2.1,1.8,2.3,1.2,0.8,0.3,3.4,1.5,0.3,0.9,4.7,9.0,0.8,1.5,4.3,0.6,3.2,1.7,3.2,2.6,3.4,4.6,2.5,4.1,3.6,0.9,1.3,0.5,2.7,0.3,0.9,2.8,3.6,0.1,0.1,1.3,2.8,1.9,2.5,2.8,0.8,0.3,0.7,1.2,0.6,0.7,1.9,1.7,2.7,0.3,2.4,0.6,1.9,1.3,1.0,0.8,1.7,0.3,0.6,1.9,0.7,3.6,1.2,1.4,0.9,1.1,1.0,4.6,0.5,5,17,10,5,15,19,16,19,15,6,2.0,33,17,4,11,51,72,8,24,42,7,38,16,31,36,40,55,25,28,44,12,9,4,36,2,11,34,37,1,1,9,26,24,22,16,4,2,5,6,5,3,14,15,19,2,21,4,14,7,8,6,13,3,6,17,7,32,8,8,9,7,8,38,4,0.034,0.024,0.024,0.018,0.034,0.031,0.026,0.031,0.046,0.042,0.031,0.034,0.035,0.021,0.026,0.032,0.031,0.031,0.024,0.033,0.017,0.037,0.026,0.039,0.033,0.029,0.027,0.029,0.031,0.034,0.032,0.05,0.022,0.032,0.01,0.022,0.031,0.032,0.009,0.023,0.024,0.031,0.034,0.027,0.022,0.018,0.017,0.012,0.017,0.021,0.029,0.023,0.025,0.025,0.013,0.017,0.021,0.022,0.028,0.018,0.027,0.032,0.017,0.034,0.022,0.025,0.026,0.021,0.024,0.03,0.028,0.022,0.02,0.019,1427,3824,2120,1748,2127,3149,3220,3642,1707,1199,505.0,2836,3518,887,1938,8876,16380,2255,3552,4786,2893,4768,2184,5576,5125,7002,8376,3287,5841,5526,2092,1043,1016,6079,2042,2043,7098,6880,316,288,1693,2573,5662,2443,3019,1342,715,2309,2284,1616,680,2953,2622,3879,511,4264,1113,2708,1076,1587,821,2158,445,955,2632,766,3926,1840,1591,1279,1209,2226,7878,530,0.106,0.114,0.112,0.094,0.128,0.145,0.107,0.137,0.154,0.151,0.147,0.141,0.147,0.125,0.147,0.134,0.126,0.115,0.129,0.142,0.072,0.158,0.118,0.144,0.147,0.132,0.126,0.104,0.106,0.154,0.138,0.139,0.098,0.137,0.061,0.12,0.139,0.147,0.081,0.117,0.118,0.134,0.15,0.122,0.105,0.107,0.096,0.082,0.096,0.109,0.118,0.117,0.111,0.116,0.1,0.099,0.109,0.108,0.127,0.102,0.124,0.138,0.118,0.14,0.124,0.101,0.125,0.113,0.112,0.147,0.127,0.12,0.108,0.116,389,1247,856,689,853,1084,1021,1212,514,327,146.0,1575,882,222,583,2718,4732,393,977,2227,663,1483,969,1518,1470,2119,3020,1342,1756,1850,508,453,342,1538,535,738,1596,1671,156,137,784,1352,1048,1610,1933,611,292,873,1046,516,373,1226,1261,1718,287,2242,469,1353,657,889,483,891,271,338,1274,465,2197,829,888,525,554,819,3497,323,3.408,2.812,2.428,2.899,2.144,2.424,2.504,2.626,2.497,2.818,3.143,1.687,3.074,2.838,2.555,2.544,2.817,3.918,2.874,1.919,3.036,2.436,1.961,2.897,2.664,2.712,2.25,1.99,2.551,2.409,3.039,2.539,2.358,2.928,3.464,2.624,3.222,2.992,2.334,2.567,2.631,1.755,3.652,1.71,1.788,2.452,3.056,3.262,2.681,3.406,2.222,2.491,2.189,2.298,2.203,2.017,2.689,2.438,1.921,1.942,2.134,2.503,1.946,2.825,2.347,2.049,1.927,2.51,2.205,2.596,2.366,2.754,2.412,2.027,0.914,0.558,0.722,0.652,0.615,0.527,0.6,0.541,0.538,0.451,0.63,0.467,0.51,0.417,0.465,0.563,0.594,0.734,0.433,0.603,0.884,0.496,0.52,0.657,0.483,0.584,0.593,0.612,0.654,0.579,0.629,1.008,0.381,0.641,0.78,0.434,0.754,0.617,0.265,0.39,0.537,0.42,0.764,0.576,0.593,0.819,0.563,0.787,0.505,0.671,0.319,0.543,0.544,0.527,0.415,0.514,0.599,0.531,0.477,0.343,0.427,0.847,0.392,0.8,0.579,0.742,0.479,0.403,0.563,0.554,0.579,0.789,0.505,0.415 -169,Epileptic,M,42.0,1.1,2.6,1.4,2.1,2.5,2.0,2.3,2.1,2.1,0.6,0.3,4.2,2.8,0.5,2.3,7.0,11.9,1.2,2.6,5.4,1.1,3.3,2.5,4.3,4.7,2.1,1.9,2.9,4.2,2.3,2.1,0.9,0.6,3.1,0.6,1.3,4.9,4.6,0.4,0.6,1.2,3.4,3.0,3.7,3.4,1.0,0.5,1.2,2.1,0.9,0.7,3.9,2.7,3.8,0.5,1.4,1.3,2.1,1.5,1.4,0.8,2.2,0.3,0.6,3.0,1.2,2.2,2.1,1.7,0.5,0.6,1.9,5.9,0.4,9,25,10,18,21,21,25,19,21,6,7.0,39,26,10,29,75,104,10,27,59,7,40,24,47,52,21,24,33,42,28,24,7,6,36,4,17,44,57,2,3,8,29,30,25,27,8,3,8,10,7,5,28,19,23,3,11,10,18,9,12,9,19,3,5,26,18,17,17,9,5,5,15,50,5,0.039,0.023,0.022,0.029,0.039,0.026,0.04,0.027,0.052,0.03,0.04,0.039,0.026,0.027,0.035,0.031,0.031,0.041,0.032,0.036,0.022,0.032,0.036,0.042,0.041,0.024,0.025,0.034,0.032,0.027,0.042,0.044,0.031,0.034,0.019,0.022,0.039,0.034,0.016,0.023,0.025,0.034,0.043,0.029,0.023,0.029,0.017,0.017,0.021,0.024,0.025,0.027,0.026,0.023,0.032,0.015,0.023,0.017,0.03,0.022,0.019,0.031,0.014,0.018,0.025,0.028,0.023,0.024,0.029,0.014,0.028,0.021,0.021,0.021,1565,5045,2474,2967,2414,3298,2997,3485,2387,1098,838.0,3365,5895,1254,3973,12999,19710,2611,4852,5463,3075,5386,2455,6603,6194,4211,3318,4796,4800,3906,2734,1098,983,6018,2198,2664,7730,9309,634,670,1501,3264,6224,3347,4024,1121,1030,2593,3027,1527,655,5194,3816,6210,515,2487,2111,3686,1187,1690,1273,3039,509,1002,3315,1195,2834,2862,1206,1110,905,2789,10271,476,0.123,0.12,0.109,0.131,0.14,0.134,0.153,0.13,0.159,0.146,0.141,0.161,0.119,0.151,0.151,0.13,0.131,0.136,0.132,0.147,0.088,0.133,0.13,0.148,0.131,0.122,0.118,0.13,0.112,0.133,0.138,0.122,0.121,0.141,0.09,0.12,0.147,0.148,0.091,0.119,0.12,0.131,0.165,0.125,0.114,0.128,0.093,0.09,0.106,0.12,0.119,0.122,0.119,0.104,0.138,0.094,0.119,0.1,0.132,0.118,0.114,0.143,0.117,0.11,0.126,0.127,0.114,0.122,0.124,0.1,0.124,0.118,0.109,0.146,504,1788,973,1162,1001,1205,1105,1188,783,301,197.0,1740,1790,344,1200,3808,6307,548,1425,2638,769,1695,1133,1921,2000,1406,1314,1550,1970,1461,831,412,352,1533,584,988,2161,2419,346,364,766,1501,1379,2038,2294,608,442,1049,1435,621,413,2388,1624,2600,244,1359,905,1866,763,992,697,1172,291,517,1819,783,1459,1314,872,536,368,1399,4482,301,3.163,2.732,2.54,2.535,2.259,2.336,2.267,2.644,2.328,2.871,2.927,1.761,2.707,2.649,2.577,2.655,2.596,3.621,2.811,1.85,2.961,2.519,1.971,2.674,2.511,2.72,2.096,2.41,2.052,2.227,2.482,2.641,2.262,2.926,3.305,2.368,2.755,2.943,2.061,2.217,2.44,1.892,3.419,1.966,1.926,1.99,2.682,3.032,2.547,2.722,1.878,2.385,2.64,2.423,2.584,1.958,2.409,2.15,1.774,1.891,2.008,2.71,2.105,2.255,1.986,1.79,2.105,2.156,1.658,2.38,2.533,2.304,2.398,2.088,0.881,0.499,0.431,0.512,0.603,0.597,0.47,0.373,0.671,0.591,0.753,0.451,0.4,0.43,0.526,0.581,0.562,0.865,0.66,0.61,0.732,0.484,0.463,0.651,0.582,0.509,0.474,0.452,0.533,0.58,0.609,0.72,0.483,0.638,0.713,0.405,0.671,0.602,0.372,0.353,0.445,0.522,0.699,0.618,0.386,0.325,0.539,0.876,0.459,0.584,0.331,0.401,0.95,0.55,0.488,0.346,0.524,0.467,0.4,0.361,0.354,0.622,0.269,0.745,0.484,0.516,0.415,0.713,0.411,0.692,0.298,0.425,0.437,0.37 -170,Epileptic,M,47.0,1.2,2.4,0.7,1.6,2.2,1.6,3.0,2.0,1.6,0.7,0.3,3.5,1.5,0.5,1.1,6.4,14.2,1.2,1.8,3.5,1.6,4.6,2.0,5.0,8.2,5.9,4.9,4.2,4.4,3.5,1.7,0.8,0.5,3.4,0.4,1.2,3.1,3.4,0.2,0.3,1.3,3.0,2.3,2.3,4.4,0.9,0.9,1.1,1.7,0.9,0.8,1.5,1.2,3.4,0.9,2.5,1.0,1.8,1.7,1.0,0.9,2.3,0.5,0.7,2.5,1.2,4.1,1.3,1.8,0.8,1.0,1.5,5.5,0.5,10,18,5,13,16,16,21,18,19,6,5.0,30,14,6,11,62,102,11,20,30,11,45,17,55,65,54,42,31,33,36,18,7,4,34,3,11,32,39,2,2,8,27,21,20,23,5,5,6,9,11,6,12,9,21,5,21,8,12,12,7,6,15,5,5,19,21,28,8,11,6,7,10,51,4,0.042,0.027,0.016,0.022,0.037,0.026,0.05,0.027,0.044,0.03,0.035,0.041,0.026,0.026,0.031,0.035,0.049,0.041,0.028,0.035,0.03,0.039,0.033,0.044,0.044,0.029,0.035,0.032,0.034,0.031,0.042,0.037,0.025,0.034,0.019,0.023,0.034,0.026,0.021,0.025,0.022,0.038,0.042,0.026,0.029,0.014,0.027,0.017,0.02,0.029,0.029,0.02,0.021,0.026,0.019,0.016,0.023,0.016,0.027,0.019,0.022,0.031,0.028,0.022,0.024,0.021,0.023,0.021,0.026,0.024,0.022,0.021,0.019,0.02,1610,4198,2162,2942,2794,3474,3008,3941,2215,1620,652.0,2957,3199,875,2268,10439,19669,2541,4266,4105,3328,5222,2093,7555,6882,9799,6345,5330,7263,6580,3065,1053,1232,7312,1909,2576,6906,9574,366,386,1771,2665,5109,2344,4066,1534,1038,2612,2692,1993,721,2892,1861,4973,1143,4180,1541,3386,1564,1287,1156,2958,679,1063,3055,1240,5649,2232,2246,1288,1587,2552,12174,595,0.139,0.124,0.087,0.115,0.151,0.127,0.14,0.125,0.157,0.122,0.139,0.153,0.117,0.13,0.131,0.14,0.155,0.142,0.123,0.138,0.101,0.124,0.122,0.145,0.133,0.118,0.119,0.113,0.114,0.133,0.145,0.115,0.094,0.129,0.084,0.107,0.132,0.125,0.124,0.116,0.11,0.131,0.142,0.119,0.118,0.086,0.118,0.091,0.102,0.115,0.148,0.11,0.11,0.116,0.109,0.101,0.122,0.092,0.132,0.105,0.105,0.132,0.137,0.113,0.123,0.119,0.11,0.105,0.117,0.117,0.111,0.11,0.1,0.123,522,1438,755,1047,970,1092,1143,1250,658,414,179.0,1469,918,274,636,3281,5466,562,1147,1726,872,1711,827,2190,2359,3189,2135,1785,2006,2062,804,387,376,1732,462,935,1711,2153,212,200,913,1289,1085,1487,2332,828,507,1050,1259,639,378,1257,870,2185,650,2320,652,1658,975,770,568,1098,292,562,1564,939,2778,1038,1059,525,758,1144,4875,353,3.088,2.692,2.655,2.536,2.506,2.556,2.191,2.692,2.636,2.919,2.71,1.784,2.686,2.464,2.681,2.523,2.742,3.385,2.906,2.055,2.759,2.411,2.144,2.599,2.464,2.58,2.364,2.335,2.759,2.469,2.766,2.518,2.539,3.062,3.509,2.557,3.04,3.148,1.999,2.33,2.464,1.887,3.356,1.779,2.027,2.065,2.571,3.134,2.576,3.125,2.155,2.349,2.198,2.394,2.289,2.075,2.605,2.33,1.832,1.844,2.247,2.618,2.287,2.29,2.133,1.636,2.2,2.477,2.355,2.562,2.388,2.681,2.498,2.122,0.75,0.747,0.606,0.52,0.611,0.644,0.599,0.537,0.575,0.653,0.856,0.478,0.401,0.409,0.501,0.497,0.676,0.784,0.574,0.696,0.788,0.668,0.576,0.642,0.602,0.512,0.531,0.623,0.613,0.615,0.618,0.953,0.412,0.596,0.595,0.469,0.682,0.683,0.277,0.288,0.493,0.521,0.74,0.496,0.557,0.395,0.423,0.63,0.457,0.64,0.486,0.444,0.464,0.438,0.339,0.341,0.519,0.477,0.365,0.37,0.326,0.638,0.545,0.59,0.504,0.646,0.397,0.368,0.433,0.608,0.534,0.492,0.529,0.34 -171,Epileptic,F,37.0,0.9,2.5,0.7,1.1,1.7,2.0,2.5,1.3,1.1,0.7,0.3,3.2,1.5,0.6,1.8,4.7,7.9,0.7,2.6,3.9,1.1,2.5,1.9,3.6,4.1,4.5,6.2,2.8,3.2,2.4,1.8,1.3,0.6,2.1,0.5,0.7,3.1,1.8,0.2,0.3,1.4,3.3,2.0,2.3,2.6,0.5,0.3,0.7,1.2,0.9,0.3,2.4,0.8,1.9,0.4,2.2,1.0,1.1,0.8,0.9,0.4,1.9,0.3,0.7,2.3,1.2,2.2,0.9,1.0,0.8,0.8,1.1,3.8,0.3,7,24,5,7,17,19,19,14,13,7,4.0,32,17,8,22,55,74,6,28,33,15,26,22,37,45,50,50,25,29,32,20,10,6,28,2,6,41,26,1,3,11,25,22,19,16,3,1,5,6,6,2,21,5,14,2,19,8,9,9,7,3,12,2,5,18,17,17,5,8,8,7,9,33,3,0.048,0.032,0.019,0.024,0.033,0.035,0.04,0.028,0.043,0.035,0.025,0.033,0.028,0.032,0.036,0.039,0.032,0.028,0.035,0.041,0.026,0.037,0.032,0.04,0.051,0.029,0.041,0.032,0.034,0.027,0.052,0.06,0.025,0.029,0.015,0.015,0.036,0.027,0.018,0.016,0.026,0.039,0.038,0.028,0.021,0.01,0.016,0.012,0.017,0.015,0.016,0.029,0.024,0.02,0.024,0.015,0.026,0.016,0.021,0.016,0.028,0.031,0.025,0.034,0.024,0.024,0.018,0.016,0.016,0.025,0.02,0.021,0.018,0.012,1475,3925,1674,2083,1955,2824,2839,2748,1702,1254,589.0,3734,3298,1184,3162,7731,15739,2244,4438,3520,3409,3547,2128,6144,4501,8983,6553,3388,6206,5059,1995,942,1237,5871,1699,1866,6742,4463,411,589,1645,2419,6075,2265,3670,1233,835,2090,1944,2153,359,2548,1076,3357,514,4227,1353,2641,1159,1517,604,2687,423,866,3083,1030,3681,1874,2019,956,1232,1859,7431,685,0.138,0.131,0.101,0.108,0.144,0.139,0.135,0.121,0.154,0.151,0.132,0.138,0.125,0.138,0.146,0.156,0.139,0.122,0.142,0.15,0.102,0.129,0.119,0.146,0.147,0.132,0.128,0.106,0.113,0.127,0.15,0.147,0.102,0.125,0.077,0.094,0.143,0.122,0.095,0.118,0.12,0.139,0.151,0.128,0.099,0.084,0.088,0.082,0.095,0.1,0.111,0.134,0.118,0.101,0.136,0.097,0.13,0.097,0.123,0.092,0.117,0.133,0.137,0.134,0.119,0.126,0.1,0.092,0.098,0.147,0.114,0.123,0.102,0.088,388,1281,623,727,819,1000,954,879,481,341,196.0,1490,888,297,892,2308,4284,416,1229,1585,709,1007,965,1612,1401,2542,2283,1246,1513,1570,591,424,381,1317,448,699,1625,1146,235,288,865,1255,1017,1358,1987,642,341,894,932,856,230,1344,534,1471,216,2140,630,1179,654,844,249,992,222,405,1407,647,1893,839,934,469,633,777,3324,357,3.506,2.624,2.552,2.742,2.134,2.348,2.451,2.79,2.461,2.863,2.86,2.047,2.834,2.691,2.614,2.481,2.784,3.725,2.877,1.991,3.434,2.492,1.953,2.783,2.454,2.742,2.308,2.151,2.956,2.502,2.429,2.476,2.491,3.108,3.335,2.473,3.029,2.78,2.141,2.213,2.429,1.754,3.585,1.906,2.105,2.038,2.865,2.964,2.558,2.719,1.82,2.025,2.016,2.309,2.592,2.188,2.359,2.461,1.985,1.997,2.458,2.491,2.011,2.416,2.311,2.007,2.142,2.507,2.295,2.074,2.186,2.361,2.352,2.284,0.695,0.698,0.516,0.463,0.701,0.64,0.643,0.465,0.618,0.68,0.834,0.559,0.396,0.523,0.579,0.579,0.686,0.736,0.568,0.721,0.827,0.741,0.56,0.736,0.755,0.62,0.623,0.615,0.569,0.524,0.648,0.804,0.395,0.612,0.872,0.518,0.777,0.796,0.459,0.717,0.452,0.609,0.894,0.601,0.67,0.391,0.397,0.409,0.433,0.499,0.302,0.469,0.486,0.489,0.438,0.42,0.439,0.723,0.426,0.386,0.442,0.673,0.505,0.755,0.424,0.678,0.38,0.352,0.484,0.592,0.394,0.786,0.467,0.352 -172,Epileptic,F,22.0,0.7,2.4,1.2,1.2,1.7,3.1,2.3,1.3,1.6,0.6,0.5,2.3,1.2,0.4,1.5,4.4,8.6,1.1,2.5,3.7,1.7,3.0,1.5,3.4,6.6,3.1,3.4,2.9,2.5,3.3,1.7,0.7,0.8,1.8,0.6,0.5,2.9,2.7,0.2,0.2,0.9,3.4,2.1,1.7,2.6,0.6,0.4,1.1,1.7,0.8,0.7,1.6,1.4,1.3,0.3,2.3,0.8,1.2,0.8,0.9,0.8,1.5,0.4,0.7,1.5,2.2,2.5,1.2,1.0,0.5,1.0,1.1,3.2,0.2,6,19,7,7,17,26,15,13,16,7,5.0,28,17,5,21,51,78,10,27,40,15,33,14,35,61,42,45,33,29,36,17,7,7,25,3,5,36,34,1,2,6,29,20,13,15,5,2,5,9,6,4,11,13,9,2,18,6,9,7,8,5,11,2,4,12,32,19,10,8,4,6,9,28,4,0.035,0.031,0.021,0.023,0.033,0.05,0.031,0.022,0.05,0.026,0.045,0.04,0.026,0.025,0.029,0.032,0.035,0.041,0.042,0.037,0.028,0.039,0.029,0.04,0.047,0.028,0.024,0.032,0.025,0.03,0.045,0.041,0.035,0.028,0.022,0.016,0.026,0.026,0.014,0.014,0.02,0.045,0.038,0.025,0.019,0.017,0.018,0.016,0.02,0.014,0.029,0.018,0.023,0.022,0.02,0.02,0.018,0.02,0.022,0.019,0.018,0.024,0.023,0.031,0.023,0.039,0.019,0.017,0.017,0.02,0.023,0.016,0.016,0.02,1560,3842,2305,2200,2453,2963,3439,3196,1909,1550,589.0,2652,3603,1179,3240,8359,15330,2203,4191,4812,3910,3783,2448,6003,5778,7155,7615,4761,7312,6059,2710,933,1028,4862,1685,1326,7286,7344,326,498,1283,2661,5039,1918,3866,1327,811,2294,2453,1830,690,2803,1971,2809,596,3996,1564,2438,1095,1410,1045,2468,408,797,2189,1152,4294,2521,2157,1016,1475,2268,7809,327,0.11,0.125,0.1,0.104,0.142,0.132,0.119,0.114,0.172,0.118,0.165,0.161,0.116,0.124,0.144,0.141,0.138,0.144,0.156,0.162,0.125,0.121,0.106,0.141,0.14,0.125,0.114,0.118,0.109,0.144,0.153,0.118,0.146,0.125,0.087,0.097,0.123,0.119,0.099,0.092,0.103,0.148,0.142,0.113,0.096,0.097,0.093,0.086,0.105,0.093,0.125,0.099,0.117,0.102,0.086,0.106,0.104,0.104,0.119,0.105,0.098,0.118,0.129,0.134,0.114,0.147,0.105,0.101,0.096,0.11,0.112,0.101,0.093,0.144,425,1319,849,788,886,987,1154,965,601,388,204.0,1020,956,284,912,2404,4617,527,1132,1790,944,1312,746,1609,1978,2058,2335,1579,1896,1789,690,378,381,1191,507,443,1937,1743,200,257,675,1263,1126,1089,2073,626,319,909,1202,778,372,1349,962,1102,246,1904,645,1090,553,735,557,992,227,375,1047,756,2040,1064,955,435,683,1091,3273,207,3.421,2.679,2.533,2.769,2.268,2.52,2.493,2.736,2.398,3.017,2.54,2.264,2.901,2.882,2.745,2.603,2.675,3.344,2.947,2.237,3.226,2.363,2.524,2.837,2.436,2.826,2.541,2.396,2.906,2.61,2.974,2.453,2.285,2.957,2.955,2.534,2.814,2.969,1.884,2.343,2.373,1.765,3.229,2.052,2.173,2.231,3.142,3.055,2.601,2.569,2.357,2.337,2.058,2.605,2.535,2.289,2.562,2.444,2.357,2.12,2.248,2.588,2.148,2.439,2.261,1.992,2.315,2.707,2.49,2.511,2.5,2.465,2.521,1.907,0.742,0.802,0.565,0.426,0.695,0.805,0.557,0.48,0.641,0.556,0.694,0.551,0.418,0.44,0.444,0.575,0.597,0.668,0.556,0.598,0.689,0.622,0.668,0.594,0.634,0.594,0.603,0.561,0.522,0.559,0.653,0.846,0.438,0.608,0.586,0.589,0.726,0.632,0.391,0.319,0.549,0.668,0.874,0.568,0.613,0.488,0.739,0.757,0.494,0.564,0.347,0.458,0.499,0.838,0.537,0.465,0.519,0.611,0.483,0.365,0.31,0.546,0.396,0.6,0.447,0.596,0.43,0.358,0.643,1.003,0.501,0.475,0.454,0.346 -173,Epileptic,F,37.0,0.7,3.3,0.7,1.1,1.2,2.2,1.2,0.9,0.7,0.5,0.4,2.9,1.4,0.2,1.2,4.4,8.3,0.6,1.6,4.3,1.1,2.2,1.2,2.5,3.1,1.9,2.6,2.0,2.5,1.9,1.2,0.9,0.4,1.8,0.3,0.5,2.0,2.2,0.2,0.2,0.7,3.0,2.2,2.4,2.6,0.4,0.4,0.8,0.9,0.4,0.4,1.5,0.8,2.4,0.2,1.8,0.6,1.2,1.4,0.4,0.4,1.0,0.4,0.3,1.6,1.2,1.7,1.0,0.9,0.4,0.4,0.8,3.2,0.4,9,28,7,8,15,22,12,9,8,6,4.0,27,12,2,12,47,71,6,19,44,13,21,12,28,31,24,30,22,23,26,17,6,4,25,2,3,26,25,1,2,5,31,19,16,17,3,2,5,5,5,3,12,7,14,1,14,6,11,9,4,3,9,3,4,10,16,12,6,4,4,3,6,29,3,0.041,0.037,0.019,0.023,0.028,0.055,0.022,0.023,0.037,0.03,0.033,0.031,0.03,0.028,0.032,0.037,0.036,0.03,0.03,0.034,0.031,0.032,0.024,0.032,0.036,0.025,0.031,0.025,0.025,0.026,0.033,0.045,0.019,0.028,0.016,0.016,0.036,0.036,0.017,0.02,0.018,0.034,0.038,0.022,0.018,0.009,0.02,0.015,0.016,0.013,0.022,0.02,0.02,0.024,0.028,0.022,0.035,0.016,0.021,0.017,0.019,0.022,0.027,0.022,0.022,0.03,0.019,0.016,0.014,0.016,0.015,0.019,0.017,0.02,1285,4689,1756,2137,1844,3521,2397,2351,1624,1131,758.0,3382,2910,732,2453,8985,16419,2341,3784,5604,3417,4013,2165,5296,4803,4645,4848,3471,6104,3757,2239,1414,1208,4735,2122,1286,4876,5763,511,512,1268,3427,5234,2847,3481,1144,746,1788,1978,1119,446,2853,1463,3749,238,2645,1173,2763,2056,936,749,2219,538,882,2372,924,2991,2024,1820,701,804,1798,7177,507,0.132,0.14,0.106,0.104,0.13,0.151,0.107,0.113,0.143,0.141,0.126,0.136,0.129,0.114,0.147,0.144,0.144,0.122,0.13,0.146,0.12,0.145,0.12,0.135,0.148,0.129,0.148,0.111,0.115,0.126,0.129,0.122,0.096,0.134,0.072,0.086,0.142,0.144,0.102,0.114,0.104,0.146,0.149,0.104,0.1,0.08,0.108,0.083,0.088,0.104,0.125,0.104,0.104,0.103,0.176,0.113,0.137,0.101,0.114,0.12,0.111,0.112,0.141,0.125,0.109,0.136,0.099,0.096,0.089,0.128,0.102,0.118,0.099,0.116,362,1377,646,769,696,1111,873,761,367,285,210.0,1374,785,163,627,2320,4074,369,963,2088,703,1172,825,1312,1395,1233,1553,1213,1606,1231,572,443,398,1067,406,475,1148,1183,177,188,593,1459,971,1679,2008,601,286,784,906,458,249,1205,684,1554,96,1281,327,1261,1005,418,364,761,228,350,1063,566,1403,878,861,343,368,633,2907,294,3.184,3.184,2.691,2.931,2.303,2.751,2.365,2.755,3.071,3.146,2.755,2.123,2.785,3.167,2.963,2.938,3.191,4.079,3.084,2.256,3.388,2.684,2.264,2.959,2.741,2.973,2.497,2.28,2.917,2.4,2.857,3.063,2.415,3.023,3.565,2.434,3.144,3.343,2.798,2.926,2.788,2.113,3.719,1.898,2.004,2.15,3.229,2.694,2.708,2.637,2.153,2.522,2.378,2.608,2.82,2.348,2.972,2.53,2.429,2.323,2.721,2.813,2.497,2.723,2.346,2.07,2.38,2.639,2.664,2.419,2.426,3.069,2.695,2.229,0.876,0.703,0.518,0.432,0.611,0.551,0.51,0.493,0.719,0.646,0.783,0.442,0.45,0.487,0.41,0.553,0.523,0.761,0.591,0.579,0.884,0.457,0.544,0.658,0.438,0.51,0.532,0.509,0.475,0.499,0.646,0.925,0.367,0.652,0.985,0.372,0.748,0.605,0.435,0.485,0.509,0.443,0.718,0.557,0.594,0.336,0.473,0.601,0.54,0.398,0.333,0.518,0.475,0.422,0.628,0.41,0.657,0.593,0.337,0.411,0.382,0.777,0.432,0.899,0.364,0.549,0.478,0.409,0.367,0.539,0.541,0.878,0.433,0.337 -174,Epileptic,M,27.0,0.7,2.8,1.4,2.0,1.8,1.9,1.7,2.0,1.5,0.5,0.4,3.3,1.4,0.7,1.5,5.1,8.7,0.9,2.5,5.2,1.5,3.8,2.4,4.1,5.7,4.7,4.2,3.5,4.9,4.4,1.7,1.6,0.5,3.9,0.6,0.6,3.9,3.8,0.3,0.2,1.3,4.1,2.6,2.2,3.5,1.1,0.4,1.0,1.6,0.7,0.5,2.0,1.7,5.1,0.4,3.8,1.0,1.2,0.8,1.6,0.6,2.1,0.2,0.5,2.2,1.6,2.9,1.2,1.4,0.6,0.8,1.3,5.0,0.3,8,23,11,15,13,20,16,20,16,6,3.0,28,16,7,15,52,72,9,25,38,10,36,27,38,52,49,39,32,37,46,18,14,5,34,3,3,45,43,2,1,7,29,24,16,20,7,2,6,8,6,3,13,17,41,3,30,8,9,7,11,5,14,2,5,18,19,26,8,9,5,5,9,42,2,0.045,0.03,0.029,0.03,0.035,0.029,0.029,0.031,0.047,0.036,0.048,0.042,0.034,0.032,0.031,0.034,0.034,0.04,0.036,0.054,0.038,0.037,0.031,0.051,0.038,0.035,0.034,0.036,0.036,0.042,0.045,0.072,0.032,0.045,0.024,0.016,0.038,0.041,0.019,0.017,0.025,0.047,0.048,0.024,0.024,0.018,0.018,0.019,0.022,0.022,0.03,0.023,0.032,0.031,0.015,0.021,0.021,0.017,0.02,0.023,0.023,0.039,0.033,0.027,0.023,0.029,0.02,0.019,0.023,0.021,0.021,0.023,0.02,0.015,1329,4291,2303,2976,2263,2736,2771,3034,1889,1205,541.0,2663,2909,1150,3114,8559,16509,1954,4009,4259,2221,3901,2384,5166,5643,7608,4975,4179,6745,5865,2628,855,1062,5890,1651,1626,6816,6794,401,422,1388,2582,4786,2295,3840,1587,687,1825,2148,1325,380,2880,2193,7517,691,4634,1443,1999,944,1797,739,2197,308,832,2665,1273,4499,2296,2060,1308,1083,2078,8953,483,0.115,0.127,0.125,0.128,0.142,0.135,0.107,0.141,0.16,0.138,0.142,0.159,0.121,0.141,0.137,0.134,0.132,0.141,0.151,0.183,0.121,0.119,0.125,0.16,0.124,0.128,0.107,0.107,0.12,0.161,0.155,0.154,0.106,0.153,0.091,0.083,0.145,0.146,0.095,0.103,0.114,0.146,0.16,0.12,0.108,0.1,0.096,0.097,0.104,0.106,0.127,0.11,0.129,0.125,0.093,0.113,0.111,0.099,0.111,0.115,0.114,0.144,0.13,0.141,0.119,0.14,0.105,0.099,0.107,0.128,0.123,0.111,0.103,0.107,399,1506,763,1013,838,1031,919,1048,624,313,149.0,1288,776,338,831,2722,4357,448,1283,1721,643,1508,1195,1544,2259,2341,1970,1669,1850,1927,723,484,322,1481,450,600,1813,1772,254,215,751,1338,1160,1361,2227,869,296,813,1079,572,255,1316,947,2904,389,2697,738,1071,627,1058,403,864,167,361,1486,854,2379,1004,982,402,516,929,4101,278,3.155,2.779,2.913,2.69,2.249,2.308,2.444,2.57,2.42,3.093,2.877,1.804,2.707,2.434,2.842,2.497,2.914,3.127,2.55,2.139,2.615,2.122,1.813,2.654,2.118,2.652,2.056,2.074,2.812,2.421,2.703,2.031,2.53,2.799,3.083,2.493,2.771,2.874,1.831,2.275,2.314,1.793,2.847,1.903,1.989,2.081,2.521,2.827,2.403,2.214,1.784,2.211,2.158,2.427,2.068,1.947,2.385,2.126,1.802,1.871,2.064,2.473,2.166,2.251,1.934,1.859,1.943,2.552,2.39,3.332,2.301,2.646,2.292,2.193,0.91,0.599,0.634,0.638,0.717,0.562,0.736,0.493,0.64,0.718,0.689,0.486,0.509,0.524,0.595,0.56,0.644,0.772,0.601,0.527,0.667,0.543,0.515,0.571,0.639,0.534,0.565,0.578,0.652,0.584,0.81,0.757,0.404,0.663,0.656,0.506,0.644,0.641,0.376,0.322,0.482,0.542,0.797,0.59,0.624,0.537,0.536,0.766,0.512,0.643,0.284,0.543,0.544,0.55,0.423,0.485,0.411,0.441,0.354,0.378,0.375,0.697,0.31,0.652,0.599,0.552,0.425,0.552,0.495,0.917,0.499,0.454,0.47,0.383 -175,Epileptic,F,42.0,1.1,2.2,0.7,1.4,1.7,2.1,1.5,1.9,1.2,1.0,0.3,3.1,1.8,0.4,1.1,5.7,9.5,0.8,1.5,4.8,1.1,3.5,2.1,3.9,3.0,3.3,3.2,2.4,3.7,3.1,1.1,1.2,0.5,2.2,0.6,0.7,3.3,4.4,0.1,0.3,1.2,3.3,3.4,3.1,3.5,0.5,0.2,1.0,1.4,0.8,0.6,1.7,1.3,2.7,0.2,2.2,1.0,1.7,1.1,1.8,0.5,1.8,0.5,0.4,2.4,1.0,2.0,1.4,2.1,0.6,1.1,1.6,4.5,0.4,9,26,7,13,17,20,14,15,13,11,4.0,33,18,6,16,66,86,6,20,42,13,41,22,41,38,37,42,21,29,35,14,10,6,27,4,7,44,53,1,2,7,28,32,25,22,3,2,5,7,7,5,14,11,19,1,18,6,17,8,12,5,15,3,6,20,18,16,9,15,7,8,13,40,3,0.04,0.019,0.015,0.024,0.028,0.03,0.022,0.031,0.04,0.039,0.027,0.032,0.029,0.024,0.027,0.036,0.028,0.027,0.027,0.034,0.023,0.035,0.029,0.037,0.03,0.03,0.027,0.026,0.024,0.03,0.024,0.041,0.025,0.028,0.015,0.015,0.033,0.032,0.015,0.023,0.021,0.037,0.047,0.023,0.024,0.014,0.011,0.015,0.018,0.018,0.029,0.02,0.021,0.021,0.027,0.015,0.021,0.02,0.021,0.024,0.023,0.024,0.033,0.013,0.023,0.019,0.018,0.021,0.022,0.017,0.024,0.019,0.018,0.018,1529,4965,2219,2622,3069,3447,2806,3343,2111,1750,722.0,3647,3732,861,2299,11005,19697,2515,3704,5039,3876,5999,3010,6046,5426,6369,6066,3802,7807,5228,2190,1470,1200,5915,2312,2022,7345,10006,265,395,1733,3204,7115,4301,3900,1073,811,2070,2606,1996,686,2900,2208,4882,376,3934,1505,3609,1321,2397,759,3154,508,1035,3467,1193,3478,2608,3271,1005,1493,2730,9477,551,0.129,0.111,0.094,0.114,0.13,0.147,0.106,0.13,0.156,0.152,0.113,0.14,0.137,0.121,0.141,0.145,0.128,0.109,0.136,0.143,0.108,0.149,0.136,0.136,0.137,0.137,0.128,0.107,0.1,0.137,0.116,0.127,0.104,0.124,0.077,0.089,0.136,0.142,0.097,0.119,0.109,0.156,0.177,0.114,0.111,0.09,0.085,0.082,0.097,0.106,0.145,0.109,0.11,0.111,0.127,0.101,0.102,0.115,0.116,0.114,0.12,0.115,0.155,0.11,0.119,0.119,0.105,0.111,0.112,0.122,0.123,0.107,0.097,0.105,490,1800,818,955,1011,1205,958,1068,564,473,238.0,1570,1048,281,704,3026,5462,456,997,2273,827,1832,1214,1844,1723,1917,2071,1393,2210,1666,638,588,383,1396,601,785,1838,2323,151,218,859,1388,1283,2320,2261,582,334,934,1182,701,327,1349,957,1967,142,2061,651,1403,771,1136,408,1155,211,560,1595,850,1750,1053,1488,553,731,1264,4143,316,3.082,2.621,2.503,2.771,2.583,2.494,2.38,2.789,2.789,3.068,2.855,2.027,2.834,2.403,2.58,2.791,2.932,4.001,2.978,2.027,3.718,2.529,2.123,2.548,2.574,2.715,2.312,2.203,2.743,2.473,2.528,2.521,2.484,2.965,3.155,2.384,2.95,3.001,2.094,2.334,2.476,2.005,3.562,2.047,1.939,2.036,3.081,2.692,2.709,2.987,2.374,2.327,2.337,2.627,2.921,2.067,2.549,2.64,2.031,2.18,2.3,2.77,2.303,2.079,2.233,1.774,2.134,2.635,2.467,2.071,2.325,2.502,2.435,2.267,0.744,0.614,0.527,0.516,0.686,0.497,0.529,0.516,0.6,0.763,0.908,0.393,0.396,0.425,0.366,0.49,0.513,0.743,0.517,0.621,0.903,0.523,0.508,0.668,0.529,0.476,0.439,0.565,0.502,0.533,0.77,0.835,0.328,0.628,0.71,0.444,0.692,0.663,0.2,0.377,0.506,0.504,0.879,0.611,0.556,0.385,0.469,0.638,0.472,0.686,0.409,0.495,0.564,0.479,0.457,0.419,0.581,0.614,0.369,0.39,0.309,0.711,0.431,0.684,0.489,0.494,0.46,0.34,0.457,0.406,0.423,0.492,0.38,0.311 -176,Epileptic,F,22.0,0.9,2.6,1.1,1.3,1.3,2.2,2.0,1.4,0.8,0.7,0.2,2.4,1.8,0.5,1.1,5.4,10.9,1.0,3.0,4.0,1.2,3.3,1.4,2.6,3.5,2.7,3.8,2.2,3.3,3.3,1.5,1.0,0.5,2.9,0.8,0.8,3.1,2.9,0.1,0.2,1.0,3.7,3.3,2.8,3.3,0.6,0.6,1.0,1.3,1.6,0.7,1.8,1.0,2.6,0.2,2.7,0.8,1.6,1.1,1.0,0.5,1.5,0.2,0.3,1.8,0.8,2.1,1.3,1.1,0.4,1.0,1.5,5.2,0.4,6,23,12,10,12,18,15,12,10,6,3.0,21,16,6,8,56,93,6,25,33,8,37,12,28,36,27,41,21,21,37,18,8,4,23,4,7,28,31,1,1,5,24,22,20,20,4,3,6,7,9,5,13,8,17,1,22,6,15,9,9,6,12,2,3,15,7,21,10,7,4,9,10,39,4,0.043,0.023,0.019,0.022,0.03,0.035,0.025,0.026,0.033,0.031,0.022,0.029,0.032,0.029,0.03,0.034,0.034,0.035,0.034,0.034,0.025,0.03,0.024,0.029,0.032,0.033,0.027,0.024,0.026,0.029,0.037,0.03,0.02,0.031,0.029,0.025,0.032,0.031,0.013,0.024,0.021,0.044,0.048,0.028,0.022,0.017,0.023,0.015,0.019,0.037,0.035,0.018,0.021,0.02,0.027,0.018,0.013,0.02,0.023,0.017,0.021,0.026,0.018,0.018,0.021,0.021,0.021,0.02,0.021,0.017,0.024,0.022,0.018,0.019,1481,5101,2290,2209,2400,2506,2746,2492,1603,1138,479.0,2234,3238,1136,2224,10348,19575,2735,4098,3609,2583,5606,1893,6103,6131,4728,6007,3460,5477,5439,2489,1121,1031,5505,2055,1461,5644,6450,326,350,1408,2329,3181,2222,3734,1252,1013,2642,2361,1495,542,3535,1986,4948,301,4126,1892,2778,1485,1654,1156,2718,388,1096,3070,990,3313,2319,1677,873,1248,2385,10113,499,0.139,0.117,0.117,0.107,0.122,0.145,0.104,0.118,0.137,0.144,0.119,0.127,0.126,0.147,0.119,0.139,0.139,0.112,0.135,0.138,0.092,0.134,0.118,0.122,0.143,0.142,0.128,0.108,0.107,0.137,0.139,0.108,0.105,0.124,0.106,0.111,0.124,0.119,0.1,0.114,0.11,0.151,0.143,0.135,0.108,0.099,0.111,0.08,0.102,0.132,0.146,0.095,0.102,0.102,0.136,0.108,0.092,0.11,0.116,0.103,0.109,0.119,0.103,0.108,0.114,0.094,0.113,0.114,0.11,0.115,0.132,0.112,0.097,0.125,366,1838,896,869,728,1092,1093,852,437,329,191.0,1170,964,299,609,2765,5582,453,1387,1749,733,1746,840,1548,1915,1435,2198,1337,1800,1785,641,499,354,1419,458,540,1556,1617,155,138,674,1276,1073,1488,2324,630,403,1057,1012,713,288,1513,878,2072,117,2231,888,1356,840,930,501,929,194,349,1379,553,1664,1051,802,414,642,1111,4540,297,3.551,2.746,2.678,2.653,2.527,2.201,2.164,2.526,2.758,2.999,2.45,1.713,2.745,2.875,2.837,2.777,2.798,4.116,2.582,1.838,2.829,2.529,1.998,3.039,2.625,2.77,2.219,2.136,2.404,2.5,2.887,2.374,2.336,2.798,3.819,2.57,2.709,2.932,2.35,2.79,2.689,1.785,2.572,1.763,1.856,2.196,3.064,2.962,2.832,2.515,2.066,2.41,2.359,2.423,2.932,2.128,2.66,2.349,2.143,2.026,2.423,2.758,2.399,2.935,2.636,2.038,2.102,2.613,2.348,2.445,2.198,2.504,2.487,2.048,0.892,0.55,0.498,0.46,0.864,0.517,0.518,0.394,0.626,0.409,0.856,0.368,0.494,0.299,0.519,0.63,0.605,0.807,0.557,0.492,0.899,0.478,0.359,0.722,0.481,0.477,0.446,0.534,0.579,0.507,0.699,1.014,0.38,0.813,0.731,0.509,0.669,0.6,0.373,0.401,0.617,0.409,0.674,0.609,0.613,0.494,0.69,0.785,0.599,0.763,0.621,0.672,0.592,0.494,0.283,0.446,0.533,0.651,0.38,0.335,0.455,0.71,0.335,0.973,0.784,0.645,0.508,0.509,0.522,0.409,0.359,0.509,0.526,0.544 -177,Epileptic,F,27.0,0.6,1.7,0.7,1.1,0.9,2.3,1.4,1.4,1.0,0.5,0.4,2.4,1.5,0.5,0.8,6.2,7.9,0.7,2.4,5.2,1.4,3.0,1.8,2.8,2.7,3.9,2.9,2.1,2.5,2.5,1.3,1.2,0.6,2.3,0.3,0.3,4.0,3.6,0.3,0.1,0.9,2.2,2.2,3.1,2.5,0.5,0.5,1.1,1.0,0.5,0.6,1.4,1.2,1.7,0.3,2.2,0.7,1.3,0.6,1.0,0.5,1.2,0.2,0.3,1.2,1.2,2.5,1.2,0.8,0.3,1.1,1.0,4.0,0.3,5,17,9,13,14,16,10,13,14,5,4.0,22,15,9,10,61,71,6,24,40,8,30,16,37,33,36,34,17,18,31,14,8,5,26,2,2,39,38,2,1,5,22,17,19,16,4,2,6,6,4,5,8,8,11,1,18,5,8,5,8,4,9,1,3,10,15,16,9,6,3,8,8,27,2,0.025,0.022,0.016,0.023,0.024,0.03,0.023,0.031,0.042,0.026,0.026,0.033,0.032,0.027,0.022,0.035,0.029,0.027,0.029,0.038,0.023,0.035,0.032,0.034,0.034,0.037,0.031,0.026,0.023,0.029,0.04,0.049,0.029,0.027,0.011,0.008,0.032,0.031,0.021,0.009,0.019,0.033,0.036,0.026,0.022,0.014,0.021,0.015,0.015,0.016,0.026,0.015,0.02,0.018,0.025,0.018,0.02,0.016,0.022,0.018,0.027,0.023,0.019,0.013,0.018,0.032,0.021,0.018,0.018,0.012,0.024,0.019,0.017,0.015,1580,3743,1477,2210,1494,3136,2697,3121,1162,1174,738.0,2481,3057,1108,2249,10935,16463,2312,4609,5645,2393,4111,2130,5033,5335,6926,4886,3402,5791,4815,1462,1068,1120,5679,1935,1584,7094,8378,483,448,1556,2312,4120,3313,3099,1065,807,2375,2105,1143,686,2835,1649,4053,328,3398,1545,2710,949,1398,705,2138,276,668,2200,958,3585,2282,1716,895,1661,2123,8959,771,0.107,0.115,0.117,0.132,0.107,0.136,0.11,0.131,0.149,0.125,0.126,0.138,0.122,0.139,0.121,0.133,0.124,0.103,0.122,0.144,0.094,0.146,0.136,0.129,0.148,0.148,0.138,0.107,0.102,0.14,0.118,0.136,0.125,0.123,0.064,0.066,0.13,0.131,0.109,0.065,0.102,0.139,0.13,0.116,0.105,0.098,0.107,0.091,0.087,0.095,0.13,0.09,0.112,0.092,0.14,0.107,0.1,0.091,0.108,0.104,0.122,0.109,0.101,0.11,0.102,0.135,0.106,0.102,0.1,0.088,0.118,0.106,0.091,0.098,424,1238,702,815,685,1139,904,935,400,349,246.0,1128,867,298,618,2899,4569,441,1286,2210,741,1336,909,1312,1501,1770,1678,1248,1576,1476,445,444,349,1330,492,572,2015,1963,241,174,708,1150,1030,1822,1870,537,327,1041,1016,552,371,1262,889,1623,142,1842,653,1245,521,794,340,791,153,321,1063,617,1766,1029,767,411,742,903,3782,277,3.377,2.944,1.995,2.727,2.022,2.476,2.451,3.116,2.269,3.03,2.517,1.996,2.728,2.765,2.754,2.826,2.986,3.686,2.814,2.229,2.631,2.477,2.014,2.816,2.789,3.138,2.365,2.195,2.831,2.578,2.396,2.432,2.664,3.105,3.437,2.598,2.686,3.174,2.374,2.437,2.948,1.844,2.951,2.064,1.935,2.084,3.287,2.96,2.576,2.577,2.186,2.346,2.071,2.606,3.086,2.122,2.878,2.531,2.202,1.999,2.629,2.506,2.114,2.311,2.256,2.076,2.292,2.607,2.504,2.352,2.483,2.815,2.595,3.115,0.91,0.793,0.619,0.641,0.533,0.494,0.573,0.605,0.543,0.445,0.651,0.411,0.472,0.411,0.478,0.501,0.628,0.864,0.507,0.674,0.724,0.447,0.351,0.579,0.434,0.514,0.473,0.463,0.548,0.465,0.644,0.763,0.368,0.518,0.656,0.416,0.709,0.561,0.383,0.313,0.555,0.431,0.692,0.577,0.652,0.434,0.675,0.617,0.584,0.338,0.394,0.558,0.506,0.558,0.542,0.392,0.52,0.495,0.498,0.362,0.547,0.702,0.274,1.089,0.497,0.65,0.499,0.391,0.394,0.56,0.476,0.673,0.552,0.649 -178,Epileptic,M,27.0,1.0,1.9,1.0,1.5,1.6,1.7,1.3,1.4,0.6,0.8,0.3,2.6,1.5,0.7,2.0,5.0,8.3,0.6,2.0,5.5,1.3,2.7,1.6,3.8,3.1,3.7,2.4,1.8,2.6,2.5,1.2,0.5,0.6,3.1,0.4,0.9,2.7,3.1,0.2,0.3,1.3,3.0,2.0,3.3,2.6,0.5,0.4,1.1,1.1,0.6,0.7,3.0,1.4,2.3,0.2,2.0,0.7,1.4,1.0,1.3,0.7,1.2,0.5,0.4,1.6,0.9,2.4,1.5,1.0,0.7,1.0,1.0,5.0,0.2,6,18,7,10,17,17,10,16,8,8,4.0,25,15,8,22,51,77,4,24,43,16,27,16,42,37,39,31,20,23,29,21,7,6,31,3,9,30,38,2,2,10,27,17,24,16,4,2,7,6,5,5,29,10,15,2,20,5,12,7,11,6,12,3,4,13,15,20,9,6,9,7,7,47,1,0.039,0.023,0.02,0.028,0.044,0.026,0.019,0.024,0.041,0.035,0.025,0.031,0.029,0.04,0.035,0.029,0.028,0.021,0.027,0.041,0.022,0.036,0.027,0.035,0.037,0.028,0.027,0.018,0.024,0.028,0.036,0.025,0.032,0.029,0.011,0.02,0.031,0.028,0.012,0.012,0.024,0.035,0.03,0.027,0.019,0.011,0.019,0.017,0.016,0.012,0.033,0.022,0.026,0.017,0.022,0.02,0.015,0.017,0.023,0.031,0.02,0.023,0.026,0.014,0.019,0.019,0.019,0.019,0.016,0.021,0.026,0.018,0.022,0.016,1709,4492,2585,2287,2097,2522,2281,2686,1043,1235,739.0,2677,3332,1182,3591,9857,18758,2795,4590,3846,4167,3716,2156,7340,4732,7161,4530,3369,5960,4376,2561,1022,838,6256,2649,1949,6782,7249,501,740,1589,2885,5263,2932,3470,1250,834,2552,2362,1470,729,5941,1642,4920,386,2823,1611,2658,1271,1437,986,2708,708,1115,2638,1169,3570,2999,2115,1400,1319,2140,8874,283,0.116,0.116,0.097,0.122,0.148,0.134,0.089,0.124,0.128,0.153,0.123,0.148,0.123,0.167,0.15,0.128,0.128,0.089,0.126,0.16,0.112,0.149,0.137,0.142,0.162,0.134,0.123,0.1,0.103,0.124,0.134,0.101,0.148,0.124,0.077,0.104,0.134,0.13,0.088,0.085,0.122,0.147,0.133,0.123,0.096,0.084,0.099,0.087,0.092,0.096,0.133,0.115,0.133,0.094,0.111,0.122,0.095,0.105,0.108,0.132,0.117,0.116,0.123,0.104,0.102,0.128,0.107,0.101,0.094,0.121,0.124,0.101,0.113,0.104,383,1365,881,823,742,1054,880,942,325,382,213.0,1310,887,298,975,2781,4915,477,1264,2197,1005,1256,923,1789,1523,2152,1691,1432,1725,1500,684,387,305,1508,577,767,1573,1911,259,368,841,1268,1045,1881,2181,692,351,986,1048,631,372,2388,735,2180,165,1527,688,1315,720,717,523,913,339,503,1370,726,1928,1184,969,561,641,912,3822,154,3.913,2.904,2.954,2.721,2.332,2.244,2.2,2.571,2.52,2.726,2.887,1.838,2.863,3.018,2.826,2.685,3.02,4.044,2.83,1.703,3.153,2.462,2.051,3.054,2.524,2.701,2.231,1.946,2.75,2.329,2.862,2.344,2.592,2.917,3.76,2.348,3.182,2.783,2.196,2.359,2.367,1.977,3.461,1.778,1.837,2.065,3.049,3.146,2.849,2.588,2.047,2.292,2.361,2.558,2.367,2.022,2.622,2.339,2.082,2.163,2.127,2.641,2.373,2.488,2.12,2.007,2.082,2.933,2.622,2.69,2.391,2.616,2.382,2.281,0.828,0.615,0.535,0.584,0.657,0.536,0.579,0.629,0.469,0.661,1.017,0.508,0.49,0.512,0.505,0.57,0.557,0.782,0.601,0.46,0.627,0.401,0.444,0.769,0.495,0.548,0.476,0.516,0.422,0.563,0.548,0.931,0.598,0.653,0.905,0.522,0.704,0.646,0.38,0.372,0.507,0.545,0.675,0.46,0.563,0.343,0.603,0.847,0.48,0.397,0.456,0.555,0.541,0.438,0.566,0.326,0.606,0.47,0.356,0.385,0.308,0.783,0.719,1.128,0.404,0.769,0.469,0.464,0.37,0.53,0.532,0.65,0.406,0.519 -179,Epileptic,M,32.0,0.8,2.0,0.8,1.1,1.3,2.4,1.9,2.9,1.6,1.1,0.4,4.0,1.5,0.6,1.7,5.0,9.5,1.2,2.0,8.0,1.0,3.2,2.5,3.9,3.5,6.6,4.5,3.0,5.8,5.3,1.4,1.9,0.8,3.1,0.3,1.3,3.7,4.5,0.2,0.4,1.4,3.9,2.4,6.5,2.9,0.8,0.3,0.9,1.5,0.6,0.4,2.0,1.4,3.0,0.2,3.0,0.5,2.1,1.0,1.5,0.5,1.5,0.2,0.4,2.3,1.2,2.6,2.1,2.0,0.4,1.6,0.9,3.5,0.1,7,23,10,6,14,18,12,21,17,8,3.0,33,12,6,15,48,84,7,21,56,9,25,20,36,30,48,34,27,163,40,20,9,5,25,1,7,32,39,1,2,9,35,23,30,16,4,1,5,7,6,4,12,10,20,1,20,4,14,7,10,3,12,1,3,14,14,20,11,13,5,8,7,28,1,0.033,0.02,0.014,0.021,0.033,0.038,0.029,0.042,0.043,0.037,0.032,0.033,0.029,0.027,0.033,0.035,0.032,0.034,0.031,0.043,0.025,0.042,0.039,0.047,0.035,0.047,0.033,0.033,0.365,0.043,0.047,0.053,0.033,0.034,0.009,0.026,0.032,0.038,0.013,0.018,0.026,0.039,0.038,0.036,0.021,0.015,0.017,0.015,0.016,0.021,0.021,0.022,0.027,0.026,0.018,0.023,0.014,0.023,0.025,0.027,0.026,0.032,0.023,0.024,0.03,0.029,0.022,0.024,0.024,0.013,0.034,0.019,0.017,0.02,1765,5087,2281,2258,2122,3315,2664,3249,2263,1552,898.0,3429,3631,1387,3848,10371,19482,2958,3714,5773,3642,3920,2772,6938,4920,7842,5750,3108,6516,5867,2502,1146,1071,5423,1819,1944,8631,6682,440,559,1635,3740,7679,3643,3417,1482,870,2447,3202,1429,484,3514,2309,5000,429,3878,1404,3076,979,1500,610,2542,888,1045,2175,1060,3859,3329,2953,1078,1863,1870,8267,152,0.116,0.11,0.103,0.092,0.148,0.137,0.107,0.14,0.166,0.146,0.104,0.132,0.11,0.115,0.126,0.137,0.126,0.111,0.139,0.149,0.091,0.136,0.137,0.156,0.126,0.134,0.117,0.121,0.124,0.147,0.157,0.123,0.131,0.117,0.059,0.101,0.137,0.119,0.09,0.105,0.121,0.149,0.154,0.145,0.098,0.089,0.084,0.085,0.091,0.119,0.12,0.106,0.113,0.108,0.095,0.109,0.086,0.112,0.12,0.119,0.112,0.124,0.103,0.122,0.128,0.127,0.106,0.107,0.111,0.103,0.12,0.103,0.092,0.112,434,1512,978,825,745,1137,933,1135,590,464,224.0,1835,895,301,860,2430,5175,481,1157,2940,827,1321,1109,1469,1621,2167,2068,1463,2051,2059,582,401,339,1372,466,773,1797,1706,228,280,837,1689,1096,2571,2133,762,317,947,1293,499,319,1403,877,1868,190,2059,616,1511,608,855,296,871,189,353,1234,592,2002,1316,1299,484,783,775,3488,63,3.645,2.916,2.358,2.597,2.454,2.488,2.405,2.738,2.675,2.86,3.007,1.7,2.971,3.096,3.355,3.056,2.895,4.061,2.561,1.794,3.166,2.345,2.232,3.299,2.501,2.759,2.338,1.815,2.593,2.317,3.072,2.816,2.768,2.809,3.432,2.435,3.294,2.871,2.381,2.478,2.379,2.074,3.609,1.724,1.824,2.095,3.284,3.129,2.871,2.874,1.835,2.711,2.601,2.656,2.776,2.118,2.587,2.389,1.911,2.05,2.391,2.916,3.248,3.383,2.057,2.142,2.049,2.596,2.657,2.395,2.626,2.831,2.511,2.393,1.171,0.669,0.668,0.565,0.742,0.651,0.708,0.726,0.682,0.623,0.902,0.467,0.629,0.759,0.844,0.704,0.714,0.807,0.657,0.551,0.823,0.626,0.621,0.709,0.691,0.79,0.618,0.49,0.741,0.633,0.588,1.1,0.541,0.781,0.503,0.629,0.924,0.862,0.494,0.534,0.577,0.524,0.862,0.51,0.586,0.623,0.754,0.875,0.637,0.708,0.333,0.542,0.683,0.659,0.409,0.479,0.579,0.567,0.378,0.458,0.605,0.822,1.052,0.711,0.524,0.623,0.561,0.533,0.599,0.66,0.485,0.721,0.56,0.667 -180,Epileptic,M,32.0,0.6,2.6,1.1,0.8,1.2,2.8,1.7,1.9,1.3,0.4,0.2,3.5,1.6,0.5,1.5,5.4,8.6,0.9,2.6,6.3,1.1,3.3,1.5,3.3,2.8,2.2,3.2,3.4,2.1,3.9,0.9,0.4,0.7,2.1,0.8,0.5,3.8,3.0,0.2,0.3,1.3,3.6,2.5,3.2,2.5,0.6,0.5,0.8,1.2,0.6,1.4,2.0,2.0,2.4,0.2,3.0,0.6,2.4,1.3,1.3,0.7,1.4,0.4,0.4,1.7,0.6,2.4,1.3,1.2,0.6,1.0,1.4,4.8,0.3,6,25,11,6,13,23,15,15,19,5,2.0,24,15,6,15,56,77,6,24,42,11,37,16,31,39,27,38,27,20,40,15,5,5,23,8,4,43,35,2,1,6,29,23,23,14,4,2,4,6,4,9,14,14,16,1,28,5,14,13,10,4,13,3,4,13,7,20,10,8,6,7,11,38,3,0.029,0.025,0.014,0.018,0.027,0.039,0.025,0.035,0.041,0.021,0.021,0.038,0.034,0.029,0.033,0.029,0.032,0.031,0.031,0.04,0.017,0.03,0.029,0.035,0.029,0.03,0.026,0.03,0.024,0.036,0.029,0.022,0.03,0.026,0.028,0.016,0.036,0.029,0.019,0.016,0.025,0.037,0.035,0.034,0.019,0.011,0.02,0.011,0.015,0.018,0.059,0.019,0.022,0.022,0.025,0.02,0.021,0.022,0.027,0.021,0.025,0.023,0.027,0.018,0.022,0.025,0.021,0.019,0.021,0.021,0.022,0.018,0.019,0.022,1476,5068,2842,2018,2311,4116,2862,3574,2528,1189,572.0,2627,3725,1006,3091,11488,18514,2652,4178,4369,3038,5744,2007,6221,5628,4919,5804,3795,5211,5886,1975,1008,1301,6186,2275,1467,8013,7761,448,469,1756,3106,6676,2166,3424,1532,927,2506,2488,1459,656,3628,3372,5037,250,4190,1265,3675,1572,1854,883,2516,725,858,2582,963,3569,2632,1750,1297,1555,2971,10307,410,0.099,0.121,0.099,0.092,0.116,0.146,0.107,0.131,0.139,0.116,0.082,0.142,0.132,0.134,0.149,0.127,0.132,0.113,0.113,0.132,0.079,0.144,0.135,0.126,0.13,0.12,0.125,0.115,0.098,0.139,0.122,0.081,0.124,0.12,0.117,0.083,0.126,0.127,0.111,0.108,0.108,0.143,0.132,0.124,0.097,0.082,0.105,0.075,0.087,0.092,0.169,0.106,0.115,0.098,0.13,0.11,0.107,0.105,0.132,0.114,0.118,0.121,0.112,0.118,0.109,0.103,0.112,0.102,0.115,0.109,0.117,0.102,0.099,0.136,427,1624,1074,762,767,1288,1017,952,524,332,153.0,1295,940,286,737,3076,4681,473,1297,2391,844,1806,843,1503,1821,1336,2035,1512,1379,1888,505,399,356,1277,498,552,1904,1752,190,203,717,1408,1206,1508,2069,778,373,1032,1159,597,410,1633,1315,1888,114,2282,524,1760,824,1005,454,967,256,399,1263,407,1800,1085,844,516,753,1262,4114,201,3.225,2.804,2.53,2.62,2.55,2.76,2.353,3.051,3.091,2.858,3.021,1.845,3.101,2.536,2.945,2.787,3.077,3.93,2.72,1.7,2.842,2.543,2.126,3.041,2.46,2.886,2.298,2.016,2.824,2.538,2.711,2.342,3.11,3.162,3.643,2.473,3.048,3.133,2.361,2.571,2.806,2.046,3.48,1.679,1.925,2.164,3.145,2.864,2.579,3.048,1.826,2.462,2.493,2.691,2.425,1.997,2.718,2.537,2.019,2.101,2.537,2.687,2.565,2.324,2.297,2.536,2.126,2.507,2.433,2.724,2.488,2.616,2.619,2.199,0.857,0.674,0.755,0.42,0.526,0.681,0.604,0.658,0.651,0.437,0.699,0.493,0.583,0.606,0.573,0.555,0.603,0.713,0.575,0.59,0.853,0.526,0.423,0.657,0.545,0.653,0.474,0.534,0.568,0.535,0.741,1.125,0.496,0.793,0.706,0.555,0.79,0.778,0.453,0.445,0.913,0.649,0.883,0.621,0.579,0.472,0.528,0.521,0.52,0.492,0.6,0.452,0.577,0.563,0.368,0.392,0.339,0.649,0.438,0.353,0.343,0.834,0.576,0.859,0.643,0.67,0.451,0.366,0.404,0.622,0.412,0.507,0.591,0.33 -181,Epileptic,F,37.0,0.7,1.5,0.4,1.0,0.9,1.4,1.4,1.1,1.1,0.7,0.2,2.3,0.8,0.3,0.7,4.8,6.4,1.1,1.8,3.3,0.7,2.3,1.1,2.5,3.2,2.6,2.4,2.2,2.1,2.6,1.0,1.1,0.4,1.6,0.3,0.4,2.2,2.4,0.1,0.1,0.8,2.5,1.8,2.1,2.3,0.7,0.5,0.7,1.0,0.5,0.4,1.1,1.6,2.0,0.1,2.1,0.6,1.4,0.8,1.1,0.7,0.8,0.1,0.4,0.8,1.0,1.6,1.1,0.9,0.6,1.0,1.1,3.1,0.2,6,13,5,7,12,12,13,13,11,9,3.0,22,8,5,9,62,59,7,23,33,7,32,11,29,37,27,34,23,18,30,12,8,6,22,2,3,30,29,1,1,4,24,16,16,12,7,2,4,5,5,3,8,12,14,1,19,3,13,7,10,7,5,1,5,7,14,10,7,6,8,9,8,26,1,0.036,0.025,0.012,0.025,0.026,0.027,0.028,0.024,0.045,0.046,0.024,0.035,0.025,0.028,0.025,0.034,0.029,0.045,0.027,0.031,0.019,0.031,0.026,0.034,0.037,0.032,0.029,0.028,0.025,0.032,0.031,0.059,0.029,0.028,0.019,0.017,0.034,0.03,0.019,0.01,0.02,0.034,0.047,0.026,0.021,0.02,0.031,0.013,0.017,0.019,0.034,0.018,0.03,0.019,0.013,0.018,0.022,0.017,0.022,0.02,0.029,0.017,0.027,0.02,0.019,0.026,0.02,0.021,0.021,0.029,0.026,0.022,0.016,0.013,1191,2839,1379,1589,1337,2012,2050,2551,1489,1104,429.0,1952,2034,790,1760,9410,12700,1761,3716,3572,2565,3633,1660,4031,4995,4459,3965,3566,4025,4354,1562,872,781,4393,1449,1294,4810,5195,326,283,1200,2023,4274,1941,3067,1128,565,1633,1684,1115,335,2046,1803,3502,182,3113,1041,2614,939,1545,756,1629,301,841,1627,773,2406,1660,1211,981,1271,1494,6734,447,0.13,0.114,0.097,0.113,0.123,0.127,0.119,0.123,0.169,0.158,0.112,0.136,0.115,0.13,0.125,0.14,0.13,0.149,0.139,0.131,0.086,0.141,0.117,0.137,0.15,0.133,0.131,0.122,0.108,0.146,0.141,0.152,0.142,0.129,0.091,0.091,0.138,0.138,0.112,0.09,0.102,0.14,0.148,0.121,0.1,0.117,0.13,0.085,0.096,0.118,0.135,0.1,0.137,0.103,0.106,0.109,0.106,0.107,0.116,0.114,0.135,0.101,0.106,0.132,0.094,0.132,0.099,0.109,0.107,0.147,0.133,0.126,0.094,0.096,334,956,552,666,542,844,798,830,435,314,157.0,983,582,192,505,2715,3672,372,1024,1674,685,1289,707,1195,1561,1392,1507,1203,1184,1387,463,318,224,920,304,453,1140,1300,138,155,591,1124,758,1353,1681,551,235,738,828,423,208,994,825,1612,94,1766,475,1297,615,883,428,684,123,351,835,533,1280,834,638,341,612,760,3047,215,3.233,2.842,2.5,2.367,2.185,2.189,2.111,2.729,2.585,2.728,2.295,1.768,2.669,2.855,2.621,2.63,2.789,3.697,2.8,1.867,2.865,2.242,1.987,2.621,2.523,2.634,2.174,2.373,2.614,2.44,2.602,2.828,2.719,3.164,3.58,2.636,2.991,2.889,2.371,2.039,2.453,1.646,3.214,1.677,2.035,2.094,2.856,2.784,2.657,3.018,1.693,2.236,2.28,2.302,2.024,1.951,2.619,2.317,1.807,2.025,2.027,2.48,2.336,2.529,1.968,1.91,2.1,2.372,2.266,3.051,2.353,2.53,2.385,2.343,0.569,0.642,0.407,0.484,0.535,0.578,0.512,0.412,0.513,0.698,0.723,0.383,0.437,0.546,0.426,0.559,0.493,0.739,0.445,0.546,0.73,0.426,0.381,0.622,0.512,0.44,0.418,0.543,0.46,0.505,0.663,0.848,0.308,0.587,0.815,0.525,0.606,0.619,0.422,0.386,0.598,0.439,0.76,0.466,0.616,0.489,0.54,0.855,0.442,0.49,0.483,0.408,0.432,0.405,0.231,0.356,0.373,0.462,0.386,0.399,0.377,0.481,0.444,1.118,0.496,0.57,0.467,0.343,0.463,0.544,0.471,0.417,0.465,0.367 -182,Epileptic,F,27.0,0.7,2.6,0.6,0.7,2.0,2.6,1.4,1.6,0.9,0.5,0.2,3.0,1.3,0.2,1.0,5.1,6.4,0.6,2.4,4.7,1.5,5.4,2.9,3.8,5.8,3.5,4.4,2.2,2.3,3.1,1.2,0.9,0.4,2.1,0.3,0.8,4.2,3.1,0.2,0.2,1.1,3.6,2.3,2.6,2.5,0.5,0.2,0.6,1.1,0.6,0.9,1.6,1.1,2.0,0.3,2.4,0.9,1.7,1.7,1.3,0.8,1.5,0.3,0.5,2.0,0.7,2.5,1.9,0.6,1.0,1.1,1.6,5.6,0.3,5,25,6,8,20,25,12,22,13,6,3.0,27,17,4,17,72,64,6,26,48,22,41,21,39,38,37,51,26,19,45,14,7,4,25,2,10,43,37,1,1,6,31,22,23,14,3,1,4,6,6,5,14,8,14,2,20,6,13,13,12,7,15,3,5,16,8,18,16,4,15,7,12,42,2,0.033,0.028,0.014,0.02,0.035,0.04,0.028,0.034,0.039,0.026,0.024,0.04,0.03,0.032,0.034,0.034,0.029,0.029,0.034,0.044,0.025,0.049,0.04,0.043,0.054,0.034,0.032,0.029,0.026,0.029,0.034,0.044,0.028,0.027,0.015,0.019,0.04,0.031,0.012,0.015,0.022,0.042,0.046,0.03,0.019,0.013,0.013,0.013,0.018,0.017,0.034,0.018,0.021,0.019,0.013,0.018,0.019,0.022,0.037,0.021,0.024,0.026,0.015,0.017,0.018,0.047,0.022,0.023,0.015,0.022,0.022,0.021,0.02,0.018,1176,3964,1435,1599,2326,3027,2719,3174,1774,1268,579.0,2607,3018,685,2451,10185,14632,1837,4862,4902,4159,2921,2220,5655,4136,5779,5666,4437,5382,6075,2111,945,709,5718,1495,2036,6786,6704,371,332,1338,2062,5668,2098,3466,1159,613,1555,1832,1536,911,3156,1722,3388,417,4266,1433,3141,911,1898,1222,2488,458,839,3039,555,3295,2835,1160,1487,1463,2217,9008,558,0.114,0.128,0.098,0.099,0.153,0.135,0.114,0.148,0.151,0.12,0.102,0.16,0.13,0.118,0.146,0.148,0.13,0.115,0.133,0.161,0.116,0.152,0.151,0.149,0.148,0.134,0.126,0.116,0.107,0.143,0.127,0.118,0.097,0.127,0.069,0.101,0.144,0.127,0.095,0.101,0.111,0.151,0.158,0.13,0.102,0.083,0.08,0.083,0.097,0.1,0.135,0.099,0.114,0.1,0.099,0.1,0.104,0.109,0.151,0.108,0.111,0.131,0.114,0.113,0.105,0.15,0.112,0.121,0.093,0.133,0.113,0.116,0.097,0.108,378,1485,616,626,947,1192,890,1001,516,336,177.0,1350,931,169,677,2971,4095,438,1366,2149,974,1666,1115,1659,1768,1764,2238,1376,1328,1990,682,408,230,1340,432,707,1759,1789,211,172,705,1301,1152,1379,1929,580,275,763,915,653,429,1481,817,1642,258,2164,688,1312,677,1036,607,997,280,475,1607,272,1677,1278,578,716,772,1133,4090,227,3.146,2.629,2.335,2.523,2.181,2.169,2.483,2.728,2.562,2.957,2.721,1.751,2.654,2.868,2.715,2.566,2.769,3.308,2.764,2.002,3.146,1.669,1.803,2.629,2.047,2.634,2.062,2.387,2.917,2.466,2.317,2.39,2.482,3.07,3.148,2.505,2.762,2.663,2.048,2.174,2.309,1.58,3.264,1.799,1.986,2.138,2.506,2.485,2.468,2.453,2.173,2.201,2.081,2.165,2.042,2.087,2.336,2.5,1.618,2.058,2.131,2.437,1.89,1.981,2.037,2.335,2.095,2.341,2.191,2.213,2.154,2.17,2.272,2.778,0.695,0.526,0.48,0.488,0.65,0.755,0.548,0.496,0.61,0.422,0.521,0.552,0.495,0.427,0.527,0.634,0.597,0.664,0.548,0.561,0.793,0.482,0.563,0.757,0.659,0.588,0.631,0.589,0.574,0.635,0.664,0.729,0.455,0.685,0.814,0.578,0.781,0.749,0.277,0.489,0.516,0.508,0.84,0.639,0.641,0.479,0.454,0.575,0.425,0.626,0.432,0.469,0.445,0.452,0.251,0.449,0.397,0.458,0.283,0.463,0.466,0.721,0.308,0.584,0.513,0.671,0.475,0.39,0.337,0.607,0.459,0.44,0.477,0.457 -183,Epileptic,M,32.0,0.8,2.1,0.9,1.0,2.5,2.1,3.4,2.0,1.1,0.6,0.4,2.5,1.4,0.4,1.2,11.0,11.9,0.9,1.5,4.7,0.7,3.8,2.3,3.6,3.0,3.2,4.4,4.3,5.2,3.9,1.9,1.1,0.5,3.0,0.4,0.7,3.4,4.5,0.2,0.2,1.0,3.5,2.7,2.8,2.7,0.6,0.5,1.1,1.2,0.7,0.4,2.2,2.1,3.2,0.2,3.4,1.0,1.3,0.9,1.2,0.8,2.0,0.4,0.9,1.7,1.3,3.2,1.7,1.5,0.5,0.8,0.8,4.5,0.4,7,22,7,7,23,16,18,16,11,6,5.0,21,14,4,13,79,89,5,19,36,8,32,19,40,29,33,39,33,34,34,15,8,4,33,3,6,32,42,1,1,4,24,20,21,17,5,2,7,6,7,3,16,10,17,1,22,7,12,6,9,6,12,2,7,11,15,18,10,7,3,5,6,34,3,0.031,0.027,0.015,0.024,0.045,0.037,0.04,0.039,0.05,0.03,0.035,0.045,0.03,0.038,0.03,0.051,0.042,0.032,0.026,0.043,0.024,0.041,0.041,0.043,0.033,0.029,0.046,0.039,0.042,0.034,0.042,0.058,0.03,0.034,0.021,0.022,0.047,0.046,0.014,0.016,0.02,0.047,0.048,0.028,0.019,0.014,0.029,0.018,0.017,0.028,0.023,0.023,0.026,0.025,0.017,0.025,0.026,0.017,0.021,0.023,0.021,0.026,0.019,0.03,0.022,0.027,0.024,0.022,0.022,0.019,0.021,0.03,0.02,0.015,1657,5373,2190,2026,2528,2942,2637,3385,2013,1646,580.0,2698,3381,1049,2785,9961,16928,2449,3443,3690,2946,5002,2583,6711,5116,6660,4254,3886,6348,5660,2458,1066,941,7601,1683,2169,5891,7496,366,517,1560,2833,5965,2540,3687,1216,798,2186,2320,1282,437,3802,2387,5207,391,3742,1359,2500,991,1396,1318,2874,567,1011,2432,986,4152,3072,2350,1288,1290,1810,9003,768,0.123,0.118,0.1,0.105,0.15,0.146,0.133,0.135,0.157,0.124,0.16,0.147,0.12,0.128,0.128,0.152,0.137,0.126,0.116,0.152,0.088,0.132,0.141,0.144,0.129,0.124,0.125,0.127,0.124,0.135,0.143,0.139,0.107,0.134,0.085,0.1,0.154,0.15,0.103,0.085,0.099,0.149,0.161,0.125,0.097,0.094,0.105,0.092,0.088,0.132,0.123,0.104,0.118,0.103,0.103,0.113,0.125,0.098,0.111,0.102,0.103,0.12,0.113,0.131,0.106,0.135,0.106,0.1,0.103,0.097,0.109,0.138,0.1,0.098,458,1466,894,700,915,1023,1117,988,452,355,182.0,1077,818,246,658,3412,4739,443,1000,1754,676,1480,982,1690,1604,1902,1729,1581,1926,1795,715,390,259,1503,362,625,1356,1691,201,222,709,1228,1072,1642,2232,625,300,1017,1063,453,270,1609,1147,2131,184,1982,584,1305,638,855,583,1046,281,464,1228,681,2143,1288,1075,452,616,540,3506,384,3.396,2.972,2.493,2.704,2.25,2.541,2.193,2.83,3.139,3.225,2.915,2.126,3.0,3.049,3.176,2.424,2.912,3.923,2.649,1.883,3.151,2.485,2.236,2.909,2.566,2.753,2.043,2.067,2.594,2.502,2.622,2.537,2.669,3.437,3.527,2.981,3.084,3.087,2.003,2.844,2.704,1.977,3.456,1.821,1.934,2.105,3.164,2.837,2.636,2.968,1.883,2.389,2.38,2.65,2.623,1.972,2.448,2.201,1.861,1.798,2.388,2.508,2.195,2.322,2.043,1.898,2.186,2.658,2.548,2.911,2.412,3.365,2.62,2.375,0.624,0.88,0.61,0.487,0.683,0.787,0.695,0.587,0.763,0.581,0.701,0.565,0.521,0.555,0.53,0.654,0.774,0.773,0.678,0.56,0.756,0.698,0.742,0.785,0.73,0.64,0.555,0.666,0.778,0.686,0.829,0.883,0.645,0.732,0.873,0.801,0.753,0.855,0.338,0.366,0.691,0.623,0.806,0.697,0.664,0.571,0.649,0.624,0.533,0.746,0.375,0.524,0.598,0.623,0.51,0.566,0.508,0.539,0.461,0.428,0.514,0.811,0.5,0.934,0.623,0.63,0.633,0.585,0.557,0.717,0.515,0.805,0.714,0.446 -184,Epileptic,F,32.0,0.8,2.2,0.9,1.3,1.6,2.0,0.9,1.4,1.1,0.5,0.2,2.9,1.2,0.4,1.0,4.0,7.6,0.7,2.1,4.3,0.8,1.8,1.1,2.2,2.9,2.7,2.4,2.6,2.3,2.9,0.9,0.8,0.5,1.8,0.3,0.4,5.0,2.8,0.1,0.2,0.7,2.8,1.7,3.0,2.6,0.4,0.6,0.9,1.0,0.9,0.4,1.2,1.1,2.0,0.2,2.1,0.8,1.4,1.3,0.9,0.4,1.2,0.1,0.4,1.4,0.8,2.9,1.2,1.0,0.3,0.7,1.4,4.9,0.1,7,25,10,11,17,24,10,18,14,6,2.0,30,16,8,13,52,76,6,29,42,7,23,14,32,33,31,34,31,25,35,21,6,5,21,2,4,51,47,1,1,4,28,17,19,16,4,3,6,6,8,3,9,10,15,1,23,5,13,10,6,4,10,1,4,15,10,21,9,6,4,6,9,34,0,0.037,0.022,0.014,0.025,0.031,0.029,0.021,0.03,0.036,0.03,0.015,0.038,0.026,0.028,0.03,0.029,0.025,0.023,0.026,0.038,0.017,0.025,0.022,0.026,0.031,0.029,0.022,0.026,0.024,0.028,0.028,0.044,0.034,0.025,0.009,0.014,0.042,0.032,0.01,0.017,0.017,0.035,0.032,0.029,0.018,0.009,0.021,0.021,0.015,0.024,0.024,0.015,0.022,0.017,0.016,0.019,0.021,0.015,0.024,0.019,0.022,0.021,0.013,0.018,0.018,0.021,0.023,0.019,0.019,0.013,0.017,0.015,0.019,0.011,1401,5093,2063,2233,2204,3397,2050,2717,1639,1214,770.0,3042,3125,937,2433,9310,17477,2139,4435,4924,2760,3875,1753,5710,5761,5619,5528,4941,5638,5243,1940,879,719,5249,1948,1344,7313,7072,394,326,1093,3116,4300,2653,3903,1187,882,1582,1903,1335,470,2590,1949,4526,442,3845,1255,2994,1671,1351,736,2229,281,863,2651,968,3939,2286,1510,766,1424,2695,9300,332,0.131,0.116,0.107,0.116,0.138,0.137,0.099,0.143,0.142,0.141,0.09,0.16,0.125,0.143,0.134,0.133,0.121,0.103,0.13,0.148,0.078,0.127,0.124,0.125,0.14,0.135,0.12,0.125,0.119,0.138,0.121,0.116,0.145,0.127,0.064,0.087,0.136,0.133,0.084,0.095,0.107,0.155,0.119,0.123,0.098,0.077,0.107,0.104,0.093,0.105,0.13,0.096,0.107,0.094,0.107,0.109,0.114,0.094,0.123,0.107,0.115,0.116,0.112,0.118,0.112,0.111,0.117,0.102,0.103,0.117,0.11,0.104,0.101,0.068,368,1609,890,835,822,1204,735,917,476,300,215.0,1298,813,228,652,2423,4740,439,1280,1902,648,1147,804,1500,1565,1536,1716,1580,1454,1668,518,362,217,1128,470,449,1911,1646,199,171,553,1345,895,1607,2170,639,371,717,974,597,261,1205,863,1927,216,1933,556,1454,811,715,367,900,168,366,1273,529,1917,1067,730,355,663,1221,3779,123,3.688,2.916,2.356,2.534,2.313,2.432,2.28,2.743,2.497,3.0,3.134,2.057,2.909,2.868,2.798,2.847,2.918,3.6,2.863,2.171,2.881,2.521,1.983,2.842,2.792,2.828,2.434,2.428,2.848,2.494,2.745,2.601,2.816,3.285,3.571,2.729,2.914,3.112,2.276,2.304,2.561,2.004,3.36,1.902,2.043,2.007,2.926,2.89,2.402,2.662,2.076,2.215,2.15,2.434,2.385,2.135,2.578,2.413,2.113,2.06,2.314,2.509,1.987,2.493,2.204,2.118,2.285,2.546,2.359,2.692,2.322,2.492,2.615,2.743,0.752,0.751,0.568,0.462,0.606,0.59,0.536,0.49,0.569,0.499,0.604,0.399,0.342,0.432,0.476,0.488,0.487,0.683,0.451,0.569,0.75,0.528,0.43,0.557,0.609,0.511,0.44,0.564,0.438,0.549,0.598,1.036,0.4,0.513,0.739,0.522,0.716,0.658,0.303,0.486,0.488,0.473,0.708,0.584,0.59,0.497,0.477,0.51,0.416,0.511,0.377,0.4,0.533,0.47,0.491,0.436,0.389,0.481,0.452,0.368,0.382,0.564,0.243,0.96,0.478,0.702,0.456,0.415,0.452,0.607,0.486,0.522,0.548,0.501 -185,Epileptic,F,27.0,0.6,1.9,1.0,1.2,2.0,1.9,1.3,1.3,1.7,0.7,0.6,4.5,1.3,0.5,0.9,5.5,7.2,0.9,2.0,4.3,1.5,4.8,2.8,3.0,6.2,2.4,3.2,2.3,2.7,2.3,1.6,0.7,0.4,2.3,0.3,0.9,3.3,2.6,0.1,0.1,0.7,2.9,2.0,2.3,2.7,0.5,0.3,1.3,1.0,0.6,0.4,1.6,1.5,2.1,0.2,2.3,0.5,1.6,0.9,1.1,0.5,1.3,0.2,0.4,1.9,1.2,1.7,1.3,0.7,0.4,1.1,1.3,3.8,0.6,7,16,9,11,20,18,12,15,16,10,6.0,41,14,9,9,74,79,8,24,39,23,52,20,35,48,29,34,25,23,34,24,6,5,29,2,8,45,44,1,1,5,28,22,21,15,4,2,7,5,7,4,11,11,18,1,19,4,12,7,10,3,11,1,5,15,16,15,8,4,4,7,9,27,5,0.037,0.023,0.02,0.026,0.031,0.028,0.023,0.025,0.039,0.033,0.035,0.032,0.025,0.04,0.028,0.034,0.029,0.043,0.03,0.031,0.03,0.046,0.031,0.033,0.046,0.025,0.027,0.027,0.025,0.028,0.051,0.042,0.027,0.029,0.012,0.021,0.035,0.026,0.013,0.012,0.018,0.035,0.031,0.024,0.019,0.013,0.014,0.021,0.015,0.016,0.017,0.018,0.024,0.016,0.015,0.016,0.022,0.017,0.02,0.018,0.018,0.019,0.019,0.017,0.017,0.021,0.019,0.018,0.014,0.017,0.026,0.021,0.016,0.022,1567,4251,2195,2196,2931,3257,2699,3022,2212,1593,1014.0,4803,3483,1023,2198,11502,18317,2346,3793,5256,4712,4313,2346,6277,6564,5192,5413,4752,6988,5200,2288,863,946,6836,1880,2468,8026,7505,228,461,1539,2026,5239,3111,4093,996,915,2035,2171,1715,426,2889,2002,4632,452,3909,813,3004,1231,1846,703,2498,332,847,3442,1187,2992,2573,1779,1043,1281,2159,8419,761,0.115,0.113,0.111,0.117,0.143,0.12,0.11,0.122,0.156,0.135,0.141,0.131,0.118,0.173,0.122,0.143,0.128,0.126,0.136,0.135,0.119,0.128,0.119,0.13,0.136,0.128,0.114,0.119,0.11,0.127,0.173,0.106,0.121,0.126,0.063,0.101,0.146,0.131,0.095,0.086,0.095,0.139,0.149,0.109,0.096,0.097,0.091,0.096,0.087,0.092,0.118,0.102,0.119,0.1,0.091,0.101,0.119,0.102,0.108,0.103,0.103,0.11,0.124,0.123,0.102,0.125,0.109,0.095,0.087,0.105,0.13,0.112,0.092,0.141,409,1349,752,771,1037,1095,863,951,658,368,311.0,2072,821,251,576,2989,4662,428,1073,2200,944,1607,1287,1647,2043,1579,1902,1377,1691,1518,646,332,279,1380,466,810,1790,1781,97,221,689,1309,1080,1837,2210,534,370,942,1003,765,282,1345,1001,1950,219,2041,347,1394,736,1001,381,992,171,425,1688,789,1382,1132,784,462,601,992,3615,360,3.387,2.883,2.828,2.67,2.378,2.438,2.463,2.67,2.518,2.978,2.717,1.912,3.011,2.938,2.831,2.739,2.959,3.626,2.774,2.002,3.511,2.147,1.733,2.805,2.498,2.724,2.293,2.506,2.99,2.612,2.709,2.518,2.533,3.35,3.203,2.622,3.105,2.963,2.404,2.392,2.863,1.506,3.219,1.891,2.101,1.984,2.915,2.865,2.69,2.425,1.826,2.245,2.2,2.436,2.298,2.072,2.676,2.377,1.911,1.972,2.132,2.483,1.965,2.151,2.13,1.865,2.268,2.663,2.661,2.386,2.459,2.512,2.483,2.509,0.723,0.629,0.491,0.516,0.64,0.699,0.565,0.582,0.64,0.547,0.715,0.596,0.393,0.666,0.556,0.622,0.628,0.821,0.484,0.669,0.827,0.666,0.537,0.814,0.763,0.521,0.572,0.576,0.553,0.572,0.747,0.784,0.36,0.65,0.77,0.558,0.755,0.652,0.547,0.353,0.42,0.492,0.797,0.649,0.591,0.451,0.54,0.567,0.385,0.53,0.35,0.414,0.45,0.459,0.356,0.477,0.404,0.535,0.487,0.393,0.389,0.535,0.612,0.563,0.52,0.7,0.461,0.362,0.412,0.765,0.517,0.458,0.462,0.498 -186,Epileptic,F,27.0,0.4,2.8,1.4,1.5,1.4,2.6,1.5,1.8,1.3,0.7,0.3,2.7,1.4,0.9,1.5,5.9,7.6,0.9,2.2,3.8,0.6,2.4,1.8,2.9,2.9,3.5,4.2,2.0,2.9,4.1,1.4,0.8,0.4,2.9,0.3,0.5,3.5,3.3,0.2,0.2,0.9,2.4,1.9,1.9,1.9,0.7,0.4,0.8,1.2,0.5,0.6,1.6,1.0,2.0,0.3,2.4,0.5,1.4,0.9,1.4,0.3,1.0,0.2,0.7,1.6,1.7,2.2,0.9,1.1,0.6,1.4,1.7,3.7,0.3,3,25,20,12,12,22,12,16,12,10,4.0,23,16,10,16,61,70,6,27,35,5,28,17,30,35,34,43,21,24,36,14,6,5,31,2,3,32,39,2,1,5,25,19,15,12,7,2,4,6,6,3,12,10,15,3,18,3,11,6,9,2,5,2,3,11,17,18,6,6,5,11,12,23,3,0.023,0.029,0.023,0.026,0.034,0.039,0.028,0.034,0.045,0.036,0.032,0.035,0.03,0.04,0.043,0.045,0.032,0.034,0.034,0.035,0.014,0.037,0.031,0.038,0.035,0.036,0.035,0.027,0.03,0.037,0.045,0.031,0.026,0.037,0.017,0.014,0.039,0.041,0.017,0.022,0.018,0.035,0.039,0.027,0.016,0.022,0.021,0.011,0.015,0.026,0.023,0.022,0.028,0.021,0.02,0.018,0.019,0.017,0.03,0.022,0.021,0.026,0.028,0.027,0.022,0.026,0.02,0.015,0.019,0.023,0.036,0.035,0.018,0.014,1469,4853,2460,2503,1841,3288,2042,2810,1607,1329,532.0,2297,2740,1256,2476,8796,13847,2371,3881,3640,1842,3691,1862,5152,4428,5390,5266,2583,4361,4780,2611,991,1010,5621,1282,1583,5956,5272,368,326,1413,2427,4885,1811,2649,1194,688,2348,2368,1338,472,2294,1588,3594,321,3566,909,2558,849,1490,372,1735,352,718,2204,1616,3127,1751,1471,939,1382,1802,6940,514,0.089,0.122,0.131,0.114,0.148,0.163,0.112,0.137,0.169,0.152,0.128,0.141,0.128,0.163,0.145,0.167,0.132,0.108,0.135,0.139,0.075,0.15,0.13,0.155,0.147,0.146,0.134,0.113,0.114,0.144,0.149,0.098,0.127,0.144,0.076,0.08,0.137,0.146,0.105,0.132,0.096,0.144,0.143,0.118,0.095,0.115,0.103,0.074,0.091,0.103,0.127,0.109,0.127,0.103,0.14,0.099,0.104,0.101,0.133,0.115,0.12,0.119,0.114,0.133,0.107,0.115,0.107,0.097,0.097,0.12,0.147,0.147,0.096,0.1,335,1623,1012,902,686,1035,816,871,478,367,177.0,1131,800,355,665,2362,4130,431,1154,1744,599,1088,908,1241,1424,1634,1994,1132,1443,1732,556,400,315,1222,349,572,1472,1402,228,158,698,1143,1018,1182,1771,596,299,999,1127,477,332,1216,675,1609,206,1992,426,1336,453,886,221,597,184,314,1157,924,1793,868,834,439,665,893,3081,318,3.731,2.717,2.269,2.512,2.389,2.529,2.063,2.778,2.611,3.058,2.69,1.838,2.668,2.606,2.898,2.732,2.65,3.804,2.782,1.856,2.459,2.537,1.808,3.187,2.391,2.622,2.082,1.892,2.402,2.26,3.268,2.172,2.46,3.174,3.011,2.524,2.815,2.792,1.782,2.253,2.314,1.899,3.067,1.797,1.665,1.952,2.778,2.594,2.371,2.749,1.732,1.936,2.239,2.121,1.804,1.892,2.408,2.132,2.052,1.836,2.18,2.757,1.883,2.612,2.071,2.15,1.78,2.242,1.953,2.447,2.254,2.392,2.388,1.908,1.025,0.789,0.503,0.739,0.793,0.734,0.509,0.508,0.466,0.466,0.73,0.384,0.462,0.467,0.56,0.643,0.588,0.911,0.572,0.578,0.68,0.576,0.46,0.749,0.494,0.542,0.526,0.429,0.418,0.578,0.746,1.074,0.447,0.646,0.619,0.637,0.785,0.569,0.3,0.414,0.607,0.474,0.825,0.755,0.505,0.729,0.492,0.757,0.567,0.807,0.389,0.406,0.637,0.527,0.294,0.437,0.662,0.473,0.668,0.423,0.35,0.799,0.451,0.924,0.681,0.794,0.47,0.442,0.511,0.575,0.502,0.507,0.627,0.395 -187,Epileptic,F,27.0,0.9,1.5,0.8,1.6,1.4,1.3,2.4,1.0,1.0,0.5,0.3,3.0,1.6,0.4,1.0,6.9,9.3,0.6,1.6,3.0,1.0,2.3,1.3,2.6,2.9,3.1,2.7,3.0,3.2,3.4,1.4,1.0,0.6,1.7,0.2,0.8,3.4,2.5,0.1,0.1,0.8,3.0,1.8,3.1,4.2,0.6,0.4,0.7,0.8,1.1,0.7,1.2,1.0,2.3,0.3,2.1,0.6,1.4,0.6,1.1,0.4,1.3,0.4,0.2,2.2,0.7,2.8,0.8,1.3,0.8,0.5,1.5,3.8,0.2,6,12,8,13,13,13,18,10,10,5,1.0,23,13,6,9,69,61,4,18,24,10,25,12,25,29,31,27,23,20,27,17,6,5,17,2,6,33,23,2,1,4,22,17,19,24,5,2,7,5,11,3,8,6,14,1,18,5,13,5,9,4,7,2,3,16,8,20,7,9,7,3,11,29,1,0.046,0.021,0.018,0.031,0.04,0.03,0.036,0.022,0.054,0.024,0.035,0.036,0.031,0.037,0.031,0.038,0.035,0.03,0.034,0.03,0.017,0.034,0.023,0.037,0.041,0.037,0.027,0.033,0.031,0.041,0.042,0.054,0.03,0.027,0.012,0.026,0.036,0.031,0.013,0.021,0.019,0.042,0.03,0.038,0.031,0.012,0.022,0.016,0.014,0.019,0.028,0.017,0.021,0.023,0.016,0.02,0.018,0.019,0.026,0.025,0.022,0.028,0.029,0.023,0.022,0.017,0.024,0.018,0.024,0.027,0.017,0.024,0.019,0.015,1390,3485,2253,2458,1613,2079,2382,2501,1584,1020,436.0,2347,3376,728,2429,10313,14557,1859,3214,3326,4007,3891,2127,4725,4365,4663,4752,3522,4989,3731,1780,878,770,4673,1698,1501,6640,4950,281,318,1190,2287,4794,2102,3205,1447,716,1827,1942,2239,572,2355,1484,3793,418,3436,1273,2729,785,1236,772,1639,422,744,3126,1386,3694,1568,1702,1337,1087,2140,8013,493,0.136,0.105,0.106,0.131,0.131,0.136,0.132,0.107,0.152,0.125,0.104,0.133,0.131,0.118,0.109,0.134,0.125,0.099,0.139,0.123,0.085,0.138,0.113,0.119,0.148,0.131,0.12,0.114,0.113,0.127,0.154,0.125,0.124,0.12,0.069,0.105,0.134,0.119,0.09,0.108,0.107,0.141,0.13,0.145,0.124,0.085,0.107,0.097,0.088,0.108,0.133,0.095,0.1,0.099,0.108,0.108,0.106,0.104,0.133,0.13,0.11,0.117,0.128,0.118,0.115,0.101,0.111,0.109,0.118,0.144,0.104,0.126,0.099,0.098,380,1199,719,935,604,776,1036,752,390,315,137.0,1196,859,205,619,2972,3991,333,850,1501,934,1192,836,1273,1215,1431,1580,1331,1528,1298,517,363,250,1020,394,491,1649,1329,203,100,578,1131,954,1396,2202,756,274,773,960,844,324,1132,813,1755,206,1770,552,1226,354,693,365,672,209,267,1494,704,1990,723,911,432,452,1026,3304,180,3.456,2.711,2.838,2.659,2.22,2.472,2.142,2.826,2.785,3.128,3.033,1.764,2.894,2.472,2.812,2.567,2.946,3.722,2.998,1.979,3.265,2.544,2.171,2.741,2.716,2.704,2.427,2.138,2.569,2.31,2.836,2.552,2.62,2.992,3.609,2.696,3.082,2.757,1.558,3.501,2.562,1.946,3.216,1.746,1.737,2.188,3.141,2.735,2.512,2.741,2.274,2.168,2.043,2.303,2.367,2.179,2.688,2.453,2.484,1.962,2.597,2.533,2.071,3.081,2.396,2.449,2.068,2.331,2.291,3.483,2.626,2.428,2.62,3.031,0.875,0.745,0.732,0.477,0.63,0.616,0.664,0.653,0.687,0.605,0.966,0.486,0.705,0.531,0.824,0.674,0.679,0.722,0.544,0.697,0.795,0.535,0.462,0.748,0.579,0.825,0.58,0.662,0.705,0.633,0.844,0.766,0.445,0.588,0.605,0.481,0.78,0.573,0.294,0.424,0.597,0.539,0.808,0.627,0.452,0.504,0.504,0.906,0.458,0.563,0.366,0.572,0.54,0.603,0.473,0.487,0.584,0.639,0.686,0.324,0.61,0.56,0.599,0.99,0.663,0.758,0.468,0.498,0.375,0.538,0.524,0.603,0.571,0.435 -188,Epileptic,F,27.0,0.5,3.3,1.9,1.5,2.1,1.4,2.0,3.1,2.1,0.6,0.3,4.0,1.2,1.1,2.9,6.0,9.1,0.7,1.7,5.9,1.3,2.5,2.2,5.2,3.8,5.4,5.8,4.0,3.3,4.8,1.6,0.9,0.7,2.7,0.3,0.8,3.1,3.7,0.1,0.1,1.3,3.9,2.8,3.3,4.2,0.8,0.9,1.1,1.2,0.8,0.7,1.8,0.8,1.7,0.4,3.0,0.6,2.1,1.3,1.3,0.6,1.4,0.1,0.6,1.5,1.3,2.4,2.3,1.2,0.4,0.9,0.8,5.1,0.4,4,19,16,10,11,13,17,21,10,6,2.0,31,6,7,12,34,57,5,14,46,8,29,15,34,37,37,44,33,23,38,11,7,5,24,2,6,21,29,1,0,6,24,22,21,18,5,5,6,6,5,4,8,5,10,2,18,4,16,9,8,3,7,1,5,9,12,21,9,4,2,7,5,32,2,0.033,0.039,0.042,0.033,0.051,0.034,0.058,0.051,0.064,0.051,0.033,0.066,0.036,0.101,0.059,0.056,0.047,0.04,0.048,0.055,0.034,0.045,0.045,0.07,0.051,0.05,0.058,0.06,0.055,0.053,0.051,0.048,0.053,0.047,0.035,0.025,0.052,0.063,0.039,0.019,0.029,0.056,0.07,0.035,0.041,0.026,0.065,0.021,0.025,0.044,0.029,0.037,0.027,0.034,0.028,0.032,0.032,0.031,0.035,0.028,0.033,0.046,0.036,0.045,0.026,0.036,0.029,0.052,0.035,0.024,0.035,0.03,0.029,0.027,1484,4752,2108,1781,1658,1809,2002,3762,1425,1204,666.0,2800,2684,928,2769,7305,13235,1678,2381,4924,2270,3568,1857,3905,4318,4622,5664,3850,4761,4744,1817,1415,896,5310,1053,1353,4413,4848,136,145,1330,2042,4111,2576,2965,916,475,1596,1898,1300,423,1618,1319,2535,317,3082,787,2514,874,1191,687,1352,170,790,1912,1282,3122,1816,839,619,1358,1337,6972,565,0.112,0.136,0.132,0.133,0.16,0.14,0.156,0.154,0.16,0.145,0.118,0.185,0.122,0.219,0.176,0.159,0.141,0.133,0.157,0.172,0.123,0.148,0.151,0.176,0.159,0.157,0.157,0.164,0.148,0.162,0.151,0.102,0.133,0.143,0.098,0.109,0.163,0.175,0.099,0.107,0.121,0.162,0.188,0.141,0.131,0.112,0.149,0.097,0.111,0.158,0.144,0.122,0.105,0.114,0.111,0.129,0.139,0.128,0.148,0.125,0.121,0.146,0.11,0.148,0.116,0.128,0.121,0.165,0.107,0.108,0.138,0.12,0.12,0.125,329,1542,833,736,777,752,661,1099,527,252,170.0,1159,533,257,882,1820,3663,335,770,1990,615,1138,806,1357,1288,1755,2083,1419,1255,1552,570,400,268,1083,229,546,1056,1080,56,48,742,1239,742,1603,1638,504,179,771,788,350,350,768,588,895,164,1621,332,1265,666,770,318,544,98,271,978,642,1520,712,472,246,527,526,3042,253,3.621,2.558,2.411,2.492,1.974,2.01,2.365,2.57,2.066,3.334,3.167,1.998,3.025,2.391,2.273,2.46,2.592,3.579,2.382,2.018,2.669,2.328,1.9,2.323,2.428,2.18,2.162,2.119,2.66,2.28,2.482,2.687,2.631,2.932,3.101,2.334,2.954,3.027,2.287,3.351,2.245,1.564,3.292,1.8,2.163,1.896,2.485,2.53,2.894,2.834,1.455,2.095,2.145,2.537,1.858,2.037,2.267,2.054,1.528,1.698,2.025,2.801,1.871,2.397,2.003,2.591,2.066,2.387,2.121,2.453,2.306,2.297,2.251,2.523,0.859,0.865,0.647,0.454,0.647,0.697,0.699,0.644,0.813,0.61,0.899,0.583,0.819,0.752,0.726,0.907,0.811,0.929,0.516,0.673,0.788,0.695,0.538,0.73,0.876,0.656,0.609,0.593,0.824,0.695,0.712,1.0,0.458,0.808,0.773,0.594,0.868,0.836,0.413,0.909,0.518,0.474,0.86,0.618,0.663,0.502,0.715,0.867,0.68,0.986,0.295,0.48,0.681,0.804,0.414,0.598,0.755,0.509,0.293,0.416,0.603,0.848,0.285,0.696,0.677,0.819,0.512,0.589,0.446,0.972,0.653,0.754,0.606,0.543 -189,Epileptic,M,37.0,0.7,1.6,0.8,1.3,2.2,2.1,1.5,1.9,1.7,0.4,0.3,3.1,2.1,0.4,1.8,7.3,8.3,0.7,2.7,5.1,1.5,3.4,2.0,3.4,3.8,2.9,3.3,3.1,3.7,3.6,1.3,0.9,0.5,2.7,0.3,0.7,4.3,3.9,0.2,0.1,1.1,3.0,2.5,3.3,3.1,0.8,0.5,0.7,1.2,0.5,0.4,2.0,1.3,1.9,0.2,2.3,0.7,2.9,1.4,1.1,0.4,1.8,0.7,0.4,2.0,0.9,3.2,1.7,1.8,0.8,0.5,2.4,4.5,0.3,8,16,7,8,19,19,15,17,13,4,4.0,28,21,4,13,63,73,7,30,43,13,41,21,32,47,33,42,24,29,40,12,8,5,29,3,7,44,49,1,2,6,33,25,20,18,5,2,7,7,5,3,11,7,16,2,18,7,21,10,10,5,13,6,4,18,8,21,9,13,8,5,17,35,3,0.039,0.021,0.018,0.027,0.05,0.038,0.026,0.029,0.055,0.03,0.025,0.042,0.031,0.036,0.045,0.044,0.032,0.031,0.037,0.044,0.031,0.041,0.033,0.043,0.037,0.033,0.038,0.029,0.032,0.031,0.036,0.045,0.032,0.034,0.015,0.021,0.04,0.033,0.018,0.021,0.024,0.037,0.04,0.03,0.027,0.015,0.028,0.013,0.02,0.021,0.031,0.024,0.024,0.024,0.018,0.019,0.025,0.027,0.028,0.02,0.028,0.033,0.044,0.021,0.027,0.027,0.023,0.025,0.024,0.027,0.017,0.028,0.019,0.024,1327,3774,1751,2152,2162,2935,2393,3265,1935,947,689.0,2531,3514,946,2151,10735,15797,2212,3994,4576,2202,4663,2085,4690,6065,5166,4771,3527,5560,5414,1924,1075,883,5503,1846,1351,6100,7777,390,437,1277,3034,6287,2724,2803,1707,668,2001,1994,998,516,3255,1691,3857,314,3203,1201,3396,1344,1482,814,2546,950,791,2216,881,3696,2361,2306,1234,943,3120,7969,529,0.128,0.114,0.099,0.114,0.158,0.152,0.109,0.13,0.171,0.124,0.102,0.15,0.143,0.127,0.17,0.146,0.129,0.121,0.142,0.156,0.106,0.172,0.147,0.149,0.153,0.142,0.137,0.119,0.112,0.137,0.122,0.137,0.146,0.142,0.082,0.104,0.145,0.141,0.1,0.112,0.118,0.148,0.155,0.122,0.112,0.093,0.115,0.084,0.099,0.1,0.132,0.105,0.112,0.103,0.129,0.109,0.12,0.11,0.13,0.113,0.126,0.134,0.161,0.109,0.129,0.106,0.11,0.11,0.11,0.126,0.109,0.129,0.106,0.132,352,1226,691,791,749,1035,937,1079,535,251,198.0,1232,1097,226,685,2991,4559,412,1247,2006,753,1474,997,1424,1790,1647,1712,1563,1806,2028,605,381,286,1341,447,573,1904,2098,145,150,654,1463,1238,1658,1821,789,292,868,966,424,237,1412,801,1572,152,1784,566,1760,792,872,359,900,299,389,1175,462,2152,1033,1198,490,507,1337,3620,223,3.504,2.903,2.533,2.845,2.446,2.46,2.203,2.678,2.749,3.061,2.75,1.807,2.684,2.808,2.641,2.652,2.835,3.792,2.674,1.967,2.33,2.492,1.913,2.575,2.554,2.569,2.214,1.86,2.458,2.203,2.481,2.843,2.508,2.963,3.429,2.227,2.618,2.823,2.616,2.547,2.438,1.818,3.29,1.798,1.722,2.339,2.644,2.745,2.574,2.631,2.183,2.407,2.401,2.386,2.067,1.971,2.353,2.164,1.945,1.878,2.186,2.902,2.697,2.361,2.049,2.037,1.875,2.45,2.07,2.648,2.119,2.575,2.383,2.992,0.844,0.689,0.489,0.513,0.585,0.646,0.467,0.551,0.59,0.557,0.853,0.401,0.45,0.49,0.453,0.573,0.616,0.794,0.509,0.525,0.781,0.546,0.424,0.852,0.546,0.51,0.492,0.461,0.484,0.548,0.689,0.791,0.487,0.683,0.749,0.434,0.574,0.549,0.527,0.694,0.6,0.54,0.816,0.543,0.447,0.613,0.55,0.852,0.494,0.368,0.468,0.493,0.565,0.456,0.446,0.449,0.403,0.46,0.341,0.348,0.409,0.789,0.528,0.867,0.637,0.64,0.442,0.478,0.4,0.661,0.442,0.549,0.408,0.482 -190,Epileptic,F,42.0,0.7,2.1,1.2,1.3,1.6,2.8,1.6,1.7,1.1,0.9,0.4,2.6,1.6,0.3,1.2,7.3,8.8,1.0,1.7,5.8,1.6,4.1,1.7,2.6,4.6,2.9,2.9,2.5,2.5,3.7,1.6,0.6,0.6,3.1,0.4,1.0,2.6,3.3,0.2,0.1,1.1,2.8,2.0,3.1,2.9,0.9,0.4,0.9,1.1,0.6,0.6,1.7,1.3,2.8,0.4,2.6,0.8,2.1,1.4,1.0,0.7,0.9,0.3,0.3,2.3,1.6,1.9,1.4,1.5,0.4,0.8,1.6,4.3,0.1,8,21,10,10,14,23,14,12,14,9,4.0,21,17,5,13,69,77,10,21,46,14,42,19,30,46,29,33,26,23,43,23,6,4,33,2,10,31,43,2,1,6,27,17,23,19,6,2,7,6,5,5,11,7,21,3,19,8,19,10,8,5,7,2,3,19,19,17,10,10,3,6,9,33,1,0.034,0.023,0.019,0.023,0.037,0.04,0.024,0.029,0.038,0.03,0.028,0.033,0.029,0.037,0.033,0.037,0.03,0.041,0.027,0.042,0.026,0.041,0.026,0.035,0.034,0.031,0.024,0.027,0.025,0.035,0.041,0.031,0.03,0.031,0.011,0.029,0.03,0.03,0.024,0.023,0.024,0.037,0.034,0.031,0.022,0.021,0.017,0.015,0.017,0.012,0.032,0.02,0.022,0.02,0.019,0.022,0.021,0.023,0.026,0.019,0.021,0.02,0.027,0.016,0.025,0.029,0.02,0.019,0.022,0.013,0.021,0.024,0.018,0.014,1351,4744,2498,2370,1914,3686,2812,3326,1679,1564,796.0,2524,3769,662,2289,12008,18294,2393,3868,4642,3716,5759,2278,5262,6769,5374,5816,4204,5802,5733,2445,1006,925,5910,2015,1917,5065,7795,369,220,1653,3244,5434,2730,3679,1495,765,2174,2290,1523,626,2957,1874,5159,536,3632,1570,3310,1506,1516,1086,1753,399,744,3054,1391,3256,2280,1853,871,1407,2410,9240,430,0.118,0.114,0.112,0.107,0.136,0.159,0.115,0.12,0.144,0.143,0.125,0.128,0.128,0.162,0.139,0.152,0.132,0.135,0.118,0.146,0.103,0.147,0.129,0.135,0.145,0.135,0.122,0.13,0.111,0.151,0.141,0.105,0.117,0.129,0.063,0.114,0.121,0.126,0.126,0.12,0.109,0.148,0.121,0.127,0.103,0.111,0.1,0.082,0.09,0.09,0.149,0.1,0.105,0.102,0.122,0.116,0.109,0.119,0.123,0.111,0.103,0.106,0.123,0.106,0.117,0.139,0.106,0.109,0.119,0.103,0.104,0.112,0.097,0.075,408,1542,957,923,734,1268,1030,987,517,433,240.0,1221,1028,186,667,3412,4987,504,1113,2321,1012,1797,1009,1329,2353,1777,2030,1421,1608,1832,651,451,265,1527,512,685,1493,1987,148,104,724,1375,1138,1672,2147,683,325,969,1034,728,330,1431,869,2229,244,1841,670,1501,849,833,539,673,204,369,1494,733,1654,1038,984,406,690,1023,3983,174,3.09,2.624,2.42,2.578,2.255,2.573,2.273,2.935,2.591,2.935,2.675,1.84,2.895,2.674,2.67,2.665,2.913,3.457,2.735,1.791,2.968,2.481,1.982,2.826,2.33,2.506,2.311,2.351,2.766,2.39,2.816,2.269,2.977,2.838,3.407,2.363,2.677,2.849,2.262,2.577,2.728,2.109,3.236,1.886,1.917,2.286,2.987,2.669,2.675,2.405,2.15,2.204,2.459,2.302,2.513,2.21,2.486,2.515,2.053,2.054,2.435,2.536,2.225,2.128,2.182,2.247,2.189,2.265,2.365,2.412,2.223,2.778,2.442,2.636,0.647,0.755,0.693,0.459,0.554,0.633,0.531,0.656,0.592,0.32,0.795,0.464,0.55,0.483,0.519,0.553,0.574,0.762,0.623,0.548,0.741,0.528,0.419,0.66,0.513,0.589,0.49,0.564,0.466,0.59,0.735,0.929,0.6,0.691,0.597,0.62,0.528,0.657,0.689,0.423,0.723,0.541,0.772,0.86,0.553,0.476,0.584,0.624,0.562,0.366,0.499,0.536,0.607,0.453,0.469,0.414,0.493,0.646,0.376,0.333,0.532,0.856,0.312,0.842,0.62,0.729,0.463,0.409,0.346,0.473,0.496,0.673,0.543,0.669 -191,Epileptic,F,32.0,1.0,2.4,0.8,0.8,1.5,1.7,1.5,2.1,1.2,0.9,0.3,3.6,1.8,1.0,1.8,5.6,7.3,0.7,2.2,5.1,1.0,3.1,1.9,2.6,2.3,3.4,2.9,3.1,2.2,2.7,1.4,0.7,0.6,3.0,0.6,0.9,3.3,3.4,0.1,0.2,1.2,3.2,2.5,4.5,3.0,0.6,0.5,1.2,1.4,1.2,0.5,2.3,1.3,1.9,0.1,1.5,0.7,2.0,1.1,1.4,0.8,1.2,0.4,0.3,2.1,1.3,2.8,1.4,0.6,0.7,0.9,1.6,5.3,0.3,9,24,7,6,15,16,14,19,11,7,3.0,31,19,10,15,55,64,6,27,43,9,35,22,28,25,36,33,31,19,30,22,4,5,33,3,10,41,38,2,1,7,22,22,34,20,5,2,8,8,9,3,18,9,15,1,14,5,18,8,11,6,11,3,4,19,14,23,11,5,5,6,11,40,3,0.037,0.02,0.012,0.015,0.026,0.027,0.021,0.026,0.039,0.035,0.024,0.032,0.03,0.036,0.031,0.033,0.024,0.024,0.027,0.032,0.02,0.025,0.029,0.032,0.025,0.029,0.025,0.026,0.022,0.026,0.041,0.03,0.025,0.028,0.012,0.016,0.033,0.028,0.012,0.019,0.021,0.037,0.039,0.027,0.022,0.013,0.017,0.016,0.016,0.022,0.028,0.022,0.019,0.019,0.02,0.015,0.023,0.019,0.024,0.021,0.024,0.021,0.036,0.014,0.021,0.037,0.016,0.018,0.014,0.019,0.02,0.02,0.019,0.017,1515,5149,2020,1945,2071,3084,3055,4273,1825,1472,647.0,3701,4001,1538,3087,11378,16736,2368,4644,5103,3294,6098,2782,5958,5200,7277,5824,5445,5754,5497,1970,929,1226,7334,1925,2421,6209,8087,419,524,1740,3520,4116,4192,3740,1414,886,2376,2798,1814,594,3941,1811,3860,209,3144,1126,4116,1554,2366,1168,2017,418,813,3285,980,5610,3088,1283,889,1577,2471,10029,603,0.138,0.109,0.091,0.086,0.125,0.134,0.101,0.123,0.141,0.138,0.12,0.135,0.124,0.149,0.137,0.137,0.117,0.103,0.119,0.13,0.085,0.13,0.132,0.128,0.128,0.128,0.124,0.123,0.105,0.135,0.133,0.1,0.111,0.137,0.076,0.094,0.13,0.131,0.075,0.09,0.106,0.135,0.129,0.121,0.111,0.095,0.097,0.093,0.092,0.12,0.127,0.104,0.105,0.095,0.114,0.096,0.116,0.103,0.116,0.114,0.112,0.113,0.136,0.095,0.112,0.139,0.099,0.103,0.092,0.122,0.11,0.102,0.101,0.114,476,1845,937,789,857,1036,1056,1315,529,388,220.0,1700,1114,367,873,3009,4756,512,1389,2472,912,1921,1125,1512,1457,2112,1939,1864,1520,1627,595,397,423,1673,628,884,1799,1988,287,226,873,1384,1154,2585,2131,707,403,1073,1302,844,283,1821,1005,1738,78,1576,515,1885,809,1022,597,862,215,409,1553,528,2529,1257,651,487,750,1197,4336,321,3.199,2.626,2.11,2.412,2.061,2.677,2.36,2.803,2.551,3.066,2.739,1.985,2.804,2.807,2.68,2.812,2.881,3.693,2.753,1.836,2.922,2.583,2.189,2.83,2.742,2.926,2.458,2.381,2.8,2.69,2.453,2.256,2.273,3.269,2.877,2.564,2.734,2.982,1.657,2.548,2.608,2.195,2.838,1.822,2.012,2.2,2.691,2.82,2.505,2.593,2.513,2.157,2.029,2.319,2.853,2.112,2.633,2.481,2.179,2.269,2.404,2.285,2.382,2.294,2.221,2.225,2.316,2.67,2.236,2.238,2.497,2.325,2.485,2.401,0.88,0.521,0.64,0.534,0.57,0.385,0.585,0.516,0.726,0.4,0.719,0.534,0.5,0.71,0.533,0.609,0.589,0.757,0.577,0.531,0.784,0.492,0.474,0.7,0.608,0.528,0.59,0.613,0.577,0.471,0.675,0.898,0.418,0.526,0.491,0.411,0.647,0.525,0.356,0.424,0.442,0.527,0.708,0.667,0.621,0.522,0.494,0.542,0.549,0.579,0.388,0.523,0.45,0.504,0.652,0.416,0.443,0.626,0.428,0.491,0.446,0.692,0.432,1.028,0.506,0.656,0.496,0.471,0.414,0.779,0.332,0.464,0.452,0.283 -192,Epileptic,M,22.0,1.0,1.8,1.1,1.8,2.3,2.0,2.2,1.9,1.9,1.2,0.6,3.4,2.0,0.6,2.0,10.7,12.5,1.2,4.0,6.0,1.9,4.3,2.6,3.5,6.5,4.3,6.8,4.1,5.2,4.4,1.5,1.8,0.5,3.0,0.5,1.2,4.8,3.8,0.2,0.2,1.1,4.4,2.6,3.6,3.2,0.9,0.4,1.0,2.0,1.0,0.6,2.6,2.5,3.2,0.4,3.9,1.5,2.8,1.3,1.1,0.8,1.9,0.4,0.7,2.6,1.9,2.8,1.7,1.4,0.7,1.2,2.0,6.3,0.4,9,13,7,13,21,21,19,20,18,10,4.0,32,23,5,19,87,111,11,37,49,18,37,23,37,53,46,59,35,41,43,15,15,4,33,2,9,50,47,1,2,7,37,27,25,18,6,2,6,9,6,5,19,17,22,3,30,9,17,11,8,8,12,3,5,18,20,23,12,10,3,8,13,51,4,0.039,0.019,0.021,0.028,0.038,0.026,0.026,0.026,0.052,0.042,0.042,0.038,0.036,0.041,0.044,0.042,0.035,0.038,0.041,0.04,0.037,0.033,0.031,0.041,0.043,0.034,0.034,0.031,0.033,0.037,0.041,0.051,0.029,0.033,0.013,0.027,0.038,0.032,0.016,0.012,0.02,0.041,0.045,0.03,0.021,0.015,0.018,0.015,0.02,0.024,0.022,0.022,0.025,0.02,0.018,0.016,0.024,0.026,0.026,0.016,0.022,0.032,0.021,0.029,0.025,0.041,0.021,0.02,0.021,0.021,0.025,0.02,0.019,0.016,1856,5617,2592,3417,2610,3195,3187,3625,2347,1968,1048.0,3200,3974,1212,3508,13644,25126,2923,5512,6120,3213,4662,2838,7393,5819,6961,6861,4389,7528,7327,3249,1339,931,7201,1770,2275,11696,9071,480,539,1548,3031,6562,3078,4046,1686,831,2075,2843,2029,568,4368,2942,5736,640,6224,2166,3397,1246,1694,1138,2735,576,1119,2769,1371,3976,2923,2218,1064,1732,3086,11352,632,0.117,0.095,0.099,0.115,0.136,0.117,0.114,0.121,0.158,0.16,0.129,0.15,0.14,0.14,0.147,0.13,0.132,0.128,0.156,0.16,0.109,0.119,0.133,0.152,0.132,0.124,0.114,0.112,0.106,0.139,0.15,0.137,0.091,0.135,0.07,0.113,0.148,0.136,0.091,0.095,0.106,0.154,0.155,0.127,0.099,0.092,0.102,0.089,0.106,0.11,0.119,0.108,0.112,0.105,0.104,0.093,0.113,0.118,0.118,0.091,0.116,0.123,0.117,0.124,0.123,0.151,0.106,0.108,0.105,0.105,0.12,0.114,0.104,0.11,529,1641,877,1089,1075,1273,1279,1182,619,464,261.0,1568,1062,228,841,4151,6326,556,1650,2709,933,1816,1277,1697,2176,2250,2906,1818,2097,2199,710,603,330,1647,566,749,2299,2076,193,257,866,1690,1220,1928,2368,871,330,974,1375,656,398,1976,1485,2513,343,3623,1007,1770,834,1052,588,983,291,438,1479,743,2137,1260,1074,420,822,1478,5155,384,3.267,2.967,2.754,2.816,2.109,2.126,2.133,2.653,2.617,3.228,2.853,1.846,2.872,3.513,3.003,2.56,3.001,3.797,2.698,1.942,2.584,2.135,1.915,3.223,2.196,2.549,2.026,2.042,2.811,2.596,3.169,2.338,2.262,3.017,2.8,2.757,3.304,3.091,2.406,2.335,2.163,1.684,3.22,1.777,1.902,2.059,2.826,2.653,2.456,3.141,1.747,2.321,2.159,2.401,2.219,1.934,2.548,2.248,1.654,1.753,1.964,2.855,2.214,2.686,2.045,2.249,2.01,2.725,2.375,2.854,2.364,2.449,2.402,1.98,0.812,0.761,0.564,0.689,0.734,0.642,0.585,0.506,0.844,0.645,0.872,0.552,0.592,0.522,0.692,0.78,0.758,0.798,0.673,0.597,0.701,0.644,0.659,0.758,0.748,0.698,0.599,0.576,0.604,0.708,0.647,0.911,0.583,0.724,0.662,0.591,0.782,0.726,0.458,0.494,0.56,0.501,0.899,0.705,0.678,0.655,0.619,0.714,0.611,0.82,0.288,0.509,0.577,0.594,0.398,0.547,0.582,0.597,0.425,0.507,0.437,0.913,0.607,0.605,0.78,0.575,0.526,0.475,0.55,0.765,0.534,0.546,0.548,0.543 -193,Epileptic,F,42.0,0.7,3.0,0.8,0.8,2.1,3.1,2.1,1.5,1.2,0.5,0.1,2.9,1.5,0.6,1.6,6.0,8.6,0.7,2.6,5.0,1.6,3.0,1.4,3.3,3.2,3.5,2.5,2.8,2.6,4.2,1.4,1.3,0.5,2.8,0.5,1.1,3.8,3.4,0.1,0.0,1.1,3.1,2.5,2.8,2.9,0.7,0.3,1.0,1.1,1.0,0.7,2.4,1.4,2.4,0.2,1.6,0.8,1.8,1.3,1.0,0.7,1.1,0.4,0.3,2.0,0.5,2.6,1.4,0.9,0.4,0.7,2.0,4.4,0.3,6,23,7,7,31,21,16,14,16,6,2.0,29,15,7,19,70,82,4,28,39,16,31,17,33,38,30,27,27,23,42,23,8,5,27,4,7,46,42,1,1,8,27,20,24,18,4,1,5,5,8,5,19,7,16,1,12,4,15,11,8,5,6,2,3,14,5,20,9,6,4,5,17,29,2,0.039,0.032,0.016,0.02,0.046,0.05,0.031,0.033,0.054,0.03,0.029,0.034,0.033,0.031,0.034,0.038,0.038,0.031,0.035,0.038,0.028,0.04,0.028,0.042,0.044,0.03,0.038,0.031,0.028,0.045,0.05,0.061,0.026,0.032,0.018,0.028,0.041,0.033,0.014,0.018,0.024,0.041,0.04,0.03,0.023,0.016,0.018,0.015,0.015,0.018,0.031,0.025,0.023,0.025,0.027,0.023,0.022,0.021,0.029,0.024,0.023,0.02,0.026,0.018,0.022,0.026,0.023,0.02,0.021,0.015,0.027,0.027,0.021,0.023,1353,4706,1520,1622,2118,3628,2911,2812,1622,1066,353.0,2988,3119,1131,2664,10606,14770,1956,4493,4692,3670,4702,1908,4984,5376,5633,4054,4018,4721,5010,2104,693,1111,5822,1677,1725,6499,6692,222,219,1522,2902,4850,2688,3256,1039,670,2006,2250,1910,741,3027,2370,4074,312,2289,1347,3049,1362,1174,1040,2240,537,661,2701,523,3356,1939,1232,791,1015,2316,7849,439,0.117,0.128,0.098,0.094,0.154,0.169,0.128,0.138,0.156,0.118,0.096,0.136,0.128,0.144,0.154,0.141,0.136,0.106,0.143,0.141,0.105,0.148,0.133,0.14,0.155,0.119,0.139,0.124,0.117,0.156,0.142,0.137,0.112,0.121,0.086,0.108,0.145,0.13,0.089,0.079,0.115,0.154,0.14,0.121,0.11,0.098,0.085,0.089,0.089,0.106,0.134,0.11,0.108,0.108,0.122,0.121,0.096,0.112,0.137,0.121,0.109,0.102,0.121,0.11,0.114,0.111,0.115,0.103,0.11,0.108,0.125,0.118,0.102,0.11,388,1488,779,680,682,1079,1003,791,427,272,124.0,1369,838,325,782,2852,4002,362,1210,1933,962,1261,829,1277,1428,1798,1322,1418,1418,1569,544,336,327,1431,424,641,1823,1797,124,89,763,1243,1020,1665,1939,537,264,903,1000,801,357,1550,911,1643,127,1095,605,1365,705,665,490,789,273,298,1361,233,1692,1007,656,401,480,1128,3252,202,3.234,2.799,1.936,2.391,2.416,2.704,2.407,3.146,2.601,3.18,2.528,1.923,2.901,2.782,2.738,2.639,2.77,3.907,2.983,2.058,2.924,2.584,1.976,2.809,2.811,2.563,2.402,2.247,2.547,2.519,2.753,2.159,2.66,2.942,3.411,2.63,2.852,2.763,2.19,2.454,2.332,2.093,3.443,1.886,1.895,2.029,3.045,2.69,2.53,2.695,2.438,2.019,2.661,2.478,2.866,2.323,2.634,2.459,2.192,1.999,2.328,2.787,2.162,2.188,2.239,2.259,2.189,2.189,2.158,2.081,2.589,2.347,2.636,2.676,0.882,0.867,0.58,0.543,0.709,0.595,0.573,0.744,0.623,0.483,0.685,0.463,0.446,0.459,0.449,0.617,0.651,0.912,0.613,0.62,0.832,0.624,0.383,0.63,0.612,0.549,0.564,0.44,0.457,0.582,0.699,0.816,0.495,0.736,0.69,0.576,0.677,0.531,0.371,0.354,0.518,0.476,0.733,0.656,0.454,0.601,0.643,0.63,0.731,0.492,0.568,0.485,0.674,0.527,0.521,0.614,0.419,0.526,0.512,0.409,0.494,0.821,0.465,0.914,0.587,0.579,0.425,0.38,0.442,0.567,0.551,0.563,0.587,0.626 -194,Epileptic,F,37.0,0.6,2.0,0.6,0.9,1.5,1.8,1.2,1.5,0.9,0.7,0.3,3.2,1.8,0.4,1.4,5.6,8.9,0.8,2.8,4.6,1.0,2.9,1.3,2.8,2.3,4.1,2.5,2.7,2.4,2.6,1.1,0.7,0.5,1.7,0.3,0.3,3.3,2.8,0.1,0.1,0.8,3.2,2.6,3.3,2.5,0.8,0.3,1.1,1.4,0.6,0.4,1.6,1.8,2.7,0.4,1.9,1.1,1.6,0.9,0.7,0.7,1.4,0.2,0.3,1.8,1.8,2.7,1.6,1.2,0.5,0.8,1.6,4.5,0.3,6,22,8,6,15,21,11,14,9,10,4.0,33,16,5,17,58,82,5,31,42,12,35,14,33,29,40,28,30,23,33,14,4,6,21,4,2,38,35,1,1,5,26,29,23,15,7,1,7,7,4,3,13,15,20,2,17,7,12,5,7,6,12,3,4,16,18,18,13,10,8,5,12,37,2,0.028,0.02,0.011,0.018,0.035,0.025,0.018,0.027,0.036,0.032,0.024,0.033,0.035,0.027,0.032,0.035,0.028,0.026,0.032,0.033,0.02,0.03,0.021,0.033,0.025,0.036,0.025,0.026,0.022,0.026,0.028,0.027,0.027,0.024,0.012,0.007,0.036,0.031,0.013,0.016,0.017,0.03,0.042,0.028,0.017,0.014,0.014,0.019,0.017,0.013,0.023,0.018,0.024,0.02,0.03,0.017,0.028,0.017,0.021,0.017,0.021,0.026,0.026,0.016,0.018,0.028,0.02,0.022,0.02,0.018,0.021,0.022,0.017,0.015,1666,4729,1691,2102,1954,3153,2828,3395,1516,1496,619.0,3282,3437,829,2764,10722,19041,2645,5257,4978,3895,5132,2503,6468,5724,6556,4571,4936,6347,5354,2280,724,949,4989,1829,1365,6558,7254,360,296,1392,3241,6251,2827,3635,1714,743,2121,2681,1478,508,2814,2711,5238,396,3488,1333,3481,1226,1296,930,2176,631,886,2969,1353,4078,2789,2016,1084,1244,2328,9225,481,0.11,0.112,0.099,0.097,0.139,0.128,0.094,0.127,0.129,0.141,0.126,0.148,0.138,0.126,0.144,0.141,0.128,0.099,0.127,0.135,0.083,0.138,0.107,0.142,0.13,0.15,0.13,0.123,0.102,0.131,0.117,0.086,0.119,0.111,0.063,0.057,0.138,0.134,0.089,0.102,0.1,0.131,0.149,0.124,0.096,0.089,0.088,0.095,0.094,0.092,0.116,0.102,0.112,0.099,0.129,0.104,0.126,0.097,0.1,0.102,0.12,0.123,0.133,0.112,0.105,0.134,0.109,0.11,0.107,0.118,0.111,0.126,0.095,0.114,462,1590,713,792,797,1288,974,976,461,408,217.0,1563,918,233,770,2832,5370,480,1499,2214,947,1616,997,1559,1567,1861,1571,1641,1724,1728,582,397,302,1123,515,564,1662,1604,166,162,694,1576,1104,1809,2129,832,286,933,1226,601,279,1474,1186,2170,196,1649,664,1575,686,661,489,870,206,401,1492,849,2027,1223,955,476,606,1042,4100,219,3.422,2.747,2.303,2.588,2.173,2.235,2.366,2.833,2.544,2.989,2.656,1.882,2.819,2.718,2.729,2.798,2.864,4.018,2.852,1.982,3.099,2.438,2.13,2.951,2.701,2.977,2.326,2.404,2.802,2.459,2.788,1.828,2.535,2.965,2.989,2.365,2.926,3.126,2.393,1.924,2.492,1.891,3.445,1.756,1.882,2.127,3.095,2.902,2.651,2.897,2.056,2.108,2.278,2.442,2.524,2.228,2.364,2.571,2.002,2.139,2.369,2.431,2.979,2.397,2.184,2.101,2.26,2.417,2.28,2.421,2.336,2.619,2.379,2.788,0.744,0.588,0.491,0.518,0.528,0.436,0.531,0.591,0.484,0.659,0.712,0.502,0.522,0.441,0.504,0.582,0.545,0.845,0.554,0.579,0.687,0.538,0.473,0.614,0.503,0.506,0.527,0.509,0.473,0.595,0.643,0.785,0.387,0.609,0.781,0.425,0.733,0.637,0.277,0.39,0.515,0.433,0.791,0.633,0.543,0.492,0.53,0.715,0.549,0.462,0.428,0.388,0.58,0.468,0.32,0.407,0.469,0.487,0.375,0.487,0.392,0.572,0.547,0.839,0.662,0.582,0.456,0.442,0.552,0.679,0.557,0.653,0.534,0.44 -195,Epileptic,F,52.0,0.9,3.0,1.0,1.4,1.6,2.1,1.2,1.3,1.5,0.7,0.3,3.0,1.1,0.3,1.1,7.0,7.7,1.1,1.6,4.7,1.3,3.3,1.3,3.5,3.0,2.3,3.7,2.0,2.7,2.5,2.1,1.2,0.4,2.2,0.4,0.5,3.8,3.4,0.1,0.3,1.1,2.6,2.8,3.5,3.0,0.7,0.5,0.8,1.4,0.6,0.5,2.2,1.6,2.4,0.2,2.6,0.5,1.2,0.7,0.8,0.5,1.2,0.2,0.4,1.6,1.2,2.0,1.1,0.7,0.9,0.8,1.6,4.9,0.4,8,39,8,15,17,20,12,14,16,8,3.0,28,14,4,17,84,78,7,20,40,14,40,11,42,40,33,42,21,33,35,20,13,4,38,2,6,39,41,1,4,6,21,27,29,16,5,2,7,26,6,3,16,8,21,2,17,6,9,5,5,3,9,1,3,14,16,15,9,4,14,6,14,44,2,0.04,0.036,0.018,0.029,0.043,0.036,0.03,0.029,0.05,0.039,0.033,0.048,0.026,0.026,0.035,0.038,0.032,0.043,0.031,0.046,0.033,0.045,0.036,0.047,0.044,0.024,0.04,0.03,0.031,0.035,0.059,0.057,0.021,0.027,0.011,0.013,0.055,0.04,0.012,0.022,0.021,0.048,0.048,0.034,0.022,0.019,0.022,0.014,0.019,0.012,0.035,0.022,0.026,0.021,0.018,0.018,0.023,0.021,0.022,0.018,0.024,0.025,0.011,0.018,0.022,0.027,0.02,0.016,0.016,0.037,0.023,0.025,0.022,0.024,1510,4492,2211,2570,1999,3464,2493,2733,2033,1334,871.0,2401,3035,1005,2665,11796,16492,2312,3304,4677,3797,3802,1276,5198,4475,5350,5295,3073,5182,5062,2024,936,965,5461,1744,1776,3913,6746,277,708,1427,1645,5290,3375,3678,1188,665,1959,2187,1425,424,3051,1896,4235,454,3884,984,2711,1023,1283,729,1940,414,807,2430,1243,2763,2247,1300,956,1218,2608,7875,387,0.154,0.145,0.104,0.131,0.142,0.141,0.105,0.127,0.189,0.158,0.124,0.161,0.121,0.135,0.142,0.151,0.134,0.133,0.143,0.169,0.119,0.143,0.115,0.162,0.135,0.118,0.128,0.107,0.112,0.14,0.183,0.139,0.096,0.124,0.062,0.087,0.162,0.144,0.08,0.113,0.106,0.15,0.17,0.148,0.099,0.106,0.112,0.077,0.102,0.096,0.131,0.115,0.118,0.109,0.105,0.102,0.109,0.106,0.113,0.099,0.11,0.129,0.087,0.106,0.111,0.123,0.104,0.093,0.092,0.172,0.113,0.125,0.111,0.127,446,1548,797,875,740,1054,800,908,616,341,206.0,1101,840,247,705,3593,4626,443,909,1957,852,1354,606,1476,1445,1680,1980,1194,1604,1554,714,493,344,1353,517,713,1396,1804,164,304,761,905,1168,1758,2110,629,274,930,1086,710,244,1560,936,1873,200,2153,495,1041,542,662,357,756,221,353,1186,730,1561,1055,662,422,579,1008,3699,208,3.135,2.711,2.585,2.604,2.317,2.573,2.37,2.612,2.67,3.116,2.878,1.838,2.712,2.776,2.739,2.534,2.778,3.64,2.846,2.149,3.314,2.317,1.843,2.666,2.428,2.474,2.151,2.018,2.483,2.494,2.43,1.854,2.327,2.812,2.967,2.323,2.306,2.739,1.858,2.212,2.256,1.672,3.282,2.081,1.945,2.039,2.77,2.484,2.385,2.265,2.167,2.061,2.112,2.386,2.349,1.975,2.017,2.666,2.069,2.108,2.236,2.624,2.117,2.816,2.218,1.989,1.907,2.315,2.201,2.36,2.155,2.496,2.289,2.31,0.855,0.645,0.59,0.575,0.641,0.701,0.703,0.543,0.554,0.765,0.747,0.575,0.441,0.591,0.667,0.574,0.629,0.836,0.55,0.683,0.865,0.643,0.635,0.848,0.59,0.528,0.481,0.524,0.496,0.571,0.666,0.853,0.348,0.624,0.84,0.457,0.759,0.755,0.379,0.528,0.479,0.578,0.685,0.588,0.554,0.454,0.602,0.611,0.486,0.503,0.407,0.452,0.444,0.478,0.38,0.428,0.431,0.639,0.438,0.408,0.42,0.529,0.576,0.698,0.418,0.683,0.403,0.474,0.501,0.536,0.58,0.624,0.449,0.265 -196,Epileptic,F,37.0,0.7,2.3,1.2,0.9,1.5,1.6,1.5,1.5,0.9,0.6,0.3,3.3,1.2,0.5,1.2,4.4,8.2,0.5,2.0,4.7,1.1,3.6,1.9,3.0,4.5,4.0,2.2,2.1,1.7,2.5,2.3,0.9,0.5,3.0,0.3,0.8,2.6,3.8,0.2,0.3,0.8,3.8,2.4,3.3,2.4,0.7,0.4,0.7,1.4,0.7,0.6,1.2,1.4,2.4,0.4,2.6,0.8,1.3,1.7,0.9,0.4,1.7,0.5,0.5,1.7,0.8,2.4,1.0,1.0,0.7,1.2,1.0,5.3,0.3,5,19,9,9,15,20,15,16,13,8,4.0,29,19,8,17,51,81,4,28,41,11,39,16,36,53,47,29,25,18,28,20,7,7,36,2,9,27,51,1,2,5,32,23,24,14,6,2,4,8,9,5,9,12,17,2,22,6,10,9,7,3,17,4,5,11,13,18,5,5,7,9,6,53,2,0.035,0.027,0.021,0.02,0.038,0.026,0.03,0.029,0.044,0.038,0.038,0.039,0.031,0.034,0.031,0.033,0.034,0.027,0.037,0.036,0.031,0.038,0.035,0.039,0.047,0.037,0.029,0.031,0.023,0.028,0.062,0.062,0.029,0.038,0.018,0.023,0.048,0.049,0.019,0.015,0.019,0.043,0.048,0.027,0.018,0.015,0.018,0.012,0.021,0.018,0.026,0.017,0.029,0.022,0.023,0.026,0.03,0.016,0.029,0.021,0.022,0.029,0.037,0.021,0.018,0.028,0.021,0.017,0.017,0.029,0.028,0.019,0.026,0.021,1560,4661,2524,2404,2187,3314,3081,3193,1564,1713,634.0,3375,2885,1158,2557,8270,17416,2247,4467,5658,3630,5102,2192,5721,6104,6676,4788,4096,5057,5289,2519,1114,1138,6024,1534,1875,4916,6013,386,537,1389,2181,5840,3474,3725,1420,886,2125,2227,1522,614,2281,1637,4690,421,3268,1403,2586,1702,1241,971,2585,676,816,2861,1295,3708,1932,1858,1144,1426,1565,6921,480,0.115,0.12,0.108,0.1,0.16,0.131,0.121,0.136,0.16,0.14,0.144,0.144,0.138,0.155,0.136,0.144,0.144,0.105,0.143,0.135,0.122,0.14,0.125,0.138,0.157,0.15,0.128,0.124,0.109,0.134,0.159,0.132,0.127,0.158,0.083,0.119,0.153,0.169,0.1,0.105,0.102,0.155,0.168,0.119,0.097,0.095,0.096,0.074,0.104,0.114,0.13,0.096,0.126,0.112,0.109,0.131,0.137,0.102,0.124,0.11,0.11,0.133,0.141,0.119,0.105,0.106,0.112,0.092,0.089,0.135,0.134,0.118,0.118,0.13,370,1349,910,816,718,1062,929,994,465,342,151.0,1440,812,308,717,2376,4505,359,1080,2263,734,1540,818,1552,1778,1965,1505,1294,1309,1456,715,340,288,1331,356,583,1172,1524,195,252,664,1317,980,2009,1987,692,318,841,1029,570,357,1074,799,1836,237,1520,527,1228,905,688,374,953,278,394,1327,712,1758,877,866,416,646,708,3251,215,3.743,3.073,2.802,2.794,2.436,2.708,2.673,2.747,2.419,3.503,2.902,2.039,2.808,2.846,2.589,2.611,2.998,4.2,3.086,2.175,3.392,2.612,2.293,2.693,2.656,2.728,2.498,2.424,2.907,2.683,2.584,3.036,2.907,3.013,3.598,2.816,2.937,2.699,2.178,2.226,2.679,1.683,3.628,1.993,2.136,2.293,3.213,3.083,2.607,2.508,2.18,2.171,2.1,2.513,2.082,2.377,2.601,2.4,2.164,2.07,2.637,2.416,2.075,2.306,2.402,1.973,2.225,2.51,2.435,2.735,2.375,2.393,2.261,2.698,0.889,0.811,0.462,0.485,0.808,0.664,0.601,0.535,0.717,0.789,0.848,0.609,0.4,0.577,0.583,0.611,0.657,0.71,0.679,0.692,0.809,0.81,0.664,0.734,0.768,0.614,0.573,0.543,0.385,0.655,0.706,1.014,0.336,0.734,0.747,0.584,0.929,0.794,0.387,0.488,0.51,0.506,0.937,0.592,0.58,0.51,0.686,0.895,0.433,0.592,0.392,0.392,0.463,0.507,0.448,0.461,0.567,0.417,0.42,0.437,0.579,0.762,0.611,0.68,0.523,0.661,0.474,0.431,0.429,0.703,0.365,0.467,0.625,0.482 -197,Epileptic,F,57.0,1.0,2.3,0.9,0.9,1.4,1.7,1.8,1.9,1.3,0.7,0.4,2.7,2.2,0.6,1.9,5.2,8.7,1.0,2.4,5.7,1.7,2.8,2.9,2.6,2.5,4.4,3.8,2.8,4.0,2.9,1.7,0.7,0.7,3.6,0.5,0.8,2.5,3.0,0.2,0.2,1.4,2.9,2.6,2.2,2.6,0.4,0.3,0.9,1.4,0.5,0.7,2.4,1.7,2.9,0.2,2.7,0.6,1.7,0.9,0.8,0.4,1.1,0.4,0.4,1.8,1.0,2.8,1.5,1.2,0.6,0.9,1.0,4.8,0.3,7,24,11,7,14,14,14,13,10,6,3.0,23,14,4,12,45,67,8,31,31,13,25,23,26,23,33,36,24,33,32,19,6,6,25,2,6,34,32,1,1,8,26,21,15,17,3,1,6,7,5,4,14,11,19,1,22,4,14,9,7,3,7,2,3,12,9,20,11,7,5,7,7,37,3,0.044,0.026,0.015,0.021,0.035,0.036,0.03,0.041,0.046,0.04,0.034,0.036,0.04,0.033,0.042,0.032,0.032,0.036,0.033,0.052,0.031,0.035,0.037,0.033,0.034,0.036,0.029,0.033,0.039,0.029,0.042,0.037,0.024,0.039,0.014,0.02,0.032,0.037,0.018,0.029,0.028,0.04,0.046,0.025,0.021,0.011,0.021,0.016,0.021,0.015,0.031,0.027,0.026,0.024,0.024,0.021,0.023,0.023,0.029,0.026,0.016,0.022,0.023,0.018,0.024,0.028,0.021,0.023,0.021,0.02,0.024,0.021,0.021,0.026,1153,4203,2198,1596,2439,2143,1656,2301,1924,1123,697.0,2675,2807,949,2798,9792,13965,2495,3539,3287,2847,3699,2661,5146,3781,6572,5758,3234,4969,4374,2384,1286,1068,5499,2067,1592,5266,5739,329,405,1722,2536,5283,2350,3047,1011,680,2281,2454,1470,502,2973,2191,4847,171,3594,826,2539,1162,1077,698,2572,422,756,2753,992,3774,2446,1970,1165,1400,1679,8029,303,0.141,0.117,0.111,0.101,0.128,0.138,0.113,0.134,0.157,0.144,0.125,0.125,0.127,0.109,0.15,0.124,0.122,0.12,0.121,0.143,0.106,0.137,0.138,0.132,0.13,0.128,0.108,0.106,0.11,0.133,0.144,0.1,0.107,0.117,0.07,0.091,0.131,0.132,0.087,0.102,0.124,0.137,0.142,0.113,0.106,0.085,0.102,0.09,0.097,0.097,0.135,0.111,0.111,0.108,0.15,0.117,0.119,0.11,0.132,0.117,0.098,0.103,0.12,0.104,0.109,0.118,0.109,0.115,0.108,0.114,0.126,0.113,0.106,0.141,378,1410,914,682,724,796,789,833,503,326,190.0,1187,931,265,736,2752,4480,451,1168,1548,783,1356,1155,1325,1229,1967,2112,1371,1636,1604,673,445,462,1239,542,676,1346,1433,175,180,861,1202,1126,1383,1984,607,276,903,1103,526,350,1401,1013,1992,95,1893,394,1305,540,562,380,795,254,333,1290,571,2045,1097,840,466,642,693,3440,182,2.976,2.807,2.265,2.367,2.797,2.306,1.906,2.476,2.752,3.016,3.053,1.937,2.4,2.664,2.789,2.647,2.596,3.842,2.483,1.887,2.972,2.262,2.071,2.976,2.458,2.724,2.24,1.969,2.465,2.272,2.713,2.85,2.034,3.01,3.386,2.276,3.011,2.847,2.12,2.624,2.505,1.911,3.125,1.886,1.747,1.858,3.245,3.111,2.676,2.679,1.797,2.19,2.326,2.486,2.086,2.1,2.475,2.161,2.159,2.12,2.227,3.161,2.081,2.635,2.259,2.113,1.98,2.399,2.435,2.494,2.383,2.592,2.47,1.972,0.865,0.623,0.68,0.508,0.777,0.686,0.518,0.475,0.666,0.559,0.945,0.455,0.538,0.467,0.596,0.585,0.568,0.899,0.76,0.644,0.966,0.52,0.474,0.558,0.515,0.614,0.587,0.598,0.663,0.551,0.785,1.079,0.384,0.666,0.66,0.44,0.887,0.583,0.386,0.582,0.479,0.566,0.841,0.747,0.533,0.388,0.642,0.835,0.621,0.818,0.568,0.516,0.64,0.565,0.309,0.531,0.487,0.773,0.423,0.403,0.429,0.881,0.406,0.964,0.734,0.589,0.53,0.454,0.507,0.504,0.756,0.784,0.57,0.484 -198,Epileptic,M,32.0,2.1,2.4,1.3,2.1,2.6,2.3,2.7,2.0,1.3,1.3,0.4,3.4,2.2,0.8,1.4,5.7,9.7,1.4,2.8,6.7,1.5,4.0,2.0,5.4,5.3,3.6,5.1,3.1,5.2,5.2,4.1,1.1,1.0,3.3,1.0,0.7,4.0,6.7,0.3,0.2,1.3,4.0,1.3,3.2,3.1,1.1,0.6,0.9,1.5,0.7,0.9,1.9,1.1,2.5,0.2,3.2,1.1,2.2,1.2,1.7,0.9,1.8,0.7,0.8,2.7,1.3,2.2,1.9,1.7,0.8,1.4,1.0,5.4,0.3,48,20,13,14,23,21,26,17,13,10,5.0,34,22,8,16,57,90,14,35,67,13,46,20,50,52,42,57,28,43,53,36,6,11,37,6,7,31,64,2,1,7,36,11,26,17,7,3,5,8,4,7,14,9,16,1,23,8,15,9,12,8,13,4,6,25,16,20,14,10,6,9,7,45,4,0.085,0.027,0.02,0.031,0.049,0.03,0.046,0.032,0.047,0.052,0.035,0.041,0.031,0.04,0.034,0.039,0.035,0.047,0.032,0.054,0.038,0.048,0.032,0.05,0.041,0.035,0.039,0.039,0.035,0.042,0.068,0.039,0.035,0.043,0.043,0.018,0.056,0.057,0.019,0.017,0.024,0.047,0.062,0.028,0.021,0.019,0.018,0.021,0.02,0.028,0.029,0.019,0.022,0.021,0.016,0.021,0.029,0.021,0.023,0.022,0.026,0.028,0.041,0.031,0.025,0.021,0.021,0.024,0.02,0.031,0.028,0.027,0.02,0.017,1827,4742,2465,2800,2083,4097,2374,3486,2071,1723,701.0,2984,4474,1518,2612,10023,19087,2587,5552,6870,2859,4551,2223,6863,6614,6739,5691,3231,7400,6864,2865,911,1346,5406,1224,1695,3625,6753,416,419,1573,3422,698,3157,3763,1575,1137,1643,2510,1127,708,3078,1712,3948,412,4208,969,3307,1272,2015,980,2860,496,1108,3325,1279,3072,3140,2588,1381,1420,1231,9108,467,0.156,0.125,0.116,0.129,0.163,0.137,0.137,0.138,0.172,0.182,0.14,0.159,0.127,0.143,0.142,0.15,0.137,0.143,0.139,0.185,0.142,0.146,0.127,0.159,0.142,0.143,0.128,0.126,0.122,0.156,0.194,0.115,0.149,0.157,0.145,0.097,0.178,0.176,0.112,0.101,0.112,0.157,0.172,0.128,0.102,0.111,0.096,0.1,0.095,0.126,0.134,0.106,0.114,0.105,0.083,0.112,0.121,0.113,0.121,0.117,0.117,0.123,0.169,0.114,0.121,0.112,0.109,0.111,0.104,0.136,0.129,0.132,0.107,0.118,520,1437,967,1061,886,1304,1037,1142,562,466,231.0,1549,1341,426,733,2747,5254,586,1585,2581,676,1648,1133,1973,2248,1967,2552,1330,2227,2320,958,476,486,1397,415,686,1179,1920,204,174,847,1499,356,1852,2264,829,477,697,1153,420,481,1520,869,1813,229,2315,517,1576,784,1078,552,1039,253,492,1840,881,1741,1374,1275,474,802,597,4280,274,2.325,2.927,2.473,2.43,2.158,2.475,2.015,2.695,2.672,2.772,2.317,1.755,2.691,2.83,2.66,2.682,2.883,3.296,2.615,2.281,2.911,2.267,1.768,2.671,2.345,2.639,1.897,1.941,2.61,2.387,2.383,2.001,2.466,2.753,2.209,2.284,2.348,2.514,2.284,2.689,2.185,2.04,1.94,1.887,1.872,1.983,2.901,2.443,2.592,2.345,1.775,2.193,2.133,2.44,1.958,1.947,1.917,2.202,1.842,2.025,1.983,2.828,2.267,2.781,1.867,1.774,1.82,2.364,2.338,2.784,1.988,2.16,2.165,1.932,1.25,0.545,0.597,0.57,0.501,0.712,0.544,0.466,0.641,0.745,0.928,0.398,0.418,0.429,0.47,0.563,0.588,0.791,0.722,0.61,0.725,0.577,0.437,0.852,0.641,0.617,0.475,0.642,0.592,0.528,0.81,0.638,0.444,0.678,0.865,0.373,0.807,0.756,0.354,0.437,0.46,0.607,0.63,0.527,0.529,0.425,0.667,0.844,0.468,0.728,0.301,0.349,0.45,0.403,0.275,0.432,0.45,0.498,0.322,0.485,0.406,0.59,0.398,0.91,0.41,0.581,0.485,0.386,0.439,0.795,0.413,0.57,0.48,0.49 -199,Epileptic,F,37.0,0.8,2.0,1.1,1.2,2.0,2.2,2.0,1.3,1.3,0.6,0.4,2.7,1.2,0.5,0.9,5.2,7.4,1.3,2.1,5.0,1.6,6.0,3.6,3.9,11.8,4.0,7.1,2.8,2.8,3.6,1.5,0.8,0.5,2.7,0.4,1.0,4.4,2.7,0.2,0.1,1.0,4.4,2.6,2.4,2.9,0.7,0.4,0.9,1.2,0.7,0.6,1.2,1.2,2.5,0.7,2.7,0.6,1.4,2.0,1.6,0.6,2.4,0.4,1.0,1.3,1.3,2.6,0.6,1.1,0.6,0.9,1.4,6.6,0.2,8,17,10,9,19,24,18,15,15,8,5.0,26,12,6,10,67,69,12,27,51,14,46,24,52,73,40,58,30,25,38,20,8,4,33,2,11,47,34,1,1,5,33,39,16,17,5,2,5,6,6,3,10,10,20,3,20,6,11,16,11,4,18,2,7,11,19,25,4,8,9,7,10,47,1,0.048,0.022,0.021,0.024,0.035,0.033,0.034,0.024,0.044,0.033,0.04,0.038,0.024,0.026,0.034,0.033,0.031,0.05,0.034,0.039,0.031,0.05,0.044,0.046,0.067,0.035,0.045,0.034,0.03,0.034,0.036,0.05,0.033,0.03,0.013,0.026,0.042,0.028,0.017,0.016,0.021,0.051,0.053,0.024,0.021,0.016,0.02,0.014,0.02,0.015,0.029,0.018,0.026,0.022,0.028,0.015,0.02,0.02,0.05,0.022,0.016,0.032,0.038,0.031,0.022,0.027,0.018,0.012,0.019,0.024,0.021,0.02,0.022,0.01,1426,4470,2831,2273,2495,3713,3884,3512,2175,1391,462.0,2627,2945,1343,1811,11176,17868,2320,4235,5373,4283,4569,2242,6813,4702,6797,5671,4492,6782,6251,2280,1032,914,6421,1770,2153,7962,8123,368,293,1546,1856,6137,2334,4226,1667,771,2351,1938,1514,642,2297,1575,4680,663,4327,1339,2659,1150,2215,1033,3314,417,887,1914,884,4930,1778,1902,1041,1539,2204,9639,565,0.138,0.113,0.113,0.112,0.146,0.136,0.125,0.119,0.165,0.145,0.151,0.145,0.113,0.135,0.136,0.139,0.135,0.157,0.147,0.148,0.118,0.152,0.145,0.148,0.168,0.135,0.151,0.116,0.114,0.14,0.135,0.116,0.12,0.134,0.082,0.115,0.141,0.124,0.098,0.079,0.107,0.167,0.2,0.117,0.101,0.094,0.099,0.084,0.098,0.096,0.121,0.1,0.115,0.117,0.131,0.102,0.115,0.107,0.165,0.116,0.096,0.128,0.151,0.133,0.114,0.129,0.104,0.08,0.104,0.142,0.119,0.115,0.106,0.072,383,1446,841,800,976,1233,1071,992,550,356,164.0,1240,763,298,487,3014,4231,528,1061,2348,847,1840,1183,1766,2256,1911,2339,1419,1567,1867,686,373,261,1379,414,661,1845,1713,197,126,712,1346,1220,1507,2142,741,282,924,914,704,326,1117,781,1798,330,2386,552,1245,715,1092,550,1232,175,486,907,691,2276,809,870,396,679,1005,4332,221,3.18,2.9,2.929,2.809,2.209,2.439,2.745,2.919,2.761,3.114,2.388,1.878,2.855,2.958,2.733,2.717,3.145,3.343,3.001,1.903,3.377,2.133,1.75,2.759,1.858,2.876,2.05,2.358,3.062,2.577,2.444,2.724,2.811,3.204,3.692,2.905,2.938,3.203,2.127,2.578,2.627,1.437,3.442,1.848,2.206,2.391,3.069,3.214,2.655,2.463,2.232,2.189,2.279,2.451,2.545,1.982,2.554,2.491,1.831,2.205,2.289,2.599,2.712,2.179,2.212,1.648,2.231,2.51,2.463,2.626,2.398,2.478,2.498,2.614,0.687,0.577,0.675,0.619,0.688,0.819,0.7,0.526,0.676,0.696,0.731,0.669,0.442,0.472,0.461,0.694,0.653,0.843,0.518,0.699,0.951,0.85,0.528,0.778,0.695,0.639,0.629,0.688,0.75,0.668,0.699,0.963,0.614,0.639,0.625,0.455,0.793,0.682,0.346,0.264,0.516,0.44,0.87,0.679,0.673,0.473,0.547,0.725,0.517,0.508,0.356,0.443,0.45,0.543,0.507,0.434,0.483,0.569,0.511,0.406,0.36,0.718,0.695,0.648,0.588,0.517,0.455,0.379,0.504,0.711,0.59,0.478,0.546,0.519 -200,Epileptic,M,32.0,1.7,2.4,1.2,1.9,1.6,1.8,1.8,3.1,1.2,1.2,0.6,3.2,2.4,0.9,1.4,9.0,13.1,1.0,2.4,4.8,1.5,2.7,1.9,3.3,2.8,3.7,4.1,3.5,4.4,4.8,1.5,1.5,0.8,2.5,0.9,0.5,4.3,3.4,0.4,0.3,1.3,3.6,3.0,2.9,3.5,0.6,0.5,1.0,1.3,0.7,0.7,2.0,1.5,4.0,0.2,3.1,0.7,1.6,0.6,1.6,0.9,1.4,0.3,1.4,1.4,1.7,3.1,1.5,2.0,0.4,1.0,1.6,4.8,0.4,12,19,11,15,10,17,14,24,8,11,6.0,28,18,6,12,66,95,7,30,40,13,33,20,31,32,37,41,24,28,50,12,10,7,27,6,3,44,36,3,1,7,31,25,22,19,5,2,5,7,7,4,13,8,19,1,25,6,14,6,13,6,9,2,9,13,18,23,10,10,3,7,12,35,3,0.047,0.023,0.017,0.028,0.042,0.028,0.031,0.035,0.045,0.043,0.04,0.032,0.035,0.05,0.036,0.051,0.038,0.033,0.029,0.035,0.025,0.027,0.029,0.039,0.027,0.031,0.028,0.036,0.034,0.035,0.043,0.048,0.023,0.031,0.027,0.01,0.037,0.032,0.035,0.028,0.022,0.035,0.039,0.024,0.023,0.015,0.017,0.014,0.014,0.017,0.027,0.024,0.026,0.029,0.028,0.019,0.014,0.018,0.016,0.022,0.02,0.026,0.033,0.043,0.02,0.033,0.025,0.022,0.028,0.016,0.027,0.02,0.018,0.015,1725,6188,2585,2924,2359,3159,2938,4503,1852,1762,922.0,3835,4191,1218,2582,11989,22741,2620,5224,5756,3703,5797,3167,5107,5720,6526,7248,4347,7164,6746,2157,1181,1535,6430,2448,1960,8832,8502,435,277,1861,3392,6094,3853,4010,1316,913,2303,3062,1734,646,3160,1798,5721,228,4468,1963,3269,1381,2192,1259,1970,416,1166,2426,1560,3679,2527,2232,979,1643,2676,9799,666,0.141,0.109,0.098,0.121,0.136,0.121,0.115,0.135,0.144,0.171,0.147,0.137,0.129,0.156,0.142,0.153,0.131,0.121,0.124,0.139,0.1,0.124,0.134,0.134,0.131,0.136,0.118,0.126,0.116,0.149,0.14,0.118,0.11,0.132,0.107,0.068,0.132,0.136,0.142,0.127,0.106,0.135,0.146,0.117,0.104,0.092,0.09,0.082,0.086,0.105,0.115,0.11,0.114,0.11,0.157,0.108,0.09,0.102,0.098,0.118,0.108,0.115,0.132,0.148,0.108,0.137,0.118,0.109,0.119,0.095,0.117,0.113,0.094,0.1,523,1781,1021,1146,696,1128,983,1556,491,473,255.0,1524,1226,335,692,3250,6227,548,1391,2150,1047,1823,1186,1514,1776,2141,2624,1581,2146,2282,640,460,551,1448,598,741,2223,1950,211,141,917,1578,1329,1927,2410,690,388,997,1326,695,397,1365,863,2323,90,2437,856,1558,756,1103,595,715,170,505,1205,816,1888,1093,1085,418,706,1211,4208,383,3.297,3.211,2.635,2.47,2.86,2.448,2.457,2.541,2.872,3.187,2.853,2.18,2.89,2.83,2.934,2.791,2.968,3.679,3.083,2.241,2.7,2.495,2.22,2.642,2.494,2.611,2.208,2.194,2.665,2.415,2.585,2.715,2.286,3.217,3.465,2.45,2.937,3.244,2.286,2.268,2.649,1.97,3.182,2.182,1.868,2.077,2.796,2.771,2.7,2.564,2.077,2.496,2.428,2.538,2.728,2.051,2.557,2.401,2.125,2.168,2.358,2.993,2.857,2.585,2.196,2.168,2.065,2.654,2.441,2.73,2.569,2.605,2.486,2.209,0.736,0.682,0.554,0.543,0.696,0.476,0.686,0.625,0.779,0.473,0.595,0.492,0.61,0.609,0.498,0.689,0.742,0.65,0.626,0.588,0.89,0.504,0.637,0.74,0.49,0.43,0.544,0.543,0.551,0.502,0.734,1.0,0.506,0.665,0.815,0.399,0.667,0.584,0.434,0.415,0.464,0.592,0.791,0.621,0.485,0.534,0.597,0.614,0.605,0.662,0.547,0.514,0.494,0.521,0.24,0.428,0.356,0.485,0.388,0.341,0.424,0.796,0.451,0.905,0.472,0.644,0.477,0.459,0.456,0.635,0.581,0.437,0.528,0.261 -201,Epileptic,M,52.0,0.8,2.4,0.9,1.7,1.7,2.9,1.6,2.0,1.2,1.0,0.4,2.6,1.8,0.6,1.6,8.2,10.2,0.8,2.9,7.0,1.1,3.5,2.0,3.5,3.1,4.3,3.1,3.0,3.1,2.7,1.2,0.8,0.8,2.0,0.6,0.8,3.0,4.3,0.2,0.2,1.1,3.5,2.0,4.0,3.3,0.9,0.5,0.8,1.4,0.6,0.8,2.1,1.3,3.0,0.4,1.7,0.7,2.6,1.0,1.4,0.6,1.8,0.3,0.4,2.6,1.8,3.5,1.9,1.2,0.5,1.1,1.0,5.1,0.4,5,24,11,16,15,30,16,18,15,8,4.0,25,20,7,18,91,97,8,28,47,13,40,23,32,32,44,37,33,29,32,16,7,7,24,4,7,33,47,2,2,7,32,20,29,19,7,2,7,6,9,7,15,9,17,3,16,7,23,9,12,5,12,3,3,18,20,30,12,7,7,7,10,44,3,0.029,0.022,0.014,0.024,0.038,0.029,0.024,0.032,0.048,0.035,0.034,0.031,0.032,0.027,0.032,0.039,0.031,0.029,0.034,0.04,0.021,0.029,0.027,0.039,0.027,0.027,0.026,0.026,0.027,0.026,0.038,0.035,0.025,0.028,0.02,0.021,0.027,0.031,0.013,0.016,0.022,0.038,0.034,0.033,0.02,0.018,0.022,0.013,0.016,0.017,0.027,0.019,0.018,0.021,0.015,0.014,0.015,0.025,0.017,0.02,0.019,0.034,0.021,0.014,0.024,0.029,0.022,0.024,0.018,0.019,0.03,0.015,0.02,0.021,1582,4833,2422,2689,2211,3878,2352,3354,1847,1384,675.0,2434,3557,1072,3039,12502,17320,2310,5008,5617,3008,5764,2773,5566,5144,7114,4968,4401,5936,4818,2202,936,1165,5267,2000,1661,7376,8548,384,447,1565,3078,5729,2372,3943,1702,831,2277,2588,1992,700,3637,1928,4734,570,3275,1443,3172,1395,1929,930,2079,496,874,3206,1739,4486,2461,1907,844,1179,2236,9045,518,0.114,0.112,0.095,0.117,0.151,0.138,0.108,0.125,0.159,0.142,0.121,0.136,0.132,0.128,0.143,0.147,0.129,0.118,0.125,0.142,0.088,0.134,0.128,0.148,0.124,0.122,0.123,0.125,0.111,0.127,0.127,0.112,0.122,0.123,0.09,0.097,0.117,0.136,0.097,0.107,0.108,0.15,0.137,0.128,0.1,0.097,0.104,0.088,0.089,0.103,0.137,0.094,0.106,0.102,0.108,0.096,0.099,0.121,0.11,0.112,0.101,0.142,0.121,0.094,0.115,0.126,0.12,0.109,0.1,0.119,0.132,0.09,0.109,0.108,476,1783,1022,1154,792,1667,990,1260,517,426,207.0,1381,1084,327,965,3890,5591,515,1529,2611,897,1911,1239,1583,1741,2541,1981,1766,1799,1681,605,432,402,1318,524,676,1834,2348,237,211,814,1562,1202,1731,2440,820,371,986,1248,705,417,1871,1002,2033,339,1886,778,1738,885,1100,512,827,252,411,1688,980,2342,1231,948,517,619,1098,4065,317,3.199,2.514,2.224,2.346,2.357,2.112,2.127,2.511,2.67,2.787,2.666,1.621,2.545,2.445,2.535,2.431,2.526,3.24,2.627,1.892,2.781,2.336,1.906,2.701,2.375,2.409,2.101,2.034,2.582,2.333,2.653,2.102,2.293,2.813,3.336,2.313,2.958,2.75,1.874,2.443,2.289,1.768,3.156,1.497,1.792,2.17,2.686,2.868,2.495,2.543,1.914,2.064,2.021,2.349,2.045,1.936,2.138,2.109,1.826,1.949,2.055,2.395,2.246,2.395,2.087,2.001,2.032,2.214,2.231,1.94,2.382,2.255,2.446,2.104,0.786,0.545,0.541,0.529,0.531,0.508,0.529,0.516,0.632,0.377,0.704,0.397,0.549,0.441,0.449,0.61,0.587,0.829,0.694,0.586,0.727,0.453,0.496,0.602,0.439,0.462,0.468,0.501,0.477,0.503,0.692,1.013,0.342,0.742,0.826,0.399,0.713,0.625,0.492,0.451,0.52,0.542,0.851,0.588,0.532,0.641,0.406,0.8,0.544,0.835,0.42,0.427,0.592,0.546,0.296,0.45,0.393,0.531,0.365,0.418,0.547,0.601,0.471,0.795,0.503,0.765,0.606,0.384,0.504,0.584,0.493,0.46,0.593,0.489 -202,Epileptic,M,37.0,0.8,3.9,1.8,2.1,2.3,3.3,3.9,2.1,1.1,1.0,0.6,4.3,1.8,0.7,1.8,9.2,11.9,1.0,4.0,7.2,4.0,7.4,3.1,4.4,6.5,3.7,5.9,3.2,4.4,5.5,2.8,2.0,0.7,2.9,0.7,0.9,7.6,4.2,0.3,0.5,1.0,4.9,3.2,3.3,3.7,1.2,0.6,0.9,1.7,1.0,1.0,3.4,2.4,3.2,0.4,3.3,1.3,3.6,1.3,2.1,1.1,2.1,0.6,0.6,2.2,1.7,2.1,1.8,1.3,0.7,1.6,2.0,5.5,0.5,5,40,14,16,16,33,33,20,13,9,5.0,39,17,7,23,81,98,8,38,62,25,77,27,43,56,40,44,30,34,57,26,18,6,31,4,11,70,50,2,2,5,36,30,24,19,6,3,5,9,8,7,25,14,18,3,23,8,33,8,15,9,15,3,3,20,21,17,12,6,8,11,14,42,3,0.043,0.031,0.024,0.031,0.041,0.035,0.049,0.03,0.047,0.05,0.041,0.048,0.029,0.039,0.035,0.048,0.038,0.037,0.042,0.052,0.058,0.051,0.041,0.048,0.047,0.031,0.047,0.033,0.033,0.044,0.053,0.048,0.037,0.038,0.019,0.029,0.053,0.032,0.021,0.028,0.021,0.047,0.053,0.033,0.022,0.019,0.024,0.014,0.02,0.022,0.037,0.021,0.032,0.024,0.018,0.019,0.02,0.03,0.018,0.023,0.022,0.034,0.023,0.024,0.023,0.023,0.017,0.018,0.021,0.023,0.03,0.02,0.017,0.029,1838,7185,3686,3436,2507,4452,3323,4190,1967,1810,990.0,3551,4352,1213,3806,13724,20962,2760,6770,7179,2903,6931,2851,7686,6918,7844,5001,3847,7186,6999,3185,1891,887,6570,2433,1658,9264,10762,462,598,1373,3367,5610,3395,4412,1930,923,3026,2580,2320,863,5859,2917,4964,650,5115,2068,4609,1727,2970,1530,2616,669,1249,3025,2154,3663,3572,1654,946,1854,3170,12037,466,0.11,0.124,0.121,0.128,0.148,0.142,0.138,0.134,0.154,0.174,0.149,0.172,0.119,0.158,0.134,0.156,0.142,0.127,0.144,0.175,0.147,0.152,0.139,0.158,0.15,0.125,0.129,0.116,0.114,0.143,0.171,0.134,0.124,0.129,0.081,0.125,0.155,0.141,0.107,0.121,0.103,0.15,0.164,0.129,0.099,0.096,0.119,0.075,0.096,0.098,0.153,0.104,0.124,0.114,0.11,0.102,0.103,0.133,0.099,0.107,0.11,0.138,0.115,0.099,0.119,0.118,0.089,0.096,0.096,0.125,0.133,0.108,0.093,0.124,411,2208,1223,1140,972,1609,1355,1271,560,403,272.0,1629,1145,305,1123,3603,5527,473,1667,2741,1054,2573,1287,2036,2355,2343,1993,1642,2140,2446,996,745,348,1534,673,646,2523,2440,242,258,710,1704,1377,1809,2489,967,379,975,1168,815,444,2588,1201,1989,335,2593,958,2066,1039,1453,810,962,355,410,1541,1089,1996,1583,839,452,860,1473,5049,227,3.774,2.957,2.69,2.711,2.374,2.288,2.173,2.779,2.623,3.223,3.362,1.957,2.887,2.771,2.741,2.792,2.912,4.036,3.047,2.258,2.175,2.207,1.942,2.927,2.315,2.581,2.114,1.95,2.622,2.274,2.451,2.427,2.327,3.021,3.392,2.285,2.696,3.157,2.158,2.829,2.286,1.801,2.955,2.106,1.975,2.17,3.013,3.417,2.557,2.892,2.214,2.239,2.315,2.597,2.23,2.143,2.463,2.512,1.815,2.198,2.121,2.665,2.208,3.534,2.063,2.274,1.89,2.418,2.22,2.3,2.385,2.572,2.432,2.206,1.005,0.704,0.589,0.674,0.634,0.661,0.697,0.644,0.632,0.614,0.871,0.492,0.505,0.578,0.513,0.754,0.716,0.825,0.685,0.636,0.827,0.646,0.524,0.748,0.724,0.724,0.564,0.53,0.632,0.714,0.724,0.977,0.483,0.655,0.733,0.548,0.914,0.753,0.542,0.55,0.52,0.563,0.846,0.65,0.556,0.516,0.512,0.894,0.552,0.58,0.473,0.512,0.616,0.544,0.495,0.489,0.483,0.596,0.395,0.441,0.47,0.772,0.467,0.586,0.594,0.766,0.442,0.523,0.445,0.565,0.477,0.621,0.516,0.463 -203,Epileptic,F,57.0,0.9,2.1,0.8,0.8,2.1,1.4,1.4,1.5,1.2,0.5,0.2,2.5,1.7,0.5,1.3,5.1,6.5,0.8,2.1,4.0,0.8,2.3,1.3,3.8,2.5,3.1,2.4,2.3,2.3,3.4,1.5,1.5,0.3,1.6,0.3,0.7,2.3,4.3,0.2,0.2,1.1,2.3,2.0,1.9,2.4,0.4,0.6,0.9,1.4,0.7,0.6,1.7,1.0,1.4,0.4,2.1,0.4,1.5,0.4,0.9,0.6,1.6,0.2,0.4,1.5,0.2,2.6,1.2,1.3,0.5,1.2,1.7,3.1,0.4,6,15,7,5,17,13,11,13,12,5,3.0,22,15,6,10,49,54,8,23,31,5,23,11,37,28,33,28,23,20,39,21,8,2,20,2,6,29,42,1,1,6,22,16,34,15,3,3,5,7,7,4,11,7,9,1,19,5,15,5,8,5,13,1,5,12,2,19,9,12,3,7,12,24,2,0.045,0.028,0.019,0.02,0.053,0.033,0.024,0.032,0.053,0.03,0.028,0.035,0.035,0.031,0.037,0.043,0.029,0.036,0.03,0.036,0.019,0.027,0.026,0.043,0.034,0.032,0.027,0.027,0.025,0.032,0.036,0.066,0.022,0.027,0.013,0.023,0.029,0.036,0.017,0.018,0.024,0.029,0.037,0.026,0.021,0.01,0.023,0.017,0.019,0.017,0.041,0.024,0.02,0.018,0.034,0.02,0.02,0.02,0.017,0.019,0.016,0.026,0.02,0.024,0.018,0.025,0.023,0.022,0.019,0.02,0.03,0.02,0.018,0.03,1162,3572,1306,1438,2223,1817,2018,2663,1532,865,445.0,2145,2947,1198,2484,8263,12978,1989,3625,4114,2701,3201,1678,5342,4393,5932,3786,2916,4419,4702,2782,1068,573,3595,1212,1389,5432,7212,326,293,1269,2104,4194,1823,2791,1095,810,1556,2047,1550,510,2746,1477,3161,364,2590,884,2314,583,1290,842,2322,253,810,2367,461,3610,2044,1889,934,1151,2665,6118,287,0.129,0.113,0.102,0.097,0.153,0.147,0.098,0.127,0.165,0.133,0.109,0.141,0.138,0.128,0.14,0.145,0.116,0.12,0.126,0.141,0.075,0.128,0.113,0.145,0.141,0.147,0.123,0.108,0.107,0.146,0.152,0.149,0.1,0.117,0.076,0.1,0.112,0.136,0.099,0.123,0.12,0.133,0.142,0.117,0.104,0.081,0.111,0.089,0.101,0.113,0.147,0.108,0.113,0.087,0.144,0.117,0.123,0.11,0.11,0.102,0.102,0.125,0.123,0.124,0.109,0.084,0.111,0.107,0.105,0.118,0.132,0.107,0.097,0.136,370,1192,627,620,748,748,812,899,434,280,152.0,1029,833,266,620,2294,3611,402,1115,1752,757,1242,815,1516,1331,1685,1534,1251,1436,1636,740,394,216,979,365,535,1397,1856,188,135,645,1136,990,1276,1743,594,353,823,1006,641,267,1175,752,1389,158,1566,359,1304,412,733,491,937,133,363,1223,194,1782,873,1009,406,584,1261,2724,174,3.142,2.872,2.306,2.298,2.451,2.218,2.12,2.576,2.42,2.765,2.49,1.878,2.65,3.004,3.049,2.729,2.875,3.651,2.685,1.932,2.86,2.183,1.831,2.701,2.644,2.82,2.068,1.915,2.47,2.304,2.813,2.714,2.067,2.671,3.04,2.402,2.859,2.857,1.942,2.427,2.4,1.806,3.182,1.663,1.814,2.005,2.893,2.301,2.455,2.648,2.043,2.41,2.194,2.332,2.666,1.87,2.511,2.098,1.607,1.809,1.874,2.514,2.19,2.51,2.088,2.357,2.141,2.46,1.953,2.791,2.058,2.524,2.339,2.225,0.805,0.618,0.626,0.499,0.73,0.526,0.478,0.508,0.687,0.434,0.614,0.466,0.526,0.491,0.581,0.654,0.662,0.881,0.615,0.62,0.727,0.472,0.527,0.695,0.602,0.572,0.519,0.5,0.593,0.562,0.701,1.136,0.366,0.758,0.587,0.592,0.685,0.826,0.355,0.558,0.587,0.406,0.69,0.46,0.575,0.479,0.643,0.872,0.489,0.56,0.397,0.582,0.547,0.564,0.419,0.418,0.556,0.577,0.351,0.41,0.34,0.723,0.369,0.674,0.709,0.559,0.51,0.584,0.541,0.641,0.557,0.589,0.498,0.388 -204,Epileptic,F,32.0,1.2,2.7,0.8,0.9,1.4,2.4,1.8,1.5,0.9,0.9,0.3,2.8,1.5,0.2,1.0,6.5,9.0,0.6,3.6,4.6,1.7,3.0,1.9,3.0,3.6,4.2,5.0,2.9,2.7,4.9,1.3,1.2,0.6,2.9,0.4,1.3,3.5,3.3,0.2,0.1,1.1,2.8,2.1,2.6,3.7,1.0,0.3,1.5,1.2,0.6,0.7,1.4,1.2,2.0,0.2,2.3,0.5,1.9,1.0,1.1,0.7,0.9,0.5,0.3,3.4,1.0,2.8,1.2,1.1,0.5,1.1,1.6,4.5,0.4,11,22,9,9,12,19,15,14,11,6,3.0,24,15,6,14,65,81,7,33,34,12,35,17,41,46,43,54,25,26,45,16,8,5,29,2,12,44,36,2,1,8,26,19,23,27,9,2,13,6,6,5,8,14,15,3,19,5,14,7,9,5,8,4,2,30,11,22,9,10,4,8,10,34,3,0.047,0.027,0.012,0.016,0.041,0.031,0.026,0.031,0.041,0.034,0.031,0.036,0.029,0.018,0.028,0.038,0.029,0.028,0.038,0.035,0.033,0.031,0.03,0.044,0.032,0.03,0.03,0.027,0.027,0.035,0.042,0.05,0.028,0.032,0.014,0.025,0.046,0.038,0.018,0.013,0.022,0.033,0.039,0.026,0.028,0.02,0.016,0.022,0.016,0.015,0.029,0.016,0.025,0.019,0.016,0.016,0.021,0.02,0.023,0.021,0.03,0.025,0.037,0.016,0.028,0.026,0.022,0.02,0.022,0.019,0.028,0.028,0.018,0.02,1544,4692,2390,2294,1505,3270,2906,2781,1238,1382,465.0,2473,3273,683,1929,10230,16775,2604,5016,4310,2891,4604,2266,4189,5700,7293,7282,4097,5120,6084,1934,1171,1092,5192,1603,2737,4791,5868,394,441,1498,2680,3736,2956,3438,1583,738,2372,2542,1358,616,3265,1875,3545,545,3949,1282,3273,1271,1534,712,1393,613,615,4000,1154,4116,2237,1695,818,1488,1993,9513,444,0.147,0.124,0.089,0.097,0.143,0.143,0.11,0.13,0.126,0.135,0.129,0.146,0.132,0.117,0.124,0.138,0.128,0.102,0.134,0.134,0.104,0.148,0.137,0.145,0.143,0.135,0.135,0.126,0.123,0.15,0.14,0.142,0.113,0.13,0.072,0.109,0.139,0.143,0.097,0.091,0.114,0.138,0.137,0.121,0.123,0.115,0.098,0.1,0.093,0.094,0.131,0.09,0.113,0.096,0.115,0.1,0.098,0.104,0.12,0.117,0.137,0.107,0.151,0.106,0.135,0.116,0.111,0.105,0.116,0.105,0.123,0.139,0.1,0.111,443,1641,926,899,593,1253,1023,859,405,376,172.0,1228,855,226,624,3051,4919,474,1527,1905,871,1595,991,1170,1923,2273,2869,1586,1584,2216,515,461,380,1406,443,876,1397,1515,211,206,778,1309,918,1676,2178,814,294,1020,1113,640,394,1352,939,1788,280,2147,565,1619,715,816,366,601,240,293,1909,589,2027,997,862,407,696,881,3864,252,3.256,2.692,2.602,2.657,2.349,2.312,2.437,3.045,2.315,3.135,2.576,1.789,2.981,2.348,2.368,2.594,2.813,3.922,2.796,2.018,2.682,2.375,2.181,2.65,2.395,2.718,2.137,2.118,2.548,2.371,2.772,2.593,2.374,2.802,3.297,2.604,2.625,2.932,2.125,2.565,2.435,1.917,3.081,1.989,1.816,2.314,3.133,2.939,2.875,2.4,1.975,2.839,2.044,2.151,2.301,2.032,2.581,2.31,2.277,1.965,2.288,2.379,2.363,1.997,2.26,2.254,2.212,2.559,2.24,2.249,2.424,2.726,2.734,2.155,0.738,0.701,0.552,0.51,0.488,0.634,0.525,0.604,0.634,0.551,0.68,0.469,0.499,0.52,0.421,0.547,0.538,0.831,0.728,0.622,0.704,0.418,0.405,0.751,0.465,0.505,0.468,0.5,0.466,0.525,0.874,0.736,0.488,0.573,0.792,0.531,0.665,0.549,0.331,0.608,0.599,0.508,0.73,0.782,0.52,0.496,0.517,0.81,0.541,0.413,0.336,0.795,0.59,0.511,0.339,0.516,0.471,0.508,0.39,0.431,0.401,0.981,0.51,0.997,0.569,0.685,0.507,0.412,0.405,0.532,0.441,0.56,0.608,0.318 -205,Epileptic,F,27.0,0.6,1.6,1.4,1.7,1.8,1.7,3.0,1.4,1.4,0.9,0.7,4.3,1.5,0.7,1.6,9.5,14.2,1.7,2.8,5.2,1.9,2.6,1.6,4.4,3.1,4.7,4.6,3.4,8.1,3.6,1.7,1.1,0.7,2.8,0.7,0.9,4.8,2.6,0.2,0.3,1.7,3.0,2.4,4.2,3.5,0.9,0.3,1.0,1.5,0.9,0.7,2.8,1.6,3.0,0.4,3.0,0.9,2.9,1.0,1.3,0.4,1.6,0.2,0.7,2.8,1.1,2.9,1.8,2.3,0.8,0.9,1.3,4.0,0.3,4,8,9,9,14,17,16,12,12,9,4.0,41,13,6,17,81,116,9,23,45,15,23,17,40,28,39,42,24,52,37,13,6,9,26,5,5,42,26,1,1,10,28,18,19,16,4,1,4,6,4,3,14,10,14,1,16,6,20,7,7,2,13,1,4,16,11,21,9,9,4,5,6,23,2,0.048,0.026,0.031,0.032,0.048,0.045,0.048,0.038,0.057,0.06,0.087,0.058,0.038,0.057,0.037,0.062,0.058,0.071,0.055,0.054,0.064,0.058,0.048,0.059,0.045,0.049,0.047,0.049,0.067,0.048,0.061,0.052,0.048,0.072,0.061,0.028,0.063,0.056,0.017,0.024,0.035,0.045,0.072,0.037,0.029,0.023,0.027,0.024,0.027,0.026,0.038,0.027,0.032,0.026,0.029,0.028,0.029,0.046,0.031,0.032,0.024,0.036,0.027,0.044,0.034,0.035,0.03,0.028,0.042,0.036,0.027,0.045,0.03,0.025,1349,3831,2395,2598,2223,2400,2245,2477,2052,1416,579.0,3887,3668,1062,2896,11021,14488,2080,3933,5341,2308,3342,2293,5676,5359,6314,6675,2998,4583,6010,2113,827,1278,3751,782,1263,4630,4484,344,457,1641,3439,3705,3111,3294,1168,633,1652,1821,1063,618,3678,1849,4342,383,3256,1382,2546,1050,1397,697,2242,346,822,2747,1139,3262,2766,1831,1095,1260,1155,4975,392,0.111,0.105,0.117,0.122,0.15,0.149,0.14,0.122,0.167,0.171,0.163,0.168,0.125,0.17,0.133,0.165,0.158,0.182,0.155,0.162,0.152,0.168,0.136,0.163,0.16,0.143,0.147,0.136,0.165,0.153,0.179,0.13,0.156,0.185,0.143,0.115,0.157,0.165,0.087,0.104,0.133,0.158,0.175,0.126,0.114,0.106,0.104,0.093,0.103,0.117,0.142,0.111,0.126,0.102,0.121,0.119,0.118,0.137,0.122,0.122,0.124,0.117,0.146,0.134,0.122,0.129,0.118,0.102,0.14,0.141,0.115,0.141,0.119,0.117,284,1037,727,784,708,784,1021,755,413,337,191.0,1387,826,241,729,2997,4472,379,1094,2023,553,895,801,1425,1246,1842,2008,1246,1789,1613,515,314,337,909,200,537,1310,1029,175,202,737,1227,698,1810,1879,544,213,610,839,445,279,1628,808,1784,184,1629,601,1047,569,697,220,734,131,315,1366,646,1639,1136,838,368,563,459,2055,223,3.797,3.117,3.141,2.934,2.661,2.522,2.032,2.727,3.356,3.154,2.416,2.284,3.107,3.02,2.827,2.759,2.774,4.022,2.91,2.238,3.048,2.834,2.388,2.775,3.029,2.667,2.64,2.049,2.161,2.858,2.774,2.694,2.651,2.732,2.716,2.386,2.65,3.042,2.31,2.734,2.519,2.293,3.157,1.946,2.065,2.397,2.994,3.321,2.667,2.601,2.664,2.308,2.492,2.711,2.461,2.289,2.499,2.528,2.182,2.335,2.947,2.763,2.446,2.667,2.233,2.242,2.075,2.722,2.442,3.099,2.529,2.901,2.512,2.211,1.044,0.824,0.596,0.633,0.685,0.547,0.668,0.545,0.613,0.77,0.762,0.699,0.526,0.498,0.578,0.747,0.898,0.889,0.677,0.679,0.865,0.654,0.561,1.051,0.657,0.739,0.554,0.627,0.783,0.677,0.783,0.851,0.621,0.76,0.807,0.501,0.998,0.749,0.479,0.47,0.468,0.553,0.833,0.532,0.652,0.403,0.663,1.022,0.531,0.838,0.582,0.506,0.467,0.457,0.415,0.407,0.475,0.723,0.428,0.528,0.385,0.803,0.477,0.836,0.468,0.716,0.441,0.447,0.547,0.992,0.624,0.846,0.581,0.4 -206,Epileptic,F,42.0,0.8,2.3,1.0,1.2,1.1,2.4,1.4,1.9,0.8,0.9,0.3,2.3,1.2,0.4,1.1,6.5,6.8,0.8,2.4,5.9,0.5,3.3,1.7,2.7,2.5,4.0,2.9,2.0,2.6,3.9,1.5,1.1,0.7,2.4,0.2,0.6,2.5,2.3,0.1,0.1,1.1,3.4,1.9,3.7,3.0,0.7,0.5,1.5,1.0,0.4,0.8,1.5,1.4,2.6,0.4,2.4,0.6,1.8,0.8,1.6,0.4,0.9,0.4,0.3,1.2,1.5,2.7,1.1,1.4,0.4,1.6,1.0,3.6,0.4,10,19,9,8,15,20,19,17,10,8,4.0,17,10,4,10,56,58,7,23,37,4,27,20,26,29,33,35,19,21,37,14,8,8,25,2,4,27,27,1,1,8,32,20,22,17,5,3,9,7,5,5,11,8,20,2,22,5,14,6,12,3,7,2,3,9,16,23,8,10,3,13,8,32,3,0.05,0.024,0.016,0.025,0.033,0.032,0.019,0.03,0.031,0.032,0.02,0.032,0.033,0.033,0.036,0.036,0.027,0.032,0.029,0.041,0.012,0.037,0.034,0.033,0.03,0.036,0.025,0.022,0.025,0.032,0.042,0.041,0.019,0.029,0.012,0.013,0.031,0.033,0.014,0.018,0.026,0.039,0.033,0.043,0.022,0.014,0.026,0.02,0.014,0.016,0.039,0.024,0.019,0.022,0.036,0.021,0.023,0.02,0.023,0.027,0.016,0.02,0.024,0.017,0.018,0.026,0.021,0.017,0.018,0.018,0.031,0.021,0.02,0.014,1380,4107,2271,2158,1770,3170,3179,3387,1497,1503,560.0,2315,2573,753,2263,10493,14365,1811,4066,4889,2580,4586,2098,5187,4529,6111,4925,3426,5845,5728,1969,789,1392,4588,1146,1907,5247,4163,336,182,1652,3318,3399,2502,3568,1557,691,2227,2292,1087,479,2102,2296,5112,436,3501,1162,3064,1059,1816,669,1782,426,1015,1826,1233,4223,2157,2444,796,1892,1673,6605,707,0.135,0.109,0.1,0.111,0.129,0.145,0.1,0.136,0.131,0.131,0.098,0.124,0.137,0.15,0.122,0.133,0.12,0.128,0.123,0.143,0.063,0.148,0.152,0.125,0.135,0.146,0.125,0.096,0.111,0.134,0.136,0.125,0.113,0.13,0.078,0.082,0.134,0.133,0.098,0.116,0.124,0.146,0.124,0.149,0.107,0.095,0.123,0.094,0.09,0.103,0.16,0.106,0.104,0.107,0.141,0.118,0.11,0.1,0.113,0.133,0.105,0.11,0.113,0.111,0.103,0.139,0.108,0.097,0.107,0.107,0.139,0.113,0.106,0.089,430,1508,891,824,631,1203,1076,1092,442,442,217.0,1034,694,206,589,3079,4055,433,1296,2164,776,1441,918,1408,1430,1931,1932,1378,1593,1936,569,452,491,1238,314,706,1310,1152,169,88,762,1460,887,1519,2129,801,303,1033,1097,446,317,1057,1103,1991,153,1790,507,1561,569,883,335,714,263,349,1016,757,2114,981,1176,364,898,757,2940,383,3.281,2.556,2.46,2.591,2.389,2.47,2.444,2.801,2.583,2.775,2.342,1.99,2.815,2.743,2.693,2.565,2.798,3.303,2.559,1.993,2.605,2.51,2.043,2.785,2.549,2.66,2.184,2.04,2.835,2.403,2.594,1.849,2.289,2.685,3.142,2.622,2.997,2.705,2.108,2.345,2.799,1.942,2.761,2.025,1.918,2.161,2.826,2.701,2.603,2.755,2.025,2.231,2.334,2.386,3.105,2.134,2.55,2.386,2.189,2.404,2.494,2.52,2.095,3.165,2.016,1.976,2.091,2.342,2.464,2.413,2.47,2.569,2.415,2.298,0.672,0.718,0.638,0.45,0.633,0.59,0.614,0.578,0.472,0.44,0.546,0.5,0.552,0.275,0.603,0.588,0.591,0.829,0.678,0.652,0.688,0.528,0.409,0.671,0.479,0.58,0.493,0.511,0.528,0.508,0.584,0.745,0.474,0.618,0.507,0.45,0.7,0.588,0.334,0.477,0.514,0.588,0.783,0.719,0.614,0.503,0.645,0.673,0.538,0.708,0.357,0.494,0.701,0.496,0.296,0.443,0.521,0.51,0.49,0.389,0.385,0.664,0.404,0.925,0.376,0.625,0.579,0.493,0.488,0.718,0.408,0.604,0.496,0.384 -207,Epileptic,F,47.0,0.5,1.3,0.7,0.9,1.2,1.3,1.5,1.4,0.9,0.5,0.2,1.7,1.0,0.5,1.4,4.8,6.9,0.5,1.8,3.3,1.1,2.2,1.1,2.5,2.7,2.8,2.4,1.6,2.4,2.1,1.2,0.9,0.3,2.1,0.4,0.7,3.1,2.8,0.1,0.1,1.0,1.9,3.0,1.8,2.4,0.6,0.4,0.7,1.1,1.4,0.7,1.4,1.0,1.8,0.3,1.7,0.7,2.2,0.6,0.9,0.6,0.8,0.3,0.2,0.9,0.7,1.7,1.1,1.1,0.3,0.8,1.4,3.4,0.3,5,14,7,10,11,16,13,11,10,5,3.0,14,12,5,15,53,71,5,20,27,10,21,11,24,31,27,28,17,21,23,16,7,4,24,2,6,34,30,1,2,5,19,19,13,16,5,2,5,5,8,7,10,12,12,2,14,6,20,5,9,7,6,2,2,7,9,12,8,7,3,6,9,27,2,0.03,0.022,0.018,0.019,0.036,0.029,0.019,0.03,0.042,0.034,0.024,0.03,0.027,0.032,0.037,0.033,0.03,0.022,0.029,0.034,0.023,0.034,0.036,0.037,0.033,0.034,0.03,0.023,0.024,0.027,0.041,0.043,0.021,0.029,0.018,0.022,0.039,0.032,0.013,0.015,0.023,0.037,0.044,0.029,0.02,0.017,0.027,0.013,0.018,0.033,0.035,0.022,0.03,0.017,0.014,0.02,0.019,0.027,0.021,0.025,0.02,0.028,0.026,0.018,0.016,0.026,0.02,0.021,0.026,0.017,0.032,0.023,0.019,0.022,1198,2880,1652,1830,1800,2197,2996,2546,1263,849,466.0,1609,2499,663,2060,8000,14004,1939,3351,3105,2510,2990,1581,4102,4879,4976,3659,2966,5497,3681,1718,737,681,5225,1635,1559,5127,5134,395,389,1181,2677,4234,1447,2968,1095,555,2100,2008,1539,560,2105,1620,3180,555,2476,1108,2594,750,1006,1010,1404,402,658,1532,693,2556,1725,1319,796,984,1996,6915,483,0.122,0.113,0.104,0.103,0.132,0.146,0.095,0.131,0.162,0.134,0.11,0.138,0.124,0.143,0.155,0.145,0.138,0.11,0.135,0.135,0.085,0.16,0.146,0.141,0.145,0.142,0.139,0.113,0.113,0.14,0.16,0.107,0.112,0.132,0.076,0.106,0.142,0.129,0.098,0.1,0.111,0.154,0.136,0.127,0.106,0.1,0.112,0.079,0.094,0.123,0.15,0.107,0.128,0.096,0.099,0.11,0.1,0.126,0.112,0.127,0.112,0.122,0.124,0.103,0.099,0.123,0.108,0.111,0.118,0.121,0.136,0.119,0.099,0.105,323,994,682,818,587,826,978,786,357,248,127.0,844,743,226,635,2408,3895,363,1020,1556,810,948,564,1066,1427,1456,1350,1090,1480,1164,473,333,262,1140,369,502,1499,1401,160,189,656,933,1072,1027,1853,589,250,882,942,685,323,1076,682,1533,322,1371,592,1387,472,573,524,505,230,259,859,446,1334,832,690,329,423,941,3040,195,3.46,2.771,2.442,2.222,2.68,2.378,2.499,2.891,2.686,2.829,2.934,1.726,2.644,2.329,2.391,2.505,2.895,3.771,2.758,1.796,2.756,2.479,2.351,2.826,2.588,2.776,2.209,2.129,2.827,2.526,2.692,2.169,2.271,3.062,3.451,2.693,2.691,2.754,2.375,2.132,2.25,2.292,3.093,1.657,1.831,2.038,2.807,2.833,2.621,2.575,1.896,1.998,2.168,2.171,2.118,2.014,2.197,2.162,1.822,1.924,2.076,2.63,2.003,2.437,1.964,2.032,2.077,2.356,2.221,2.915,2.571,2.578,2.404,2.558,0.926,0.729,0.497,0.482,0.672,0.483,0.63,0.575,0.485,0.494,0.81,0.484,0.429,0.488,0.486,0.619,0.549,0.784,0.482,0.606,0.743,0.517,0.485,0.605,0.495,0.451,0.489,0.558,0.558,0.527,0.844,1.028,0.325,0.592,0.779,0.491,0.671,0.599,0.572,0.397,0.531,0.668,0.851,0.602,0.535,0.586,0.357,0.615,0.519,0.432,0.481,0.479,0.532,0.465,0.297,0.465,0.392,0.634,0.309,0.437,0.677,0.829,0.416,1.061,0.586,0.541,0.503,0.441,0.488,1.029,0.591,0.575,0.58,0.406 -208,Epileptic,F,17.5,1.1,2.8,1.0,1.0,1.9,1.1,1.5,1.7,1.6,0.8,0.3,2.5,1.4,0.3,1.1,6.5,9.1,1.0,2.1,4.6,1.3,3.2,2.4,3.0,3.1,3.3,2.8,2.6,2.2,3.3,2.0,0.9,0.4,2.1,0.4,0.6,3.5,4.4,0.1,0.1,1.0,3.3,1.9,2.2,2.4,0.6,0.4,0.7,1.2,1.0,0.6,1.6,1.2,2.5,0.2,2.4,0.9,1.1,1.8,1.2,0.9,2.0,0.3,0.5,1.5,1.0,2.9,1.2,0.9,0.6,1.2,1.1,4.4,0.3,9,26,10,11,19,13,17,16,17,10,4.0,26,19,5,15,77,101,7,27,50,13,45,24,33,40,39,37,33,24,47,19,6,3,29,2,4,41,58,1,1,6,33,25,19,16,6,2,4,6,10,4,14,8,19,1,23,9,12,14,10,7,17,2,5,14,18,24,11,7,5,11,7,38,2,0.039,0.029,0.02,0.02,0.035,0.02,0.027,0.025,0.051,0.035,0.029,0.037,0.026,0.026,0.029,0.035,0.031,0.038,0.026,0.035,0.028,0.033,0.032,0.037,0.028,0.028,0.029,0.027,0.024,0.032,0.052,0.037,0.024,0.027,0.011,0.013,0.036,0.035,0.014,0.021,0.019,0.038,0.034,0.021,0.017,0.015,0.021,0.011,0.017,0.016,0.023,0.015,0.017,0.019,0.017,0.015,0.04,0.016,0.033,0.018,0.024,0.027,0.027,0.016,0.018,0.022,0.022,0.019,0.018,0.025,0.025,0.017,0.018,0.019,1571,4759,2098,2173,2231,2437,2635,3330,2177,1685,538.0,2668,3955,972,2710,11949,19274,1993,4849,5137,3775,5703,2486,6050,7503,6851,6330,5015,6200,6530,2043,1028,799,5015,1792,1862,6562,9366,318,398,1571,2703,6189,2656,3687,1430,665,2019,2154,1729,603,3189,2023,4891,416,4557,1043,2696,1788,1790,1334,3160,397,879,2231,883,3999,2295,1340,1313,1852,2084,9384,364,0.132,0.124,0.117,0.105,0.137,0.112,0.107,0.119,0.18,0.15,0.127,0.142,0.129,0.133,0.143,0.145,0.137,0.132,0.136,0.144,0.121,0.136,0.122,0.129,0.126,0.13,0.118,0.121,0.106,0.145,0.149,0.104,0.098,0.123,0.063,0.082,0.131,0.154,0.09,0.099,0.1,0.127,0.144,0.111,0.098,0.092,0.103,0.077,0.094,0.105,0.127,0.098,0.104,0.101,0.112,0.101,0.144,0.103,0.141,0.107,0.119,0.124,0.123,0.109,0.11,0.131,0.118,0.103,0.107,0.125,0.128,0.1,0.1,0.132,419,1578,816,821,921,934,889,1182,566,447,175.0,1156,995,213,645,3060,5116,398,1332,2197,809,1634,1052,1559,1816,1876,1814,1529,1508,1850,629,382,248,1253,483,637,1720,2046,167,143,789,1280,1218,1633,2094,744,284,884,1006,810,362,1531,1033,2142,182,2420,452,1233,913,1022,547,1171,196,473,1199,640,1961,1023,718,461,810,1004,3956,183,3.41,2.661,2.504,2.543,2.024,2.198,2.4,2.523,2.669,2.88,2.587,1.941,2.966,3.026,2.864,2.744,2.845,3.745,2.816,2.05,3.5,2.548,2.079,2.795,2.936,2.843,2.554,2.404,2.956,2.662,2.359,2.615,2.426,2.901,3.252,2.631,2.805,3.113,2.151,2.886,2.585,1.829,3.247,1.843,1.946,2.073,2.725,2.745,2.629,2.436,2.015,2.11,2.004,2.279,2.873,2.057,2.35,2.367,1.983,1.934,2.457,2.485,2.113,2.083,2.044,1.859,2.234,2.426,2.178,2.579,2.316,2.483,2.531,2.537,0.674,0.647,0.5,0.452,0.714,0.557,0.603,0.531,0.719,0.724,0.69,0.54,0.54,0.421,0.588,0.655,0.656,0.62,0.55,0.626,0.737,0.646,0.548,0.846,0.63,0.54,0.612,0.59,0.53,0.582,0.716,0.839,0.356,0.6,0.67,0.441,0.679,0.718,0.323,0.623,0.484,0.551,0.82,0.565,0.6,0.53,0.552,0.725,0.405,0.38,0.498,0.47,0.489,0.499,0.477,0.469,0.417,0.507,0.494,0.406,0.473,0.765,0.322,0.763,0.618,0.539,0.525,0.449,0.405,0.666,0.65,0.519,0.464,0.42 -209,Epileptic,M,22.0,0.8,3.2,1.1,1.5,1.7,2.3,1.8,2.0,0.8,0.8,0.2,2.4,1.5,0.6,0.9,9.3,10.3,0.9,2.6,3.4,1.4,2.6,1.2,4.0,2.8,3.9,2.9,3.4,3.4,2.5,1.2,1.3,0.7,2.3,0.5,0.6,3.9,2.6,0.2,0.1,1.3,2.8,2.6,2.2,4.0,0.8,0.6,1.0,1.2,0.7,0.8,2.0,1.3,3.4,0.7,2.8,0.7,0.9,0.9,0.9,0.8,1.3,0.3,0.3,1.6,1.4,3.0,1.4,1.7,1.1,1.1,1.3,3.1,0.3,6,22,7,9,12,20,11,16,8,6,2.0,17,11,7,8,70,75,7,23,36,10,25,12,34,31,35,30,26,21,29,16,11,6,22,3,5,42,25,1,1,6,23,18,14,19,6,3,6,6,5,6,10,7,20,4,19,5,9,7,8,8,9,2,4,12,14,21,8,8,13,6,9,22,3,0.039,0.028,0.017,0.026,0.043,0.029,0.028,0.038,0.034,0.038,0.033,0.03,0.032,0.037,0.031,0.048,0.034,0.032,0.032,0.032,0.027,0.035,0.024,0.037,0.029,0.034,0.027,0.041,0.034,0.023,0.037,0.046,0.04,0.029,0.019,0.017,0.033,0.03,0.013,0.02,0.023,0.032,0.041,0.027,0.028,0.016,0.027,0.015,0.016,0.014,0.038,0.023,0.023,0.024,0.026,0.017,0.028,0.014,0.023,0.018,0.024,0.027,0.019,0.016,0.019,0.026,0.023,0.02,0.024,0.029,0.03,0.021,0.013,0.021,1347,5741,2890,2191,1844,3609,2567,3363,1404,1418,567.0,2077,3254,1283,2111,10755,17507,2585,4536,3695,3898,4466,1776,6135,6033,6970,5645,3385,5468,5566,1885,1437,1146,6314,2095,1705,8478,5460,425,369,1580,3044,5976,2431,3382,1314,907,2614,2294,1828,477,2819,2047,6154,851,4461,1090,2591,1060,1430,1077,2206,454,969,2472,1586,4028,2301,2112,1631,1215,2279,7890,448,0.121,0.119,0.093,0.114,0.129,0.13,0.099,0.133,0.126,0.142,0.111,0.129,0.118,0.144,0.121,0.137,0.124,0.114,0.131,0.13,0.103,0.132,0.108,0.136,0.119,0.12,0.11,0.116,0.106,0.121,0.138,0.129,0.118,0.119,0.081,0.086,0.127,0.126,0.085,0.091,0.111,0.134,0.135,0.118,0.117,0.095,0.119,0.087,0.086,0.088,0.155,0.102,0.106,0.105,0.144,0.099,0.115,0.088,0.123,0.106,0.123,0.117,0.106,0.109,0.106,0.116,0.106,0.099,0.107,0.141,0.119,0.107,0.082,0.115,402,1812,961,883,730,1303,902,981,444,364,153.0,1059,844,315,565,3312,4898,491,1351,1696,888,1287,783,1708,1760,2106,1899,1302,1489,1783,523,560,319,1259,495,632,1986,1464,242,153,817,1308,1128,1329,2106,738,379,1021,1103,720,336,1328,918,2290,368,2430,508,1204,609,828,574,814,268,374,1268,812,2123,1082,1063,618,636,1078,3597,247,3.44,2.843,2.791,2.573,2.279,2.426,2.425,2.918,2.438,3.025,2.938,1.754,2.919,2.872,2.704,2.618,2.938,3.621,2.781,1.932,3.389,2.686,2.002,2.727,2.692,2.765,2.336,2.13,2.727,2.491,2.713,2.658,2.681,3.346,3.723,2.384,3.02,2.789,1.976,2.636,2.449,2.009,3.483,2.165,1.861,2.055,3.006,3.113,2.528,2.583,1.644,2.184,2.461,2.704,2.916,2.05,2.459,2.419,2.084,1.96,2.202,2.478,2.005,2.625,2.173,2.33,2.065,2.476,2.41,2.543,2.331,2.482,2.335,2.31,0.634,0.693,0.616,0.507,0.522,0.614,0.622,0.575,0.543,0.435,0.65,0.427,0.486,0.465,0.575,0.642,0.663,0.773,0.635,0.522,0.775,0.548,0.501,0.662,0.581,0.524,0.483,0.519,0.544,0.465,0.697,1.068,0.616,0.787,0.629,0.62,0.706,0.644,0.313,0.642,0.563,0.63,0.83,0.817,0.58,0.44,0.68,0.69,0.641,0.688,0.353,0.492,0.625,0.594,0.526,0.513,0.635,0.581,0.387,0.397,0.392,0.812,0.275,1.038,0.607,0.587,0.518,0.387,0.422,0.542,0.478,0.491,0.625,0.545 -210,Epileptic,F,47.0,1.0,3.3,1.2,1.1,2.7,1.7,2.9,1.8,1.7,0.7,0.3,2.0,1.6,0.6,1.9,6.2,11.5,0.9,2.3,4.1,0.6,3.0,1.6,4.2,3.1,4.2,5.1,3.2,3.5,3.6,2.3,1.3,0.5,2.3,0.4,0.9,4.4,3.2,0.3,0.2,1.0,3.4,2.9,2.2,3.5,0.9,0.6,0.7,1.4,0.8,0.4,2.3,2.0,2.6,0.4,2.6,0.8,1.7,0.7,0.7,0.5,1.6,0.6,0.5,2.1,1.1,3.5,1.4,1.6,0.7,0.9,1.5,3.4,0.4,6,38,11,9,21,20,21,16,19,8,4.0,22,16,7,18,63,90,7,29,39,7,39,19,38,45,52,52,31,23,44,18,16,6,26,2,9,51,36,2,1,6,30,27,16,23,8,3,5,9,8,5,15,13,15,3,21,9,17,6,6,3,12,4,5,17,18,29,8,9,8,7,13,32,2,0.038,0.035,0.024,0.02,0.045,0.034,0.044,0.032,0.048,0.034,0.025,0.033,0.034,0.039,0.038,0.039,0.037,0.039,0.031,0.038,0.018,0.059,0.041,0.042,0.037,0.03,0.039,0.036,0.035,0.034,0.05,0.057,0.022,0.026,0.011,0.021,0.039,0.034,0.019,0.021,0.02,0.054,0.043,0.025,0.028,0.02,0.019,0.011,0.02,0.018,0.03,0.028,0.034,0.023,0.018,0.018,0.023,0.02,0.044,0.016,0.016,0.029,0.027,0.02,0.024,0.018,0.024,0.021,0.024,0.023,0.022,0.022,0.017,0.02,1737,4153,2211,2390,2409,2895,3445,3018,2051,1524,755.0,2532,3187,939,3192,9009,19752,2200,4339,4587,2601,2873,1849,5812,5530,8252,7347,3933,5697,6360,2376,917,1062,5652,1685,1864,7255,6680,363,334,1612,2385,5658,2316,3302,1594,923,2061,2439,1426,593,3258,1986,3938,502,4070,1374,2693,482,1070,757,2149,482,796,3238,1315,4881,2048,2327,750,1318,2661,7706,482,0.122,0.144,0.124,0.101,0.16,0.141,0.129,0.135,0.175,0.147,0.112,0.143,0.134,0.148,0.144,0.146,0.137,0.133,0.14,0.139,0.077,0.173,0.159,0.149,0.146,0.132,0.124,0.118,0.115,0.142,0.143,0.143,0.093,0.122,0.062,0.115,0.154,0.151,0.118,0.108,0.106,0.151,0.158,0.113,0.115,0.109,0.105,0.075,0.103,0.103,0.138,0.117,0.15,0.107,0.122,0.099,0.129,0.116,0.152,0.104,0.104,0.128,0.135,0.117,0.118,0.111,0.119,0.103,0.109,0.14,0.122,0.111,0.096,0.098,452,1593,776,901,962,948,1231,977,648,390,221.0,1041,890,279,945,2920,5475,471,1200,1913,709,932,688,1648,1564,2670,2215,1525,1459,2016,710,398,380,1373,500,643,1949,1641,186,165,779,1089,1259,1412,2004,771,392,976,1136,687,274,1409,874,1808,280,2214,643,1400,313,539,372,905,310,414,1420,869,2328,964,1009,442,661,1237,3324,286,3.369,2.407,2.619,2.508,2.019,2.433,2.31,2.707,2.264,2.958,2.677,1.984,2.802,2.499,2.549,2.398,2.837,3.576,2.81,2.012,2.664,2.294,2.157,2.692,2.648,2.565,2.508,2.114,2.89,2.473,2.388,2.54,2.225,2.928,2.982,2.559,2.797,2.907,2.206,2.208,2.591,1.842,3.122,1.855,1.884,2.145,2.772,2.554,2.542,2.314,2.134,2.237,2.083,2.304,2.232,2.064,2.387,2.223,1.672,2.133,2.606,2.202,1.769,2.258,2.327,1.865,2.139,2.452,2.462,1.854,2.231,2.441,2.401,2.018,0.824,0.554,0.67,0.499,0.736,0.761,0.621,0.439,0.731,0.735,0.951,0.572,0.41,0.42,0.574,0.613,0.697,0.871,0.535,0.606,0.693,0.651,0.734,0.664,0.621,0.536,0.683,0.602,0.569,0.601,0.74,0.669,0.373,0.634,0.668,0.503,0.714,0.7,0.432,0.427,0.571,0.573,0.775,0.606,0.595,0.469,0.493,0.678,0.503,0.354,0.404,0.475,0.551,0.509,0.234,0.387,0.471,0.475,0.494,0.539,0.645,0.628,0.337,0.75,0.526,0.584,0.503,0.394,0.436,0.501,0.437,0.475,0.441,0.323 -211,Epileptic,F,42.0,0.8,2.0,1.2,1.0,1.8,2.2,1.6,1.8,0.8,0.6,0.4,2.5,1.9,0.4,1.4,6.0,8.3,0.9,2.8,4.6,1.3,2.3,1.4,3.4,3.4,3.1,3.6,2.7,2.8,3.3,1.0,0.7,0.4,3.2,0.3,1.1,2.8,2.6,0.2,0.3,0.9,2.9,2.2,3.0,4.3,0.7,0.5,1.1,1.2,0.7,0.7,2.4,1.5,2.4,0.4,2.9,0.8,1.3,1.3,0.7,0.6,1.6,0.5,0.4,1.6,1.3,2.4,1.0,1.5,0.3,1.0,1.1,5.2,0.3,6,20,9,8,17,19,12,18,13,5,3.0,22,16,5,15,62,68,6,26,42,13,27,13,37,37,31,34,21,20,36,17,7,4,35,4,8,29,30,2,1,5,23,23,20,22,5,2,7,6,8,7,19,11,18,3,26,7,9,10,5,6,12,3,4,13,18,17,7,10,4,7,10,41,3,0.038,0.022,0.024,0.02,0.038,0.034,0.025,0.027,0.052,0.027,0.038,0.034,0.031,0.024,0.028,0.03,0.031,0.037,0.032,0.033,0.025,0.031,0.028,0.04,0.026,0.031,0.027,0.03,0.028,0.033,0.033,0.037,0.022,0.031,0.017,0.023,0.034,0.029,0.013,0.026,0.02,0.038,0.043,0.03,0.03,0.015,0.026,0.019,0.019,0.018,0.025,0.022,0.024,0.018,0.014,0.023,0.033,0.017,0.026,0.018,0.027,0.028,0.031,0.02,0.025,0.033,0.02,0.015,0.023,0.013,0.024,0.019,0.021,0.024,1194,4165,2216,1967,2002,2845,2472,2787,1156,1083,431.0,2280,3280,870,2453,10272,15068,1996,4496,4599,3138,3664,1733,5412,6000,5154,5364,3652,4683,4822,2162,922,720,5172,1488,1968,4894,5728,409,441,1284,2738,4757,2250,3071,1223,652,1628,1730,1368,827,3565,1676,4592,558,3609,952,2415,1096,993,922,2188,499,846,2181,933,3032,1819,1794,700,1335,1549,8857,355,0.129,0.115,0.112,0.096,0.153,0.138,0.106,0.133,0.168,0.123,0.147,0.137,0.14,0.128,0.131,0.137,0.132,0.136,0.137,0.131,0.106,0.138,0.13,0.145,0.125,0.126,0.119,0.114,0.11,0.14,0.135,0.109,0.126,0.131,0.085,0.109,0.133,0.13,0.084,0.104,0.108,0.144,0.139,0.124,0.127,0.1,0.122,0.101,0.097,0.115,0.129,0.112,0.116,0.1,0.11,0.118,0.15,0.091,0.126,0.097,0.121,0.128,0.127,0.12,0.114,0.135,0.112,0.098,0.113,0.111,0.122,0.118,0.106,0.144,353,1503,802,817,771,1116,978,1082,328,327,170.0,1133,994,249,787,3320,4413,390,1393,2148,818,1292,762,1518,1988,1725,2058,1376,1471,1762,576,412,298,1545,396,732,1358,1524,270,227,682,1262,1019,1520,2094,689,291,785,915,585,491,1744,953,2095,323,2085,427,1267,738,627,443,862,261,385,1136,580,1749,909,967,397,704,849,3991,182,3.192,2.589,2.676,2.475,2.165,2.262,2.208,2.381,2.543,2.707,2.343,1.739,2.668,2.62,2.399,2.479,2.767,3.456,2.723,1.865,2.969,2.313,1.907,2.751,2.372,2.468,2.133,2.13,2.476,2.268,2.822,2.196,2.1,2.539,3.048,2.466,2.804,2.768,1.758,2.288,2.281,1.885,3.1,1.722,1.728,1.954,2.628,2.691,2.217,2.387,1.906,2.093,1.858,2.208,2.121,1.945,2.467,2.206,1.712,1.755,2.021,2.467,2.172,2.197,2.111,1.949,1.933,2.256,2.12,1.915,2.222,2.112,2.372,2.452,0.565,0.558,0.517,0.432,0.694,0.506,0.454,0.554,0.54,0.293,0.653,0.403,0.393,0.455,0.43,0.483,0.509,0.889,0.652,0.516,0.715,0.443,0.503,0.52,0.434,0.508,0.527,0.478,0.51,0.471,0.649,0.793,0.426,0.567,0.932,0.5,0.628,0.485,0.378,0.35,0.551,0.605,0.83,0.53,0.433,0.417,0.305,0.676,0.496,0.768,0.423,0.464,0.47,0.451,0.374,0.418,0.59,0.481,0.263,0.337,0.338,0.698,0.466,0.882,0.492,0.605,0.387,0.351,0.398,0.422,0.485,0.484,0.476,0.333 -213,Epileptic,F,37.0,0.8,2.0,0.9,1.0,1.0,2.8,1.2,1.5,1.1,0.5,0.2,3.3,1.3,0.7,1.4,4.4,8.6,0.6,2.1,3.7,2.0,2.3,1.6,2.5,2.6,2.0,2.9,1.9,1.8,2.1,1.4,0.4,0.2,1.9,0.2,0.7,2.6,2.6,0.2,0.1,0.8,3.0,2.7,3.8,1.9,0.5,0.3,0.5,1.2,0.5,0.3,1.2,0.9,1.8,0.3,2.1,0.7,1.1,0.8,1.0,0.3,0.9,0.4,0.3,2.9,1.2,2.0,0.8,1.1,0.5,0.6,1.5,3.5,0.2,5,18,11,8,12,24,11,14,12,5,2.0,28,14,7,14,49,82,5,26,33,13,27,16,26,34,21,34,21,18,29,20,4,3,22,1,6,35,25,2,1,5,27,26,23,14,4,1,4,5,5,4,9,4,10,2,21,6,9,6,7,5,7,2,3,20,14,18,6,6,4,4,11,31,2,0.038,0.028,0.018,0.021,0.049,0.04,0.021,0.033,0.05,0.031,0.023,0.039,0.033,0.053,0.039,0.035,0.031,0.03,0.034,0.036,0.037,0.036,0.033,0.038,0.04,0.032,0.033,0.026,0.022,0.029,0.042,0.031,0.02,0.027,0.01,0.023,0.041,0.035,0.019,0.02,0.019,0.038,0.042,0.031,0.02,0.01,0.019,0.011,0.017,0.013,0.033,0.017,0.026,0.022,0.035,0.024,0.019,0.019,0.023,0.025,0.032,0.025,0.018,0.024,0.034,0.027,0.023,0.015,0.017,0.017,0.021,0.024,0.019,0.015,1351,3483,1818,1941,1451,2963,2241,2135,1646,922,690.0,2675,2736,976,2446,8662,15267,2029,3645,3929,2521,3366,1748,4196,4374,4248,4212,2919,3838,3778,1772,781,668,4222,1417,1515,4831,5067,370,279,1172,2581,2911,2786,2294,1095,589,1553,2122,1268,409,2064,1212,3323,322,2780,1115,2073,1024,1091,602,1394,519,758,2877,1116,2703,1706,1589,1006,791,1930,7081,386,0.121,0.12,0.114,0.109,0.141,0.158,0.106,0.143,0.172,0.13,0.105,0.152,0.142,0.154,0.127,0.14,0.139,0.106,0.139,0.149,0.124,0.148,0.132,0.14,0.156,0.138,0.135,0.121,0.11,0.13,0.156,0.096,0.108,0.121,0.055,0.107,0.131,0.129,0.119,0.107,0.105,0.156,0.129,0.128,0.103,0.082,0.093,0.078,0.09,0.099,0.132,0.1,0.118,0.101,0.161,0.128,0.111,0.108,0.12,0.134,0.14,0.124,0.124,0.127,0.137,0.135,0.119,0.094,0.107,0.118,0.118,0.126,0.1,0.107,362,1160,756,753,457,1137,880,792,384,258,183.0,1327,766,232,643,2301,4394,347,1048,1664,767,1167,808,1170,1246,1203,1597,1110,1220,1301,556,254,244,1020,391,488,1278,1248,162,124,588,1218,1025,1698,1602,663,242,751,1004,579,247,1073,476,1387,138,1362,520,1009,579,548,251,546,269,251,1357,649,1405,831,806,462,399,940,2998,184,3.42,2.766,2.414,2.534,2.594,2.448,2.181,2.59,2.969,3.159,2.968,1.874,2.738,2.726,2.65,2.779,2.78,3.734,2.748,1.988,2.811,2.382,1.954,2.655,2.7,2.793,2.212,2.093,2.45,2.274,2.479,2.655,2.331,2.915,3.096,2.716,2.799,2.857,2.239,2.471,2.521,1.927,2.32,1.886,1.628,1.795,2.849,2.489,2.536,2.4,1.972,2.143,2.64,2.542,2.639,2.309,2.542,2.364,2.114,2.188,2.307,2.635,2.113,2.967,2.179,2.145,2.056,2.383,2.468,2.552,2.212,2.505,2.472,2.584,0.854,0.606,0.654,0.457,0.757,0.513,0.473,0.584,0.55,0.557,0.731,0.504,0.427,0.763,0.588,0.608,0.504,0.926,0.494,0.596,0.714,0.481,0.426,0.596,0.441,0.474,0.502,0.529,0.478,0.538,0.656,1.165,0.394,0.593,0.617,0.61,0.653,0.563,0.285,0.447,0.454,0.504,0.923,0.689,0.493,0.423,0.75,0.729,0.568,0.385,0.411,0.483,0.728,0.479,0.623,0.483,0.452,0.525,0.443,0.573,0.362,0.592,0.331,0.707,0.487,0.536,0.391,0.385,0.436,0.513,0.705,0.517,0.479,0.28 -214,Epileptic,M,22.0,0.9,2.7,0.6,1.1,1.3,1.8,1.5,2.0,1.4,0.7,0.5,3.0,2.0,0.6,1.3,7.1,8.6,1.1,2.5,6.0,0.6,2.8,2.5,3.1,3.0,4.0,4.4,2.3,3.1,3.9,0.9,0.6,0.6,3.0,0.6,0.4,4.6,4.8,0.2,0.2,1.3,2.4,2.3,4.3,2.5,0.6,0.5,0.9,1.1,1.1,0.7,2.7,1.5,2.1,0.1,2.7,0.7,1.3,1.0,1.1,0.4,1.6,0.5,0.5,2.2,0.8,3.9,1.4,0.9,0.5,1.3,2.3,4.0,0.4,8,24,7,8,11,17,12,15,14,7,4.0,26,19,7,14,68,73,8,25,45,5,40,22,33,34,42,43,22,23,42,12,5,6,37,3,2,51,43,1,1,6,23,17,27,16,5,2,7,6,8,4,19,9,15,1,25,6,11,7,8,3,10,4,4,18,9,28,10,5,5,8,13,28,3,0.041,0.025,0.013,0.02,0.031,0.035,0.022,0.033,0.049,0.035,0.042,0.037,0.034,0.029,0.029,0.035,0.031,0.036,0.031,0.042,0.018,0.031,0.034,0.04,0.033,0.033,0.03,0.028,0.028,0.034,0.03,0.03,0.029,0.035,0.017,0.01,0.041,0.039,0.017,0.024,0.027,0.034,0.037,0.033,0.022,0.014,0.019,0.015,0.015,0.03,0.036,0.025,0.02,0.019,0.02,0.02,0.024,0.017,0.025,0.016,0.014,0.028,0.026,0.018,0.023,0.036,0.025,0.024,0.019,0.023,0.024,0.032,0.018,0.023,1333,4528,1498,2124,1938,2519,2693,3086,1815,1398,482.0,2583,4280,1430,2608,12279,16860,2687,4082,4858,2164,4991,2678,5337,5836,6653,6471,3256,5687,6449,1860,1033,1027,7209,2365,1394,5829,8233,303,402,1497,2863,4948,3340,2827,1247,843,2216,2118,1473,484,4454,2214,4605,147,3795,1293,2596,1129,1692,848,2375,531,745,3271,582,4781,2361,1483,1040,1771,2484,9222,545,0.134,0.125,0.094,0.101,0.122,0.139,0.102,0.137,0.16,0.118,0.171,0.138,0.136,0.144,0.142,0.141,0.129,0.124,0.13,0.146,0.081,0.145,0.133,0.14,0.136,0.144,0.133,0.109,0.113,0.146,0.117,0.096,0.123,0.136,0.071,0.066,0.135,0.142,0.096,0.111,0.119,0.142,0.141,0.136,0.108,0.094,0.099,0.088,0.09,0.135,0.143,0.116,0.109,0.095,0.153,0.113,0.115,0.098,0.12,0.099,0.092,0.125,0.129,0.119,0.117,0.135,0.123,0.111,0.105,0.121,0.122,0.134,0.094,0.121,423,1637,703,820,707,916,989,1072,539,363,177.0,1262,1091,335,790,3440,4737,520,1231,2235,569,1513,1241,1489,1750,2084,2375,1270,1619,2070,568,408,375,1473,600,533,1819,2037,186,171,695,1213,1097,1951,1861,654,355,919,1051,627,309,1795,1058,1956,59,2114,540,1243,635,978,423,849,289,354,1463,323,2417,1057,714,421,844,1158,3712,301,3.018,2.539,1.955,2.65,2.563,2.43,2.348,2.558,2.765,3.171,2.378,1.828,3.045,2.95,2.659,2.774,2.973,3.8,2.735,1.926,2.989,2.61,2.007,2.75,2.546,2.693,2.274,2.073,2.728,2.597,2.533,2.352,2.245,3.191,3.203,2.372,2.538,3.054,1.907,2.995,2.931,2.186,3.423,1.984,1.784,2.141,2.967,2.997,2.542,3.003,2.021,2.583,2.291,2.347,2.553,2.018,2.873,2.424,2.144,1.957,2.279,2.979,2.162,2.511,2.303,2.21,2.11,2.61,2.617,2.649,2.416,2.61,2.701,2.408,1.058,0.609,0.597,0.563,0.491,0.432,0.52,0.607,0.481,0.462,0.766,0.453,0.527,0.452,0.443,0.504,0.567,0.796,0.516,0.53,0.736,0.595,0.367,0.704,0.622,0.51,0.474,0.5,0.576,0.485,0.728,0.918,0.465,0.693,0.743,0.444,0.686,0.558,0.299,0.479,0.585,0.541,0.773,0.713,0.559,0.4,0.484,0.759,0.491,0.699,0.414,0.504,0.533,0.493,0.385,0.391,0.413,0.476,0.372,0.366,0.424,0.736,0.337,1.058,0.728,0.53,0.452,0.413,0.505,0.615,0.491,0.568,0.592,0.444 -215,Epileptic,F,37.0,0.8,3.1,1.0,1.4,2.0,1.7,2.3,2.3,1.4,0.7,0.4,4.7,1.6,0.9,1.6,8.0,11.6,1.1,2.4,5.0,2.0,3.4,2.3,4.8,3.9,5.0,4.9,3.9,4.0,3.8,3.0,2.1,0.4,2.8,0.6,0.8,5.1,4.1,0.1,0.2,1.2,2.8,4.7,3.2,3.6,0.7,0.5,1.0,1.4,1.2,0.7,2.6,1.1,2.9,0.3,3.5,0.6,1.7,0.8,1.5,0.5,1.7,0.3,0.6,2.7,1.3,3.2,1.6,1.2,0.5,0.8,1.7,4.7,0.3,5,29,9,15,20,17,15,19,15,6,5.0,39,22,12,63,83,89,7,26,36,12,36,23,53,41,56,48,32,34,41,23,17,5,32,3,9,53,49,1,2,9,24,36,20,20,5,2,7,8,8,5,20,6,20,2,28,4,10,6,11,4,10,3,5,23,17,24,11,6,4,6,12,37,2,0.038,0.035,0.021,0.027,0.054,0.037,0.041,0.037,0.058,0.034,0.032,0.052,0.031,0.054,0.07,0.049,0.047,0.044,0.037,0.05,0.051,0.043,0.035,0.063,0.041,0.043,0.042,0.042,0.04,0.043,0.055,0.071,0.03,0.042,0.028,0.019,0.051,0.041,0.027,0.022,0.024,0.044,0.071,0.03,0.026,0.015,0.022,0.016,0.021,0.027,0.037,0.026,0.028,0.031,0.018,0.026,0.019,0.019,0.026,0.026,0.023,0.029,0.03,0.022,0.024,0.024,0.027,0.023,0.021,0.017,0.026,0.022,0.02,0.02,1848,5337,2662,2773,2532,2515,3674,3689,2054,1400,979.0,3696,3367,1375,2613,10425,19333,2708,4929,4367,2837,4493,2727,6496,5921,7532,6709,4602,7129,5470,2958,1262,962,6218,1422,2012,7842,7076,278,453,1560,2240,5859,3169,3884,1264,782,2259,2227,1502,542,3894,1286,3946,520,3956,1348,2873,790,1753,847,2558,523,879,3750,1458,3760,2353,1702,822,1268,2147,8875,505,0.116,0.147,0.109,0.122,0.168,0.146,0.132,0.148,0.189,0.144,0.129,0.173,0.143,0.187,0.182,0.169,0.156,0.138,0.146,0.171,0.128,0.142,0.136,0.181,0.141,0.158,0.143,0.129,0.136,0.153,0.161,0.14,0.138,0.154,0.105,0.102,0.154,0.16,0.107,0.108,0.12,0.147,0.189,0.124,0.114,0.094,0.104,0.098,0.107,0.109,0.148,0.115,0.119,0.131,0.115,0.126,0.101,0.099,0.121,0.128,0.108,0.121,0.122,0.111,0.121,0.124,0.114,0.111,0.109,0.11,0.134,0.116,0.103,0.12,376,1456,790,975,717,876,1069,1114,482,328,231.0,1653,982,337,729,2951,4775,433,1259,1809,696,1378,1159,1726,1746,2174,2217,1682,1908,1724,877,460,273,1338,358,790,1992,1734,133,232,723,1111,1385,1783,2078,677,344,849,968,700,313,1700,647,1619,244,2036,526,1339,510,883,410,874,239,486,1781,825,1825,1098,806,390,542,1128,3563,208,3.892,2.867,2.834,2.675,2.607,2.392,2.7,2.92,2.851,3.051,3.097,1.996,2.578,2.811,2.7,2.643,2.901,4.119,3.001,2.082,2.87,2.422,2.049,2.6,2.579,2.745,2.361,2.153,2.803,2.335,2.435,2.448,2.995,3.106,3.3,2.403,2.806,2.784,2.481,2.177,2.785,1.79,2.902,1.992,2.102,2.194,2.72,3.327,2.862,2.418,2.181,2.2,2.131,2.404,2.271,2.144,2.596,2.421,1.82,2.154,2.17,2.599,2.251,2.069,2.219,2.167,2.19,2.445,2.426,2.349,2.593,2.377,2.503,2.874,0.988,0.871,0.827,0.526,0.809,0.595,0.659,0.618,0.751,0.644,0.812,0.561,0.482,0.605,0.622,0.666,0.772,0.864,0.583,0.75,0.818,0.651,0.642,0.809,0.627,0.518,0.675,0.621,0.606,0.699,0.871,1.054,0.462,0.742,0.602,0.45,0.865,0.73,0.302,0.52,0.607,0.521,0.972,0.651,0.651,0.451,0.496,0.743,0.565,0.476,0.559,0.496,0.495,0.469,0.432,0.404,0.705,0.506,0.315,0.441,0.418,0.856,0.707,0.603,0.588,0.623,0.448,0.396,0.432,0.546,0.592,0.47,0.55,0.448 -216,Epileptic,F,22.0,0.7,2.4,1.5,1.3,1.3,1.7,1.6,1.6,1.4,0.6,0.3,2.1,1.8,0.3,1.5,5.5,7.3,0.9,2.7,3.1,1.4,1.8,1.7,3.1,3.5,2.9,2.5,1.7,2.2,2.9,1.0,1.3,0.7,2.8,0.4,1.0,2.9,3.4,0.2,0.2,0.9,2.3,3.1,4.2,2.7,0.7,0.4,1.2,1.2,0.7,0.6,1.7,1.2,2.1,0.7,2.2,0.7,1.5,0.6,1.0,0.6,1.3,0.3,0.7,1.3,1.6,1.6,1.3,1.0,0.5,1.0,1.2,5.0,0.3,6,22,14,10,18,15,16,12,15,6,2.0,16,18,5,14,55,67,8,26,27,13,21,15,31,39,27,29,17,22,31,15,10,6,34,2,7,27,39,2,1,5,19,27,25,15,5,2,9,6,4,4,16,10,15,3,17,7,9,4,8,3,10,2,3,8,18,11,7,6,9,6,11,38,3,0.03,0.023,0.02,0.022,0.031,0.032,0.021,0.026,0.044,0.032,0.025,0.029,0.034,0.03,0.035,0.031,0.026,0.029,0.032,0.032,0.019,0.033,0.03,0.036,0.034,0.025,0.025,0.021,0.022,0.031,0.028,0.04,0.025,0.029,0.011,0.021,0.031,0.03,0.02,0.019,0.018,0.031,0.042,0.042,0.021,0.014,0.017,0.018,0.014,0.016,0.026,0.019,0.023,0.019,0.016,0.017,0.023,0.018,0.023,0.02,0.031,0.026,0.024,0.025,0.019,0.026,0.018,0.019,0.015,0.017,0.028,0.026,0.019,0.012,1653,5164,2835,2392,1599,2363,3103,3141,1792,1358,509.0,2224,3272,719,3227,9702,17154,2337,4747,3298,3639,3155,2088,5172,6944,7245,5014,3704,5665,5894,1393,1311,1561,6475,1976,2649,5674,7165,436,404,2007,2322,4443,2104,3823,1576,833,2566,2502,1651,543,3334,2075,4362,1442,4170,1550,3333,741,1316,671,2211,480,718,2325,1715,2887,2520,1932,939,1492,2159,9645,694,0.106,0.111,0.11,0.105,0.127,0.141,0.117,0.117,0.145,0.136,0.113,0.128,0.134,0.103,0.128,0.132,0.116,0.111,0.121,0.129,0.089,0.14,0.136,0.125,0.139,0.126,0.124,0.113,0.113,0.136,0.111,0.121,0.114,0.122,0.071,0.095,0.127,0.128,0.107,0.086,0.092,0.135,0.129,0.14,0.102,0.091,0.102,0.093,0.087,0.094,0.124,0.102,0.111,0.093,0.094,0.104,0.107,0.09,0.12,0.115,0.12,0.111,0.121,0.109,0.1,0.131,0.1,0.095,0.094,0.104,0.127,0.118,0.099,0.086,464,1749,1097,942,723,907,1120,1024,513,333,164.0,1039,890,229,763,2806,4413,520,1372,1534,1173,1006,837,1390,1741,1914,1624,1255,1618,1664,462,530,440,1558,586,810,1603,1915,201,204,840,1060,1176,1552,2047,775,349,1083,1208,727,345,1498,952,1900,578,1944,616,1558,416,712,350,810,202,400,1099,901,1343,1068,954,480,606,872,4201,394,3.233,2.85,2.441,2.581,1.986,2.37,2.297,2.712,2.502,3.385,2.684,1.915,2.798,2.439,2.868,2.617,2.999,3.496,2.835,1.892,2.638,2.455,2.148,2.653,2.994,3.039,2.389,2.329,2.726,2.775,2.171,2.5,2.71,2.989,3.082,2.987,2.772,2.793,2.233,2.278,2.963,1.909,2.849,1.631,2.168,2.251,2.945,2.763,2.412,2.81,2.075,2.179,2.046,2.329,3.231,2.374,2.885,2.456,2.045,2.07,2.364,2.534,2.614,2.023,2.339,2.2,2.428,2.614,2.469,2.035,2.751,2.688,2.413,2.109,0.826,0.711,0.544,0.588,0.561,0.48,0.501,0.53,0.625,0.473,0.795,0.431,0.494,0.497,0.665,0.571,0.617,0.685,0.531,0.539,0.766,0.454,0.433,0.711,0.527,0.542,0.472,0.582,0.374,0.55,0.585,0.772,0.358,0.66,0.562,0.575,0.688,0.751,0.377,0.366,0.697,0.466,0.611,0.611,0.6,0.56,0.588,0.687,0.624,0.479,0.423,0.599,0.533,0.603,0.743,0.495,0.453,0.468,0.378,0.372,0.48,0.77,0.458,0.943,0.601,0.781,0.55,0.518,0.403,0.607,0.472,0.683,0.526,0.408 -217,Epileptic,M,57.0,1.8,2.3,1.0,1.3,2.1,1.9,2.2,1.6,1.4,0.6,0.4,3.3,1.7,0.5,1.1,8.1,12.2,1.7,2.2,5.3,1.5,2.0,2.8,7.3,3.7,3.8,3.1,3.7,5.1,4.3,2.4,1.6,0.7,3.6,0.8,0.9,5.9,3.9,0.3,0.2,1.3,3.4,3.1,3.0,3.8,0.7,0.6,1.0,1.6,0.7,0.7,1.9,1.5,3.4,0.6,2.4,0.7,1.6,0.7,1.8,0.7,1.8,0.4,0.8,2.1,1.3,2.3,1.6,1.6,0.5,0.5,1.3,4.3,0.5,12,17,8,14,13,16,19,17,11,5,5.0,33,13,6,11,73,96,10,25,48,13,28,24,49,49,39,37,33,35,42,24,10,5,34,5,7,60,41,2,1,9,31,21,23,18,6,3,6,8,5,6,12,9,22,3,18,5,11,4,14,5,11,2,6,16,13,19,9,7,4,3,8,30,3,0.057,0.028,0.017,0.026,0.043,0.034,0.04,0.031,0.047,0.037,0.044,0.039,0.034,0.051,0.034,0.055,0.043,0.053,0.038,0.043,0.039,0.032,0.037,0.063,0.038,0.034,0.028,0.038,0.051,0.036,0.056,0.057,0.034,0.05,0.038,0.021,0.054,0.047,0.026,0.027,0.027,0.035,0.05,0.028,0.027,0.015,0.024,0.017,0.021,0.022,0.026,0.029,0.025,0.029,0.026,0.018,0.02,0.017,0.02,0.025,0.026,0.033,0.027,0.022,0.027,0.031,0.022,0.028,0.027,0.017,0.015,0.027,0.021,0.033,1281,4346,2357,2310,1607,2780,2812,3208,1547,1018,857.0,3088,2480,928,1984,9811,19187,2080,3986,4747,3240,3766,2482,5375,5489,6218,5133,4482,5323,6509,2348,1178,1096,5605,1379,2006,7098,5143,416,227,1439,2369,4555,2825,3673,1415,821,1850,2481,1283,637,2362,1904,4870,538,3724,1113,2582,819,1949,637,2357,409,949,2653,1738,3404,1741,1646,689,898,1669,7256,560,0.152,0.12,0.097,0.112,0.141,0.142,0.122,0.129,0.154,0.139,0.142,0.142,0.133,0.157,0.13,0.17,0.147,0.161,0.141,0.154,0.119,0.13,0.128,0.162,0.137,0.142,0.117,0.128,0.138,0.147,0.162,0.136,0.105,0.163,0.116,0.099,0.17,0.157,0.12,0.135,0.127,0.132,0.16,0.124,0.117,0.089,0.105,0.093,0.1,0.106,0.133,0.122,0.119,0.12,0.128,0.104,0.114,0.098,0.109,0.124,0.127,0.127,0.122,0.119,0.124,0.125,0.109,0.115,0.111,0.109,0.101,0.121,0.101,0.133,457,1392,892,846,786,944,1000,1032,526,277,195.0,1462,773,224,569,2990,5119,503,1167,2185,714,1184,1192,1952,1707,1970,1862,1683,1664,2036,782,522,286,1378,422,727,1971,1507,182,103,769,1384,1099,1778,2197,730,381,878,1142,575,416,1086,900,1981,298,2007,549,1375,528,1065,375,927,242,540,1287,671,1729,851,858,392,456,816,3274,269,2.971,2.852,2.545,2.605,2.041,2.404,2.255,2.671,2.23,3.181,3.058,1.836,2.552,2.584,2.627,2.459,2.837,3.094,2.74,1.89,3.116,2.443,1.884,2.226,2.542,2.578,2.257,2.164,2.434,2.5,2.3,2.354,2.703,2.866,2.759,2.522,2.733,2.626,2.341,2.42,2.291,1.605,2.917,1.814,1.919,2.162,2.476,2.486,2.575,2.629,1.786,2.283,2.395,2.394,2.288,2.041,2.326,2.123,1.775,1.983,2.044,2.593,2.117,2.05,2.301,2.544,1.973,2.334,2.236,2.121,2.029,2.27,2.366,2.709,0.645,0.648,0.562,0.565,0.536,0.673,0.579,0.553,0.576,0.564,0.756,0.462,0.491,0.646,0.522,0.607,0.709,0.732,0.601,0.615,0.791,0.612,0.501,0.756,0.591,0.53,0.529,0.566,0.603,0.561,0.77,0.714,0.389,0.624,0.699,0.538,0.755,0.642,0.264,0.315,0.407,0.389,0.768,0.619,0.564,0.504,0.481,0.586,0.538,0.551,0.374,0.487,0.485,0.483,0.479,0.374,0.402,0.407,0.323,0.44,0.436,0.596,0.361,0.614,0.568,0.789,0.463,0.406,0.476,0.704,0.428,0.556,0.422,0.528 -218,Epileptic,F,37.0,0.7,2.2,0.9,0.9,1.8,2.9,1.8,1.8,1.4,0.6,0.2,3.6,1.5,0.6,1.2,7.3,9.0,0.8,2.7,5.2,0.9,2.6,1.8,4.0,3.4,3.4,3.7,2.3,2.2,4.1,1.8,0.7,0.3,2.3,0.5,0.7,3.5,3.0,0.1,0.1,1.1,3.8,2.3,3.5,2.4,0.7,0.6,1.1,1.2,0.6,0.7,1.5,1.4,2.9,0.5,2.7,0.7,1.9,1.4,1.2,0.3,2.1,0.4,0.4,2.4,1.2,2.5,1.2,1.0,0.7,1.0,1.3,4.7,0.2,7,22,7,10,21,26,16,16,20,7,2.0,34,14,9,13,81,79,7,28,42,8,29,18,39,42,38,42,25,20,43,19,6,2,27,3,7,40,35,1,0,7,35,25,31,16,6,3,10,6,6,6,13,11,22,3,22,6,14,10,10,3,15,3,4,23,17,26,10,7,7,7,10,37,2,0.033,0.023,0.014,0.021,0.036,0.042,0.027,0.031,0.052,0.032,0.019,0.037,0.03,0.038,0.028,0.034,0.031,0.024,0.033,0.038,0.02,0.033,0.029,0.041,0.03,0.029,0.028,0.026,0.023,0.033,0.042,0.043,0.017,0.029,0.015,0.019,0.034,0.034,0.018,0.011,0.025,0.042,0.041,0.03,0.019,0.016,0.023,0.02,0.018,0.027,0.034,0.02,0.022,0.024,0.027,0.022,0.015,0.023,0.029,0.02,0.029,0.037,0.037,0.02,0.025,0.037,0.021,0.023,0.019,0.021,0.022,0.026,0.022,0.025,1156,4212,1996,1761,2323,3277,2202,2821,1646,1123,415.0,2600,2450,886,2176,10444,15180,2017,3817,3787,2925,3699,1932,5697,4886,5198,4815,2861,4212,5399,2124,825,567,4341,1948,1361,6082,5666,232,273,1347,3134,4768,2685,2729,1350,802,1682,2137,1226,551,2632,1807,4052,515,3082,1471,2651,1299,1443,473,2086,328,804,2647,809,3257,1948,1576,931,1218,1741,7311,206,0.128,0.113,0.091,0.108,0.146,0.164,0.106,0.135,0.184,0.127,0.096,0.146,0.12,0.158,0.132,0.146,0.134,0.108,0.138,0.149,0.09,0.149,0.134,0.151,0.139,0.134,0.128,0.117,0.099,0.138,0.154,0.129,0.093,0.13,0.078,0.11,0.151,0.154,0.117,0.078,0.118,0.168,0.16,0.127,0.102,0.098,0.118,0.096,0.095,0.117,0.141,0.102,0.116,0.118,0.139,0.117,0.095,0.113,0.133,0.114,0.116,0.14,0.152,0.106,0.131,0.156,0.118,0.114,0.102,0.12,0.12,0.127,0.112,0.13,411,1590,915,771,936,1288,911,932,512,330,173.0,1419,857,305,750,3728,4823,445,1404,2104,693,1269,901,1717,1885,1911,2074,1310,1363,2069,706,366,263,1173,525,654,1783,1595,152,121,708,1481,1120,1811,1886,698,397,896,1040,445,381,1378,984,1966,240,1875,730,1418,776,860,253,851,190,427,1468,511,1833,908,863,472,704,886,3450,117,2.699,2.544,2.209,2.237,2.196,2.352,2.038,2.652,2.508,2.738,2.161,1.75,2.344,2.266,2.315,2.268,2.567,3.45,2.478,1.66,2.952,2.304,1.951,2.575,2.219,2.348,1.944,1.872,2.433,2.25,2.483,2.521,1.833,2.683,3.107,2.068,2.743,2.758,1.78,2.14,2.278,1.987,3.024,1.692,1.62,2.079,2.45,2.279,2.444,2.739,1.88,2.037,1.862,2.139,2.544,1.787,2.397,2.18,2.031,1.888,2.125,2.443,1.973,2.103,2.002,2.12,1.794,2.22,2.049,2.197,2.049,2.468,2.344,2.133,0.696,0.524,0.463,0.399,0.491,0.596,0.496,0.628,0.563,0.464,0.699,0.505,0.401,0.479,0.439,0.495,0.559,0.788,0.699,0.438,0.85,0.41,0.401,0.641,0.468,0.599,0.435,0.432,0.402,0.462,0.641,1.061,0.349,0.714,0.635,0.419,0.559,0.531,0.319,0.376,0.613,0.547,0.741,0.665,0.421,0.491,0.478,0.678,0.467,0.451,0.405,0.452,0.426,0.442,0.618,0.43,0.443,0.565,0.301,0.362,0.312,0.698,0.368,0.82,0.537,0.637,0.394,0.425,0.38,0.594,0.436,0.436,0.492,0.431 -219,Epileptic,M,47.0,0.6,3.4,1.5,1.2,2.1,2.4,2.3,1.9,2.2,0.5,0.5,3.6,1.7,0.6,1.9,7.6,13.9,1.0,2.5,7.6,1.6,4.2,2.1,5.1,5.0,4.4,4.5,3.8,4.2,5.3,1.9,1.3,0.7,2.9,0.5,0.6,5.6,6.1,0.3,0.3,1.3,3.6,3.1,5.8,3.5,1.3,0.7,0.7,1.3,1.0,0.5,3.0,1.8,3.5,0.2,3.6,0.9,1.7,1.3,1.3,1.6,1.7,0.4,0.5,1.8,1.3,3.9,1.5,1.3,0.6,1.9,2.3,6.8,0.3,5,27,11,8,15,21,15,16,15,6,4.0,28,19,5,16,60,95,9,24,56,15,41,18,45,48,38,39,33,27,43,22,12,5,27,3,4,48,52,2,1,8,24,29,39,20,8,3,4,8,8,4,18,13,20,1,24,7,14,8,8,15,14,4,4,11,11,27,9,8,4,11,15,43,2,0.032,0.027,0.021,0.021,0.04,0.035,0.031,0.032,0.059,0.031,0.045,0.039,0.033,0.036,0.032,0.041,0.041,0.046,0.033,0.041,0.026,0.043,0.031,0.047,0.039,0.035,0.036,0.035,0.034,0.038,0.045,0.038,0.038,0.037,0.017,0.016,0.042,0.04,0.024,0.03,0.032,0.044,0.048,0.037,0.026,0.022,0.029,0.012,0.019,0.019,0.025,0.025,0.033,0.025,0.024,0.022,0.024,0.018,0.032,0.024,0.033,0.03,0.032,0.016,0.02,0.024,0.028,0.022,0.027,0.023,0.033,0.026,0.021,0.016,1615,6022,3066,2348,1994,3181,2689,3321,1918,1055,622.0,3096,3206,1165,2822,10946,18786,2274,4159,6097,4578,5699,2209,6827,7548,6781,5823,4227,6087,6070,2765,1915,766,7026,2108,1488,7704,8741,398,389,1330,2783,6125,4645,3203,1763,928,2117,2326,2228,587,3736,2726,5007,405,4210,1756,3573,1200,1546,2213,2489,611,865,2606,1482,4244,2619,1473,853,1790,2637,11819,569,0.111,0.12,0.101,0.1,0.144,0.143,0.12,0.136,0.16,0.127,0.134,0.136,0.139,0.134,0.136,0.143,0.139,0.112,0.129,0.145,0.101,0.147,0.129,0.148,0.138,0.142,0.122,0.126,0.115,0.139,0.129,0.116,0.131,0.134,0.084,0.084,0.132,0.132,0.097,0.107,0.118,0.146,0.149,0.14,0.117,0.111,0.113,0.077,0.097,0.098,0.121,0.111,0.124,0.108,0.123,0.107,0.114,0.092,0.131,0.117,0.139,0.125,0.142,0.103,0.101,0.101,0.116,0.103,0.117,0.134,0.13,0.121,0.102,0.094,352,2039,1219,843,921,1132,1159,1081,653,318,215.0,1516,899,291,922,3157,5696,408,1296,2993,1077,1840,1012,1968,2381,2214,2174,1705,1905,2330,791,716,265,1474,497,592,2347,2634,226,186,701,1304,1223,2707,2122,829,385,876,1097,933,360,1740,1048,2175,176,2430,708,1620,685,817,837,929,249,489,1315,729,2409,1180,781,385,899,1371,5168,278,3.581,2.699,2.448,2.941,2.149,2.5,2.164,2.965,2.49,2.722,2.519,1.827,2.797,2.849,2.542,2.727,2.859,3.733,2.696,1.911,3.249,2.479,2.029,2.641,2.461,2.623,2.217,2.073,2.517,2.224,2.611,2.594,2.346,3.263,3.572,2.339,2.648,2.649,2.034,2.454,2.29,2.019,3.138,1.986,1.75,2.386,2.85,2.965,2.523,2.66,1.913,2.199,2.444,2.45,2.87,1.947,2.728,2.39,2.128,2.113,2.422,2.565,2.718,2.021,2.167,2.146,1.98,2.497,2.209,2.602,2.232,2.412,2.399,2.455,0.851,0.657,0.637,0.66,0.416,0.591,0.512,0.659,0.484,0.455,0.6,0.444,0.495,0.596,0.492,0.623,0.639,0.845,0.579,0.541,0.884,0.626,0.4,0.653,0.568,0.551,0.606,0.509,0.611,0.494,0.759,0.897,0.411,0.87,0.776,0.53,0.673,0.568,0.463,0.677,0.515,0.566,0.961,0.64,0.456,0.733,0.614,0.722,0.652,0.547,0.438,0.569,0.704,0.597,0.444,0.451,0.438,0.624,0.485,0.416,0.559,0.747,0.505,0.745,0.677,0.58,0.428,0.504,0.472,0.677,0.493,0.469,0.612,0.451 -220,Epileptic,M,42.0,0.9,3.9,1.9,1.9,1.9,2.1,5.2,2.0,1.6,0.8,0.5,3.5,1.6,0.4,1.2,8.9,18.0,1.2,3.7,6.3,1.8,3.2,2.4,4.6,3.6,3.1,7.1,5.3,6.9,4.2,1.4,1.4,0.5,3.4,0.6,1.0,5.4,4.0,0.2,0.3,1.1,4.0,3.5,2.7,4.9,1.3,0.4,1.8,1.7,0.9,0.7,2.9,1.8,4.5,0.1,3.5,1.1,3.0,1.1,1.5,1.1,2.1,0.6,1.0,2.5,2.2,3.3,3.0,2.0,0.7,1.1,1.2,6.7,0.5,6,27,12,11,15,20,40,15,12,6,4.0,29,15,3,11,68,122,8,29,52,11,29,22,39,34,28,52,35,46,39,13,11,4,31,3,7,41,41,1,1,5,33,30,16,22,6,2,9,7,6,4,19,11,28,0,21,7,18,8,8,8,14,3,6,18,15,19,17,10,7,6,6,43,4,0.043,0.038,0.034,0.032,0.039,0.043,0.059,0.034,0.061,0.04,0.05,0.043,0.032,0.033,0.029,0.053,0.055,0.055,0.057,0.049,0.04,0.04,0.041,0.057,0.045,0.039,0.054,0.047,0.05,0.048,0.045,0.057,0.032,0.049,0.033,0.027,0.056,0.042,0.018,0.021,0.024,0.055,0.077,0.034,0.031,0.024,0.029,0.025,0.025,0.035,0.026,0.029,0.031,0.037,0.011,0.025,0.026,0.029,0.027,0.027,0.025,0.036,0.028,0.053,0.034,0.038,0.029,0.027,0.032,0.025,0.028,0.022,0.025,0.035,1562,5493,2963,2709,2668,2811,3313,3340,1185,1307,609.0,3339,3213,946,2371,8951,16853,2141,3573,5246,2793,4615,2590,5530,5813,4825,6638,4083,6715,4932,2234,1192,802,5071,1085,1416,5171,7644,290,439,1361,3253,4685,2171,4247,1437,612,2440,1925,1342,643,3920,2054,4736,326,3969,1639,3186,1177,1458,1538,2810,506,1121,2286,1600,3563,3812,2173,877,1223,1797,9430,490,0.122,0.135,0.122,0.114,0.13,0.146,0.158,0.126,0.155,0.143,0.13,0.138,0.118,0.122,0.123,0.144,0.151,0.152,0.158,0.153,0.118,0.152,0.147,0.162,0.14,0.134,0.14,0.129,0.137,0.158,0.14,0.137,0.109,0.148,0.118,0.104,0.147,0.153,0.098,0.088,0.108,0.152,0.201,0.122,0.117,0.109,0.102,0.096,0.105,0.128,0.124,0.121,0.116,0.123,0.069,0.116,0.103,0.118,0.122,0.117,0.106,0.13,0.133,0.148,0.13,0.125,0.116,0.111,0.114,0.13,0.127,0.106,0.109,0.146,381,1758,968,994,932,1033,1445,1023,474,364,216.0,1470,889,218,708,2957,5815,432,1282,2473,806,1367,1043,1572,1579,1455,2334,1771,2274,1667,562,501,252,1240,333,627,1686,1818,169,205,711,1412,950,1370,2494,759,259,995,956,460,406,1644,1009,2186,134,2067,804,1653,705,761,710,981,300,369,1214,858,1821,1737,1020,503,638,812,4282,228,3.476,2.826,2.698,2.648,2.316,2.299,2.035,2.854,2.059,2.857,2.512,1.927,2.832,3.059,2.631,2.403,2.497,3.434,2.33,1.873,2.709,2.595,2.119,2.816,2.685,2.668,2.284,1.961,2.45,2.417,2.833,2.552,2.574,2.817,2.849,2.142,2.395,2.972,2.068,2.498,2.373,1.94,3.138,1.778,1.994,2.116,2.592,2.845,2.371,2.56,1.892,2.315,2.133,2.28,2.301,2.145,2.307,2.182,1.967,2.031,2.176,2.84,1.957,3.283,1.994,2.356,2.125,2.289,2.464,2.132,2.276,2.63,2.283,2.497,0.917,0.659,0.706,0.502,0.737,0.542,0.627,0.674,0.592,0.447,0.614,0.447,0.4,0.544,0.525,0.614,0.737,0.814,0.619,0.51,0.824,0.607,0.642,0.758,0.663,0.569,0.644,0.584,0.673,0.518,0.782,1.081,0.411,0.747,0.537,0.471,0.819,0.707,0.377,0.3,0.459,0.587,0.877,0.549,0.609,0.443,0.466,0.743,0.529,0.853,0.43,0.532,0.49,0.461,0.349,0.477,0.479,0.539,0.393,0.416,0.488,0.785,0.45,0.721,0.499,0.784,0.437,0.473,0.458,0.722,0.593,0.535,0.459,0.457 -221,Epileptic,M,32.0,1.4,2.6,2.0,1.9,1.9,1.6,2.5,1.9,2.1,1.2,0.4,3.5,1.9,0.7,1.5,8.3,11.4,1.6,2.7,5.1,2.2,3.6,2.1,4.8,5.1,5.1,6.0,3.9,3.9,4.0,2.0,0.8,0.7,2.9,0.8,1.3,3.3,3.7,0.2,0.3,1.3,3.2,3.8,2.3,3.9,1.0,0.8,1.3,1.8,1.0,0.7,2.4,1.7,2.6,0.3,2.8,1.2,2.0,1.0,1.5,0.5,2.1,0.8,0.8,1.5,1.4,3.1,1.7,1.2,1.2,1.9,2.0,4.4,0.4,12,27,15,17,16,18,17,20,17,11,4.0,34,20,9,19,84,103,10,30,51,17,47,23,55,45,56,55,35,33,45,23,6,5,29,3,11,39,51,1,2,8,29,35,18,20,7,4,7,8,7,5,18,13,18,2,21,9,15,6,9,3,17,8,6,12,19,26,9,6,16,12,14,31,3,0.049,0.025,0.033,0.03,0.037,0.029,0.04,0.032,0.055,0.051,0.038,0.042,0.039,0.044,0.031,0.043,0.036,0.054,0.038,0.044,0.04,0.033,0.03,0.052,0.041,0.033,0.046,0.04,0.037,0.032,0.056,0.049,0.03,0.038,0.021,0.022,0.037,0.038,0.017,0.02,0.024,0.037,0.061,0.024,0.027,0.016,0.028,0.02,0.021,0.022,0.031,0.023,0.025,0.021,0.009,0.017,0.02,0.021,0.02,0.023,0.021,0.03,0.033,0.024,0.021,0.028,0.021,0.018,0.02,0.029,0.027,0.026,0.02,0.018,2125,5556,3176,3028,2282,3943,2842,3685,1891,1863,826.0,3546,3754,1352,3586,12916,21402,2888,4991,5834,4502,6748,3776,6810,6752,9483,7236,4612,7593,7961,2414,1021,1278,6778,1954,2724,7103,9228,228,477,1642,3465,5899,2933,3772,1921,927,2315,2515,1790,559,3973,2055,4628,869,4681,1858,3540,1486,1848,725,3039,870,933,2183,1511,4879,3143,1879,1704,2520,2485,7812,557,0.146,0.12,0.13,0.126,0.135,0.13,0.118,0.128,0.165,0.159,0.144,0.162,0.131,0.143,0.13,0.147,0.137,0.157,0.139,0.159,0.128,0.139,0.144,0.154,0.139,0.137,0.137,0.116,0.115,0.133,0.165,0.114,0.11,0.132,0.092,0.107,0.142,0.151,0.105,0.115,0.117,0.137,0.172,0.11,0.112,0.095,0.116,0.094,0.102,0.106,0.141,0.108,0.12,0.104,0.082,0.101,0.112,0.107,0.102,0.116,0.114,0.133,0.147,0.125,0.113,0.125,0.108,0.096,0.096,0.128,0.125,0.127,0.101,0.099,560,1785,1132,1110,976,1009,1097,1262,666,501,212.0,1538,1066,367,957,3565,5831,568,1264,2421,1107,1999,1240,1933,1999,2843,2340,1619,1906,2410,764,391,429,1449,567,965,1793,2000,112,227,822,1515,1377,1751,2254,911,413,981,1193,770,318,1776,1074,2079,441,2472,847,1589,834,940,369,1151,396,543,1138,884,2448,1345,910,756,1081,1177,3477,326,3.352,2.801,2.745,2.632,2.013,2.749,2.21,2.611,2.319,2.993,3.041,1.993,2.652,2.628,2.738,2.675,2.829,3.711,2.984,2.107,2.986,2.586,2.434,2.62,2.564,2.662,2.373,2.218,2.944,2.591,2.421,2.637,2.355,3.146,2.999,2.598,2.907,3.242,2.219,2.28,2.463,1.972,3.057,1.849,1.925,2.22,2.677,3.022,2.668,2.512,2.154,2.287,1.976,2.387,2.345,2.085,2.529,2.478,1.992,2.064,2.261,2.55,2.268,1.998,2.124,2.007,2.151,2.656,2.343,2.299,2.532,2.399,2.462,2.117,0.86,0.7,0.46,0.503,0.621,0.855,0.591,0.463,0.685,0.703,0.856,0.466,0.533,0.503,0.653,0.678,0.661,0.739,0.636,0.701,0.853,0.653,0.647,0.816,0.724,0.609,0.645,0.712,0.66,0.586,0.726,0.925,0.439,0.656,0.741,0.45,0.684,0.638,0.37,0.488,0.503,0.623,0.801,0.683,0.534,0.442,0.462,0.809,0.404,0.631,0.337,0.456,0.445,0.462,0.368,0.402,0.445,0.566,0.367,0.397,0.335,0.663,0.707,0.571,0.557,0.719,0.411,0.421,0.385,0.603,0.521,0.53,0.455,0.317 -222,Epileptic,F,37.0,1.0,2.2,0.5,0.9,1.5,1.5,1.0,1.4,1.1,0.6,0.2,2.5,1.4,0.5,1.1,5.5,8.2,0.6,2.7,4.9,2.7,2.3,1.6,3.1,3.0,3.2,3.0,1.7,2.0,3.8,0.9,1.7,0.5,1.9,0.2,0.7,2.4,2.1,0.2,0.1,0.9,1.9,1.8,2.3,2.2,0.6,0.4,0.8,1.0,0.6,0.7,1.9,1.3,1.9,0.4,2.6,0.4,1.9,0.7,0.9,0.2,1.1,0.1,0.5,1.7,1.0,2.2,1.5,1.1,0.4,1.3,0.8,3.5,0.2,6,22,6,6,13,13,10,12,12,5,2.0,22,15,6,14,63,77,5,21,37,14,27,15,33,38,29,39,15,23,40,13,10,5,17,1,7,22,29,1,1,4,17,16,16,14,4,2,5,5,5,4,17,11,11,3,21,3,12,4,6,3,10,1,3,13,10,16,11,8,4,8,7,30,2,0.043,0.026,0.012,0.018,0.034,0.028,0.018,0.026,0.052,0.023,0.03,0.033,0.027,0.036,0.026,0.033,0.029,0.021,0.034,0.037,0.031,0.032,0.028,0.039,0.028,0.026,0.028,0.024,0.018,0.032,0.032,0.054,0.029,0.024,0.018,0.022,0.032,0.029,0.017,0.011,0.02,0.031,0.034,0.022,0.018,0.012,0.021,0.014,0.016,0.011,0.039,0.019,0.025,0.019,0.016,0.017,0.028,0.021,0.02,0.018,0.02,0.025,0.016,0.029,0.032,0.027,0.023,0.022,0.018,0.013,0.023,0.018,0.017,0.015,1214,4056,1804,2261,1689,2424,2509,2630,1245,1484,464.0,2398,3060,1003,2775,9721,16991,1973,4491,4629,3989,4023,1553,4699,5573,6039,5611,2948,5669,6201,1593,1212,960,5253,1118,1751,5054,5391,382,372,1485,2178,4309,2857,3261,1510,721,2188,1918,1424,604,3386,1742,3582,653,4791,823,3213,929,1410,718,1852,346,546,1860,1056,2851,2344,1922,688,1971,1394,7904,488,0.146,0.121,0.089,0.096,0.14,0.133,0.096,0.124,0.179,0.114,0.099,0.129,0.121,0.144,0.126,0.137,0.13,0.109,0.129,0.134,0.108,0.136,0.129,0.133,0.132,0.127,0.132,0.101,0.095,0.133,0.126,0.147,0.135,0.116,0.08,0.101,0.128,0.12,0.095,0.089,0.103,0.142,0.133,0.109,0.098,0.082,0.115,0.08,0.096,0.087,0.142,0.108,0.122,0.099,0.098,0.105,0.099,0.11,0.109,0.103,0.119,0.118,0.092,0.116,0.135,0.131,0.118,0.111,0.105,0.11,0.117,0.116,0.098,0.097,339,1434,658,777,698,885,812,865,390,349,134.0,1101,831,250,731,2823,4880,417,1242,2001,1124,1240,804,1231,1783,1894,1973,1065,1553,2027,468,500,320,1198,256,610,1224,1332,222,196,702,986,921,1642,2015,770,302,923,928,691,288,1563,898,1562,398,2378,370,1440,516,762,287,726,188,293,902,533,1497,1130,1009,409,894,605,3401,233,3.225,2.641,2.464,2.742,2.168,2.474,2.477,2.703,2.474,3.337,2.707,1.906,2.743,2.739,2.756,2.61,2.766,3.567,2.812,2.063,2.802,2.479,1.798,2.783,2.463,2.687,2.258,2.186,2.729,2.515,2.475,2.497,2.418,3.045,3.804,2.441,3.083,2.906,1.996,2.342,2.833,1.931,3.405,2.035,1.826,2.157,2.965,2.74,2.526,2.386,2.21,2.135,1.995,2.472,2.002,2.27,2.422,2.54,2.111,2.103,2.453,2.47,1.898,1.886,2.152,2.361,2.075,2.345,2.229,1.918,2.555,2.578,2.477,2.446,0.749,0.537,0.579,0.626,0.489,0.397,0.48,0.433,0.524,0.406,0.923,0.449,0.412,0.452,0.463,0.511,0.581,0.795,0.539,0.686,0.955,0.456,0.386,0.66,0.445,0.491,0.478,0.517,0.449,0.508,0.545,0.942,0.45,0.688,0.543,0.534,0.629,0.603,0.31,0.392,0.663,0.407,0.676,0.63,0.492,0.483,0.547,0.721,0.485,0.429,0.404,0.421,0.478,0.43,0.325,0.614,0.417,0.562,0.383,0.393,0.381,0.67,0.359,0.84,0.591,0.748,0.521,0.414,0.423,0.322,0.49,0.496,0.502,0.303 -223,Epileptic,M,32.0,1.1,2.5,1.2,0.8,1.7,2.3,1.6,1.8,1.5,0.5,0.3,2.9,1.3,0.8,1.1,6.6,9.8,1.0,1.9,4.4,0.8,1.8,2.1,3.4,3.8,2.9,3.5,2.3,2.6,4.5,2.2,0.5,0.4,2.6,0.5,0.8,3.7,3.3,0.2,0.3,1.0,3.2,2.2,2.8,2.7,0.6,0.6,0.8,1.0,0.9,1.0,1.6,1.4,3.1,0.4,2.5,0.6,2.0,1.1,0.9,0.3,2.0,0.4,0.6,1.9,0.5,2.1,1.4,1.2,0.4,1.3,1.5,4.1,0.3,9,22,12,6,17,21,14,18,8,5,3.0,25,11,8,11,61,72,8,28,34,6,19,17,31,42,34,37,20,20,36,21,4,4,28,3,6,36,35,2,1,4,26,20,20,15,4,2,4,5,6,6,10,10,17,2,18,3,17,6,7,2,14,2,4,12,7,18,8,8,4,8,10,33,2,0.044,0.023,0.017,0.017,0.037,0.032,0.028,0.032,0.046,0.026,0.029,0.038,0.026,0.04,0.029,0.036,0.038,0.038,0.029,0.037,0.015,0.029,0.036,0.037,0.035,0.029,0.026,0.026,0.026,0.035,0.046,0.023,0.026,0.031,0.018,0.017,0.036,0.03,0.017,0.022,0.02,0.037,0.036,0.025,0.022,0.013,0.022,0.012,0.015,0.027,0.035,0.023,0.025,0.025,0.018,0.019,0.013,0.022,0.025,0.019,0.013,0.027,0.024,0.022,0.024,0.027,0.02,0.019,0.02,0.012,0.024,0.022,0.018,0.019,1514,5510,2657,1952,2527,3833,2292,3238,1650,1178,659.0,2707,3172,1227,2441,10998,16355,2322,4333,4428,3128,3489,2614,6640,6464,6437,5960,3262,5124,6343,2429,1013,899,6521,2070,2128,6359,7707,374,443,1458,2816,5458,2568,2821,1291,993,2394,2262,1284,685,2529,2306,4508,573,3408,1445,3147,1045,1268,688,3177,597,874,2259,846,3082,2619,1609,1169,1694,2128,9411,375,0.144,0.117,0.104,0.093,0.145,0.139,0.113,0.141,0.133,0.133,0.109,0.147,0.116,0.145,0.127,0.139,0.137,0.123,0.125,0.141,0.073,0.128,0.135,0.132,0.146,0.137,0.114,0.112,0.102,0.143,0.14,0.078,0.125,0.135,0.087,0.094,0.128,0.126,0.118,0.103,0.104,0.138,0.133,0.12,0.106,0.089,0.102,0.079,0.085,0.12,0.143,0.105,0.115,0.109,0.111,0.101,0.09,0.108,0.116,0.103,0.087,0.128,0.111,0.119,0.111,0.102,0.108,0.1,0.105,0.093,0.121,0.111,0.095,0.117,430,1749,1074,721,879,1327,977,1037,489,322,199.0,1327,860,348,664,3149,4626,467,1224,2078,797,1142,1025,1734,1869,1835,2210,1331,1671,2154,702,405,283,1464,495,723,1794,1888,188,216,686,1402,1160,1611,1847,654,403,942,1003,544,454,1157,969,1994,284,1978,662,1625,667,759,362,1127,271,435,1204,358,1661,1176,882,515,786,1052,3892,188,3.191,2.986,2.324,2.762,2.639,2.474,2.053,2.96,2.741,3.074,2.846,1.893,2.84,2.866,2.77,2.747,2.97,3.617,2.872,1.894,2.823,2.374,2.259,2.967,2.65,2.884,2.227,2.057,2.424,2.455,2.598,2.392,2.566,3.155,3.814,2.637,2.722,3.059,2.348,2.508,2.582,1.863,3.267,1.913,1.75,2.19,3.355,3.177,2.803,2.999,1.957,2.285,2.362,2.394,2.351,1.995,2.686,2.28,1.942,1.914,2.137,2.84,2.5,2.43,2.157,2.434,2.097,2.562,2.089,2.524,2.293,2.441,2.534,2.375,1.144,0.621,0.67,0.632,0.607,0.619,0.506,0.539,0.551,0.326,0.817,0.481,0.432,0.522,0.465,0.521,0.573,0.862,0.552,0.563,0.835,0.511,0.466,0.619,0.535,0.561,0.486,0.533,0.625,0.694,0.696,1.128,0.495,0.653,0.55,0.489,0.694,0.597,0.452,0.372,0.515,0.554,0.646,0.667,0.44,0.49,0.368,0.784,0.42,0.67,0.388,0.538,0.498,0.508,0.489,0.517,0.46,0.593,0.356,0.377,0.307,0.717,0.44,0.736,0.644,0.615,0.509,0.415,0.406,0.532,0.576,0.507,0.593,0.504 -224,Epileptic,F,37.0,2.7,1.6,1.0,1.2,1.7,1.9,1.6,1.6,1.2,0.9,0.3,2.3,1.4,0.4,0.9,5.3,7.6,1.3,1.3,2.6,1.1,3.1,2.1,2.7,3.1,2.5,3.0,2.8,2.8,3.1,1.2,1.9,0.4,1.5,1.6,0.4,1.9,2.7,0.1,0.1,1.0,3.1,1.2,1.5,3.0,0.6,0.5,0.8,1.1,0.6,0.4,1.4,2.2,2.6,0.2,2.4,0.5,1.1,0.7,0.7,0.6,1.0,0.2,0.6,1.6,0.9,2.9,1.3,0.9,0.4,1.2,0.7,3.8,0.3,18,14,10,10,17,27,14,15,14,10,5.0,24,14,7,9,59,82,16,20,25,12,37,21,37,38,32,37,32,26,37,18,14,4,29,21,2,25,36,1,1,5,32,15,11,15,5,2,6,6,7,3,9,17,16,1,35,4,9,5,6,3,9,1,6,12,16,20,7,6,4,7,6,26,2,0.078,0.023,0.02,0.023,0.029,0.036,0.031,0.03,0.03,0.035,0.035,0.037,0.031,0.038,0.025,0.036,0.03,0.049,0.03,0.032,0.028,0.038,0.038,0.044,0.031,0.027,0.031,0.032,0.032,0.033,0.039,0.076,0.035,0.027,0.043,0.013,0.032,0.038,0.016,0.013,0.022,0.038,0.048,0.022,0.021,0.017,0.022,0.013,0.016,0.032,0.018,0.019,0.035,0.022,0.021,0.019,0.017,0.016,0.018,0.013,0.018,0.027,0.028,0.03,0.02,0.016,0.021,0.021,0.019,0.02,0.024,0.021,0.019,0.012,1879,3652,2076,2216,2378,3025,2705,2999,2527,1946,580.0,2572,3113,968,2709,10288,17476,2525,3310,4025,3268,4893,2192,5987,7760,6555,7037,4818,7019,6453,2135,886,794,5240,1403,1298,5045,5733,345,405,1434,2028,1714,2277,3776,1333,819,2188,2096,1577,514,2357,2399,4344,250,4520,1124,2742,985,1519,1048,1894,293,863,2478,1268,4796,2096,1991,868,1917,1693,7826,579,0.188,0.116,0.114,0.116,0.132,0.146,0.124,0.127,0.133,0.144,0.142,0.151,0.134,0.156,0.114,0.14,0.128,0.161,0.128,0.124,0.098,0.132,0.121,0.159,0.13,0.123,0.131,0.116,0.119,0.142,0.143,0.146,0.118,0.118,0.14,0.075,0.145,0.14,0.104,0.084,0.111,0.14,0.146,0.115,0.102,0.09,0.106,0.082,0.087,0.13,0.108,0.097,0.139,0.103,0.126,0.106,0.095,0.101,0.105,0.091,0.101,0.123,0.114,0.122,0.109,0.109,0.104,0.102,0.091,0.123,0.114,0.113,0.102,0.09,633,1240,745,804,878,999,871,941,708,485,218.0,1066,831,248,668,2760,4751,572,937,1349,710,1352,925,1436,1789,1697,1779,1578,1646,1832,640,421,229,1195,579,463,1125,1397,176,180,695,1273,509,1176,2107,605,299,916,1046,380,313,1126,1056,1905,98,2121,527,1132,586,810,517,681,153,438,1260,897,2143,932,829,398,851,585,3124,251,2.641,2.706,2.614,2.593,2.222,2.438,2.433,2.628,2.574,2.962,2.284,2.075,2.804,2.791,2.866,2.731,2.866,3.213,2.773,2.34,3.102,2.629,2.003,2.947,2.997,2.931,2.748,2.341,3.087,2.706,2.478,2.287,2.683,2.968,2.188,2.638,3.163,2.968,1.953,2.279,2.521,1.557,2.82,2.056,2.056,2.217,3.023,2.775,2.459,2.821,1.889,2.258,2.122,2.368,2.418,2.299,2.31,2.486,1.862,2.002,2.452,2.44,2.174,2.165,2.163,1.739,2.394,2.421,2.727,2.428,2.515,2.805,2.656,2.605,0.922,0.571,0.516,0.557,0.657,0.545,0.715,0.531,0.76,0.777,0.835,0.506,0.413,0.515,0.504,0.623,0.607,1.096,0.633,0.662,1.008,0.652,0.558,0.722,0.72,0.619,0.735,0.66,0.593,0.547,0.577,0.73,0.487,0.602,0.691,0.445,0.769,0.76,0.419,0.298,0.453,0.427,0.999,0.637,0.563,0.458,0.716,0.794,0.442,0.821,0.487,0.382,0.516,0.508,0.635,0.496,0.442,0.553,0.363,0.386,0.338,0.689,0.451,0.66,0.462,0.481,0.479,0.409,0.495,0.685,0.493,0.58,0.51,0.481 -225,Epileptic,M,22.0,0.8,3.0,0.9,1.2,1.8,2.5,2.0,1.4,2.6,0.7,0.2,2.3,1.2,0.5,1.4,4.7,9.2,0.9,2.3,5.3,6.3,3.2,2.1,5.2,5.9,4.2,3.6,3.7,3.3,3.8,2.8,1.1,0.8,3.2,0.9,0.9,7.7,6.7,0.1,0.3,1.1,4.4,3.9,2.6,2.7,0.7,0.3,1.0,1.2,1.7,0.7,2.2,1.5,2.4,0.5,2.8,1.3,2.4,1.3,1.3,1.1,1.8,0.3,0.9,1.9,1.6,2.4,1.2,1.1,1.0,1.4,2.1,6.7,0.3,8,26,8,11,16,20,16,14,16,8,4.0,30,13,7,18,59,88,11,28,53,50,46,24,50,64,38,39,35,26,39,29,12,9,34,7,7,66,57,1,1,6,34,31,20,16,5,2,6,6,10,5,19,15,17,3,24,8,16,15,11,9,14,2,8,17,18,27,9,7,6,10,13,55,3,0.039,0.03,0.021,0.023,0.033,0.038,0.029,0.026,0.067,0.038,0.037,0.04,0.026,0.036,0.034,0.034,0.039,0.041,0.033,0.038,0.06,0.036,0.035,0.048,0.046,0.037,0.03,0.039,0.032,0.034,0.053,0.053,0.032,0.034,0.032,0.021,0.053,0.044,0.011,0.016,0.02,0.043,0.047,0.024,0.021,0.015,0.016,0.017,0.017,0.021,0.023,0.023,0.023,0.022,0.02,0.019,0.026,0.028,0.021,0.023,0.025,0.026,0.023,0.022,0.023,0.026,0.017,0.016,0.018,0.03,0.029,0.024,0.02,0.018,1548,6044,2391,2618,1946,3226,3585,3687,1181,1421,664.0,2294,3682,1188,3082,10738,18524,2335,4761,6296,4475,5311,2091,6124,6385,6221,6374,4505,7020,6581,2199,1420,1541,7158,2511,1916,5596,9549,309,509,1533,2208,5108,2843,3669,1496,758,2549,2380,2237,712,3510,2277,4181,676,4323,1890,3310,1555,1592,1163,3153,406,1165,2557,1508,4549,2546,2072,1285,1760,2940,12295,531,0.122,0.134,0.104,0.112,0.119,0.142,0.12,0.116,0.194,0.149,0.127,0.165,0.117,0.146,0.14,0.134,0.143,0.134,0.125,0.155,0.159,0.141,0.129,0.144,0.153,0.134,0.126,0.115,0.121,0.146,0.152,0.128,0.13,0.129,0.094,0.098,0.155,0.141,0.095,0.093,0.105,0.15,0.139,0.122,0.101,0.093,0.095,0.083,0.089,0.102,0.12,0.118,0.123,0.105,0.108,0.109,0.106,0.115,0.127,0.125,0.125,0.119,0.133,0.119,0.12,0.117,0.1,0.097,0.101,0.133,0.137,0.11,0.103,0.115,434,1723,765,869,903,1193,1196,996,549,357,182.0,1202,884,336,828,2890,4564,486,1330,2550,1686,1649,999,1930,2358,2010,2213,1817,1775,1997,918,519,495,1659,546,669,2398,2613,155,247,785,1453,1291,1723,2101,721,313,1000,1047,1132,448,1612,1042,1816,386,2222,907,1495,962,910,662,1177,194,680,1344,923,2296,1120,927,495,754,1402,5353,300,3.392,3.207,2.947,2.884,2.017,2.316,2.458,2.986,1.931,3.063,2.943,1.711,3.078,2.753,2.882,2.734,3.037,3.598,2.799,2.111,2.383,2.494,1.877,2.427,2.288,2.551,2.318,2.086,2.936,2.519,1.869,2.82,2.472,3.025,3.764,2.439,2.04,2.833,2.319,2.648,2.52,1.487,2.867,1.841,2.008,2.306,3.158,3.043,2.815,2.512,1.901,2.315,2.247,2.426,2.169,2.083,2.345,2.421,1.757,1.94,2.035,2.632,2.158,2.138,1.982,1.889,2.113,2.642,2.435,2.891,2.471,2.431,2.434,2.015,0.656,0.825,0.572,0.63,0.552,0.677,0.603,0.544,0.721,0.591,0.689,0.489,0.557,0.466,0.519,0.625,0.694,0.859,0.654,0.68,0.859,0.65,0.446,0.934,0.615,0.636,0.611,0.536,0.555,0.584,0.831,1.022,0.563,0.654,0.705,0.502,0.826,0.805,0.341,0.348,0.468,0.442,0.994,0.676,0.692,0.395,0.444,0.634,0.412,0.534,0.452,0.47,0.481,0.412,0.372,0.397,0.488,0.544,0.481,0.362,0.438,0.597,0.422,0.59,0.521,0.68,0.452,0.421,0.457,0.687,0.453,0.468,0.439,0.368 -226,Epileptic,F,17.5,0.5,1.9,0.6,1.0,1.2,1.6,1.5,1.5,1.0,0.7,0.4,2.6,1.2,0.7,1.2,5.2,7.2,0.8,2.5,4.9,1.1,2.8,1.5,3.2,3.8,3.2,5.0,2.9,2.8,3.8,1.6,2.0,0.6,2.2,0.4,0.5,2.3,2.3,0.2,0.3,0.8,3.0,2.3,2.7,3.3,0.8,0.6,0.7,1.2,1.1,0.9,1.6,0.8,3.3,0.2,2.5,0.8,1.9,0.7,1.0,0.6,1.2,0.3,0.6,1.3,0.8,2.9,1.4,1.5,0.4,1.2,1.5,3.6,0.3,3,14,5,6,12,15,13,12,12,7,4.0,23,16,8,12,49,72,6,24,38,9,28,13,29,46,35,54,32,22,45,14,16,4,21,2,3,28,29,1,2,5,27,20,24,19,5,2,5,6,8,5,12,6,27,1,19,8,14,6,10,3,10,3,4,10,10,21,11,12,4,7,11,27,1,0.025,0.024,0.014,0.018,0.03,0.029,0.022,0.028,0.039,0.042,0.034,0.037,0.031,0.033,0.035,0.033,0.028,0.03,0.035,0.041,0.022,0.037,0.031,0.039,0.036,0.032,0.034,0.029,0.024,0.034,0.055,0.071,0.032,0.028,0.013,0.014,0.029,0.032,0.018,0.018,0.019,0.041,0.044,0.029,0.025,0.012,0.025,0.013,0.016,0.023,0.049,0.015,0.019,0.023,0.022,0.016,0.023,0.02,0.023,0.022,0.021,0.022,0.022,0.034,0.019,0.025,0.023,0.023,0.02,0.018,0.032,0.026,0.018,0.019,1588,4324,1834,2243,1737,2679,2632,3114,1686,1442,509.0,2860,3705,1538,2509,10560,17521,2287,3827,3740,3087,4550,1778,6572,6688,6838,7122,4351,5713,6225,1778,1132,907,5525,1799,1819,6181,7232,338,538,1366,2789,4455,2267,3350,1764,892,2252,2674,1703,398,3472,1644,6818,322,4473,1360,3049,1128,1651,807,2610,581,954,2411,903,3784,2043,2627,965,1468,2389,8401,431,0.097,0.106,0.09,0.095,0.121,0.138,0.102,0.122,0.138,0.151,0.135,0.145,0.138,0.142,0.137,0.132,0.122,0.1,0.127,0.143,0.091,0.147,0.139,0.142,0.14,0.133,0.136,0.121,0.103,0.14,0.149,0.178,0.12,0.123,0.06,0.078,0.122,0.123,0.117,0.101,0.099,0.155,0.124,0.118,0.11,0.087,0.109,0.076,0.088,0.115,0.172,0.092,0.097,0.111,0.117,0.099,0.124,0.104,0.117,0.108,0.117,0.119,0.12,0.135,0.103,0.116,0.116,0.102,0.109,0.121,0.138,0.118,0.091,0.114,351,1213,637,821,665,926,1000,920,498,337,165.0,1085,778,380,581,2576,4342,434,1226,1821,828,1234,733,1422,1858,1705,2433,1551,1656,1933,449,441,274,1189,517,522,1412,1370,139,240,642,1178,906,1446,2137,872,369,883,1045,726,274,1573,753,2372,150,2225,536,1544,613,850,370,822,256,298,1071,511,1880,916,1214,326,552,999,3196,181,3.806,3.4,2.566,2.725,2.156,2.581,2.308,3.109,2.463,3.486,2.908,2.169,3.43,3.007,3.036,2.944,3.183,4.003,2.723,1.842,2.987,2.684,2.117,3.234,2.677,2.977,2.377,2.266,2.649,2.528,2.859,2.61,2.804,3.248,3.155,2.93,3.116,3.554,2.565,2.625,2.751,2.165,3.552,1.74,1.801,2.161,3.332,3.223,3.07,2.616,1.75,2.243,2.338,2.746,2.676,2.179,2.827,2.36,2.24,2.139,2.975,2.969,2.386,3.566,2.484,2.243,2.244,2.52,2.436,2.942,2.877,2.954,2.792,2.781,0.957,0.757,0.614,0.523,0.731,0.693,0.551,0.785,0.619,0.65,0.797,0.55,0.569,0.438,0.57,0.724,0.632,0.868,0.73,0.535,0.769,0.6,0.394,0.643,0.597,0.626,0.52,0.548,0.449,0.628,0.832,1.154,0.497,0.581,0.489,0.864,0.723,0.677,0.331,0.698,0.738,0.562,0.7,0.62,0.551,0.525,0.548,0.955,0.567,0.517,0.355,0.638,0.657,0.635,0.358,0.58,0.56,0.523,0.387,0.513,0.51,0.914,0.476,0.965,0.632,0.698,0.504,0.464,0.412,0.897,0.663,0.573,0.687,0.492 -227,Epileptic,F,42.0,0.6,2.5,1.1,1.1,1.5,1.3,1.7,1.9,1.6,0.6,0.2,3.3,1.2,0.8,1.1,6.2,9.0,0.7,2.3,5.8,0.8,2.7,1.6,2.4,2.4,3.3,3.3,2.6,3.3,2.8,1.5,0.9,0.5,3.1,0.3,0.3,3.5,3.0,0.1,0.2,0.9,2.5,1.9,3.5,2.7,0.8,0.4,0.7,1.0,1.1,0.7,2.0,1.0,2.0,0.4,1.8,1.1,2.0,0.6,1.4,0.6,0.8,0.2,0.3,1.8,2.1,3.1,1.2,1.3,0.5,1.1,1.4,2.3,0.3,3,20,13,12,17,15,17,16,16,9,2.0,29,13,9,11,69,82,5,30,48,8,27,17,25,28,29,37,27,26,32,14,5,6,35,1,2,38,27,2,1,5,26,20,24,20,6,2,5,5,6,5,16,6,16,3,16,7,22,5,13,4,6,1,3,16,19,26,8,10,5,10,11,17,2,0.032,0.026,0.015,0.021,0.043,0.023,0.024,0.034,0.051,0.031,0.022,0.037,0.025,0.057,0.026,0.04,0.031,0.029,0.031,0.042,0.018,0.038,0.029,0.033,0.037,0.031,0.029,0.029,0.029,0.029,0.047,0.032,0.031,0.047,0.016,0.01,0.032,0.033,0.011,0.018,0.02,0.031,0.039,0.03,0.024,0.019,0.021,0.014,0.015,0.031,0.031,0.027,0.022,0.02,0.033,0.018,0.028,0.021,0.02,0.023,0.025,0.02,0.018,0.021,0.024,0.038,0.021,0.02,0.023,0.027,0.029,0.025,0.014,0.018,1422,4159,2150,2294,1670,2487,2798,3131,2091,1266,562.0,3024,2735,810,2520,8496,14923,1939,3459,5844,2063,3620,2381,4393,3699,5740,4866,3721,5125,5000,1989,1004,1059,4689,1323,1508,5520,6048,385,419,1633,2556,3817,3440,3043,1398,729,2083,2304,1201,613,2939,1435,3650,356,2995,1326,3034,1011,1863,775,1821,310,744,2442,1290,4485,1843,1850,1111,1338,1734,6295,470,0.115,0.122,0.113,0.114,0.152,0.122,0.115,0.142,0.162,0.154,0.123,0.153,0.122,0.136,0.122,0.143,0.136,0.111,0.133,0.155,0.079,0.154,0.14,0.129,0.149,0.132,0.137,0.131,0.12,0.137,0.151,0.098,0.126,0.158,0.083,0.069,0.129,0.127,0.084,0.089,0.102,0.147,0.139,0.125,0.118,0.11,0.111,0.086,0.087,0.129,0.147,0.12,0.111,0.107,0.159,0.108,0.131,0.11,0.121,0.128,0.12,0.108,0.115,0.127,0.12,0.154,0.116,0.107,0.119,0.132,0.142,0.13,0.087,0.115,341,1385,1009,929,641,927,1050,944,539,398,176.0,1399,840,252,710,2496,4644,388,1138,2247,658,1178,909,1192,1184,1697,1813,1469,1677,1642,499,437,291,1094,313,568,1729,1496,232,199,710,1239,862,2042,1977,687,323,809,1004,549,370,1333,684,1745,169,1606,583,1567,526,988,382,686,170,294,1228,815,2235,923,925,323,623,895,2640,228,3.763,2.671,2.089,2.575,2.362,2.441,2.322,2.806,2.706,2.807,2.753,1.948,2.602,2.363,2.651,2.566,2.642,3.903,2.528,2.301,2.449,2.419,2.248,2.682,2.471,2.792,2.206,2.069,2.528,2.447,2.978,2.277,2.791,2.812,3.116,2.548,2.565,2.924,1.97,2.596,2.911,1.937,3.273,1.944,1.782,2.307,2.851,3.026,2.735,2.692,2.135,2.208,2.199,2.214,2.437,2.172,2.502,2.214,2.181,2.228,2.644,2.713,1.973,2.849,2.241,2.142,2.235,2.313,2.337,3.328,2.351,2.44,2.548,2.737,1.081,0.656,0.711,0.489,0.555,0.503,0.51,0.72,0.654,0.445,0.896,0.479,0.422,0.5,0.479,0.552,0.498,0.714,0.602,0.683,0.59,0.407,0.353,0.592,0.475,0.687,0.43,0.449,0.518,0.464,0.786,0.992,0.356,0.627,0.751,0.426,0.612,0.58,0.378,0.308,0.831,0.442,0.712,0.566,0.525,0.453,0.484,0.701,0.756,0.609,0.335,0.517,0.604,0.524,0.379,0.4,0.471,0.471,0.364,0.318,0.56,0.606,0.265,0.909,0.587,0.688,0.437,0.41,0.405,0.918,0.43,0.559,0.585,0.287 -228,Epileptic,M,47.0,1.0,2.9,1.3,1.8,2.0,2.0,2.3,1.6,2.4,0.5,0.5,3.1,1.8,0.7,1.6,6.8,8.6,1.1,2.6,6.0,1.0,3.3,2.2,6.5,2.8,3.3,3.4,2.3,3.2,3.7,2.1,1.2,0.8,2.9,0.5,0.7,4.2,3.5,0.2,0.3,1.2,3.2,2.2,2.7,3.6,1.1,0.5,0.7,1.6,1.1,0.8,3.1,1.7,2.6,0.2,2.2,1.1,1.7,1.6,1.1,0.7,1.9,0.6,0.5,1.6,1.5,2.1,1.7,1.4,1.0,1.1,2.0,4.3,0.6,8,27,14,14,16,21,18,15,20,7,4.0,28,17,6,13,56,66,12,34,56,8,35,19,57,36,32,36,19,23,43,18,7,5,36,4,7,45,41,2,1,8,30,22,23,19,10,3,4,8,8,6,21,13,14,1,16,8,16,11,8,6,18,3,4,14,23,17,14,8,9,8,15,33,5,0.04,0.027,0.023,0.028,0.035,0.025,0.03,0.023,0.066,0.028,0.031,0.037,0.032,0.033,0.032,0.038,0.031,0.04,0.03,0.04,0.021,0.034,0.03,0.057,0.028,0.027,0.03,0.025,0.027,0.032,0.049,0.038,0.038,0.032,0.015,0.019,0.036,0.032,0.024,0.019,0.025,0.029,0.035,0.025,0.024,0.021,0.022,0.012,0.02,0.026,0.029,0.026,0.032,0.023,0.024,0.014,0.017,0.021,0.023,0.018,0.018,0.026,0.031,0.018,0.02,0.025,0.019,0.019,0.02,0.032,0.021,0.02,0.016,0.026,1469,4967,2587,2607,1994,3028,2933,3661,1707,1505,793.0,3501,3734,1294,2454,9128,17046,2435,6078,6487,3765,4938,2377,6794,5924,5986,5180,3532,6392,6340,2123,1287,755,6589,2278,1544,7651,8519,325,404,1283,2951,5594,3371,3865,1404,875,2131,2499,1742,774,3851,2265,3874,247,3561,2024,3112,1544,1525,1099,3416,483,931,2026,1523,3379,3282,1844,1085,1476,2652,9280,763,0.125,0.129,0.117,0.127,0.129,0.126,0.11,0.109,0.166,0.136,0.117,0.144,0.127,0.139,0.126,0.135,0.122,0.145,0.135,0.162,0.092,0.13,0.118,0.163,0.126,0.12,0.123,0.101,0.099,0.138,0.136,0.119,0.139,0.141,0.083,0.11,0.134,0.135,0.141,0.104,0.125,0.123,0.134,0.121,0.105,0.112,0.111,0.076,0.101,0.118,0.138,0.117,0.132,0.103,0.123,0.093,0.1,0.115,0.12,0.098,0.102,0.125,0.124,0.114,0.117,0.116,0.106,0.104,0.101,0.149,0.115,0.115,0.096,0.141,449,1704,926,1010,943,1231,1151,1140,657,403,268.0,1406,1056,312,791,2890,4691,565,1597,2499,760,1612,1132,2119,1707,1969,1908,1299,1730,2018,720,528,294,1584,610,533,2109,2019,159,228,692,1581,1234,1843,2257,826,343,893,1162,697,428,1926,945,1782,128,2088,955,1476,985,900,635,1275,286,460,1155,1045,1708,1386,992,549,823,1443,4038,336,3.202,2.751,2.72,2.443,2.072,2.117,2.176,2.676,2.235,2.747,2.513,2.04,2.767,2.907,2.502,2.509,2.88,3.459,2.829,2.164,3.155,2.424,1.899,2.592,2.611,2.516,2.213,2.15,2.837,2.409,2.247,2.674,2.316,3.037,3.218,2.567,2.727,3.031,2.545,2.038,2.525,1.727,3.376,2.041,1.952,1.826,3.008,2.958,2.669,2.917,1.872,2.201,2.405,2.361,2.068,1.895,2.365,2.306,1.779,1.814,2.0,2.65,2.01,2.298,1.99,1.78,2.048,2.528,2.156,2.24,2.14,2.276,2.477,2.473,0.672,0.538,0.405,0.585,0.507,0.54,0.598,0.437,0.574,0.689,0.718,0.552,0.422,0.462,0.513,0.588,0.629,0.767,0.652,0.665,0.841,0.627,0.47,0.739,0.662,0.546,0.537,0.607,0.574,0.59,0.806,0.893,0.454,0.59,0.707,0.448,0.771,0.583,0.506,0.451,0.631,0.475,0.742,0.559,0.578,0.367,0.513,0.746,0.479,0.595,0.54,0.406,0.604,0.455,0.469,0.42,0.464,0.548,0.401,0.371,0.414,0.608,0.42,0.812,0.481,0.67,0.451,0.46,0.465,0.48,0.45,0.49,0.443,0.41 -229,Epileptic,F,47.0,1.5,2.5,1.5,1.6,1.8,1.4,1.6,1.3,0.8,0.6,0.2,1.9,1.6,0.5,1.1,6.2,5.8,0.7,2.5,3.4,0.8,3.4,1.3,2.8,3.0,2.3,2.5,1.9,1.8,2.0,2.0,1.1,0.5,1.9,0.2,0.9,2.4,2.0,0.2,0.1,0.8,2.4,2.4,1.4,2.0,0.8,0.4,1.0,1.2,0.5,0.7,2.2,1.3,2.9,0.3,2.5,0.6,1.4,0.7,0.9,0.2,1.3,0.4,0.2,1.7,1.6,1.9,1.3,0.5,0.4,0.9,0.8,3.0,0.2,12,23,10,10,16,13,14,13,9,6,3.0,23,17,6,13,73,57,5,27,39,12,33,15,26,35,24,30,21,18,28,24,8,5,24,1,8,31,21,1,1,6,23,19,15,12,6,2,4,6,5,5,17,8,23,2,17,7,14,4,8,3,11,2,2,15,15,14,10,3,3,6,7,26,3,0.052,0.025,0.026,0.03,0.044,0.031,0.021,0.024,0.042,0.034,0.028,0.027,0.029,0.025,0.023,0.033,0.024,0.028,0.033,0.031,0.024,0.038,0.028,0.031,0.034,0.023,0.022,0.019,0.02,0.022,0.054,0.045,0.023,0.025,0.006,0.023,0.038,0.028,0.018,0.011,0.019,0.035,0.05,0.019,0.014,0.019,0.02,0.015,0.015,0.013,0.029,0.022,0.023,0.022,0.018,0.018,0.018,0.016,0.021,0.019,0.011,0.025,0.023,0.012,0.022,0.029,0.018,0.018,0.011,0.02,0.022,0.017,0.015,0.018,1661,4912,2742,2414,1853,2525,3069,2967,1138,1342,564.0,2263,3167,1293,2442,11228,13863,2215,4299,4124,3413,4864,2066,5967,5535,5148,5543,3488,4609,4749,2568,1182,834,5148,1565,1868,5323,4789,360,472,1451,2397,4536,1881,3398,1311,728,1958,2424,1532,658,3509,1909,5385,465,3927,1125,3227,884,1423,766,2368,507,802,2513,1551,3524,2594,1324,957,1207,1598,8187,324,0.154,0.12,0.119,0.122,0.15,0.138,0.111,0.12,0.15,0.137,0.117,0.136,0.135,0.134,0.121,0.146,0.124,0.115,0.149,0.14,0.101,0.156,0.141,0.138,0.147,0.121,0.111,0.096,0.097,0.122,0.151,0.136,0.14,0.124,0.049,0.106,0.14,0.126,0.088,0.082,0.103,0.151,0.151,0.112,0.085,0.107,0.116,0.073,0.091,0.093,0.14,0.109,0.113,0.112,0.118,0.104,0.117,0.101,0.122,0.107,0.087,0.119,0.117,0.102,0.123,0.128,0.098,0.102,0.085,0.111,0.119,0.108,0.09,0.126,443,1638,855,858,739,830,1048,903,356,340,181.0,1120,825,310,773,3270,4008,407,1261,1767,737,1457,797,1439,1656,1604,1836,1302,1384,1517,623,458,330,1199,493,649,1230,1185,200,227,715,1185,843,1186,2087,656,296,870,1093,563,381,1616,875,2170,244,2027,474,1373,486,791,374,847,264,303,1162,783,1723,1209,686,415,586,744,3325,183,3.463,2.761,2.939,2.747,2.355,2.607,2.393,2.872,2.428,3.032,2.652,1.748,2.856,2.929,2.42,2.629,2.704,3.812,2.871,2.06,3.379,2.556,2.262,2.965,2.698,2.655,2.38,2.137,2.542,2.454,2.985,2.607,2.147,3.026,2.861,2.518,3.126,2.93,2.066,2.287,2.631,1.863,3.562,1.846,1.826,2.408,3.169,2.68,2.645,2.87,2.107,2.245,2.342,2.542,2.375,2.198,2.294,2.491,2.033,2.011,2.174,2.608,2.169,2.397,2.4,2.276,2.2,2.421,2.204,2.546,2.329,2.467,2.621,2.223,0.68,0.723,0.819,0.441,0.471,0.405,0.538,0.53,0.486,0.43,0.552,0.476,0.417,0.437,0.498,0.579,0.571,0.771,0.605,0.646,0.843,0.511,0.53,0.615,0.501,0.624,0.465,0.502,0.485,0.458,0.849,1.023,0.407,0.611,0.914,0.487,0.734,0.602,0.391,0.56,0.6,0.533,0.71,0.623,0.511,0.596,0.36,0.752,0.57,0.709,0.345,0.513,0.554,0.56,0.318,0.458,0.378,0.648,0.358,0.385,0.311,0.678,0.405,0.988,0.487,0.828,0.449,0.471,0.387,0.547,0.468,0.538,0.479,0.358 -230,Epileptic,M,27.0,0.7,2.5,1.1,1.3,1.8,2.8,1.7,1.5,1.2,0.8,0.3,3.4,1.3,0.7,1.1,5.1,7.8,0.6,2.6,7.1,1.6,4.0,2.0,4.1,4.2,3.9,3.6,3.6,2.7,2.5,1.0,1.2,0.4,2.0,0.4,0.5,3.6,2.9,0.2,0.2,0.9,4.9,4.3,4.5,2.3,0.8,0.4,0.9,1.3,0.7,0.6,1.6,1.4,2.0,0.5,2.3,0.8,1.8,1.6,1.0,0.5,0.9,0.3,0.6,2.9,0.9,2.6,0.9,0.9,0.5,0.8,1.8,3.5,0.3,6,21,10,10,15,25,12,12,12,6,4.0,34,14,7,11,49,60,5,26,57,14,39,21,36,38,38,45,29,22,28,12,11,4,22,2,6,38,30,1,1,5,47,33,30,15,6,2,5,7,6,4,10,9,11,4,18,6,14,13,8,4,7,3,4,25,8,21,6,5,4,5,15,25,3,0.045,0.026,0.024,0.028,0.039,0.04,0.028,0.029,0.045,0.035,0.029,0.035,0.032,0.038,0.032,0.034,0.03,0.024,0.036,0.044,0.031,0.039,0.034,0.042,0.043,0.036,0.029,0.04,0.033,0.026,0.035,0.055,0.031,0.034,0.016,0.02,0.044,0.033,0.017,0.015,0.022,0.041,0.056,0.033,0.019,0.023,0.016,0.016,0.02,0.025,0.031,0.02,0.023,0.02,0.02,0.019,0.03,0.02,0.025,0.024,0.019,0.021,0.016,0.024,0.026,0.031,0.021,0.016,0.019,0.017,0.022,0.027,0.019,0.016,1084,4665,2347,2080,2222,3396,2710,2841,2106,1249,606.0,3099,2544,1222,2487,11195,16750,2264,4439,5498,3492,4255,2070,6381,4330,5951,6284,4128,5407,4846,2186,977,822,5006,1532,1505,5827,7076,245,288,1095,3352,6966,3313,3170,1150,769,1791,1883,1296,581,2741,1948,4272,691,3517,1095,2944,1483,1148,845,1976,456,1111,3647,803,3949,2108,1558,979,1008,2485,6954,618,0.111,0.123,0.113,0.116,0.135,0.156,0.111,0.129,0.173,0.142,0.095,0.153,0.129,0.135,0.124,0.136,0.124,0.103,0.152,0.169,0.111,0.132,0.144,0.149,0.12,0.138,0.116,0.123,0.113,0.127,0.136,0.13,0.115,0.134,0.073,0.103,0.164,0.144,0.116,0.103,0.105,0.15,0.182,0.14,0.099,0.115,0.092,0.088,0.104,0.119,0.13,0.102,0.11,0.094,0.13,0.103,0.136,0.108,0.123,0.116,0.113,0.109,0.126,0.114,0.122,0.121,0.109,0.092,0.103,0.106,0.119,0.133,0.099,0.108,318,1584,802,808,765,1150,934,907,542,391,205.0,1676,761,323,643,2690,4371,461,1255,2801,892,1573,1031,1648,1490,1890,2197,1485,1283,1594,603,424,238,1140,442,496,1410,1537,144,144,619,1902,1374,2194,1869,563,328,826,964,478,353,1271,936,1598,312,1857,484,1470,984,674,418,717,263,414,1828,478,1993,890,717,431,520,992,2928,259,3.25,2.972,2.843,2.665,2.453,2.418,2.398,2.734,2.929,2.562,2.476,1.728,2.622,2.762,2.785,3.07,3.14,3.466,2.716,1.765,2.99,2.208,1.895,2.918,2.329,2.582,2.296,2.245,3.118,2.44,2.734,2.434,2.723,3.132,2.836,2.513,2.901,3.352,1.954,2.258,2.282,1.608,3.175,1.826,1.917,2.324,2.567,2.752,2.456,2.7,1.989,2.258,2.389,2.653,2.42,2.1,2.624,2.332,1.727,1.85,2.549,2.831,2.131,2.816,2.06,2.049,2.166,2.676,2.555,2.402,2.251,2.62,2.484,2.535,0.925,0.621,0.553,0.558,0.73,0.731,0.696,0.518,0.606,0.458,0.608,0.557,0.541,0.51,0.614,0.633,0.587,0.844,0.665,0.551,0.83,0.696,0.548,0.748,0.706,0.688,0.674,0.643,0.633,0.583,0.71,0.711,0.431,0.733,0.622,0.65,0.843,0.715,0.46,0.465,0.506,0.533,0.849,0.695,0.622,0.558,0.659,0.641,0.529,0.599,0.409,0.461,0.492,0.549,0.745,0.416,0.54,0.517,0.393,0.412,0.371,0.789,0.31,0.616,0.532,0.589,0.491,0.465,0.427,0.733,0.469,0.716,0.521,0.575 -231,Epileptic,M,22.0,1.7,2.9,1.3,1.7,2.3,2.0,1.5,1.8,1.7,1.0,0.5,3.6,1.5,0.8,1.7,7.7,10.0,1.4,2.7,4.5,1.1,5.0,2.1,3.9,5.6,4.8,4.0,3.9,2.8,3.3,1.8,1.5,0.9,2.7,0.7,1.0,6.0,3.7,0.2,0.3,1.2,4.6,3.3,3.8,2.7,1.1,0.5,1.0,1.8,0.8,0.6,1.6,1.7,3.2,0.4,2.6,1.2,2.0,1.3,1.5,1.0,2.1,0.5,0.6,2.5,2.0,3.5,1.2,1.3,1.3,1.7,1.7,5.1,0.5,11,25,12,12,19,21,14,19,16,13,5.0,35,21,11,20,84,94,10,30,45,8,51,22,49,58,58,40,35,27,32,16,11,7,30,4,11,56,40,2,2,9,38,35,29,17,9,3,5,10,8,5,15,14,26,3,19,9,16,12,12,7,14,5,5,21,21,25,8,9,13,10,12,42,4,0.054,0.026,0.026,0.027,0.038,0.03,0.025,0.031,0.043,0.037,0.031,0.037,0.032,0.04,0.032,0.035,0.035,0.046,0.03,0.037,0.027,0.038,0.026,0.037,0.043,0.036,0.034,0.031,0.025,0.03,0.042,0.05,0.034,0.03,0.018,0.018,0.045,0.035,0.018,0.015,0.022,0.038,0.054,0.028,0.018,0.022,0.019,0.015,0.021,0.027,0.027,0.018,0.026,0.022,0.017,0.019,0.018,0.021,0.021,0.02,0.022,0.034,0.026,0.022,0.023,0.027,0.022,0.018,0.021,0.04,0.025,0.026,0.019,0.016,1656,5392,2660,3012,2785,3204,3047,3481,2305,2021,1124.0,3812,3495,1262,3174,13071,19458,2609,5636,5373,3360,5754,2663,7160,6590,7588,5529,4594,7220,5984,2479,1378,1249,5868,2133,2485,9217,7047,354,505,1695,3829,5863,4067,3761,1780,1054,2358,2972,1690,621,3095,2736,5722,494,4046,2099,3384,1973,2111,1430,2370,666,832,3569,2227,4549,2359,2120,1561,2221,2579,9744,842,0.161,0.115,0.121,0.114,0.142,0.12,0.105,0.127,0.159,0.149,0.12,0.154,0.126,0.144,0.131,0.134,0.138,0.142,0.127,0.154,0.091,0.127,0.12,0.145,0.135,0.129,0.121,0.112,0.103,0.127,0.143,0.129,0.102,0.13,0.082,0.098,0.159,0.148,0.111,0.105,0.105,0.135,0.188,0.124,0.098,0.111,0.098,0.082,0.104,0.115,0.127,0.105,0.116,0.108,0.117,0.102,0.106,0.109,0.111,0.104,0.104,0.132,0.126,0.119,0.121,0.124,0.113,0.095,0.106,0.166,0.117,0.119,0.105,0.099,536,1805,902,1038,1055,1240,1000,1167,693,576,337.0,1746,897,368,859,3855,5036,527,1509,2271,787,2069,1312,1917,2139,2407,2007,1851,1720,1898,678,557,476,1496,611,916,2276,1791,187,256,896,1951,1266,2263,2170,836,427,997,1327,588,360,1540,1186,2374,297,2078,960,1561,970,1226,686,1027,359,448,1705,1151,2342,1089,960,602,1021,1055,4173,502,3.066,2.888,2.738,2.644,2.242,2.275,2.417,2.609,2.519,2.896,2.916,1.948,2.847,2.504,2.627,2.571,2.952,3.519,2.833,2.048,2.907,2.269,1.863,2.752,2.409,2.577,2.255,2.069,3.111,2.466,2.712,2.876,2.112,2.783,3.114,2.587,3.06,2.888,2.079,2.322,2.295,1.784,3.125,2.061,1.976,2.099,2.893,3.054,2.729,3.042,2.262,2.141,2.238,2.357,2.001,2.093,2.525,2.329,2.057,1.914,2.257,2.198,2.134,2.2,2.183,2.245,2.175,2.522,2.491,2.675,2.373,2.558,2.416,2.1,0.701,0.652,0.565,0.692,0.641,0.543,0.65,0.549,0.687,0.523,0.619,0.458,0.532,0.57,0.676,0.662,0.645,0.646,0.635,0.543,0.713,0.612,0.54,0.673,0.688,0.548,0.595,0.553,0.553,0.661,0.797,0.958,0.445,0.706,0.953,0.6,0.733,0.616,0.408,0.48,0.518,0.474,0.868,0.61,0.598,0.573,0.745,0.684,0.528,0.549,0.697,0.466,0.595,0.552,0.338,0.486,0.476,0.522,0.487,0.425,0.469,0.698,0.588,0.665,0.521,0.893,0.468,0.461,0.462,0.922,0.511,0.598,0.543,0.348 -232,Epileptic,F,37.0,0.8,1.3,0.6,1.3,1.4,2.3,1.4,1.6,1.2,0.7,0.3,3.0,1.3,0.5,1.3,5.4,8.5,1.0,2.1,4.5,0.5,2.1,2.4,4.3,2.7,3.5,3.3,2.8,2.8,3.8,1.2,0.8,0.6,2.0,0.2,1.5,2.7,2.5,0.3,0.2,1.4,2.9,2.2,2.7,3.3,0.7,0.3,0.9,1.4,0.5,0.6,1.3,1.8,2.7,0.2,2.5,0.5,1.3,1.1,1.0,0.5,1.1,0.2,0.5,1.5,0.7,2.2,0.9,1.1,0.4,0.8,1.0,3.2,0.4,7,11,5,11,18,17,12,14,16,6,3.0,25,16,7,15,53,81,9,23,35,5,22,20,42,31,35,37,25,20,39,17,6,4,21,1,17,29,28,3,1,8,25,20,24,24,5,2,6,7,4,6,9,16,21,2,20,6,12,8,10,4,9,2,4,13,13,17,7,7,5,5,8,28,2,0.034,0.017,0.011,0.026,0.029,0.037,0.022,0.029,0.038,0.03,0.025,0.034,0.032,0.032,0.033,0.033,0.029,0.033,0.029,0.033,0.011,0.029,0.029,0.036,0.033,0.03,0.025,0.028,0.024,0.032,0.033,0.031,0.021,0.026,0.007,0.027,0.03,0.026,0.019,0.018,0.026,0.032,0.034,0.029,0.027,0.015,0.017,0.016,0.018,0.011,0.03,0.018,0.026,0.021,0.02,0.019,0.018,0.018,0.03,0.026,0.024,0.021,0.017,0.019,0.021,0.03,0.021,0.017,0.02,0.015,0.024,0.02,0.019,0.017,1388,3782,1875,2108,2558,2773,2494,2723,2059,1197,530.0,2628,3275,1319,2793,9994,18180,2805,3777,3743,3008,3631,2823,6227,4987,6654,6271,4090,5099,5605,2111,988,1324,5620,2025,2159,6074,6601,553,461,1764,3053,6204,2510,2933,1269,762,2233,2541,1459,481,2641,2570,5883,420,3872,1073,2345,1233,1194,664,2117,328,848,2338,919,3271,1992,1701,834,1092,1975,6790,531,0.113,0.095,0.081,0.115,0.129,0.15,0.096,0.128,0.143,0.138,0.101,0.131,0.137,0.134,0.148,0.142,0.128,0.124,0.127,0.128,0.07,0.14,0.124,0.142,0.15,0.136,0.119,0.112,0.102,0.142,0.125,0.091,0.088,0.116,0.056,0.125,0.132,0.125,0.118,0.105,0.123,0.138,0.137,0.128,0.13,0.099,0.093,0.095,0.102,0.091,0.157,0.099,0.125,0.107,0.119,0.109,0.109,0.105,0.128,0.131,0.12,0.109,0.125,0.111,0.111,0.115,0.117,0.102,0.109,0.124,0.122,0.108,0.1,0.102,424,1254,755,855,864,1066,891,888,587,340,194.0,1398,840,318,738,2841,4871,527,1212,2032,782,1120,1285,1803,1441,2011,2254,1443,1515,1912,604,494,425,1263,528,761,1487,1477,232,193,814,1339,1131,1749,2082,653,310,975,1165,652,354,1183,1084,2292,154,1998,524,1206,671,654,339,893,175,458,1251,440,1566,892,871,433,546,858,2794,283,3.16,2.697,2.378,2.634,2.443,2.435,2.418,2.855,2.534,2.984,2.457,1.751,3.004,3.111,2.802,2.685,2.978,3.745,2.641,1.65,3.051,2.46,2.021,2.694,2.708,2.777,2.286,2.355,2.673,2.397,2.528,2.133,2.46,3.18,3.457,2.644,3.026,3.16,2.631,2.933,2.953,2.01,3.629,1.772,1.649,2.114,3.374,2.89,2.666,2.476,1.787,2.402,2.254,2.592,2.666,2.195,2.247,2.287,2.167,1.985,2.588,2.436,2.112,2.037,2.059,2.267,2.347,2.57,2.297,2.418,2.472,2.705,2.637,2.326,0.674,0.702,0.615,0.447,0.711,0.53,0.567,0.595,0.67,0.438,0.807,0.498,0.545,0.465,0.426,0.543,0.635,0.789,0.619,0.516,0.968,0.448,0.483,0.627,0.477,0.581,0.513,0.599,0.696,0.531,0.683,0.656,0.55,0.61,0.845,0.448,0.711,0.608,0.46,0.443,0.476,0.634,0.791,0.68,0.518,0.552,0.553,0.648,0.534,0.68,0.39,0.474,0.58,0.608,0.6,0.383,0.436,0.554,0.347,0.449,0.413,0.687,0.534,0.813,0.542,0.591,0.563,0.408,0.464,0.539,0.413,0.588,0.489,0.439 -233,Epileptic,M,52.0,0.7,2.0,1.4,1.5,1.6,2.1,1.2,1.8,1.2,1.0,0.5,3.9,1.4,0.5,0.8,5.3,8.1,0.9,1.6,5.8,0.9,2.4,1.7,3.3,3.0,3.3,3.3,2.1,2.3,2.6,1.3,1.3,0.3,1.7,0.3,0.5,3.5,3.6,0.1,0.2,0.7,1.8,1.8,3.8,2.1,0.6,0.4,1.0,1.1,0.4,0.6,2.2,1.4,2.5,0.3,3.0,0.4,1.9,0.6,1.6,0.9,1.8,0.3,0.3,1.8,1.8,2.4,1.7,1.0,0.6,1.0,1.4,4.0,0.3,4,27,18,14,13,20,12,17,14,8,4.0,40,13,6,8,52,87,9,19,54,8,30,17,38,40,36,39,20,19,34,16,13,3,22,2,5,41,40,1,1,3,22,20,28,13,4,2,7,6,5,5,16,10,14,2,22,3,16,7,14,9,11,3,4,14,23,19,13,5,6,8,9,36,2,0.034,0.023,0.018,0.026,0.042,0.033,0.023,0.033,0.045,0.044,0.036,0.033,0.032,0.028,0.022,0.034,0.03,0.039,0.028,0.038,0.02,0.031,0.024,0.037,0.03,0.031,0.027,0.029,0.024,0.029,0.039,0.046,0.024,0.027,0.009,0.016,0.039,0.033,0.014,0.014,0.016,0.026,0.035,0.027,0.018,0.018,0.02,0.019,0.016,0.012,0.031,0.025,0.03,0.022,0.041,0.016,0.016,0.024,0.019,0.021,0.03,0.029,0.026,0.018,0.02,0.027,0.024,0.024,0.016,0.02,0.024,0.021,0.015,0.02,1276,4344,2814,2453,1700,2831,2152,2881,1765,1415,778.0,3559,2661,1017,2059,9772,15682,2088,3730,6194,3511,4137,2237,6112,6140,5817,5692,2749,5195,4781,1850,1572,632,4917,1956,1425,6943,7620,324,399,1102,1938,5427,3972,2768,1041,762,1890,2190,1485,636,2639,1871,3830,389,4840,954,2867,725,1849,1004,2355,453,786,2783,1580,3183,2656,1771,821,1269,2436,9329,396,0.12,0.115,0.112,0.12,0.14,0.15,0.113,0.141,0.152,0.16,0.142,0.138,0.134,0.146,0.115,0.137,0.135,0.136,0.13,0.149,0.094,0.137,0.122,0.141,0.134,0.14,0.124,0.11,0.099,0.141,0.136,0.142,0.101,0.117,0.066,0.093,0.149,0.146,0.09,0.082,0.09,0.132,0.142,0.122,0.098,0.1,0.109,0.102,0.092,0.088,0.136,0.12,0.128,0.104,0.154,0.102,0.087,0.121,0.119,0.121,0.133,0.124,0.129,0.116,0.109,0.128,0.117,0.115,0.089,0.12,0.122,0.104,0.093,0.114,341,1589,1151,905,700,1097,787,948,486,374,237.0,1765,737,283,597,2741,4584,428,1010,2486,732,1400,994,1578,1854,1729,1961,1073,1479,1561,548,552,224,1144,504,528,1540,1851,207,214,594,1141,1041,2285,1833,537,319,775,993,574,365,1316,801,1718,149,2598,403,1339,482,1012,506,894,226,362,1392,990,1690,1211,901,461,680,1076,4053,187,3.595,2.643,2.333,2.488,2.13,2.287,2.314,2.613,2.736,2.908,2.837,1.795,2.754,2.795,2.681,2.7,2.69,3.873,2.92,2.149,3.426,2.324,1.948,2.895,2.572,2.751,2.279,2.063,2.634,2.456,2.469,2.691,2.33,3.033,3.503,2.527,3.09,2.961,1.842,2.178,2.44,1.57,3.466,1.94,1.719,2.051,2.972,3.011,2.594,2.473,2.124,2.15,2.301,2.372,3.142,2.047,2.622,2.541,1.65,1.995,2.308,2.706,2.391,2.082,2.124,1.895,2.005,2.403,2.313,1.991,2.114,2.511,2.445,2.595,0.713,0.437,0.496,0.557,0.62,0.451,0.502,0.517,0.59,0.663,0.664,0.441,0.454,0.415,0.425,0.551,0.562,0.746,0.53,0.607,0.771,0.508,0.482,0.607,0.523,0.442,0.45,0.458,0.518,0.522,0.574,0.849,0.319,0.642,0.857,0.503,0.78,0.605,0.267,0.434,0.628,0.443,0.815,0.551,0.442,0.397,0.473,0.737,0.496,0.583,0.319,0.427,0.44,0.385,0.37,0.398,0.49,0.554,0.344,0.46,0.345,0.647,0.432,0.892,0.484,0.823,0.443,0.388,0.319,0.484,0.398,0.468,0.409,0.401 -234,Epileptic,F,47.0,0.6,2.1,0.9,1.2,1.4,2.1,1.8,1.3,1.4,0.6,0.4,2.4,0.9,0.6,1.4,5.3,10.2,1.5,1.9,3.9,1.3,2.2,1.0,2.6,6.5,3.8,3.9,2.4,3.9,3.5,1.4,1.0,0.4,3.0,0.5,1.0,3.3,3.1,0.2,0.2,1.1,3.0,2.8,1.8,2.5,0.7,0.7,0.8,1.1,0.8,0.2,1.8,0.9,2.5,0.5,2.8,0.8,1.2,0.3,0.8,0.6,1.6,0.1,0.7,2.3,1.7,2.7,1.5,1.0,0.4,0.9,1.3,3.7,0.1,6,21,9,13,11,21,13,14,17,8,5.0,20,13,8,13,52,89,15,21,37,21,21,9,32,42,35,35,20,30,33,16,11,5,32,4,11,38,34,2,1,8,20,31,14,15,5,3,6,7,9,2,12,9,18,3,22,8,10,3,5,3,11,1,6,21,23,17,12,5,3,6,11,28,1,0.041,0.025,0.021,0.027,0.031,0.028,0.028,0.028,0.048,0.041,0.039,0.038,0.026,0.036,0.038,0.037,0.046,0.063,0.032,0.036,0.027,0.031,0.026,0.038,0.046,0.033,0.032,0.026,0.042,0.039,0.039,0.061,0.033,0.038,0.02,0.02,0.034,0.036,0.017,0.018,0.024,0.047,0.042,0.028,0.02,0.017,0.028,0.02,0.016,0.021,0.021,0.026,0.023,0.024,0.022,0.024,0.019,0.017,0.022,0.02,0.029,0.028,0.015,0.019,0.033,0.022,0.025,0.024,0.018,0.02,0.025,0.019,0.02,0.018,1525,3927,1935,2050,1974,3134,2595,2492,1713,1338,719.0,2153,2576,1099,2525,8049,16003,2124,3385,4003,3769,2265,1165,5568,3768,4754,4989,3331,5033,4674,2278,716,818,5322,2162,1802,6827,5792,355,398,1400,1428,7152,1708,3010,1196,858,1843,2147,1943,354,2078,1406,3952,542,3350,1685,2353,457,982,468,2274,229,1019,2432,1484,2866,2019,1422,743,1072,2002,6330,344,0.114,0.118,0.111,0.134,0.136,0.118,0.114,0.136,0.167,0.154,0.128,0.141,0.129,0.162,0.135,0.145,0.164,0.171,0.133,0.152,0.105,0.115,0.119,0.143,0.153,0.133,0.123,0.108,0.132,0.152,0.139,0.142,0.146,0.138,0.085,0.106,0.136,0.131,0.103,0.101,0.112,0.166,0.153,0.12,0.1,0.101,0.124,0.089,0.092,0.115,0.121,0.11,0.104,0.105,0.119,0.12,0.124,0.104,0.113,0.109,0.125,0.126,0.091,0.108,0.138,0.106,0.119,0.112,0.1,0.133,0.122,0.105,0.104,0.127,377,1407,769,797,790,1202,1005,832,592,362,222.0,1110,735,343,682,2589,4436,455,1057,1849,869,966,590,1525,1991,1792,2116,1309,1613,1644,681,331,256,1434,540,770,1846,1431,206,199,712,1040,1381,1108,1907,666,361,767,1045,649,202,1085,696,1601,351,1846,656,1192,245,556,281,885,163,543,1254,1102,1582,988,768,323,563,1100,2918,135,3.488,2.542,2.349,2.35,2.05,2.18,2.06,2.563,2.265,2.833,2.672,1.665,2.614,2.574,2.598,2.343,2.602,3.459,2.573,1.856,3.177,1.992,1.793,2.69,1.829,2.282,2.002,2.052,2.451,2.311,2.592,2.196,2.526,2.652,3.265,2.209,2.801,2.913,1.847,2.132,2.282,1.359,3.396,1.792,1.793,1.955,2.763,2.669,2.359,2.889,2.075,1.994,2.072,2.267,1.862,2.02,2.497,2.323,2.025,1.971,2.011,2.403,1.514,2.25,2.029,1.613,2.0,2.172,2.078,2.41,2.02,2.279,2.34,2.372,0.856,0.72,0.615,0.528,0.69,0.564,0.566,0.573,0.603,0.548,0.796,0.593,0.569,0.523,0.745,0.647,0.779,0.903,0.485,0.545,0.83,0.633,0.494,0.728,0.514,0.624,0.533,0.587,0.563,0.583,0.576,0.837,0.629,0.774,0.951,0.556,0.869,0.626,0.411,0.501,0.484,0.61,0.826,0.642,0.551,0.514,0.419,0.835,0.583,0.665,0.393,0.458,0.51,0.59,0.391,0.433,0.536,0.436,0.785,0.34,0.357,0.682,0.289,0.634,0.457,0.484,0.494,0.548,0.45,0.949,0.425,0.368,0.452,0.35 -235,Epileptic,M,52.0,0.5,2.1,1.0,1.0,1.2,1.9,1.1,1.7,0.9,0.9,0.4,3.0,1.6,0.3,1.3,4.3,8.5,0.9,1.8,4.3,0.6,2.1,1.8,2.6,2.3,3.4,2.8,2.0,2.1,2.7,1.7,1.2,0.6,2.4,0.4,0.6,3.6,3.3,0.1,0.2,1.3,2.9,2.5,2.5,2.3,0.6,0.5,1.0,1.2,0.7,0.3,2.1,0.9,2.9,0.2,2.6,0.9,1.2,1.1,0.9,0.5,1.3,0.3,0.4,1.5,2.1,2.4,0.9,0.9,0.5,0.8,1.2,4.8,0.3,4,19,7,7,13,21,13,13,10,10,7.0,33,17,5,12,43,76,8,22,42,8,22,17,26,31,32,39,19,17,29,17,11,6,27,2,5,39,34,1,1,8,31,22,21,12,3,3,6,6,8,3,18,8,19,2,20,7,12,10,8,4,10,3,5,12,24,20,6,4,5,6,10,34,3,0.03,0.022,0.017,0.019,0.031,0.03,0.019,0.032,0.034,0.044,0.039,0.033,0.029,0.024,0.027,0.033,0.029,0.033,0.029,0.032,0.017,0.031,0.028,0.035,0.03,0.028,0.028,0.022,0.026,0.027,0.038,0.045,0.028,0.03,0.014,0.015,0.033,0.032,0.012,0.018,0.023,0.038,0.039,0.024,0.018,0.012,0.026,0.014,0.016,0.018,0.018,0.024,0.021,0.024,0.026,0.017,0.026,0.015,0.027,0.018,0.025,0.029,0.013,0.016,0.018,0.029,0.02,0.015,0.017,0.022,0.02,0.021,0.019,0.014,1340,4865,2495,2266,1727,3314,2823,2674,1779,1503,535.0,3523,3248,1007,2456,8366,17223,2357,3643,4951,2929,3724,2354,4622,4987,6762,5157,3216,4751,5483,1962,1247,976,6115,1720,1868,7032,7144,350,409,1674,3342,5149,2923,3240,1697,760,2418,2323,1651,500,3423,1726,4792,339,4296,1358,2721,1285,1261,642,1965,546,860,2634,1554,4053,1735,1435,834,1109,2301,9056,511,0.105,0.109,0.096,0.1,0.127,0.14,0.099,0.13,0.155,0.155,0.139,0.154,0.137,0.117,0.128,0.13,0.124,0.125,0.138,0.146,0.077,0.14,0.138,0.132,0.143,0.121,0.131,0.097,0.092,0.129,0.132,0.123,0.113,0.127,0.073,0.089,0.136,0.142,0.093,0.093,0.11,0.151,0.156,0.106,0.096,0.079,0.123,0.081,0.088,0.109,0.11,0.112,0.105,0.109,0.142,0.104,0.128,0.098,0.129,0.112,0.119,0.123,0.097,0.102,0.103,0.121,0.104,0.09,0.091,0.121,0.113,0.113,0.102,0.102,341,1526,857,838,699,1185,917,914,503,410,205.0,1439,949,250,753,2348,4738,453,1049,2043,702,1161,1011,1336,1474,1987,1814,1220,1311,1763,714,532,353,1366,446,613,1937,1683,179,204,817,1387,1143,1736,1887,808,305,966,1073,668,281,1495,783,1924,126,2212,548,1298,659,675,361,744,345,488,1286,1059,1935,846,775,359,572,1067,3873,281,3.633,2.808,2.747,2.625,2.277,2.348,2.554,2.763,2.619,2.905,2.264,2.111,2.705,2.812,2.508,2.636,2.826,3.712,2.852,2.085,3.037,2.509,2.081,2.6,2.673,2.761,2.287,2.094,2.704,2.456,2.114,2.503,2.334,3.105,3.299,2.797,2.69,3.092,2.204,2.269,2.593,2.082,3.212,1.849,1.939,2.262,2.962,2.919,2.589,2.633,2.165,2.309,2.331,2.466,2.938,2.103,2.697,2.201,2.07,2.039,2.411,2.645,1.843,2.057,2.221,1.783,2.063,2.304,2.158,2.61,2.301,2.47,2.505,2.131,0.668,0.653,0.573,0.516,0.473,0.553,0.635,0.479,0.581,0.736,0.856,0.467,0.414,0.576,0.499,0.515,0.616,0.696,0.567,0.536,0.74,0.479,0.481,0.762,0.552,0.517,0.455,0.563,0.498,0.558,0.681,1.041,0.364,0.658,0.61,0.61,0.671,0.612,0.442,0.463,0.495,0.527,0.719,0.579,0.556,0.554,0.688,0.759,0.386,0.673,0.32,0.456,0.531,0.5,0.529,0.398,0.472,0.471,0.368,0.315,0.451,0.804,0.299,0.739,0.506,0.52,0.503,0.325,0.417,0.532,0.512,0.636,0.448,0.349 -236,Epileptic,F,17.5,0.6,1.7,0.9,0.9,1.1,2.3,1.2,1.9,1.0,0.8,0.2,3.2,2.2,0.6,1.4,5.4,8.6,0.9,2.2,6.6,0.9,3.1,1.5,3.2,2.7,4.2,3.1,2.6,2.4,3.4,1.0,0.9,0.7,2.8,0.4,1.0,2.7,3.1,0.2,0.4,1.0,3.0,2.0,3.0,2.5,0.5,0.6,0.9,1.1,0.6,0.5,2.0,1.2,2.3,0.5,2.3,0.9,1.9,0.9,0.7,0.5,1.3,0.4,0.5,2.2,1.0,2.4,1.1,0.6,0.4,1.0,0.7,3.7,0.5,3,14,9,10,12,20,11,15,9,7,2.0,26,22,7,17,54,77,8,22,44,8,28,16,29,29,41,33,23,18,38,11,6,8,25,2,9,29,34,1,2,5,25,15,22,17,5,2,8,7,6,4,15,9,15,4,19,6,14,6,7,4,9,3,3,16,12,22,9,4,4,9,7,26,4,0.026,0.022,0.018,0.018,0.032,0.035,0.023,0.029,0.039,0.031,0.026,0.034,0.035,0.033,0.031,0.036,0.029,0.03,0.03,0.043,0.018,0.033,0.029,0.036,0.03,0.036,0.026,0.032,0.024,0.031,0.039,0.035,0.027,0.032,0.014,0.025,0.035,0.032,0.019,0.018,0.018,0.031,0.04,0.029,0.024,0.016,0.022,0.016,0.014,0.017,0.031,0.021,0.022,0.02,0.016,0.02,0.021,0.024,0.022,0.018,0.026,0.028,0.019,0.023,0.024,0.022,0.021,0.02,0.012,0.013,0.021,0.013,0.017,0.024,1649,4037,2120,1983,1612,3247,2256,3654,1559,1422,473.0,2771,4619,1331,3224,11188,17819,2267,3622,4252,2535,4453,1891,6243,5686,7301,5489,3073,5503,5556,2037,1053,1408,6331,1502,2337,5361,6407,308,701,1688,3071,4882,2483,2756,1140,893,2082,2677,1400,493,3774,1984,4470,869,3441,1459,2808,1373,1157,599,1820,513,962,2944,1132,3555,1925,1511,776,1606,1962,8596,548,0.09,0.106,0.101,0.098,0.129,0.141,0.097,0.127,0.114,0.13,0.102,0.131,0.146,0.137,0.13,0.137,0.127,0.118,0.133,0.146,0.088,0.146,0.143,0.136,0.131,0.151,0.132,0.125,0.107,0.132,0.135,0.095,0.127,0.13,0.073,0.103,0.133,0.132,0.096,0.104,0.098,0.135,0.136,0.127,0.113,0.096,0.105,0.094,0.086,0.108,0.127,0.104,0.109,0.1,0.106,0.114,0.111,0.114,0.106,0.117,0.127,0.124,0.107,0.111,0.113,0.13,0.113,0.104,0.089,0.104,0.118,0.094,0.095,0.126,439,1296,791,758,612,1162,759,1082,420,381,139.0,1361,1090,330,835,2690,4823,486,1139,2390,717,1464,825,1513,1540,2088,1868,1252,1463,1817,495,413,463,1417,480,773,1292,1504,170,312,773,1431,897,1686,1723,552,367,968,1211,496,318,1542,910,1801,463,1718,616,1351,702,588,327,681,333,386,1365,643,1811,903,681,387,760,856,3311,293,3.446,2.847,2.575,2.583,2.297,2.46,2.424,3.162,2.597,3.07,3.272,1.822,3.097,2.842,2.794,2.926,3.043,3.653,2.653,1.693,2.946,2.428,2.06,2.94,2.735,2.893,2.409,2.025,2.879,2.517,2.852,2.359,2.457,3.164,2.738,2.665,3.021,2.969,2.179,2.654,2.835,1.915,3.643,1.731,1.876,2.172,3.216,2.709,2.713,3.257,2.037,2.502,2.267,2.546,2.355,2.244,2.58,2.549,2.287,2.172,2.408,2.632,1.9,3.045,2.366,2.207,2.154,2.444,2.652,2.3,2.329,2.554,2.791,2.251,0.764,0.777,0.591,0.557,0.594,0.604,0.558,0.614,0.578,0.478,0.836,0.494,0.507,0.726,0.501,0.645,0.565,0.612,0.584,0.487,0.609,0.524,0.524,0.726,0.549,0.523,0.472,0.443,0.551,0.585,0.888,0.896,0.383,0.539,0.606,0.52,0.692,0.595,0.301,0.461,0.605,0.474,0.835,0.653,0.575,0.537,0.456,0.699,0.464,0.664,0.386,0.505,0.593,0.577,0.287,0.387,0.436,0.635,0.41,0.476,0.269,0.713,0.359,0.944,0.648,0.834,0.465,0.389,0.473,0.696,0.509,0.665,0.578,0.624 -237,Epileptic,F,37.0,0.9,2.8,1.7,1.9,1.8,1.6,2.0,1.4,1.4,0.6,0.4,2.0,1.1,0.4,1.2,5.5,7.6,0.7,2.2,3.9,2.1,4.2,2.7,3.5,4.0,2.6,3.9,3.2,1.8,2.8,1.8,1.4,0.5,2.1,0.8,0.6,4.0,2.8,0.2,0.1,1.1,3.1,3.7,1.7,1.8,0.6,0.4,0.9,1.5,0.8,0.5,1.9,2.0,3.1,0.5,2.1,0.6,1.5,1.3,1.5,0.7,2.3,0.1,0.8,1.5,2.1,2.6,1.1,0.7,0.6,0.9,0.9,5.4,0.4,7,24,12,14,16,18,18,13,12,5,4.0,15,15,4,14,53,67,6,23,33,16,41,20,36,40,29,38,41,20,30,22,15,5,24,4,5,38,32,2,1,7,24,25,13,12,5,2,5,8,5,4,13,17,24,2,16,4,12,11,10,5,14,1,7,9,17,18,6,4,7,7,7,40,4,0.037,0.024,0.023,0.028,0.035,0.032,0.029,0.026,0.036,0.033,0.037,0.034,0.024,0.034,0.026,0.027,0.029,0.033,0.035,0.036,0.031,0.038,0.037,0.036,0.036,0.025,0.029,0.028,0.019,0.031,0.038,0.049,0.021,0.025,0.021,0.016,0.034,0.026,0.016,0.027,0.025,0.034,0.055,0.026,0.015,0.012,0.02,0.014,0.019,0.014,0.021,0.02,0.029,0.02,0.034,0.015,0.015,0.019,0.024,0.017,0.019,0.033,0.013,0.023,0.018,0.03,0.019,0.016,0.015,0.022,0.022,0.017,0.019,0.021,1521,4557,2940,2741,2240,2410,2546,2747,2250,1469,461.0,2068,2991,753,2647,10762,16401,1675,4269,4163,4571,4644,1917,5037,5918,5813,6731,4269,5496,5339,2644,1098,972,5792,2065,1584,7064,6931,422,303,1144,2125,4588,1849,3303,1564,549,2249,2188,1945,597,2732,2724,5808,460,3766,1373,2815,1280,2055,1043,2578,390,863,2248,1786,3813,2230,1525,917,1406,2014,8982,385,0.127,0.116,0.11,0.125,0.146,0.129,0.112,0.13,0.147,0.125,0.126,0.123,0.112,0.131,0.123,0.121,0.121,0.132,0.136,0.146,0.122,0.118,0.129,0.136,0.116,0.121,0.114,0.101,0.091,0.134,0.157,0.149,0.097,0.126,0.1,0.088,0.145,0.134,0.109,0.112,0.113,0.144,0.164,0.116,0.086,0.087,0.104,0.079,0.099,0.091,0.125,0.103,0.125,0.106,0.141,0.092,0.089,0.105,0.12,0.099,0.106,0.133,0.087,0.116,0.097,0.13,0.101,0.09,0.083,0.131,0.116,0.1,0.102,0.131,431,1827,1124,1150,894,879,984,920,703,358,183.0,988,780,213,733,3181,4579,469,1239,1861,1134,1535,1081,1722,1804,1799,2180,1573,1376,1668,855,476,347,1364,577,575,1917,1761,215,140,665,1276,1139,1173,1901,800,291,1032,1111,804,361,1449,1260,2513,210,2154,659,1320,826,1245,542,1099,174,508,1247,982,2073,1033,744,461,728,892,4144,243,3.116,2.369,2.403,2.381,2.149,2.324,2.17,2.52,2.524,3.122,2.194,1.789,2.827,2.51,2.637,2.577,2.804,3.035,2.691,1.95,2.975,2.334,1.704,2.332,2.555,2.601,2.366,2.171,2.961,2.491,2.523,2.305,2.242,3.008,3.127,2.43,2.835,2.904,2.284,2.436,2.187,1.573,2.855,1.799,1.904,2.008,2.289,2.621,2.331,2.736,1.889,2.022,2.027,2.214,2.566,1.89,2.237,2.417,1.748,1.795,2.213,2.38,2.289,1.925,2.028,2.167,2.016,2.383,2.393,2.211,1.998,2.474,2.349,1.963,0.698,0.501,0.582,0.566,0.71,0.524,0.62,0.499,0.676,0.559,0.532,0.543,0.444,0.562,0.574,0.666,0.613,0.83,0.652,0.502,0.71,0.553,0.481,0.61,0.692,0.597,0.621,0.579,0.634,0.568,0.691,0.7,0.402,0.574,0.575,0.661,0.713,0.537,0.543,0.456,0.508,0.523,0.877,0.466,0.592,0.504,0.502,0.733,0.438,0.515,0.375,0.457,0.559,0.578,0.603,0.474,0.432,0.542,0.385,0.436,0.429,0.516,0.72,0.496,0.498,0.581,0.442,0.492,0.46,0.574,0.553,0.617,0.527,0.444 -238,Epileptic,M,42.0,1.7,2.4,1.5,1.4,2.4,1.6,1.7,1.9,1.8,0.7,0.5,2.8,1.3,0.6,1.2,5.8,9.2,1.6,3.6,4.3,2.7,4.6,2.5,4.6,5.3,2.9,4.7,2.7,3.4,3.5,1.2,1.6,0.7,2.1,0.8,0.7,4.5,2.7,0.2,0.2,1.0,2.9,3.1,2.7,2.4,0.8,0.5,1.3,1.7,0.9,0.6,2.3,2.2,2.6,0.4,2.4,0.7,2.3,1.3,2.0,0.9,1.6,0.8,0.8,1.5,1.2,2.1,1.5,1.3,0.7,0.9,1.9,5.5,0.4,15,21,13,7,19,17,11,17,13,7,4.0,22,15,8,13,63,78,10,30,40,19,48,21,36,49,32,44,23,31,38,15,10,5,20,5,7,46,29,1,1,7,25,25,19,15,5,2,6,9,6,6,19,15,18,4,16,5,19,11,19,6,11,5,6,10,15,16,10,9,5,6,12,37,3,0.063,0.028,0.031,0.027,0.048,0.031,0.027,0.031,0.057,0.035,0.039,0.033,0.03,0.035,0.03,0.039,0.036,0.055,0.04,0.033,0.045,0.042,0.036,0.049,0.042,0.034,0.039,0.027,0.029,0.03,0.043,0.059,0.042,0.029,0.033,0.02,0.046,0.032,0.022,0.014,0.023,0.03,0.046,0.025,0.018,0.014,0.021,0.021,0.024,0.019,0.023,0.03,0.034,0.024,0.038,0.017,0.015,0.028,0.024,0.029,0.032,0.026,0.046,0.024,0.02,0.03,0.018,0.021,0.024,0.022,0.021,0.023,0.02,0.021,1373,5344,2388,2092,2880,2607,2253,3104,2065,1408,510.0,2675,2680,1194,2284,9909,16446,2224,4594,4630,4629,4656,2268,6141,5775,4926,4754,3346,6354,5503,2082,1057,935,5344,2148,1631,6181,5872,337,405,1343,2567,6126,2628,3615,1488,824,2199,2281,1698,551,2965,2270,3957,396,3530,1184,3486,1334,1893,815,2447,635,880,2259,1350,3347,2518,1707,1162,1273,2224,8898,452,0.166,0.122,0.124,0.113,0.166,0.135,0.099,0.137,0.172,0.143,0.132,0.13,0.134,0.147,0.143,0.143,0.135,0.168,0.141,0.142,0.144,0.118,0.129,0.147,0.126,0.13,0.117,0.103,0.1,0.129,0.141,0.146,0.133,0.126,0.113,0.099,0.148,0.131,0.123,0.103,0.109,0.126,0.167,0.112,0.091,0.089,0.1,0.095,0.106,0.101,0.134,0.129,0.135,0.113,0.158,0.098,0.091,0.126,0.12,0.12,0.128,0.123,0.167,0.122,0.103,0.118,0.093,0.106,0.12,0.123,0.112,0.119,0.107,0.125,475,1561,916,768,950,885,848,1023,549,353,189.0,1261,821,329,704,2943,4547,520,1416,2052,1052,1734,1023,1643,2025,1573,1945,1443,1753,1996,648,498,287,1192,474,606,1844,1473,171,209,697,1430,1278,1722,2181,783,340,915,1087,702,363,1281,1035,1720,201,1971,666,1411,863,1092,410,946,282,474,1180,737,1855,1157,855,491,688,1118,3967,228,2.779,3.032,2.596,2.576,2.567,2.568,2.267,2.711,2.714,2.981,2.42,1.871,2.604,2.778,2.376,2.594,2.933,3.374,2.628,1.927,3.237,2.299,2.025,2.795,2.369,2.614,2.081,1.987,2.748,2.289,2.489,2.349,2.667,3.14,3.489,2.433,2.692,3.009,2.27,2.097,2.554,1.627,3.185,1.825,1.901,2.102,2.971,2.919,2.637,2.66,1.918,2.312,2.363,2.389,2.2,2.028,1.999,2.346,1.741,2.001,2.22,2.638,2.061,2.243,2.086,2.074,1.977,2.46,2.455,2.718,2.144,2.444,2.433,2.318,0.76,0.573,0.579,0.552,0.823,0.711,0.655,0.512,0.578,0.607,0.7,0.503,0.5,0.589,0.564,0.621,0.553,0.769,0.711,0.604,0.896,0.56,0.638,0.731,0.618,0.552,0.506,0.561,0.434,0.607,0.715,0.927,0.465,0.673,0.717,0.499,0.825,0.67,0.522,0.377,0.452,0.533,0.945,0.667,0.562,0.453,0.671,0.597,0.44,0.563,0.377,0.511,0.598,0.499,0.557,0.437,0.368,0.638,0.429,0.581,0.502,0.661,0.594,0.523,0.426,0.668,0.411,0.371,0.47,0.761,0.488,0.675,0.525,0.389 -240,Epileptic,M,27.0,0.8,2.3,0.9,1.7,1.3,2.1,2.0,1.5,1.3,0.8,0.4,3.5,2.4,0.5,1.6,6.5,10.3,0.8,3.1,4.1,1.2,2.5,1.3,3.0,2.8,3.8,3.8,3.3,2.4,4.0,1.1,1.5,0.4,1.9,0.3,1.3,2.8,3.1,0.2,0.4,1.1,2.8,1.7,2.9,2.4,1.0,0.6,1.0,1.3,0.6,0.7,2.2,1.3,2.0,0.3,2.5,1.2,2.8,1.1,0.9,0.5,1.7,0.4,0.8,1.7,1.8,3.5,1.2,1.4,0.5,0.7,1.1,4.1,0.3,8,19,8,19,15,20,19,14,17,7,6.0,31,30,7,19,73,103,6,33,37,18,25,19,34,36,36,44,39,27,46,21,10,6,26,3,12,30,37,2,2,6,28,21,25,14,9,3,6,7,6,4,14,12,12,2,22,9,18,11,7,3,9,3,6,15,16,28,8,10,4,5,9,32,2,0.037,0.025,0.015,0.027,0.034,0.033,0.026,0.03,0.042,0.034,0.032,0.037,0.036,0.031,0.038,0.04,0.031,0.033,0.035,0.037,0.026,0.032,0.024,0.04,0.03,0.034,0.029,0.029,0.024,0.036,0.044,0.082,0.024,0.025,0.02,0.028,0.032,0.033,0.019,0.023,0.02,0.031,0.034,0.028,0.016,0.017,0.024,0.014,0.018,0.017,0.028,0.023,0.03,0.019,0.016,0.017,0.026,0.029,0.025,0.019,0.019,0.032,0.029,0.039,0.019,0.039,0.023,0.018,0.024,0.021,0.018,0.019,0.018,0.014,1537,4869,2459,3202,1977,3317,3757,3260,2197,1489,729.0,3368,4620,1002,3427,11487,20991,2535,5331,3884,3275,3454,2231,6476,6397,7000,7294,5523,5715,6889,3402,734,1082,6595,1618,2185,6729,8005,454,477,1671,2719,6492,2635,3598,1992,964,2527,2643,1695,680,3675,2095,3889,666,4431,1832,2794,1233,1342,875,2175,484,888,3211,1239,5316,2462,1785,1034,1425,2392,9305,692,0.133,0.113,0.097,0.127,0.149,0.143,0.119,0.133,0.161,0.136,0.124,0.151,0.156,0.151,0.152,0.154,0.138,0.117,0.139,0.144,0.105,0.138,0.129,0.152,0.139,0.137,0.132,0.122,0.11,0.149,0.141,0.164,0.127,0.117,0.077,0.125,0.132,0.136,0.124,0.118,0.11,0.138,0.139,0.125,0.092,0.101,0.114,0.087,0.094,0.099,0.127,0.109,0.132,0.095,0.099,0.111,0.12,0.125,0.143,0.114,0.115,0.132,0.143,0.136,0.113,0.149,0.119,0.101,0.118,0.108,0.1,0.106,0.099,0.089,432,1455,905,1114,635,1114,1259,903,547,367,205.0,1518,1255,249,860,2965,5553,440,1571,1837,849,1206,958,1451,1703,1832,2342,1951,1650,1949,590,374,326,1240,364,725,1498,1747,217,232,720,1453,1020,1713,2142,941,399,1014,1108,658,378,1544,795,1705,302,2044,728,1479,708,700,391,758,210,371,1383,670,2377,1052,888,414,668,927,3589,318,3.553,2.897,2.64,2.847,2.507,2.547,2.538,3.097,2.73,3.165,3.018,1.904,2.793,2.762,2.848,2.791,2.868,3.853,2.85,1.814,2.932,2.306,2.005,3.174,2.802,2.981,2.519,2.294,2.641,2.738,3.709,2.181,2.655,3.306,3.486,2.78,3.037,3.183,2.193,2.65,2.953,1.761,3.604,1.766,1.911,2.366,2.929,3.03,2.831,2.721,2.208,2.411,2.402,2.51,2.596,2.3,2.603,2.107,1.978,2.148,2.613,2.813,2.506,2.768,2.501,2.389,2.335,2.647,2.307,2.898,2.528,2.658,2.788,2.711,0.945,0.82,0.585,0.567,0.745,0.567,0.556,0.527,0.75,0.49,0.66,0.506,0.514,0.552,0.648,0.669,0.651,0.859,0.634,0.595,0.704,0.463,0.575,0.712,0.579,0.645,0.505,0.537,0.503,0.553,0.786,0.894,0.421,0.702,0.763,0.534,0.825,0.651,0.489,0.327,0.659,0.626,0.93,0.612,0.536,0.494,0.683,0.894,0.543,0.694,0.374,0.629,0.597,0.461,0.366,0.428,0.481,0.582,0.349,0.467,0.355,0.813,0.595,0.917,0.622,0.651,0.523,0.453,0.402,0.878,0.54,0.769,0.601,0.539 -241,Epileptic,F,27.0,1.3,1.8,1.0,1.4,1.2,3.0,1.4,1.4,1.1,1.0,0.4,3.0,1.4,0.8,1.1,6.5,8.9,0.7,3.3,6.2,1.6,2.9,1.4,2.9,3.8,2.7,3.1,2.0,2.3,2.4,1.4,1.9,0.6,2.6,0.3,0.5,4.1,2.9,0.3,0.4,0.7,3.4,2.4,3.2,3.3,0.7,0.6,0.9,1.2,1.6,0.9,1.8,1.8,1.9,0.2,2.9,1.3,2.1,1.0,1.1,1.0,1.6,0.4,0.4,1.9,1.6,2.9,1.3,0.9,0.4,0.9,1.9,4.8,0.5,8,19,9,12,17,21,14,13,13,9,3.0,22,16,9,10,64,76,5,26,46,8,30,12,35,36,25,36,19,18,30,16,10,3,28,2,6,44,30,2,2,4,26,21,21,18,4,3,8,6,9,6,12,14,12,1,25,6,13,7,8,7,10,2,3,13,16,22,9,6,4,5,13,32,4,0.047,0.018,0.017,0.027,0.027,0.043,0.022,0.029,0.034,0.035,0.033,0.033,0.032,0.049,0.03,0.031,0.033,0.026,0.039,0.039,0.027,0.031,0.027,0.032,0.029,0.028,0.024,0.025,0.023,0.028,0.038,0.051,0.026,0.027,0.011,0.021,0.032,0.026,0.016,0.027,0.015,0.031,0.035,0.033,0.025,0.014,0.021,0.015,0.016,0.051,0.049,0.019,0.023,0.017,0.013,0.018,0.021,0.021,0.031,0.021,0.023,0.025,0.023,0.017,0.019,0.028,0.022,0.018,0.02,0.017,0.024,0.018,0.018,0.03,1732,5282,2858,2653,2148,2682,2967,3160,1704,1652,702.0,2817,3197,1480,2686,12715,17865,2314,4860,4875,3219,4656,2001,6705,6227,5809,5951,3876,5297,5425,2165,1036,996,6815,2024,1281,8448,7285,484,695,1700,2897,5211,2946,3297,1381,1109,2771,2645,1101,525,3772,2690,4590,385,5568,2471,3624,1103,1517,1831,2575,586,772,3412,1891,4236,2965,1554,1035,1314,3438,11001,623,0.109,0.097,0.092,0.109,0.117,0.143,0.101,0.12,0.126,0.139,0.131,0.121,0.13,0.154,0.114,0.124,0.131,0.096,0.129,0.128,0.096,0.129,0.119,0.126,0.124,0.118,0.115,0.108,0.098,0.123,0.114,0.137,0.091,0.122,0.071,0.103,0.125,0.107,0.106,0.12,0.091,0.121,0.12,0.132,0.113,0.092,0.103,0.08,0.086,0.161,0.137,0.098,0.111,0.093,0.099,0.102,0.099,0.108,0.129,0.111,0.112,0.109,0.107,0.092,0.101,0.12,0.11,0.096,0.109,0.098,0.115,0.103,0.094,0.128,438,1603,936,932,767,1180,955,839,517,432,221.0,1268,808,305,663,3426,4373,456,1366,2337,811,1393,793,1460,1866,1552,2132,1247,1440,1547,518,522,329,1564,480,476,2052,1751,217,262,703,1396,1113,1697,2040,690,431,1021,1116,494,335,1521,1116,1802,169,2593,960,1666,603,781,759,903,283,374,1569,872,1923,1178,677,485,605,1563,4121,292,3.637,3.028,2.761,2.93,2.54,2.223,2.593,3.102,2.567,3.127,3.018,1.935,2.95,3.343,2.944,2.795,3.161,3.993,2.806,1.897,3.272,2.613,2.243,3.187,2.737,2.929,2.265,2.429,2.76,2.707,2.774,2.091,2.628,3.155,3.702,2.429,3.043,3.127,2.63,2.969,2.878,1.856,3.484,2.066,1.875,2.352,3.143,3.278,2.781,2.966,1.744,2.578,2.331,2.688,2.357,2.327,3.121,2.58,2.159,2.166,2.557,2.771,2.481,2.298,2.445,2.428,2.46,2.944,2.565,2.43,2.622,2.643,2.819,2.317,0.843,0.672,0.717,0.451,0.637,0.608,0.567,0.769,0.651,0.582,0.74,0.48,0.408,0.513,0.554,0.633,0.627,0.769,0.847,0.499,0.79,0.508,0.484,0.809,0.502,0.598,0.464,0.504,0.596,0.526,0.664,0.863,0.516,0.688,0.814,0.446,0.792,0.544,0.307,0.471,0.887,0.479,0.811,0.72,0.528,0.592,0.49,0.762,0.72,0.634,0.402,0.498,0.685,0.669,0.333,0.443,0.571,0.596,0.423,0.38,0.514,0.842,0.431,0.596,0.571,0.872,0.543,0.546,0.502,0.57,0.363,0.481,0.644,0.325 -242,Epileptic,M,52.0,0.9,3.1,1.0,0.9,2.2,1.6,2.1,1.1,1.2,0.6,0.5,2.5,1.8,0.5,0.7,5.1,7.8,1.2,2.1,3.9,1.5,2.5,2.7,4.7,3.2,2.3,4.0,3.5,2.1,3.6,2.7,0.8,0.7,2.7,0.4,0.4,5.4,3.3,0.1,0.3,0.8,2.2,2.7,2.7,2.4,0.7,0.8,1.1,1.0,1.8,0.7,1.6,1.2,2.5,0.4,2.0,1.1,1.5,0.8,1.3,0.9,1.8,0.4,0.7,1.4,1.8,2.8,0.9,1.2,1.2,1.3,1.5,4.1,0.1,7,32,7,7,17,15,21,12,11,7,4.0,25,20,6,10,54,79,9,21,38,12,27,22,40,44,25,47,33,19,30,19,11,7,30,3,5,50,36,1,2,4,22,30,24,17,5,3,6,5,13,5,11,8,20,3,16,8,14,5,9,8,10,3,6,10,18,22,7,7,11,8,10,36,1,0.049,0.032,0.02,0.019,0.04,0.035,0.034,0.027,0.044,0.035,0.049,0.037,0.037,0.03,0.022,0.032,0.033,0.036,0.034,0.038,0.026,0.035,0.038,0.048,0.032,0.025,0.04,0.038,0.028,0.039,0.065,0.043,0.034,0.035,0.021,0.019,0.051,0.032,0.014,0.02,0.018,0.036,0.045,0.03,0.018,0.016,0.026,0.014,0.015,0.027,0.033,0.018,0.021,0.023,0.03,0.016,0.027,0.023,0.024,0.024,0.031,0.03,0.03,0.025,0.018,0.032,0.02,0.015,0.019,0.026,0.024,0.023,0.016,0.01,1353,5093,1928,1960,2421,2395,2329,2345,1790,1436,670.0,2254,3130,1104,2149,8500,14875,2318,3968,3697,3659,3711,1821,5927,5797,5326,4807,3236,4225,5181,2199,976,887,5531,1619,1369,7800,6797,320,618,1207,2217,6936,2910,2884,1148,993,2508,1987,1921,425,3046,1755,4180,507,3253,1252,2429,750,1537,1055,2431,446,928,2259,1103,4041,2605,1719,1628,1561,1910,9434,523,0.131,0.134,0.107,0.099,0.143,0.151,0.112,0.109,0.164,0.14,0.138,0.142,0.146,0.143,0.111,0.144,0.132,0.131,0.136,0.155,0.113,0.135,0.147,0.173,0.129,0.13,0.137,0.121,0.099,0.138,0.172,0.112,0.144,0.139,0.101,0.09,0.163,0.133,0.094,0.101,0.095,0.144,0.165,0.128,0.098,0.096,0.128,0.072,0.084,0.113,0.136,0.095,0.11,0.112,0.126,0.097,0.121,0.111,0.121,0.114,0.139,0.125,0.132,0.116,0.102,0.131,0.106,0.08,0.097,0.126,0.118,0.123,0.091,0.066,429,1788,714,739,942,812,969,810,562,373,219.0,1196,951,289,617,2776,4547,520,1105,1773,946,1273,1026,1750,1856,1586,1902,1463,1301,1716,799,478,289,1337,401,474,2028,1866,203,276,654,1073,1430,1695,1965,605,397,1131,982,912,329,1374,817,1897,278,1852,675,1169,468,866,456,951,211,443,1179,725,2212,1050,873,699,789,958,4140,214,3.045,2.722,2.579,2.461,2.228,2.315,2.102,2.468,2.397,3.006,2.622,1.674,2.581,2.694,2.584,2.362,2.543,3.437,2.848,1.849,3.015,2.353,1.646,2.607,2.446,2.679,2.06,1.859,2.5,2.459,2.212,2.149,2.595,2.96,3.483,2.404,2.834,2.836,1.798,2.211,2.212,1.802,3.4,1.864,1.639,1.93,3.124,2.584,2.476,2.071,1.695,2.197,2.247,2.163,2.008,1.912,2.185,2.154,1.884,1.904,2.038,2.544,2.403,2.326,2.053,1.974,1.897,2.75,2.058,2.465,2.154,2.294,2.365,2.406,0.711,0.587,0.614,0.511,0.661,0.68,0.617,0.605,0.66,0.552,0.796,0.391,0.537,0.502,0.532,0.592,0.65,0.744,0.682,0.536,0.83,0.552,0.438,0.765,0.58,0.552,0.572,0.527,0.549,0.58,0.711,0.75,0.577,0.659,0.612,0.542,0.866,0.577,0.319,0.47,0.504,0.587,0.701,0.587,0.53,0.568,0.564,0.847,0.472,0.66,0.369,0.551,0.549,0.56,0.445,0.457,0.397,0.588,0.422,0.453,0.545,0.64,0.533,0.772,0.549,0.742,0.523,0.783,0.551,0.773,0.486,0.493,0.468,0.398 -243,Epileptic,F,57.0,1.0,2.5,1.0,1.1,2.0,1.9,1.2,2.2,1.5,0.9,0.3,3.6,2.0,0.8,2.0,7.1,8.8,1.2,3.2,7.2,1.4,2.5,1.7,3.5,2.6,3.9,3.2,2.6,2.3,4.4,1.2,1.0,0.5,2.4,0.3,0.7,3.8,3.7,0.3,0.2,1.5,3.4,2.5,2.7,2.9,0.6,0.4,1.2,1.2,1.6,0.9,2.2,1.8,2.2,0.5,2.5,0.7,2.7,1.5,1.2,0.9,1.5,0.4,0.4,2.0,1.7,2.4,1.1,1.4,0.4,1.1,2.0,4.9,0.4,6,24,9,11,14,16,11,16,13,8,3.0,32,18,8,17,62,69,9,27,53,281,30,15,35,30,39,41,26,16,42,14,6,5,25,1,7,38,41,2,2,7,35,15,21,16,4,2,7,7,11,7,17,12,17,2,21,6,18,9,9,6,10,3,3,16,14,18,7,8,5,8,13,35,2,0.038,0.027,0.015,0.025,0.037,0.035,0.02,0.035,0.042,0.037,0.03,0.033,0.034,0.027,0.03,0.034,0.033,0.043,0.034,0.043,0.067,0.029,0.03,0.04,0.027,0.033,0.025,0.026,0.022,0.037,0.031,0.032,0.024,0.026,0.01,0.02,0.038,0.031,0.015,0.019,0.026,0.035,0.041,0.029,0.023,0.013,0.021,0.016,0.015,0.035,0.039,0.023,0.027,0.022,0.029,0.021,0.016,0.025,0.028,0.021,0.024,0.028,0.028,0.018,0.023,0.034,0.017,0.021,0.022,0.019,0.026,0.027,0.022,0.022,1315,4517,2310,2018,2233,2449,2290,2831,1813,1351,504.0,3140,3198,1347,2969,9738,14881,2029,4460,5020,2061,4180,2338,4850,4516,6843,5545,3461,4512,5405,1899,816,981,5058,1569,1829,7101,6963,464,294,1753,2794,3203,2200,3186,1475,694,2088,2611,1374,513,3206,2301,3772,368,3469,1663,2935,1279,1474,1094,2228,516,697,2805,1258,3987,1884,1780,823,1291,2329,8713,480,0.123,0.121,0.101,0.109,0.137,0.145,0.092,0.133,0.15,0.139,0.117,0.133,0.133,0.126,0.131,0.132,0.123,0.135,0.122,0.131,0.103,0.131,0.13,0.141,0.126,0.132,0.123,0.113,0.087,0.142,0.122,0.105,0.128,0.11,0.054,0.096,0.12,0.122,0.088,0.118,0.119,0.139,0.139,0.124,0.112,0.088,0.113,0.091,0.091,0.133,0.148,0.11,0.125,0.11,0.136,0.111,0.093,0.117,0.132,0.116,0.12,0.124,0.148,0.111,0.115,0.127,0.103,0.104,0.114,0.127,0.125,0.131,0.104,0.119,411,1523,977,755,907,944,862,1031,571,398,166.0,1594,1029,400,1038,3378,4298,441,1472,2374,785,1394,972,1463,1428,2078,1997,1459,1284,1935,598,428,363,1321,517,665,1839,1839,278,177,806,1468,941,1556,2023,736,320,988,1240,768,389,1586,1138,1733,231,1944,734,1697,796,886,589,823,247,366,1454,757,2122,931,903,389,697,1241,3769,237,3.108,2.791,2.394,2.62,2.302,2.32,2.244,2.518,2.504,2.879,2.415,1.756,2.552,2.431,2.316,2.395,2.777,3.454,2.569,1.877,2.234,2.307,2.028,2.556,2.408,2.746,2.208,2.014,2.702,2.279,2.521,2.06,2.386,2.742,2.725,2.513,2.848,2.836,1.969,2.12,2.59,1.707,2.87,1.616,1.784,2.164,2.63,2.665,2.481,2.247,1.559,2.073,2.259,2.209,1.975,1.96,2.52,2.066,1.869,1.82,2.223,2.625,2.228,2.281,2.154,2.174,2.01,2.436,2.254,2.416,2.156,2.32,2.548,2.573,0.677,0.667,0.453,0.507,0.526,0.567,0.53,0.61,0.52,0.378,0.954,0.433,0.511,0.452,0.488,0.514,0.496,0.734,0.686,0.596,0.947,0.512,0.499,0.572,0.425,0.658,0.447,0.441,0.534,0.503,0.56,0.9,0.354,0.493,0.67,0.473,0.758,0.592,0.244,0.428,0.597,0.5,0.735,0.578,0.505,0.628,0.468,0.535,0.618,0.574,0.318,0.495,0.502,0.441,0.387,0.42,0.344,0.519,0.471,0.382,0.484,0.812,0.546,0.762,0.635,0.765,0.453,0.382,0.502,0.724,0.47,0.524,0.572,0.403 -244,Epileptic,M,37.0,0.5,1.8,0.9,0.8,1.1,1.7,1.2,1.3,0.5,0.8,0.4,2.3,1.4,0.4,1.3,4.2,6.3,0.9,1.8,3.4,1.0,2.4,1.4,2.5,2.8,3.3,2.2,1.9,2.3,3.5,0.9,0.8,0.6,2.6,0.6,0.5,3.5,2.5,0.1,0.2,1.1,2.7,1.9,1.5,2.4,0.9,0.4,0.8,1.0,1.0,0.4,1.1,0.8,1.6,0.3,2.1,0.5,2.1,1.1,0.8,0.7,0.9,0.3,0.3,1.5,1.5,2.3,1.2,0.5,0.3,0.9,1.3,5.1,0.4,3,21,13,8,10,19,11,14,9,8,5.0,21,13,6,13,42,61,7,24,29,10,30,12,30,30,39,27,21,22,34,13,4,5,28,2,6,38,25,1,1,7,26,14,13,16,7,2,5,5,9,2,8,8,11,1,17,4,18,8,7,8,5,2,3,11,19,20,11,3,4,6,9,43,4,0.026,0.02,0.014,0.015,0.028,0.026,0.024,0.022,0.039,0.029,0.042,0.031,0.029,0.028,0.035,0.028,0.025,0.031,0.024,0.033,0.022,0.031,0.029,0.034,0.032,0.031,0.026,0.023,0.023,0.031,0.029,0.026,0.019,0.028,0.017,0.015,0.034,0.029,0.014,0.017,0.019,0.032,0.036,0.021,0.018,0.021,0.021,0.012,0.015,0.022,0.027,0.015,0.016,0.015,0.015,0.017,0.011,0.023,0.024,0.017,0.022,0.02,0.026,0.013,0.021,0.034,0.017,0.019,0.012,0.011,0.023,0.017,0.019,0.016,1255,4145,2349,2057,1825,3222,2326,3122,1093,1604,767.0,2955,3136,1013,2740,9488,15818,2402,4332,3842,3213,4621,2129,5469,5852,6663,4944,3972,6105,5731,2292,1132,1309,7250,1757,2155,7407,6231,425,475,1900,3650,4466,2031,3820,1223,727,2799,2405,1891,525,2976,2132,4443,335,3900,1438,3197,1561,1543,1561,1910,469,764,2540,1371,4457,2543,1156,843,1352,2395,10964,677,0.098,0.108,0.106,0.095,0.121,0.135,0.11,0.114,0.136,0.144,0.152,0.138,0.142,0.142,0.138,0.132,0.118,0.12,0.117,0.13,0.097,0.139,0.126,0.14,0.13,0.137,0.116,0.112,0.109,0.137,0.127,0.101,0.102,0.12,0.085,0.072,0.128,0.117,0.092,0.087,0.099,0.135,0.129,0.111,0.096,0.11,0.108,0.073,0.087,0.115,0.121,0.09,0.098,0.086,0.1,0.103,0.085,0.12,0.119,0.099,0.11,0.105,0.107,0.103,0.105,0.122,0.1,0.104,0.086,0.102,0.115,0.106,0.099,0.099,351,1350,952,800,676,1153,827,972,337,414,204.0,1208,794,276,678,2422,4152,443,1339,1632,764,1337,796,1327,1569,1877,1576,1317,1626,1847,560,467,462,1435,476,717,1759,1517,178,207,863,1339,982,1157,2143,620,296,1063,1016,776,259,1221,850,1732,189,1821,670,1433,740,752,579,665,222,338,1166,758,2066,1074,637,414,632,1108,4228,403,3.586,2.945,2.496,2.5,2.478,2.403,2.353,2.731,2.463,3.172,3.076,2.136,3.016,2.808,3.007,2.954,3.024,3.827,2.68,2.016,3.105,2.667,2.259,3.068,2.842,2.783,2.44,2.324,2.821,2.467,2.87,2.573,2.311,3.427,3.588,2.602,3.076,3.005,2.612,2.611,2.76,2.18,3.71,1.909,2.046,2.126,3.198,3.055,2.823,2.682,2.56,2.724,2.455,2.728,2.091,2.321,2.554,2.378,2.368,2.264,2.506,3.032,2.403,2.542,2.276,2.246,2.213,2.607,2.218,2.328,2.498,2.669,2.675,2.098,0.624,0.479,0.423,0.555,0.56,0.592,0.543,0.497,0.66,0.507,0.643,0.584,0.442,0.465,0.537,0.606,0.536,0.749,0.421,0.615,0.779,0.526,0.558,0.613,0.634,0.579,0.507,0.548,0.488,0.603,0.651,1.048,0.435,0.688,0.685,0.49,0.631,0.645,0.294,0.696,0.506,0.66,0.676,0.816,0.662,0.565,0.45,0.647,0.477,0.421,0.478,0.579,0.512,0.511,0.39,0.455,0.445,0.515,0.433,0.463,0.563,0.62,0.337,1.141,0.567,0.57,0.487,0.534,0.419,0.587,0.482,0.522,0.553,0.38 -245,Epileptic,F,42.0,0.5,2.8,1.2,1.1,1.9,1.7,2.3,1.4,1.4,0.8,0.2,2.8,1.2,0.5,0.8,6.3,8.4,0.5,1.7,4.3,0.7,2.6,1.5,3.3,2.7,2.2,2.3,3.0,2.8,2.8,1.3,0.6,0.4,1.9,0.3,0.7,2.2,2.3,0.2,0.2,1.0,2.6,1.4,2.3,3.8,0.5,0.3,0.6,0.9,0.5,0.4,1.5,1.2,2.4,0.1,2.0,0.7,1.7,1.0,1.0,0.5,1.4,0.3,0.3,1.4,1.0,1.6,1.4,1.5,0.5,0.7,0.8,3.7,0.1,3,28,16,11,12,17,16,13,12,7,3.0,24,12,5,9,64,70,5,19,47,9,32,16,37,30,23,29,26,22,33,15,4,3,24,2,6,30,34,2,2,6,24,20,20,21,5,2,4,5,6,4,10,8,17,1,16,6,14,7,8,3,12,3,3,13,13,15,9,9,8,5,7,26,1,0.029,0.032,0.02,0.023,0.036,0.028,0.034,0.023,0.045,0.035,0.023,0.037,0.023,0.031,0.021,0.031,0.032,0.028,0.031,0.036,0.019,0.032,0.028,0.037,0.03,0.027,0.028,0.035,0.026,0.035,0.045,0.036,0.025,0.027,0.012,0.025,0.027,0.027,0.014,0.02,0.023,0.031,0.043,0.024,0.025,0.014,0.02,0.013,0.015,0.016,0.026,0.019,0.019,0.023,0.017,0.02,0.019,0.021,0.021,0.018,0.02,0.023,0.033,0.019,0.018,0.028,0.016,0.019,0.023,0.022,0.022,0.021,0.016,0.016,1513,4295,2446,2017,2355,2800,2737,2880,1701,1222,521.0,2770,2855,977,2396,12754,16375,2127,3399,5578,2995,4494,2085,6173,5826,4389,4349,4236,6133,4531,1796,977,782,5012,1563,1800,5287,6165,409,474,1385,2681,5281,3063,4045,1266,738,1557,1930,1265,437,2845,2013,4875,226,3350,1235,2839,1096,1592,845,2592,368,854,2486,930,3134,2398,1944,787,1329,1769,8384,391,0.102,0.132,0.116,0.114,0.128,0.14,0.116,0.12,0.159,0.143,0.101,0.147,0.123,0.136,0.124,0.132,0.127,0.103,0.137,0.152,0.088,0.141,0.139,0.147,0.135,0.129,0.135,0.121,0.107,0.147,0.136,0.111,0.107,0.125,0.067,0.121,0.132,0.132,0.095,0.107,0.116,0.134,0.144,0.116,0.109,0.096,0.115,0.082,0.086,0.113,0.132,0.099,0.107,0.105,0.103,0.108,0.109,0.111,0.116,0.107,0.106,0.118,0.133,0.11,0.108,0.138,0.101,0.103,0.114,0.143,0.113,0.112,0.094,0.124,316,1449,1045,820,829,1044,1091,950,493,331,159.0,1191,796,238,609,3513,4476,384,960,2065,652,1436,864,1594,1610,1322,1550,1469,1694,1450,534,292,248,1101,391,508,1378,1446,212,214,630,1332,773,1561,2345,612,271,680,906,497,287,1283,949,1921,96,1515,612,1271,675,858,426,927,189,336,1190,551,1526,1101,976,366,579,739,3423,133,4.085,2.729,2.308,2.439,2.337,2.34,2.223,2.777,2.609,2.928,2.588,2.049,2.786,2.998,2.912,2.713,2.882,3.951,2.763,2.263,3.146,2.45,2.08,2.834,2.748,2.691,2.278,2.314,2.78,2.534,2.431,3.046,2.762,3.098,3.08,3.064,2.825,2.96,2.151,2.735,2.79,1.821,3.762,2.155,1.971,2.259,3.054,2.853,2.618,2.606,1.942,2.376,2.345,2.604,2.402,2.366,2.583,2.43,1.857,2.066,2.44,2.641,2.082,2.533,2.289,2.202,2.136,2.597,2.299,2.254,2.667,2.657,2.632,3.28,0.705,0.614,0.54,0.484,0.596,0.524,0.582,0.553,0.459,0.492,0.753,0.406,0.396,0.427,0.477,0.618,0.557,0.766,0.548,0.64,0.839,0.413,0.38,0.647,0.568,0.534,0.5,0.632,0.49,0.466,0.827,1.057,0.417,0.679,0.995,0.578,0.593,0.574,0.296,0.393,0.505,0.475,0.8,0.564,0.618,0.386,0.433,0.822,0.464,0.498,0.345,0.442,0.629,0.484,0.44,0.515,0.429,0.408,0.312,0.315,0.37,0.752,0.41,0.987,0.496,0.621,0.393,0.405,0.375,0.708,0.47,0.56,0.573,0.545 -246,Epileptic,M,37.0,1.1,2.3,0.7,1.2,1.3,2.3,1.5,1.8,0.7,0.9,0.2,2.6,1.7,0.5,1.4,5.9,8.3,0.7,3.2,5.2,0.8,4.1,1.8,3.0,2.7,3.7,3.0,2.1,2.7,2.8,1.6,0.8,0.7,2.2,0.5,0.5,2.2,3.5,0.2,0.3,1.7,4.1,2.0,3.3,2.6,1.0,0.4,0.7,1.3,0.6,0.8,2.1,1.4,2.5,0.3,2.6,0.9,2.3,1.2,1.3,0.5,1.6,0.3,0.4,2.0,0.8,2.9,1.2,0.9,0.4,0.9,1.0,4.2,0.2,9,18,6,9,12,22,14,17,9,9,2.0,26,15,7,13,57,74,7,31,42,7,45,18,34,34,34,32,20,19,33,20,9,7,25,3,3,25,42,1,2,8,31,22,19,16,7,2,5,6,6,5,18,8,17,2,19,5,18,8,11,4,10,2,3,16,9,26,7,5,3,6,8,31,1,0.037,0.025,0.011,0.019,0.029,0.028,0.021,0.029,0.04,0.034,0.024,0.031,0.024,0.031,0.027,0.031,0.027,0.023,0.034,0.041,0.015,0.037,0.026,0.034,0.025,0.032,0.024,0.023,0.025,0.025,0.044,0.029,0.03,0.026,0.018,0.01,0.024,0.031,0.016,0.018,0.027,0.038,0.031,0.043,0.021,0.016,0.016,0.01,0.014,0.013,0.039,0.021,0.023,0.02,0.022,0.018,0.016,0.026,0.024,0.022,0.022,0.027,0.02,0.016,0.021,0.022,0.021,0.016,0.017,0.017,0.021,0.023,0.018,0.017,1724,4809,2426,2752,2119,3411,3391,3085,1540,1590,608.0,2664,4467,1150,3214,11838,19799,2372,4845,3833,3009,5980,2469,6856,6006,7357,6199,3644,5635,5683,2661,1243,1206,5307,1769,2056,6345,7767,419,471,2214,3130,5465,2162,3203,2208,1007,2921,3288,1745,514,3932,2413,5651,387,4340,2138,3224,1497,1837,780,2460,473,914,2935,1240,5010,2856,1726,830,1644,2090,9347,402,0.135,0.105,0.087,0.098,0.123,0.139,0.097,0.132,0.122,0.139,0.09,0.139,0.119,0.126,0.122,0.133,0.123,0.102,0.13,0.13,0.076,0.154,0.125,0.137,0.131,0.132,0.113,0.107,0.106,0.129,0.131,0.092,0.114,0.127,0.082,0.073,0.113,0.134,0.095,0.109,0.119,0.147,0.123,0.147,0.105,0.094,0.09,0.073,0.082,0.094,0.133,0.112,0.104,0.1,0.133,0.103,0.098,0.116,0.123,0.112,0.113,0.123,0.122,0.105,0.115,0.103,0.112,0.094,0.096,0.111,0.116,0.106,0.096,0.102,526,1557,912,1004,745,1334,1071,1109,389,445,186.0,1300,1119,298,901,3141,5115,491,1476,1966,965,1803,1048,1642,1772,2027,2137,1417,1525,1864,607,481,432,1361,474,675,1575,1953,179,213,892,1509,1131,1213,1956,978,375,1155,1396,714,359,1777,1055,2072,208,2180,800,1648,848,1001,396,879,204,447,1461,554,2297,1162,806,380,747,899,3872,202,3.314,2.93,2.627,2.831,2.43,2.344,2.534,2.599,2.724,3.065,3.137,1.904,3.046,2.82,2.787,2.779,3.01,3.713,2.674,1.773,2.662,2.585,2.053,2.906,2.613,2.893,2.34,2.102,2.867,2.464,2.968,2.283,2.322,2.846,3.465,2.761,2.957,2.933,2.697,2.675,2.652,1.946,3.22,1.984,1.895,2.525,3.26,3.148,2.853,2.569,1.783,2.472,2.5,2.705,2.335,2.215,3.049,2.309,2.057,2.039,2.295,2.629,2.508,2.497,2.23,2.403,2.285,2.824,2.585,2.463,2.593,2.721,2.637,2.323,0.778,0.643,0.493,0.472,0.588,0.574,0.563,0.528,0.643,0.488,0.766,0.46,0.52,0.4,0.4,0.571,0.591,0.664,0.652,0.575,0.74,0.569,0.439,0.636,0.465,0.541,0.488,0.541,0.565,0.491,0.682,1.071,0.48,0.597,0.606,0.454,0.802,0.6,0.485,0.386,0.626,0.561,0.831,0.809,0.656,0.572,0.4,0.626,0.484,0.713,0.37,0.539,0.632,0.517,0.326,0.467,0.756,0.658,0.487,0.397,0.441,0.609,0.477,0.698,0.604,0.601,0.516,0.424,0.424,0.709,0.447,0.723,0.558,0.43 -247,Epileptic,F,37.0,0.8,2.7,1.0,1.1,1.0,1.7,1.7,1.8,1.2,0.6,0.4,3.2,1.6,1.0,1.8,4.9,7.2,0.6,1.5,3.3,1.3,2.8,1.3,3.8,2.8,3.2,2.9,2.4,2.7,2.9,1.0,1.9,0.7,1.7,0.4,0.9,4.3,3.0,0.1,0.0,0.9,2.8,2.2,2.0,2.2,0.8,0.3,0.7,1.0,0.8,0.5,2.4,1.4,1.6,0.4,1.8,0.5,1.4,0.7,0.5,0.5,1.2,0.2,0.4,1.7,1.4,1.4,1.3,0.8,0.4,0.8,1.4,3.1,0.4,5,27,11,10,11,16,16,17,11,7,5.0,27,18,9,22,55,72,3,17,26,9,33,14,41,35,34,30,25,23,34,16,16,8,24,3,7,45,33,1,0,5,24,21,18,14,5,1,4,5,5,4,19,17,10,2,15,4,28,4,5,4,11,1,4,20,13,12,9,7,5,5,9,22,2,0.038,0.026,0.014,0.024,0.025,0.031,0.027,0.034,0.049,0.039,0.039,0.042,0.028,0.042,0.028,0.031,0.028,0.025,0.026,0.037,0.025,0.037,0.025,0.044,0.034,0.03,0.027,0.028,0.024,0.028,0.032,0.063,0.033,0.026,0.018,0.022,0.038,0.038,0.012,0.004,0.018,0.039,0.04,0.032,0.02,0.018,0.019,0.013,0.016,0.031,0.028,0.021,0.03,0.017,0.019,0.019,0.023,0.017,0.017,0.014,0.018,0.021,0.034,0.013,0.018,0.032,0.017,0.019,0.019,0.012,0.03,0.025,0.015,0.022,1231,5482,2296,2286,1681,2602,2768,3367,1770,1285,668.0,2695,4081,1569,3805,9670,16883,2068,2827,3712,2642,4833,1983,5130,5773,6599,5352,3991,5506,4991,2128,1421,1369,5509,1746,1928,7341,6912,476,266,1489,2813,4561,1851,2941,1423,692,2150,2124,1326,548,3682,2494,3527,489,3192,1191,2810,1074,1109,972,2403,374,853,3073,1139,2812,2439,1657,904,1128,2007,7891,530,0.131,0.116,0.097,0.115,0.121,0.141,0.114,0.141,0.169,0.141,0.152,0.161,0.128,0.153,0.139,0.129,0.129,0.096,0.111,0.134,0.094,0.147,0.128,0.142,0.144,0.134,0.128,0.119,0.102,0.138,0.112,0.141,0.146,0.123,0.085,0.101,0.139,0.14,0.086,0.04,0.1,0.155,0.139,0.129,0.101,0.105,0.089,0.081,0.089,0.118,0.125,0.108,0.128,0.093,0.122,0.108,0.115,0.091,0.094,0.091,0.11,0.119,0.127,0.101,0.112,0.128,0.097,0.101,0.1,0.099,0.124,0.12,0.09,0.122,359,1755,1025,740,702,946,1007,971,435,275,197.0,1240,1050,371,1137,2801,4370,396,875,1551,787,1286,873,1358,1494,1917,1714,1325,1552,1660,581,470,368,1110,366,598,1814,1504,221,88,682,1184,991,1103,1772,645,255,844,935,477,308,1746,847,1564,252,1518,419,1483,635,657,430,845,153,427,1490,580,1276,1105,725,494,474,909,3039,220,3.345,2.785,2.152,2.84,2.141,2.453,2.282,3.275,2.771,3.425,2.776,1.952,2.931,3.053,2.727,2.651,2.96,4.014,2.615,2.067,2.669,2.721,2.028,2.741,2.85,2.929,2.469,2.442,2.753,2.464,2.552,2.825,3.043,3.339,3.863,2.986,2.957,3.284,2.58,2.703,2.784,2.041,3.264,1.993,1.904,2.624,3.522,3.196,2.829,3.262,2.359,2.221,2.453,2.462,2.246,2.309,3.289,2.147,2.002,1.869,2.403,3.075,2.297,2.271,2.279,2.47,2.4,2.62,2.538,2.13,2.692,2.74,2.687,3.068,0.889,0.585,0.723,0.596,0.507,0.462,0.608,0.581,0.645,0.407,0.665,0.524,0.463,0.514,0.389,0.572,0.552,0.689,0.566,0.506,0.872,0.566,0.495,0.756,0.566,0.594,0.542,0.61,0.55,0.551,0.666,1.214,0.649,0.624,0.71,0.592,0.712,0.674,0.532,0.494,0.51,0.442,0.768,0.724,0.612,0.58,0.442,0.822,0.545,0.723,0.405,0.517,0.611,0.41,0.33,0.494,0.784,0.506,0.419,0.299,0.302,0.717,0.502,0.808,0.538,0.785,0.435,0.364,0.398,0.408,0.418,0.624,0.627,0.649 -248,Epileptic,M,27.0,0.5,2.6,0.9,1.0,1.3,2.3,1.5,1.6,0.6,0.6,0.3,3.4,1.4,0.7,2.1,6.8,7.9,0.7,1.8,6.6,1.6,2.4,1.7,2.9,2.7,3.4,4.6,3.2,3.7,3.7,1.1,2.6,0.6,2.3,0.4,0.4,5.2,3.5,0.2,0.2,0.9,3.3,2.4,4.4,4.3,1.2,0.4,0.6,1.1,0.8,1.1,1.9,1.2,2.2,0.4,2.8,0.7,1.6,1.0,1.3,0.7,0.9,0.6,0.7,1.7,0.6,3.1,1.9,1.4,0.5,0.8,1.9,3.9,0.2,3,22,9,8,11,24,12,14,7,8,3.0,29,16,7,19,70,75,5,21,46,17,27,13,29,37,29,57,28,29,39,14,15,4,26,2,4,53,32,1,1,4,23,20,32,25,10,2,4,5,6,7,18,7,14,3,22,7,13,7,12,6,6,3,4,12,7,23,12,9,4,5,10,32,2,0.022,0.027,0.015,0.018,0.035,0.029,0.022,0.025,0.037,0.035,0.031,0.034,0.029,0.03,0.035,0.035,0.026,0.026,0.027,0.038,0.025,0.032,0.026,0.042,0.034,0.031,0.027,0.031,0.03,0.032,0.035,0.074,0.029,0.031,0.014,0.014,0.045,0.035,0.014,0.016,0.017,0.032,0.038,0.038,0.029,0.026,0.022,0.012,0.014,0.014,0.032,0.021,0.019,0.018,0.019,0.017,0.02,0.019,0.021,0.023,0.024,0.022,0.029,0.027,0.022,0.028,0.021,0.021,0.022,0.021,0.021,0.023,0.018,0.023,1541,5111,2507,2469,1707,4443,2982,3735,1153,1368,686.0,3127,3899,1459,3757,12020,18585,2457,4113,6773,3938,4097,2415,6267,5649,7534,8538,5049,7132,6488,2569,1349,1097,6586,1796,1521,7987,7076,422,531,1937,3524,5523,2579,3973,1904,758,2027,2832,1988,850,3633,1948,5055,453,5223,1170,3903,1368,2027,1043,1829,599,878,3044,707,5075,3477,2226,870,1504,2645,9115,847,0.095,0.118,0.095,0.093,0.143,0.134,0.109,0.125,0.138,0.13,0.103,0.135,0.136,0.131,0.152,0.14,0.124,0.106,0.13,0.14,0.108,0.135,0.11,0.141,0.146,0.125,0.126,0.118,0.116,0.135,0.132,0.194,0.137,0.112,0.078,0.077,0.141,0.121,0.078,0.09,0.092,0.123,0.144,0.139,0.119,0.125,0.109,0.083,0.086,0.096,0.144,0.107,0.1,0.094,0.127,0.099,0.117,0.093,0.11,0.12,0.123,0.108,0.138,0.136,0.105,0.122,0.111,0.101,0.109,0.117,0.106,0.113,0.098,0.1,364,1598,961,847,614,1376,1010,1015,345,347,201.0,1457,892,327,933,3306,4883,435,1088,2768,1086,1222,1013,1336,1524,1861,2786,1673,1919,2003,487,546,286,1205,411,522,2041,1614,243,181,776,1542,1075,1774,2357,794,289,773,1147,868,527,1558,931,1936,255,2552,558,1559,681,926,453,665,273,351,1269,336,2294,1374,1031,340,725,1259,3570,201,3.903,2.933,2.651,2.842,2.716,2.736,2.472,3.276,2.593,3.236,2.888,1.954,3.298,3.018,3.076,2.704,3.048,4.024,2.979,2.081,2.965,2.626,2.096,3.308,2.825,3.169,2.454,2.405,2.833,2.604,3.27,2.472,3.474,3.498,3.834,2.675,2.835,3.203,2.119,3.18,3.099,2.069,3.364,1.765,1.991,2.544,3.462,3.238,2.929,2.631,2.183,2.355,2.469,2.679,2.299,2.335,2.252,2.698,2.313,2.364,2.664,3.014,2.728,2.606,2.683,2.347,2.377,2.68,2.632,2.801,2.537,2.656,2.709,4.472,0.756,0.792,0.619,0.643,0.557,0.56,0.449,0.597,0.613,0.532,0.72,0.571,0.547,0.446,0.584,0.572,0.626,0.747,0.571,0.775,0.757,0.485,0.478,0.694,0.526,0.696,0.499,0.551,0.561,0.54,0.937,1.14,0.738,0.612,0.723,0.555,0.731,0.645,0.279,0.66,0.893,0.565,0.846,0.776,0.592,0.518,0.435,0.766,0.66,0.5,0.402,0.508,0.569,0.51,0.44,0.426,0.552,0.511,0.368,0.416,0.427,0.691,0.417,1.071,0.464,0.484,0.542,0.367,0.497,0.43,0.618,0.489,0.498,0.532 -249,Epileptic,M,27.0,1.3,2.5,1.1,1.9,1.1,2.8,2.1,1.9,1.0,1.1,0.4,3.1,1.5,0.5,1.8,6.3,9.1,0.7,2.1,6.2,1.0,2.1,1.3,3.1,3.5,4.0,3.4,2.7,2.9,3.8,0.8,1.5,0.8,3.0,0.4,0.6,4.5,5.2,0.1,0.3,1.0,3.9,1.6,3.1,3.3,0.8,0.4,1.3,1.4,0.7,0.7,2.3,1.7,3.0,0.6,2.8,1.0,2.4,0.8,0.7,0.9,1.2,0.5,0.4,1.7,0.9,3.1,1.4,1.1,1.2,1.4,2.1,4.8,0.4,9,21,12,16,13,23,18,16,9,10,5.0,22,15,8,19,64,75,8,24,47,10,23,12,34,41,37,35,24,25,42,11,11,8,29,3,5,49,55,2,2,5,29,17,21,21,7,2,9,8,5,5,18,11,18,4,22,7,17,6,6,5,9,5,4,15,11,28,10,10,17,9,15,47,3,0.039,0.025,0.018,0.027,0.027,0.033,0.028,0.03,0.039,0.036,0.028,0.04,0.026,0.028,0.033,0.032,0.026,0.025,0.027,0.042,0.018,0.032,0.033,0.03,0.03,0.028,0.025,0.03,0.024,0.029,0.031,0.047,0.031,0.025,0.015,0.015,0.034,0.031,0.013,0.017,0.02,0.043,0.028,0.034,0.026,0.015,0.015,0.015,0.014,0.015,0.022,0.019,0.022,0.021,0.019,0.019,0.022,0.021,0.031,0.022,0.024,0.021,0.026,0.018,0.025,0.022,0.023,0.021,0.019,0.027,0.025,0.019,0.018,0.021,1732,4985,2449,2799,1838,3818,2968,3681,1488,1666,546.0,2200,4099,1229,3376,11660,18946,2859,4705,5412,3126,3469,1703,5926,6478,7822,5999,4117,5911,5989,1523,1344,1787,8220,1926,2185,8838,9905,388,608,1763,2898,4735,2364,3031,1408,924,3005,2904,1642,680,3892,2277,4895,735,4101,1811,3901,743,901,991,2369,547,801,2339,1106,4326,2393,1902,1599,1848,3346,9825,714,0.137,0.115,0.106,0.128,0.123,0.143,0.122,0.138,0.133,0.147,0.126,0.149,0.127,0.124,0.137,0.142,0.121,0.112,0.123,0.145,0.081,0.135,0.142,0.124,0.135,0.128,0.126,0.12,0.112,0.14,0.118,0.123,0.128,0.121,0.087,0.084,0.136,0.124,0.092,0.104,0.103,0.15,0.127,0.139,0.117,0.101,0.089,0.09,0.088,0.097,0.124,0.101,0.111,0.105,0.124,0.111,0.115,0.094,0.135,0.117,0.121,0.106,0.136,0.12,0.118,0.105,0.12,0.111,0.109,0.14,0.126,0.104,0.104,0.116,551,1715,1037,1141,802,1457,1181,1082,464,461,192.0,1159,1024,358,981,3272,5516,587,1337,2401,957,1180,652,1698,2038,2355,2250,1538,1828,2296,462,515,478,1876,454,739,2412,2825,232,313,789,1426,1072,1494,1994,750,378,1219,1414,691,461,1912,1133,2216,415,2114,755,1981,459,506,523,892,343,416,1218,616,2180,1084,909,711,891,1565,4343,330,3.153,2.56,2.387,2.573,2.115,2.32,2.226,3.091,2.558,3.02,2.353,1.777,3.092,2.519,2.718,2.798,2.894,3.661,2.796,2.0,2.665,2.331,2.287,2.697,2.549,2.775,2.283,2.225,2.581,2.284,2.466,2.496,2.853,3.224,3.674,2.73,2.941,2.644,1.971,2.259,2.833,1.866,3.181,1.927,1.803,2.132,3.17,3.05,2.556,2.813,1.841,2.172,2.248,2.502,2.238,2.163,3.03,2.296,1.924,1.978,2.378,2.625,2.006,2.176,2.195,2.063,2.138,2.589,2.336,2.299,2.432,2.552,2.381,2.952,0.894,0.671,0.476,0.463,0.562,0.559,0.516,0.493,0.512,0.403,0.879,0.519,0.453,0.554,0.542,0.48,0.513,0.815,0.549,0.594,0.735,0.467,0.429,0.745,0.477,0.478,0.417,0.583,0.646,0.468,0.592,1.024,0.521,0.707,0.652,0.424,0.661,0.686,0.44,0.357,0.497,0.55,0.741,0.59,0.588,0.394,0.401,0.692,0.53,0.62,0.393,0.483,0.528,0.472,0.317,0.401,0.501,0.552,0.325,0.336,0.487,0.866,0.519,0.865,0.557,0.645,0.422,0.338,0.353,0.613,0.45,0.509,0.495,0.713 -250,Epileptic,F,37.0,0.9,2.5,1.6,1.2,1.7,1.9,1.8,1.7,1.2,0.7,0.2,3.0,1.8,0.9,1.2,8.2,8.9,0.7,2.5,5.2,0.5,2.5,1.5,3.1,3.0,3.0,2.8,2.9,3.1,3.7,1.3,1.4,0.7,3.2,0.4,1.0,3.7,3.8,0.2,0.2,1.1,2.9,2.1,2.4,3.3,0.6,0.4,0.9,1.2,0.7,0.7,1.8,1.7,2.3,0.3,1.8,0.6,1.0,1.4,0.9,0.8,1.9,0.2,0.5,1.9,2.5,3.6,1.6,1.3,0.5,0.9,1.2,4.2,0.4,8,25,14,9,18,18,16,15,11,6,4.0,27,17,11,11,76,86,6,24,42,4,29,16,34,39,33,33,31,23,34,24,13,6,34,2,7,40,42,2,1,7,23,18,20,22,5,2,6,7,8,5,16,11,20,1,16,5,10,11,7,7,14,1,5,18,22,29,11,9,6,6,8,35,5,0.041,0.023,0.02,0.022,0.031,0.039,0.026,0.025,0.033,0.036,0.029,0.033,0.027,0.04,0.035,0.039,0.029,0.027,0.033,0.039,0.013,0.035,0.03,0.031,0.032,0.03,0.03,0.023,0.024,0.031,0.036,0.042,0.03,0.034,0.014,0.023,0.036,0.033,0.015,0.017,0.024,0.038,0.036,0.028,0.02,0.014,0.02,0.016,0.017,0.031,0.034,0.02,0.023,0.017,0.02,0.022,0.015,0.016,0.031,0.018,0.02,0.03,0.015,0.017,0.021,0.034,0.023,0.024,0.021,0.016,0.02,0.021,0.018,0.026,1433,4342,2803,2153,2420,2385,2323,3010,1668,1163,551.0,2462,3617,1310,2281,10746,15601,1847,3606,4125,2298,4032,2055,5344,5150,5060,4325,4673,5847,4881,1842,1570,930,5920,1513,1801,6621,7160,396,352,1400,2071,5096,2042,3765,1302,762,1970,2198,1271,531,2615,2297,4492,334,2565,1546,2228,1345,1254,1260,2157,272,717,2772,1589,4208,2100,1710,840,1416,1741,8060,601,0.143,0.117,0.114,0.106,0.134,0.153,0.106,0.125,0.139,0.134,0.123,0.14,0.13,0.163,0.125,0.151,0.127,0.114,0.138,0.152,0.074,0.146,0.132,0.138,0.148,0.137,0.132,0.111,0.098,0.132,0.143,0.137,0.142,0.14,0.078,0.104,0.136,0.136,0.097,0.099,0.114,0.148,0.135,0.122,0.102,0.095,0.112,0.086,0.095,0.139,0.139,0.105,0.116,0.098,0.119,0.113,0.095,0.099,0.133,0.105,0.11,0.135,0.105,0.125,0.113,0.128,0.122,0.111,0.106,0.102,0.109,0.116,0.101,0.143,435,1757,1218,867,991,900,1033,1073,540,327,193.0,1420,1087,365,707,3616,5120,393,1192,2043,579,1268,853,1660,1599,1728,1586,1833,1786,1888,618,657,354,1519,439,581,1816,1862,225,189,702,1166,1047,1420,2480,730,349,953,1091,477,330,1502,1169,2183,192,1375,720,1157,773,720,644,918,185,425,1534,977,2386,1073,1002,477,747,848,3645,309,3.319,2.337,2.203,2.358,2.173,2.326,1.952,2.537,2.365,2.814,2.433,1.616,2.679,2.658,2.456,2.354,2.448,3.614,2.488,1.869,2.996,2.443,2.06,2.514,2.525,2.416,2.215,2.083,2.528,2.174,2.398,2.38,2.205,2.895,3.067,2.712,2.8,2.753,2.098,2.27,2.505,1.697,3.511,1.66,1.655,1.963,2.746,2.425,2.362,2.744,1.94,1.914,2.005,2.11,2.329,1.909,2.416,2.209,2.05,1.982,2.245,2.395,1.702,2.109,1.989,1.959,1.946,2.077,2.004,1.946,2.244,2.402,2.265,2.496,0.661,0.43,0.562,0.513,0.54,0.496,0.501,0.47,0.496,0.523,0.505,0.407,0.508,0.435,0.439,0.525,0.497,0.722,0.572,0.524,0.68,0.47,0.427,0.582,0.522,0.537,0.465,0.508,0.522,0.425,0.502,0.905,0.378,0.672,0.442,0.532,0.709,0.663,0.395,0.48,0.552,0.42,0.683,0.654,0.45,0.471,0.364,0.625,0.547,0.568,0.302,0.375,0.423,0.421,0.405,0.383,0.388,0.412,0.365,0.345,0.405,0.634,0.351,0.748,0.546,0.535,0.411,0.402,0.436,0.509,0.433,0.503,0.5,0.431 -251,Epileptic,F,52.0,0.5,1.1,0.4,0.9,1.1,1.8,1.3,1.6,1.1,0.5,0.2,2.3,1.3,0.8,0.9,5.5,7.3,0.6,1.8,4.2,1.2,3.0,1.3,3.0,2.9,3.3,2.9,2.5,3.1,3.1,1.3,1.1,0.5,2.8,0.3,1.0,3.0,3.0,0.2,0.1,1.1,2.7,1.9,2.6,2.8,0.7,0.9,1.0,1.0,0.6,0.4,1.3,1.1,2.2,0.1,2.8,1.1,2.0,1.1,0.9,0.5,0.9,0.3,0.6,1.2,1.1,2.9,1.9,0.9,0.3,1.8,1.1,4.4,0.4,4,11,6,6,15,14,10,14,14,5,2.0,19,15,10,10,55,67,5,14,29,25,27,13,35,32,35,34,24,25,41,22,13,4,24,1,10,34,31,2,1,7,21,17,19,15,8,5,6,5,5,2,8,7,18,1,21,7,15,7,7,4,9,2,3,9,11,23,14,8,2,13,7,34,3,0.024,0.014,0.009,0.019,0.033,0.032,0.019,0.027,0.041,0.026,0.028,0.037,0.03,0.027,0.021,0.032,0.025,0.026,0.036,0.038,0.024,0.035,0.035,0.037,0.033,0.028,0.025,0.025,0.025,0.028,0.043,0.034,0.02,0.033,0.011,0.021,0.032,0.034,0.019,0.007,0.021,0.036,0.034,0.022,0.018,0.016,0.032,0.013,0.013,0.019,0.026,0.014,0.021,0.02,0.015,0.022,0.032,0.022,0.031,0.029,0.024,0.019,0.014,0.025,0.027,0.03,0.021,0.025,0.02,0.013,0.031,0.022,0.022,0.016,1677,3806,1648,1932,2237,3239,2650,3565,1757,1512,527.0,2362,3149,1857,2759,12695,18875,2581,2831,3770,3186,4439,1556,5479,5314,5957,6065,4159,6320,5632,2126,1835,1172,5884,1540,2471,5138,6223,337,301,1822,2674,5052,2841,4374,1630,947,2412,2419,1546,354,3354,1820,4680,351,3528,1559,3097,1116,932,724,2023,530,724,1869,1163,4538,2682,1836,696,2539,1517,8099,668,0.089,0.093,0.088,0.095,0.136,0.138,0.093,0.131,0.154,0.121,0.106,0.14,0.126,0.135,0.098,0.134,0.117,0.092,0.131,0.131,0.101,0.143,0.144,0.139,0.143,0.126,0.121,0.104,0.103,0.128,0.137,0.107,0.101,0.124,0.056,0.106,0.129,0.13,0.132,0.057,0.103,0.145,0.133,0.112,0.098,0.101,0.133,0.085,0.084,0.098,0.132,0.083,0.105,0.096,0.087,0.12,0.129,0.108,0.131,0.126,0.127,0.105,0.105,0.115,0.122,0.116,0.112,0.113,0.1,0.091,0.133,0.113,0.108,0.103,390,1314,630,725,720,957,878,1000,480,369,156.0,936,861,483,718,3013,4901,397,830,1751,841,1378,631,1433,1554,1771,1952,1431,1737,2033,620,608,362,1302,424,873,1556,1419,164,149,845,1181,876,1802,2256,679,413,973,1109,566,226,1465,846,1934,168,1833,480,1469,630,501,319,782,263,391,802,565,2187,1157,799,362,998,737,3317,375,3.511,2.816,2.476,2.682,2.428,2.799,2.537,3.084,2.685,3.245,2.804,2.181,2.744,2.818,2.818,3.057,3.051,4.211,2.821,1.866,3.076,2.46,2.187,2.845,2.748,2.688,2.438,2.266,2.756,2.21,2.525,2.668,2.488,3.153,3.254,2.648,2.628,2.989,2.296,2.066,2.755,1.993,3.704,1.84,2.186,2.186,2.945,3.001,2.603,2.753,2.227,2.357,2.217,2.453,2.434,2.16,2.913,2.426,2.082,1.891,2.553,2.57,2.299,2.161,2.368,2.381,2.25,2.538,2.515,2.266,2.54,2.448,2.66,2.365,1.103,0.556,0.559,0.569,0.688,0.623,0.683,0.599,0.71,0.635,0.937,0.484,0.619,0.673,0.544,0.704,0.64,0.727,0.773,0.614,0.721,0.544,0.464,0.586,0.538,0.564,0.46,0.556,0.556,0.634,0.675,1.11,0.44,0.676,0.796,0.47,0.625,0.586,0.299,0.523,0.603,0.506,0.856,0.529,0.674,0.723,0.541,0.763,0.553,0.763,0.459,0.647,0.659,0.53,0.429,0.452,0.652,0.789,0.363,0.398,0.401,0.652,0.385,0.822,0.666,0.797,0.504,0.515,0.431,0.453,0.771,0.67,0.506,0.417 -252,Epileptic,M,17.5,0.6,2.6,0.7,1.1,1.6,2.4,1.6,2.0,1.4,0.7,0.3,2.9,1.4,0.6,1.2,8.0,9.5,1.1,2.7,5.4,1.6,3.7,1.3,2.9,3.5,3.8,2.8,2.6,3.0,3.1,1.0,1.1,0.7,3.5,0.4,0.6,4.9,5.8,0.4,0.1,0.9,3.1,2.9,3.0,2.5,0.6,0.4,0.8,1.0,0.8,0.7,1.5,1.1,2.6,0.5,1.9,0.8,1.4,0.8,1.1,0.4,1.4,0.3,0.5,1.7,1.5,2.0,1.1,1.0,0.5,0.9,2.5,6.0,0.2,5,18,7,11,20,24,16,17,13,6,4.0,25,14,8,15,78,98,10,27,47,13,51,16,30,49,37,33,29,30,37,15,8,7,36,3,6,43,46,4,0,4,31,30,18,16,4,2,6,4,6,4,14,12,18,3,14,4,11,6,10,3,13,2,5,13,16,13,10,7,5,6,20,41,2,0.035,0.026,0.014,0.022,0.035,0.034,0.024,0.027,0.05,0.034,0.023,0.032,0.029,0.037,0.038,0.039,0.032,0.034,0.035,0.039,0.028,0.036,0.027,0.038,0.033,0.033,0.028,0.025,0.031,0.031,0.033,0.045,0.038,0.037,0.013,0.022,0.039,0.035,0.031,0.012,0.019,0.033,0.047,0.026,0.016,0.011,0.017,0.011,0.013,0.015,0.03,0.023,0.026,0.019,0.02,0.018,0.016,0.02,0.021,0.018,0.016,0.026,0.012,0.031,0.019,0.023,0.015,0.015,0.016,0.016,0.02,0.026,0.019,0.017,1724,5707,2361,2501,2570,3487,2523,4411,2094,1390,710.0,2790,3648,1317,2279,12568,20053,2521,5014,5218,3912,5234,1818,7028,6853,6611,4850,4865,5824,5874,2345,935,1028,6274,2482,1865,7471,8293,494,244,1550,2780,5875,2743,3897,1731,772,2474,2241,1903,686,3193,2754,5905,821,3104,2011,2835,1015,1663,869,2710,491,1096,2559,1954,3698,2641,2105,1265,1601,3157,10965,632,0.105,0.124,0.093,0.109,0.155,0.142,0.115,0.116,0.174,0.139,0.117,0.134,0.136,0.16,0.155,0.153,0.134,0.13,0.143,0.147,0.114,0.153,0.127,0.14,0.141,0.132,0.121,0.113,0.121,0.143,0.138,0.116,0.164,0.127,0.081,0.097,0.131,0.122,0.144,0.075,0.1,0.139,0.16,0.117,0.09,0.08,0.088,0.076,0.077,0.093,0.133,0.107,0.11,0.099,0.106,0.101,0.084,0.108,0.11,0.115,0.097,0.122,0.096,0.134,0.114,0.11,0.096,0.093,0.095,0.116,0.113,0.119,0.094,0.086,367,1566,821,840,781,1350,986,1333,531,354,224.0,1378,882,331,651,3529,5136,524,1340,2323,997,1809,846,1500,2001,1965,1793,1652,1689,1710,542,442,319,1552,552,621,2170,2496,214,106,680,1425,1245,1718,2365,772,326,961,1015,834,373,1195,929,2211,417,1575,834,1313,667,922,402,899,286,394,1238,1035,1861,1155,935,521,770,1655,4841,262,3.637,3.007,2.648,2.845,2.723,2.298,2.133,2.847,2.831,3.13,2.677,1.832,2.961,2.804,2.396,2.655,2.979,3.534,2.949,1.974,3.029,2.253,1.834,3.254,2.597,2.72,2.181,2.264,2.644,2.639,3.096,2.105,2.982,2.729,3.551,2.598,2.631,2.506,2.552,2.453,2.738,1.794,3.047,1.826,1.847,2.434,2.909,3.012,2.688,2.515,2.065,2.482,2.519,2.743,2.192,2.142,2.689,2.341,1.659,1.94,2.157,2.829,2.045,2.976,2.265,2.334,2.186,2.582,2.496,2.502,2.291,2.331,2.381,2.601,0.776,0.74,0.573,0.541,0.646,0.583,0.583,0.7,0.651,0.552,0.692,0.447,0.556,0.587,0.781,0.665,0.689,0.634,0.576,0.635,0.909,0.598,0.499,0.739,0.584,0.64,0.507,0.568,0.477,0.581,0.63,1.011,0.644,0.746,0.819,0.588,0.828,0.746,0.329,0.597,0.808,0.406,0.9,0.746,0.577,0.509,0.573,0.752,0.609,0.481,0.467,0.52,0.691,0.646,0.396,0.632,0.571,0.505,0.388,0.449,0.596,0.769,0.534,0.884,0.672,0.851,0.581,0.433,0.508,0.673,0.588,0.636,0.568,0.709 -253,Epileptic,M,27.0,1.4,3.6,1.2,1.5,2.1,2.0,1.8,1.4,1.9,0.9,0.7,3.8,1.1,0.5,1.8,7.0,9.7,1.2,2.2,6.1,1.9,3.1,2.4,5.3,3.8,3.4,5.0,3.5,4.1,2.9,1.6,1.2,0.6,3.0,0.7,0.7,3.7,3.3,0.5,0.2,1.0,3.9,2.5,3.9,4.3,0.7,0.4,1.1,1.4,0.8,0.8,2.0,2.0,3.0,0.5,3.0,0.8,2.0,1.3,1.7,1.0,2.6,0.4,0.7,2.6,2.0,2.8,1.4,1.5,0.6,0.8,1.2,4.7,0.4,12,33,12,15,25,20,15,13,23,11,9.0,43,14,7,19,76,93,10,25,65,13,40,21,55,47,42,58,32,34,44,27,8,4,33,4,6,43,44,5,2,5,31,29,30,26,5,2,5,7,8,5,15,13,21,3,22,6,17,12,15,7,25,2,6,21,23,22,10,10,6,6,9,35,4,0.046,0.027,0.021,0.025,0.034,0.029,0.023,0.023,0.051,0.031,0.039,0.031,0.026,0.028,0.032,0.03,0.03,0.039,0.027,0.035,0.026,0.035,0.034,0.04,0.033,0.025,0.028,0.028,0.028,0.025,0.035,0.044,0.023,0.03,0.019,0.016,0.032,0.03,0.025,0.016,0.022,0.032,0.035,0.026,0.026,0.012,0.016,0.014,0.017,0.013,0.023,0.018,0.022,0.02,0.027,0.017,0.021,0.021,0.025,0.022,0.02,0.032,0.021,0.018,0.024,0.024,0.02,0.018,0.019,0.017,0.021,0.016,0.018,0.018,1632,5373,2722,2685,3125,3843,3543,3464,1879,1852,953.0,4043,3434,1252,3405,13506,19669,2743,4400,6233,5537,4677,2140,7767,6158,7490,8913,5809,9395,6222,3068,1483,1215,6948,2458,1846,7958,9017,730,520,1492,2837,6416,5015,4732,1537,1006,2393,2512,2034,723,3718,2690,6228,694,5008,1380,3658,1355,2113,1286,3634,449,1118,3865,2107,4285,2983,2638,969,1475,2461,9671,534,0.142,0.128,0.11,0.12,0.127,0.128,0.101,0.111,0.145,0.134,0.142,0.144,0.107,0.123,0.131,0.122,0.13,0.133,0.123,0.142,0.108,0.112,0.12,0.137,0.125,0.119,0.115,0.108,0.108,0.125,0.138,0.117,0.092,0.13,0.082,0.092,0.133,0.131,0.127,0.097,0.101,0.134,0.153,0.116,0.112,0.086,0.089,0.078,0.092,0.098,0.122,0.097,0.109,0.098,0.132,0.099,0.115,0.109,0.12,0.113,0.11,0.136,0.115,0.105,0.113,0.13,0.11,0.093,0.098,0.122,0.11,0.099,0.094,0.116,556,2002,993,1073,1218,1227,1194,1025,734,535,291.0,1952,918,296,963,3852,5418,630,1377,3032,1242,1725,1251,2359,2022,2307,2991,1974,2478,2066,914,586,393,1699,659,697,2188,2091,330,258,737,1726,1399,2594,2674,806,410,1088,1185,943,460,1815,1430,2475,272,2658,640,1624,870,1249,686,1420,252,625,1926,1206,2147,1298,1221,514,698,1162,4188,334,2.919,2.623,2.756,2.55,2.229,2.444,2.445,2.838,2.115,2.775,2.634,1.84,2.894,2.887,2.709,2.642,2.831,3.29,2.593,1.798,3.331,2.176,1.627,2.638,2.424,2.611,2.339,2.319,2.923,2.373,2.562,2.491,2.373,2.996,3.207,2.393,2.75,3.15,2.266,2.422,2.459,1.527,3.196,2.074,2.001,2.104,2.878,2.684,2.72,2.564,1.823,2.181,2.079,2.543,2.445,2.07,2.286,2.42,1.802,1.888,2.146,2.468,1.895,2.053,2.133,2.113,2.18,2.569,2.337,2.132,2.387,2.476,2.442,1.994,0.738,0.42,0.45,0.466,0.596,0.667,0.642,0.555,0.579,0.578,0.606,0.509,0.416,0.478,0.578,0.678,0.601,0.828,0.506,0.588,0.772,0.662,0.444,0.755,0.666,0.552,0.608,0.6,0.565,0.522,0.51,0.766,0.49,0.616,0.49,0.507,0.636,0.629,0.356,0.408,0.505,0.486,0.862,0.515,0.606,0.397,0.391,0.47,0.459,0.399,0.381,0.424,0.431,0.497,0.72,0.348,0.386,0.437,0.395,0.394,0.414,0.681,0.433,0.596,0.421,0.864,0.425,0.335,0.405,0.6,0.422,0.415,0.454,0.387 -254,Epileptic,F,17.5,1.3,2.3,1.0,1.2,1.3,1.8,1.2,1.7,1.1,0.5,0.1,2.6,1.2,0.6,1.0,4.6,8.0,0.6,2.5,4.1,1.5,2.4,1.3,2.4,1.9,4.2,3.5,2.5,2.7,2.7,1.4,0.4,0.5,2.2,0.3,0.3,3.1,3.3,0.1,0.1,0.8,2.7,2.1,3.0,2.3,0.6,0.5,0.9,0.9,0.7,0.6,1.1,0.9,2.3,0.2,2.5,0.8,1.6,0.7,0.7,0.8,1.2,0.2,0.3,1.2,1.8,2.2,1.0,0.9,0.4,0.8,1.8,3.9,0.3,9,21,15,13,15,18,13,20,12,5,2.0,23,11,9,10,48,79,3,26,33,17,30,12,32,29,45,41,29,29,33,16,3,5,28,2,2,33,42,1,1,5,25,26,18,15,5,2,5,5,5,3,8,7,19,2,20,6,12,6,5,8,7,1,3,9,16,18,6,9,3,5,11,28,3,0.046,0.023,0.017,0.021,0.033,0.035,0.026,0.029,0.041,0.036,0.043,0.03,0.031,0.036,0.023,0.034,0.027,0.024,0.036,0.034,0.026,0.032,0.029,0.032,0.024,0.034,0.029,0.027,0.027,0.028,0.037,0.027,0.019,0.029,0.011,0.008,0.032,0.032,0.012,0.013,0.017,0.038,0.04,0.032,0.017,0.013,0.019,0.015,0.011,0.012,0.02,0.014,0.023,0.019,0.029,0.017,0.023,0.019,0.023,0.013,0.032,0.021,0.021,0.019,0.016,0.027,0.019,0.016,0.018,0.014,0.024,0.024,0.016,0.017,1821,5380,2843,3239,2277,3273,2386,3655,2417,1462,500.0,2559,3367,1383,2779,11871,19675,2317,4534,4233,4349,4817,1808,6916,5449,7955,7255,4045,6431,5618,2457,693,1278,6743,1935,1676,7487,7866,370,334,1595,2509,6173,2498,3635,1394,984,1963,2671,1930,770,2702,1610,4884,401,4254,1830,3238,848,1424,925,2809,377,791,2590,1877,3755,2349,2184,1317,1302,2580,9781,511,0.146,0.111,0.1,0.116,0.134,0.149,0.096,0.141,0.148,0.121,0.093,0.126,0.126,0.137,0.108,0.129,0.126,0.091,0.133,0.14,0.104,0.138,0.13,0.129,0.118,0.143,0.133,0.123,0.125,0.132,0.138,0.087,0.106,0.122,0.063,0.064,0.122,0.129,0.093,0.104,0.099,0.15,0.152,0.131,0.094,0.095,0.102,0.086,0.077,0.089,0.111,0.087,0.108,0.102,0.16,0.102,0.109,0.097,0.125,0.097,0.123,0.108,0.105,0.124,0.095,0.136,0.108,0.088,0.101,0.108,0.122,0.119,0.09,0.114,429,1519,968,937,718,941,752,1049,485,304,128.0,1217,747,295,662,2409,4878,409,1207,1858,1029,1393,759,1450,1445,2021,2064,1454,1676,1509,565,258,406,1264,469,572,1575,1786,158,115,698,1203,1097,1508,2067,660,348,850,1086,780,410,1250,653,1994,124,2154,617,1439,445,717,421,824,176,310,1179,892,1909,923,903,431,540,1186,3766,278,3.479,3.066,2.772,3.12,2.489,2.844,2.562,3.088,3.091,3.667,2.952,1.828,3.352,3.21,2.896,3.136,3.115,3.777,3.004,1.938,3.197,2.611,2.119,3.282,2.831,3.107,2.621,2.23,2.91,2.872,2.987,2.443,2.554,3.455,3.491,2.665,3.336,3.154,2.579,3.228,2.835,1.912,3.52,1.921,2.041,2.375,3.507,2.997,2.903,2.715,2.316,2.283,2.38,2.434,3.849,2.223,2.995,2.623,2.098,2.266,2.499,3.179,2.13,2.465,2.472,2.471,2.235,2.707,2.482,2.98,2.914,2.633,2.823,2.423,0.986,0.661,0.598,0.599,0.678,0.539,0.604,0.582,0.866,0.401,0.83,0.512,0.556,0.45,0.586,0.75,0.66,0.94,0.657,0.597,0.751,0.556,0.522,0.678,0.498,0.527,0.515,0.55,0.489,0.586,0.805,1.252,0.465,0.633,0.877,0.488,0.736,0.695,0.26,0.491,0.648,0.475,0.804,0.653,0.593,0.53,0.602,0.53,0.637,0.526,0.361,0.548,0.676,0.622,0.506,0.498,0.578,0.54,0.41,0.377,0.611,0.919,0.446,0.881,0.525,0.755,0.483,0.477,0.528,1.14,0.512,0.529,0.56,0.451 -255,Epileptic,F,22.0,0.4,1.4,0.6,0.9,1.5,1.3,1.5,1.3,0.9,0.7,0.3,2.2,1.3,0.5,1.1,6.4,7.3,0.7,1.9,3.4,0.9,3.0,1.6,3.0,4.0,2.8,3.2,2.1,2.4,2.9,0.9,1.6,0.4,2.6,0.2,0.7,3.5,2.9,0.1,0.3,0.9,3.6,2.0,2.9,2.2,0.7,0.5,0.7,1.0,0.5,0.5,1.5,1.4,2.1,0.2,2.4,1.0,1.5,0.9,1.1,0.7,1.4,0.1,0.3,1.4,1.7,2.5,0.8,0.9,0.4,0.9,1.2,4.3,0.1,3,19,7,8,16,16,14,16,10,7,5.0,26,18,6,11,66,79,6,25,35,12,34,15,37,49,29,40,21,22,30,17,16,4,27,2,7,50,35,1,2,5,33,26,23,14,5,2,6,5,5,3,12,12,19,1,22,6,16,6,9,4,12,1,5,12,19,21,5,8,6,6,11,35,2,0.024,0.018,0.012,0.018,0.035,0.029,0.022,0.03,0.042,0.031,0.025,0.033,0.031,0.036,0.028,0.037,0.025,0.028,0.027,0.031,0.02,0.036,0.028,0.033,0.032,0.026,0.03,0.028,0.023,0.026,0.028,0.061,0.032,0.035,0.01,0.021,0.033,0.034,0.016,0.021,0.019,0.043,0.034,0.032,0.02,0.015,0.021,0.015,0.016,0.01,0.038,0.017,0.028,0.017,0.034,0.018,0.022,0.022,0.026,0.021,0.022,0.024,0.013,0.015,0.019,0.036,0.02,0.014,0.015,0.014,0.025,0.015,0.017,0.017,1218,3809,2035,2008,1835,2361,2922,2679,1240,1399,680.0,2144,3437,1015,2459,11468,19316,2144,3933,3698,3665,4403,2201,6091,7247,5701,5601,3307,6116,5141,1553,1182,759,5528,1471,1855,7524,6774,255,602,1363,3064,5956,2208,2809,1265,794,2096,2089,1273,415,3108,2143,5285,302,3767,1612,2572,1000,1569,1089,2511,367,706,2351,847,4264,2112,2074,1204,1356,2267,9270,323,0.087,0.109,0.094,0.097,0.137,0.144,0.108,0.146,0.126,0.129,0.133,0.154,0.139,0.13,0.133,0.148,0.123,0.116,0.137,0.141,0.102,0.153,0.13,0.133,0.144,0.131,0.139,0.121,0.108,0.127,0.116,0.148,0.144,0.152,0.073,0.11,0.14,0.139,0.1,0.117,0.108,0.171,0.14,0.127,0.101,0.098,0.107,0.086,0.09,0.09,0.165,0.096,0.126,0.094,0.128,0.108,0.105,0.115,0.13,0.109,0.107,0.12,0.103,0.118,0.105,0.158,0.11,0.088,0.097,0.11,0.119,0.109,0.097,0.139,331,1334,740,792,737,902,974,838,387,356,221.0,1133,843,245,628,2922,4677,387,1107,1707,857,1440,907,1567,2107,1731,1866,1242,1507,1572,523,496,233,1177,388,606,1848,1576,141,233,650,1436,1158,1448,1677,638,328,872,973,580,221,1385,866,2130,135,2016,685,1269,537,875,467,926,176,401,1151,585,1976,901,920,508,616,1152,3798,125,3.431,2.744,2.505,2.545,2.084,2.347,2.49,2.781,2.431,3.149,2.682,1.745,3.028,2.826,2.919,2.914,3.211,3.873,2.865,1.905,3.237,2.471,2.05,2.828,2.604,2.703,2.329,2.119,2.953,2.571,2.243,2.519,2.589,3.286,3.252,2.768,2.995,3.033,2.046,2.557,2.697,1.952,3.388,1.838,1.899,2.277,3.115,2.92,2.631,2.487,2.256,2.369,2.265,2.491,2.397,2.056,2.697,2.321,2.292,2.023,2.504,2.657,2.379,1.954,2.299,1.857,2.197,2.685,2.503,2.641,2.633,2.455,2.556,2.899,0.642,0.551,0.696,0.403,0.557,0.507,0.647,0.42,0.479,0.547,0.696,0.409,0.48,0.554,0.556,0.64,0.634,0.657,0.529,0.535,0.841,0.493,0.461,0.706,0.571,0.588,0.595,0.504,0.513,0.529,0.614,0.843,0.662,0.708,0.63,0.699,0.684,0.619,0.363,0.529,0.528,0.506,0.666,0.668,0.542,0.432,0.605,0.79,0.549,0.423,0.376,0.543,0.6,0.523,0.456,0.42,0.522,0.557,0.39,0.333,0.44,0.657,0.436,0.897,0.627,0.62,0.509,0.511,0.451,0.64,0.489,0.438,0.498,0.636 -256,Epileptic,M,32.0,0.6,2.7,1.0,1.2,1.4,1.6,1.6,2.5,0.9,0.7,0.6,3.2,1.6,0.6,0.9,5.8,7.6,0.9,2.1,3.2,0.7,2.2,1.6,3.8,3.4,4.5,2.9,2.4,2.7,3.2,0.9,1.2,0.7,2.7,0.6,1.5,4.1,3.6,0.2,0.3,2.0,2.4,2.4,2.2,2.7,0.5,0.6,1.0,1.2,0.5,0.4,1.9,1.4,2.8,0.1,2.1,0.6,1.7,0.4,0.7,0.5,1.1,0.4,0.4,1.5,1.7,2.5,1.5,0.9,0.6,1.1,0.8,3.8,0.3,4,31,12,11,17,16,13,23,9,7,6.0,28,15,8,11,70,80,8,19,25,7,21,16,40,40,47,34,26,23,42,12,12,5,29,3,12,39,39,2,2,7,24,23,21,16,4,3,7,8,4,3,15,10,23,1,20,3,17,3,7,5,8,3,4,13,22,24,11,7,7,9,7,32,2,0.03,0.024,0.018,0.022,0.025,0.025,0.026,0.026,0.03,0.034,0.043,0.035,0.027,0.038,0.026,0.026,0.025,0.033,0.029,0.033,0.018,0.033,0.03,0.033,0.033,0.032,0.026,0.024,0.024,0.033,0.021,0.044,0.03,0.025,0.017,0.023,0.042,0.033,0.014,0.021,0.019,0.032,0.033,0.026,0.02,0.011,0.018,0.016,0.015,0.017,0.024,0.022,0.018,0.019,0.023,0.014,0.02,0.016,0.016,0.017,0.027,0.017,0.014,0.016,0.016,0.028,0.019,0.017,0.016,0.014,0.021,0.015,0.016,0.011,1907,5643,2463,2585,2647,2910,3029,5385,1870,1669,965.0,3307,4441,1271,2099,14097,19738,2392,4129,3499,2582,4381,2688,7871,7044,9072,5631,4800,7282,6191,2120,1687,1481,8311,2490,3522,7763,9029,448,437,2350,3069,7694,2558,3682,1453,1130,2360,2969,1500,605,4053,2499,6615,214,4637,1336,3900,800,1444,804,2999,596,1176,2916,1361,4578,3647,2067,1609,2026,2497,9297,1074,0.104,0.124,0.113,0.114,0.124,0.128,0.112,0.124,0.115,0.132,0.118,0.155,0.127,0.134,0.117,0.122,0.115,0.11,0.12,0.131,0.079,0.142,0.135,0.133,0.138,0.131,0.125,0.113,0.103,0.144,0.114,0.124,0.121,0.12,0.082,0.104,0.153,0.142,0.098,0.111,0.091,0.145,0.142,0.126,0.1,0.083,0.102,0.083,0.082,0.094,0.117,0.111,0.104,0.095,0.104,0.098,0.103,0.092,0.102,0.103,0.131,0.097,0.102,0.096,0.098,0.124,0.108,0.096,0.098,0.115,0.118,0.105,0.097,0.068,408,1787,903,885,978,1041,993,1664,565,424,272.0,1436,1058,302,652,3430,5121,460,1135,1596,737,1128,987,1929,1924,2581,1895,1526,1719,1765,630,576,369,1699,508,1099,1666,1942,232,193,1421,1303,1302,1442,2044,675,468,853,1259,518,318,1435,1101,2556,88,2252,500,1845,406,719,340,970,320,513,1437,916,2111,1424,855,638,872,950,3760,437,3.898,2.807,2.817,2.911,2.475,2.59,2.51,2.832,2.607,3.132,2.68,1.909,3.175,3.004,2.612,3.017,3.084,3.879,2.904,1.9,2.729,2.862,2.364,3.057,2.791,2.652,2.403,2.42,3.117,2.765,2.543,2.785,2.951,3.461,3.812,2.761,3.269,3.337,2.127,2.832,1.869,2.086,3.645,1.959,2.057,2.413,3.121,3.312,2.876,3.46,2.411,2.755,2.381,2.712,2.487,2.315,3.098,2.36,2.355,2.258,2.843,3.078,2.313,2.43,2.305,1.825,2.245,2.915,2.69,2.816,2.632,2.975,2.683,2.72,0.818,0.651,0.506,0.52,0.499,0.359,0.69,0.573,0.585,0.64,0.803,0.62,0.502,0.537,0.473,0.551,0.555,0.647,0.859,0.555,0.685,0.516,0.598,0.662,0.493,0.818,0.5,0.572,0.544,0.516,0.604,1.036,0.773,0.651,0.728,0.736,0.685,0.681,0.259,0.541,0.746,0.603,0.763,0.611,0.626,0.492,0.48,0.829,0.481,0.857,0.374,0.605,0.495,0.478,0.527,0.349,0.603,0.515,0.359,0.299,0.344,0.766,0.398,1.159,0.532,0.589,0.404,0.364,0.378,0.452,0.375,0.589,0.506,0.579 -257,Epileptic,F,22.0,1.0,2.2,0.8,1.3,3.4,1.4,1.5,1.6,1.4,0.9,0.3,3.5,2.1,0.3,1.1,6.8,9.4,1.1,2.2,5.6,1.9,2.1,2.3,3.8,6.2,2.9,4.0,2.5,2.8,2.8,2.3,1.8,0.5,2.8,0.5,0.9,5.1,3.7,0.1,0.1,1.0,3.6,2.8,3.5,3.1,0.6,0.4,1.0,1.2,0.6,0.7,1.4,1.8,2.5,0.4,2.3,0.8,1.2,1.5,1.0,0.4,2.0,0.4,0.8,2.0,1.0,3.5,1.0,0.9,0.7,0.9,1.6,5.0,0.2,8,20,8,13,32,16,13,18,15,12,5.0,31,22,8,19,79,91,8,28,55,16,27,20,39,58,34,48,29,25,31,18,10,4,31,2,8,61,44,1,1,6,33,26,23,15,8,2,5,7,5,5,10,12,17,3,21,5,10,9,9,4,15,2,6,15,16,33,10,5,5,6,11,41,2,0.051,0.03,0.018,0.026,0.053,0.027,0.025,0.027,0.054,0.04,0.039,0.037,0.035,0.032,0.038,0.037,0.036,0.046,0.036,0.038,0.033,0.034,0.035,0.042,0.045,0.028,0.034,0.026,0.03,0.031,0.057,0.047,0.034,0.037,0.015,0.019,0.043,0.037,0.02,0.018,0.025,0.037,0.04,0.032,0.021,0.019,0.023,0.017,0.019,0.013,0.027,0.018,0.026,0.022,0.012,0.02,0.015,0.016,0.026,0.022,0.015,0.028,0.024,0.027,0.02,0.02,0.022,0.019,0.014,0.02,0.026,0.019,0.018,0.017,1529,4515,2094,2533,1875,2728,3107,3701,1634,1636,668.0,3616,2986,840,2387,11378,18108,2342,4451,5973,4857,3934,2055,5721,7129,6785,6892,5073,6223,5070,2081,1286,743,5876,1894,2017,9129,7847,279,273,1238,3105,5793,3385,3710,1196,683,1942,2266,1730,617,2551,2332,4385,792,3997,1591,2861,1543,1425,601,3156,404,835,3410,1365,5410,2117,1758,1032,1073,2770,10064,393,0.134,0.127,0.109,0.119,0.162,0.126,0.113,0.124,0.161,0.152,0.136,0.143,0.133,0.154,0.142,0.15,0.144,0.137,0.143,0.152,0.12,0.119,0.117,0.135,0.138,0.119,0.131,0.106,0.116,0.135,0.143,0.13,0.118,0.138,0.081,0.105,0.148,0.144,0.095,0.105,0.115,0.132,0.145,0.129,0.1,0.109,0.104,0.087,0.093,0.089,0.144,0.097,0.122,0.109,0.094,0.11,0.095,0.1,0.122,0.112,0.103,0.127,0.128,0.133,0.113,0.112,0.107,0.101,0.088,0.124,0.132,0.103,0.102,0.128,426,1309,727,879,907,940,967,1050,510,417,180.0,1550,981,225,619,3115,4702,448,1176,2512,1026,1131,1012,1573,2214,1855,2203,1697,1578,1540,651,493,228,1316,497,694,2236,1853,133,134,639,1343,1297,1835,2191,556,285,847,1062,756,368,1259,1076,1882,456,1988,759,1260,844,730,332,1132,216,481,1527,815,2491,921,833,445,512,1279,4239,169,3.44,3.049,2.831,2.767,1.922,2.431,2.56,2.891,2.35,2.969,2.714,1.994,2.48,2.786,2.717,2.608,2.949,3.721,2.855,2.053,3.344,2.606,1.863,2.651,2.497,2.806,2.374,2.336,2.868,2.608,2.395,2.811,2.569,3.025,3.467,2.504,2.958,2.968,2.486,2.191,2.513,2.055,3.198,1.994,1.907,2.467,2.951,2.807,2.514,2.526,1.917,2.171,2.172,2.451,2.087,2.129,2.459,2.63,2.109,2.081,1.937,2.769,1.958,2.196,2.401,2.06,2.228,2.461,2.433,2.534,2.334,2.413,2.426,2.885,0.763,0.717,0.444,0.523,0.602,0.644,0.564,0.486,0.796,0.465,0.716,0.537,0.422,0.488,0.637,0.643,0.628,0.741,0.553,0.58,0.759,0.615,0.538,0.822,0.694,0.604,0.645,0.638,0.635,0.539,0.859,0.886,0.442,0.644,0.846,0.473,0.741,0.68,0.385,0.401,0.511,0.596,0.752,0.623,0.582,0.467,0.371,0.667,0.465,0.414,0.294,0.419,0.505,0.458,0.263,0.442,0.442,0.488,0.483,0.458,0.375,0.698,0.494,0.737,0.555,0.594,0.559,0.367,0.42,0.988,0.43,0.444,0.477,0.451 -258,Epileptic,F,52.0,0.5,2.0,1.0,1.3,1.3,2.0,2.1,1.8,1.3,0.6,0.3,2.9,1.2,0.5,1.6,5.2,8.6,0.8,1.7,4.3,0.6,2.1,1.4,2.7,2.4,3.0,2.9,2.0,2.7,2.7,1.1,0.9,0.7,2.0,0.4,0.6,2.8,3.6,0.3,0.2,1.0,2.6,2.2,2.0,2.6,0.8,0.3,0.8,1.3,0.7,0.4,1.6,1.6,2.2,0.2,2.4,0.6,1.4,0.8,0.7,0.6,1.1,0.4,0.5,1.2,1.7,2.4,1.2,1.2,0.8,0.6,1.0,5.0,0.3,3,16,14,12,13,14,18,17,12,5,6.0,21,15,7,16,60,78,6,19,38,5,27,14,35,29,36,34,18,21,30,22,7,7,27,3,5,30,41,4,1,6,24,20,17,14,5,2,6,6,5,3,12,12,14,1,17,5,9,6,5,4,8,3,3,8,21,15,7,7,8,6,9,46,3,0.026,0.027,0.021,0.025,0.039,0.036,0.035,0.032,0.043,0.032,0.032,0.035,0.031,0.028,0.038,0.038,0.034,0.03,0.031,0.037,0.013,0.033,0.026,0.042,0.031,0.031,0.029,0.026,0.026,0.032,0.042,0.043,0.032,0.031,0.013,0.018,0.031,0.038,0.026,0.014,0.023,0.034,0.041,0.029,0.022,0.02,0.021,0.016,0.017,0.03,0.024,0.018,0.029,0.021,0.016,0.02,0.022,0.019,0.024,0.016,0.023,0.026,0.05,0.025,0.018,0.034,0.018,0.019,0.025,0.031,0.022,0.021,0.021,0.015,1610,4208,2200,2381,1889,3533,2755,3575,2127,1177,565.0,2412,3013,1043,3206,10514,16383,2481,4018,4781,3210,4084,1863,5319,4845,6750,5081,3649,5684,4561,2287,681,1182,5841,1836,1702,6081,7452,578,459,1402,2543,6035,1736,2931,1477,692,2031,2390,1372,576,3193,1960,4374,323,3397,1365,2968,990,1258,972,2088,452,706,2183,1213,3904,2209,1758,1463,1334,2351,10357,524,0.092,0.119,0.115,0.118,0.143,0.14,0.132,0.137,0.167,0.138,0.149,0.142,0.126,0.134,0.16,0.144,0.139,0.115,0.128,0.147,0.079,0.145,0.117,0.151,0.137,0.136,0.126,0.101,0.103,0.145,0.148,0.125,0.141,0.125,0.072,0.085,0.136,0.156,0.136,0.093,0.115,0.14,0.153,0.125,0.105,0.103,0.103,0.089,0.095,0.117,0.116,0.099,0.13,0.104,0.104,0.108,0.122,0.099,0.127,0.1,0.111,0.123,0.159,0.109,0.102,0.143,0.1,0.1,0.113,0.141,0.121,0.112,0.109,0.111,380,1297,792,919,662,975,975,989,470,297,185.0,1156,791,332,823,2671,4429,423,903,1874,656,1104,782,1329,1369,1725,1663,1225,1474,1363,550,281,378,1188,478,543,1444,1669,220,202,671,1155,1000,1179,1805,713,274,852,1064,442,320,1403,865,1645,170,1773,439,1235,519,667,405,668,157,338,1049,777,1972,1016,784,475,533,949,3905,272,3.778,2.927,2.553,2.573,2.605,3.149,2.378,3.118,3.038,3.311,2.58,1.872,2.872,2.449,2.915,2.856,2.896,4.0,3.377,2.209,3.527,2.769,2.085,3.016,2.709,3.055,2.375,2.328,2.841,2.644,3.043,2.311,2.553,3.279,3.173,2.787,3.092,3.156,2.447,2.35,2.765,1.953,3.745,1.631,1.834,2.26,2.96,2.815,2.749,3.558,2.233,2.376,2.476,2.6,2.079,2.192,3.092,2.735,2.217,2.141,2.768,3.035,2.932,2.351,2.291,1.999,2.195,2.563,2.496,3.076,2.75,2.58,2.729,2.382,0.969,0.672,0.578,0.515,0.498,0.681,0.533,0.568,0.581,0.624,0.759,0.54,0.539,0.638,0.7,0.631,0.57,0.826,0.482,0.727,0.685,0.568,0.487,0.651,0.556,0.58,0.489,0.587,0.521,0.573,0.728,0.927,0.336,0.662,0.75,0.665,0.75,0.705,0.572,0.504,0.52,0.618,0.776,0.742,0.545,0.567,0.64,0.663,0.527,0.87,0.527,0.511,0.573,0.523,0.329,0.416,0.569,0.502,0.451,0.305,0.453,0.814,0.638,0.898,0.562,0.653,0.441,0.452,0.433,0.863,0.628,0.603,0.549,0.452 -259,Epileptic,M,47.0,0.9,2.0,1.2,1.0,1.5,1.7,1.6,1.7,1.2,0.6,0.2,1.9,1.8,0.6,1.5,4.8,6.9,0.8,1.6,4.5,0.5,3.3,1.4,2.9,2.7,3.3,2.0,2.4,2.5,3.1,1.4,1.2,0.7,2.2,0.1,0.5,3.8,3.1,0.2,0.1,0.9,2.7,1.4,2.2,2.7,0.9,0.5,0.8,1.2,0.6,0.6,1.7,0.9,2.0,0.3,1.3,0.7,1.1,0.9,0.9,0.6,1.4,0.6,0.4,1.8,1.6,2.2,1.6,0.9,0.6,0.7,1.5,4.2,0.3,9,20,10,12,18,21,16,15,14,6,2.0,20,18,6,15,60,69,9,23,39,12,32,15,34,32,34,27,22,23,36,15,9,6,28,1,4,48,30,2,1,6,23,19,19,15,8,3,6,7,7,6,13,7,12,2,13,5,8,5,8,5,15,2,6,16,13,17,10,8,5,4,13,33,2,0.039,0.022,0.021,0.015,0.031,0.029,0.02,0.03,0.03,0.039,0.029,0.027,0.03,0.028,0.032,0.028,0.024,0.035,0.025,0.035,0.015,0.036,0.028,0.03,0.03,0.032,0.02,0.023,0.022,0.031,0.029,0.05,0.035,0.029,0.007,0.013,0.034,0.032,0.02,0.012,0.02,0.033,0.03,0.025,0.021,0.023,0.02,0.017,0.016,0.021,0.029,0.016,0.017,0.016,0.035,0.014,0.018,0.012,0.02,0.017,0.017,0.02,0.024,0.016,0.025,0.036,0.017,0.019,0.015,0.024,0.018,0.025,0.019,0.018,1455,4501,2435,2350,2292,2681,2915,3078,2242,937,531.0,2423,3642,966,2682,10037,16658,2323,3518,4665,2727,4377,1688,5800,5277,5897,4441,4415,6075,5104,2167,1318,986,4815,1434,1723,7362,6524,430,439,1376,2722,5078,2380,3840,1372,898,1805,2471,1412,684,3377,1556,4160,376,2809,1368,2577,1060,1320,1127,2766,590,933,2401,1073,3615,2871,2015,1057,1189,2683,7969,371,0.14,0.114,0.105,0.106,0.138,0.147,0.101,0.126,0.142,0.152,0.113,0.135,0.132,0.119,0.14,0.132,0.119,0.13,0.125,0.139,0.087,0.149,0.118,0.128,0.141,0.145,0.111,0.103,0.099,0.146,0.124,0.125,0.139,0.129,0.051,0.084,0.153,0.136,0.119,0.087,0.112,0.141,0.136,0.118,0.101,0.121,0.111,0.094,0.093,0.115,0.145,0.096,0.104,0.091,0.141,0.096,0.104,0.085,0.112,0.106,0.098,0.117,0.125,0.117,0.124,0.133,0.104,0.103,0.099,0.136,0.105,0.126,0.102,0.111,449,1523,915,984,853,1090,974,951,614,288,175.0,1067,970,280,787,2791,4660,439,1030,2040,659,1443,808,1734,1495,1831,1629,1425,1641,1614,695,495,312,1181,409,533,1843,1545,198,223,661,1199,917,1498,2110,635,366,808,1119,524,335,1628,822,1841,170,1458,625,1311,666,764,502,1091,299,485,1176,651,1827,1327,932,430,596,1067,3446,217,3.183,2.715,2.552,2.382,2.365,2.181,2.404,2.83,2.776,2.92,2.768,1.978,2.737,2.521,2.666,2.744,2.938,3.745,2.691,1.917,2.949,2.346,1.884,2.623,2.625,2.719,2.307,2.421,2.796,2.56,2.377,2.539,2.494,2.91,2.95,2.765,3.02,3.041,2.195,2.182,2.72,2.013,3.745,1.783,2.071,2.335,3.176,2.858,2.719,2.982,2.083,2.204,2.261,2.449,2.429,2.012,2.526,2.316,1.868,1.93,2.281,2.483,2.393,2.106,2.143,1.961,2.166,2.51,2.471,2.871,2.218,2.869,2.446,2.078,0.786,0.668,0.617,0.524,0.551,0.471,0.537,0.471,0.415,0.591,0.772,0.377,0.46,0.442,0.61,0.499,0.536,0.705,0.477,0.634,0.767,0.459,0.344,0.743,0.483,0.524,0.411,0.52,0.52,0.482,0.744,0.804,0.354,0.53,0.885,0.529,0.662,0.574,0.504,0.427,0.501,0.438,0.827,0.557,0.619,0.495,0.312,0.775,0.459,0.57,0.487,0.449,0.46,0.439,0.384,0.428,0.437,0.345,0.371,0.378,0.486,0.6,0.398,0.945,0.558,0.729,0.346,0.348,0.386,0.626,0.486,0.665,0.543,0.494 -260,Epileptic,F,32.0,0.7,2.2,0.6,1.1,1.2,1.5,1.6,2.0,1.4,0.7,0.2,2.5,1.5,0.6,1.2,5.0,6.7,1.0,1.7,4.1,1.0,2.6,1.3,2.7,3.6,3.9,2.9,2.3,3.0,3.0,1.4,1.6,0.6,2.3,0.3,0.5,3.9,2.6,0.2,0.3,1.0,2.0,1.6,2.2,2.9,0.7,0.3,2.1,1.4,0.6,0.6,1.8,1.1,3.0,0.2,2.0,0.4,1.9,0.9,1.0,0.5,1.3,0.4,0.3,1.7,1.0,2.3,1.2,1.1,0.4,1.3,1.4,4.0,0.3,6,20,5,7,14,17,10,20,13,6,3.0,25,15,6,9,53,55,6,19,35,11,27,13,30,36,37,36,26,21,35,21,7,7,32,2,5,40,34,2,2,7,17,19,17,17,7,2,10,7,5,5,11,7,21,1,14,3,13,7,9,4,11,3,4,12,14,16,8,7,3,11,10,30,3,0.033,0.022,0.014,0.025,0.036,0.023,0.022,0.031,0.038,0.029,0.024,0.029,0.027,0.029,0.027,0.031,0.025,0.032,0.026,0.033,0.022,0.027,0.026,0.031,0.034,0.033,0.027,0.027,0.027,0.027,0.033,0.071,0.021,0.028,0.016,0.014,0.037,0.029,0.014,0.015,0.02,0.026,0.029,0.023,0.02,0.017,0.013,0.027,0.017,0.012,0.029,0.02,0.019,0.022,0.017,0.015,0.014,0.023,0.025,0.018,0.02,0.022,0.03,0.015,0.022,0.035,0.019,0.018,0.021,0.014,0.029,0.023,0.016,0.014,1404,4623,1907,1855,1949,3509,3025,3447,1637,1425,472.0,2527,3527,1044,2680,9877,15524,2208,3685,4143,3171,4153,1909,5597,5933,6336,5742,4003,6173,5490,2397,922,1361,6971,1679,1990,6856,7569,395,473,1646,2396,4438,2731,3624,1361,1030,2710,2408,1684,522,3002,1906,5324,225,3668,1084,3337,1187,1595,957,2749,525,805,2588,682,3660,2351,1521,844,1821,2592,9055,418,0.124,0.112,0.089,0.103,0.144,0.121,0.097,0.145,0.142,0.126,0.119,0.127,0.122,0.123,0.122,0.138,0.119,0.119,0.12,0.133,0.098,0.131,0.121,0.128,0.14,0.14,0.127,0.111,0.109,0.134,0.13,0.179,0.101,0.134,0.081,0.08,0.136,0.137,0.1,0.108,0.111,0.12,0.114,0.114,0.101,0.099,0.083,0.105,0.093,0.086,0.135,0.102,0.099,0.101,0.117,0.098,0.088,0.108,0.124,0.106,0.109,0.108,0.132,0.115,0.109,0.133,0.105,0.099,0.119,0.09,0.141,0.113,0.097,0.118,396,1617,700,701,680,1079,959,1113,493,405,172.0,1240,965,294,667,2719,4241,460,1086,1929,865,1479,779,1507,1805,1991,1920,1410,1601,1835,696,371,406,1481,399,662,1883,1675,229,236,779,1104,1074,1503,2173,657,390,1082,1182,711,346,1375,900,2130,131,1883,470,1389,555,882,407,968,281,381,1246,419,1888,1078,703,446,781,1049,3782,243,3.481,2.725,2.724,2.456,2.429,2.733,2.55,2.763,2.52,2.834,2.343,1.762,2.81,2.589,2.864,2.758,2.911,3.685,2.81,1.874,3.018,2.371,2.115,2.835,2.561,2.668,2.387,2.27,2.914,2.438,2.606,2.683,2.646,3.32,3.691,2.644,2.851,3.133,1.87,2.298,2.621,1.934,2.95,2.054,1.899,2.172,3.609,3.217,2.563,2.672,1.987,2.429,2.328,2.545,1.999,2.194,2.649,2.699,2.206,2.038,2.738,2.719,2.122,2.195,2.356,1.916,2.185,2.523,2.547,2.149,2.507,2.698,2.674,2.229,0.843,0.638,0.673,0.59,0.554,0.645,0.612,0.423,0.601,0.441,0.672,0.492,0.387,0.448,0.545,0.572,0.643,0.777,0.567,0.576,0.781,0.422,0.455,0.609,0.509,0.495,0.476,0.558,0.643,0.508,0.804,0.831,0.466,0.597,0.63,0.472,0.723,0.61,0.372,0.468,0.4,0.483,0.818,0.603,0.583,0.491,0.527,0.861,0.507,0.49,0.367,0.492,0.497,0.561,0.45,0.469,0.394,0.517,0.495,0.367,0.343,0.776,0.432,0.948,0.468,0.556,0.415,0.382,0.437,0.594,0.412,0.456,0.488,0.27 -261,Epileptic,M,42.0,0.7,1.8,0.9,1.1,1.5,3.0,1.3,1.4,0.9,0.8,0.2,2.4,1.3,0.6,1.2,4.9,6.6,0.8,2.0,3.8,1.5,2.5,1.6,3.0,2.9,3.1,2.6,2.6,3.4,3.2,1.4,1.1,0.4,2.4,0.4,0.9,3.3,3.1,0.2,0.3,1.3,3.5,2.5,2.2,3.3,0.9,0.4,0.7,1.2,0.7,0.8,2.0,2.5,2.2,0.2,2.3,0.5,2.6,1.4,0.7,0.8,1.1,0.4,0.4,1.8,1.0,2.7,1.1,1.8,0.7,0.8,0.9,4.9,0.3,5,21,9,15,13,28,13,15,10,9,3.0,22,12,9,12,51,63,10,31,41,16,25,14,37,35,38,32,23,23,39,20,8,4,27,3,6,29,37,2,2,8,31,19,18,20,6,2,4,6,8,6,16,21,17,1,23,3,20,9,6,5,12,2,5,16,15,19,7,10,4,6,6,45,3,0.03,0.022,0.016,0.025,0.036,0.041,0.023,0.025,0.04,0.04,0.029,0.035,0.028,0.032,0.027,0.033,0.029,0.03,0.027,0.034,0.024,0.034,0.035,0.038,0.032,0.027,0.026,0.03,0.032,0.033,0.034,0.031,0.022,0.03,0.016,0.019,0.041,0.033,0.012,0.019,0.024,0.036,0.043,0.032,0.025,0.017,0.022,0.011,0.016,0.022,0.043,0.024,0.029,0.017,0.021,0.019,0.016,0.028,0.032,0.017,0.027,0.023,0.023,0.018,0.028,0.018,0.025,0.021,0.023,0.024,0.024,0.019,0.019,0.028,1445,3900,2122,2191,1723,3410,2398,3267,1326,1491,491.0,2024,3230,1210,2479,8951,13712,2353,4517,4063,4142,3550,1483,4849,4800,6502,4385,3259,5185,4690,2430,1485,905,6112,1794,1902,6541,6207,345,486,1462,2262,5356,1917,3267,1294,743,2718,2219,1600,643,3132,3570,4833,257,3474,1282,3076,1078,1134,859,2092,440,971,2097,1464,2983,1608,2409,955,1174,1778,9404,328,0.112,0.123,0.102,0.112,0.144,0.167,0.1,0.115,0.153,0.152,0.113,0.156,0.118,0.133,0.124,0.139,0.13,0.131,0.135,0.154,0.095,0.138,0.14,0.151,0.144,0.134,0.127,0.114,0.111,0.144,0.14,0.104,0.101,0.132,0.084,0.099,0.148,0.145,0.092,0.116,0.119,0.149,0.154,0.139,0.113,0.11,0.114,0.074,0.088,0.112,0.172,0.118,0.133,0.091,0.112,0.113,0.087,0.119,0.143,0.101,0.125,0.12,0.119,0.119,0.136,0.121,0.123,0.109,0.109,0.121,0.123,0.108,0.106,0.147,446,1301,799,888,724,1345,865,1034,435,399,148.0,1035,840,318,742,2702,3880,439,1319,1832,1050,1268,707,1428,1513,1979,1720,1296,1502,1601,654,572,347,1333,445,699,1390,1615,210,216,797,1423,1046,1085,2073,703,312,994,1071,553,324,1381,1404,2052,123,1913,482,1606,695,672,436,830,263,445,1066,896,1624,799,1162,414,547,806,4113,171,3.405,2.896,2.54,2.415,2.344,2.398,2.283,2.697,2.534,2.933,2.506,1.812,2.878,2.716,2.563,2.622,2.843,3.681,2.788,1.98,2.906,2.271,1.899,2.782,2.497,2.637,2.094,2.047,2.664,2.463,2.84,2.546,2.255,3.246,3.683,2.557,3.244,2.915,1.95,2.676,2.278,1.535,3.708,1.88,1.832,2.01,3.081,3.212,2.486,3.067,2.348,2.315,2.535,2.422,2.386,2.101,2.922,2.197,1.879,1.884,2.313,2.689,1.978,2.647,2.324,1.95,2.07,2.464,2.453,2.838,2.458,2.49,2.403,2.138,0.675,0.608,0.472,0.474,0.463,0.489,0.576,0.538,0.525,0.713,0.802,0.5,0.392,0.347,0.419,0.498,0.494,0.694,0.643,0.592,0.798,0.472,0.403,0.622,0.522,0.508,0.472,0.525,0.503,0.549,0.546,1.091,0.541,0.533,0.735,0.519,0.787,0.582,0.391,0.415,0.454,0.352,0.577,0.642,0.518,0.369,0.438,0.85,0.549,0.676,0.522,0.469,0.576,0.438,0.472,0.446,0.842,0.55,0.481,0.382,0.395,0.653,0.377,0.834,0.478,0.651,0.506,0.393,0.453,0.829,0.487,0.593,0.552,0.782 -262,Epileptic,F,27.0,0.8,1.7,0.7,1.2,1.6,2.7,1.7,1.2,0.9,0.7,0.2,2.1,1.2,0.3,1.3,4.8,8.9,0.9,1.5,4.6,2.4,3.5,2.6,4.3,2.8,2.4,3.7,3.0,2.9,2.6,1.9,1.2,0.4,2.0,0.4,0.5,4.2,2.9,0.1,0.1,0.8,3.4,2.9,1.6,2.4,0.7,0.5,0.9,1.2,0.8,0.6,2.3,1.6,2.3,0.3,2.3,0.7,1.4,1.5,1.0,0.7,1.4,0.2,0.5,1.5,1.0,2.0,1.0,1.5,0.7,0.9,1.5,4.0,0.2,10,17,6,10,15,30,17,14,11,6,2.0,21,12,3,13,69,77,6,16,41,23,38,19,38,34,25,31,30,26,30,27,8,5,24,3,5,35,37,0,1,5,28,28,12,14,4,2,5,6,5,5,17,12,17,2,18,5,12,13,8,6,8,2,4,11,16,12,7,12,6,6,13,30,2,0.038,0.024,0.018,0.026,0.036,0.04,0.034,0.03,0.036,0.039,0.031,0.042,0.025,0.035,0.028,0.034,0.032,0.033,0.032,0.046,0.043,0.038,0.051,0.041,0.04,0.033,0.039,0.036,0.032,0.033,0.046,0.047,0.026,0.028,0.018,0.019,0.051,0.034,0.01,0.015,0.023,0.047,0.054,0.021,0.019,0.016,0.023,0.019,0.019,0.013,0.027,0.024,0.023,0.021,0.02,0.019,0.025,0.02,0.026,0.019,0.02,0.025,0.013,0.019,0.026,0.023,0.022,0.018,0.021,0.023,0.024,0.021,0.017,0.026,1510,4063,2175,2157,1741,3690,2554,2184,2158,1029,650.0,2349,3052,769,2872,10415,17470,2508,3556,4093,4107,5025,1829,6662,4456,4486,4830,3445,5658,5226,2266,937,741,5402,1703,1425,5711,6986,394,416,1040,1961,5111,2285,3127,1197,893,1952,1933,1786,577,3559,2131,4471,437,3484,1204,2870,1442,1492,1017,2501,556,918,2092,912,2713,2079,2357,1174,1319,1826,8340,291,0.145,0.115,0.094,0.116,0.124,0.151,0.119,0.139,0.146,0.151,0.11,0.157,0.121,0.13,0.138,0.146,0.137,0.128,0.135,0.174,0.131,0.139,0.159,0.148,0.132,0.14,0.123,0.121,0.118,0.143,0.145,0.125,0.137,0.122,0.07,0.102,0.144,0.145,0.07,0.095,0.11,0.151,0.168,0.108,0.097,0.091,0.097,0.08,0.093,0.087,0.126,0.11,0.122,0.106,0.102,0.106,0.12,0.108,0.135,0.11,0.114,0.116,0.1,0.107,0.12,0.132,0.104,0.097,0.114,0.12,0.125,0.12,0.098,0.153,439,1250,725,813,808,1367,951,790,526,298,186.0,945,742,173,756,2879,4776,436,950,1792,1145,1630,876,1763,1456,1367,1630,1337,1554,1522,764,387,257,1201,435,465,1609,1683,145,200,553,1201,1141,1240,1884,644,363,785,920,796,368,1563,1106,1861,240,1786,499,1187,876,769,506,887,265,422,949,575,1412,907,1112,497,529,1043,3454,151,3.364,3.006,2.792,2.527,1.886,2.371,2.274,2.485,2.806,2.595,2.883,2.152,3.065,3.085,2.932,2.697,2.894,3.808,2.982,2.005,2.831,2.391,1.946,2.842,2.514,2.593,2.399,2.078,2.748,2.732,2.326,2.344,2.593,3.118,3.433,2.475,2.631,3.018,2.718,2.477,2.357,1.574,3.173,2.103,1.903,2.065,2.881,2.987,2.609,2.488,1.983,2.413,2.124,2.327,2.122,2.169,2.524,2.47,1.901,2.109,2.241,2.883,2.252,2.539,2.277,1.979,1.959,2.685,2.143,2.632,2.486,2.063,2.54,2.203,0.921,0.599,0.494,0.599,0.616,0.579,0.642,0.477,0.751,0.799,0.825,0.517,0.357,0.554,0.479,0.57,0.704,0.892,0.522,0.623,0.923,0.64,0.701,0.722,0.644,0.539,0.592,0.582,0.562,0.596,0.704,0.861,0.371,0.571,0.706,0.539,0.803,0.792,0.349,0.522,0.561,0.445,0.805,0.518,0.564,0.501,0.457,0.671,0.407,0.485,0.278,0.408,0.498,0.489,0.452,0.43,0.651,0.568,0.399,0.424,0.364,0.58,0.381,0.687,0.431,0.622,0.52,0.431,0.53,0.601,0.526,0.552,0.45,0.479 -263,Epileptic,F,27.0,0.6,1.5,0.4,1.0,1.2,1.8,1.3,1.2,1.2,0.2,0.3,3.4,1.2,0.8,1.0,4.2,6.5,0.6,3.2,4.7,0.6,2.9,1.8,2.7,2.7,2.8,2.6,1.9,2.2,3.0,0.9,0.7,0.7,2.3,0.7,0.6,3.3,2.2,0.1,0.3,1.0,2.5,2.5,3.1,2.7,0.4,0.5,0.7,1.0,0.6,0.6,1.2,0.6,1.9,0.2,2.2,0.8,1.6,1.1,1.3,0.6,0.9,0.1,0.3,2.1,1.6,2.4,1.0,0.7,0.4,1.1,1.0,3.1,0.3,3,16,13,11,14,16,10,12,13,4,3.0,25,13,6,10,46,66,4,30,40,7,28,17,27,32,28,30,19,22,32,10,4,7,26,3,4,35,24,2,2,5,24,18,25,14,3,2,5,6,8,6,10,6,12,1,15,7,15,7,9,3,6,2,3,17,35,18,7,5,4,8,9,22,2,0.035,0.023,0.018,0.024,0.037,0.03,0.021,0.03,0.051,0.026,0.029,0.041,0.023,0.039,0.029,0.03,0.027,0.022,0.034,0.034,0.015,0.037,0.03,0.039,0.029,0.032,0.024,0.025,0.024,0.036,0.041,0.04,0.037,0.031,0.028,0.015,0.036,0.028,0.018,0.026,0.025,0.029,0.036,0.029,0.022,0.012,0.027,0.015,0.016,0.019,0.038,0.017,0.02,0.017,0.03,0.02,0.027,0.018,0.029,0.027,0.03,0.027,0.021,0.023,0.028,0.089,0.024,0.018,0.014,0.019,0.03,0.021,0.018,0.023,1108,3049,864,1441,2425,2594,2609,2429,1694,455,461.0,2909,3266,1651,2899,8834,15878,1968,4184,4300,1929,4562,2076,4789,5531,5632,5153,3546,5523,4946,2183,532,1186,5947,1717,1672,5561,4801,261,492,1380,2739,4789,2626,3259,1021,773,1902,1790,1306,510,2436,1647,4206,187,3497,1071,2852,1077,1531,771,1521,484,802,2461,262,3400,1976,1737,1013,1476,1744,6687,364,0.104,0.123,0.099,0.119,0.133,0.144,0.098,0.14,0.147,0.117,0.11,0.151,0.124,0.148,0.125,0.134,0.129,0.092,0.129,0.133,0.078,0.157,0.145,0.144,0.138,0.144,0.123,0.109,0.114,0.141,0.126,0.102,0.146,0.13,0.101,0.085,0.134,0.123,0.095,0.116,0.117,0.132,0.129,0.121,0.103,0.084,0.115,0.087,0.094,0.122,0.129,0.098,0.099,0.094,0.138,0.106,0.124,0.101,0.125,0.13,0.12,0.129,0.139,0.131,0.132,0.105,0.118,0.102,0.089,0.115,0.13,0.118,0.098,0.115,324,1023,530,673,674,966,843,715,459,182,177.0,1310,823,311,593,2284,4001,411,1502,2041,641,1403,903,1172,1563,1529,1728,1188,1415,1497,416,240,347,1222,430,582,1497,1259,140,216,619,1370,1170,1675,1864,568,308,819,861,570,337,1192,638,1630,73,1733,522,1556,589,758,368,545,123,306,1234,162,1583,819,814,366,627,824,2725,212,3.219,2.774,2.01,2.339,2.692,2.435,2.587,2.881,2.698,2.58,2.478,2.014,2.935,3.332,3.339,2.915,3.107,3.693,2.404,1.885,2.605,2.566,2.092,2.896,2.693,3.031,2.356,2.276,2.932,2.688,3.417,2.282,2.698,3.137,3.331,2.758,2.751,2.889,2.22,2.837,3.105,1.841,3.011,1.808,2.017,1.95,3.253,3.035,2.587,2.545,1.705,2.225,2.495,2.587,3.143,2.301,2.399,2.197,2.159,2.374,2.669,2.993,2.867,2.652,2.297,1.627,2.3,2.76,2.48,2.866,2.635,2.602,2.68,2.157,0.83,0.815,0.432,0.538,0.821,0.584,0.638,0.489,0.644,0.528,0.831,0.497,0.394,0.749,0.557,0.517,0.613,0.807,0.599,0.569,0.758,0.599,0.449,0.753,0.505,0.55,0.472,0.594,0.464,0.616,0.782,0.779,0.422,0.637,0.695,0.482,0.673,0.539,0.393,0.443,0.536,0.598,0.712,0.574,0.651,0.305,0.643,0.644,0.422,0.51,0.284,0.514,0.686,0.542,0.485,0.529,0.396,0.698,0.521,0.382,0.474,0.697,0.983,0.968,0.54,0.798,0.541,0.425,0.44,0.78,0.572,0.603,0.571,0.569 -264,Epileptic,F,47.0,0.6,2.0,0.7,0.8,0.8,1.8,1.2,1.1,0.7,0.3,0.2,2.8,1.0,0.6,0.6,3.5,6.3,0.5,1.5,2.9,1.0,2.4,1.0,2.1,2.1,2.2,2.0,1.6,2.2,1.8,1.1,0.9,0.4,1.8,0.2,0.4,1.7,2.0,0.1,0.1,0.8,2.7,0.9,1.7,2.3,0.4,0.2,0.7,0.9,0.4,0.5,1.1,1.1,2.0,0.3,1.7,0.5,1.4,0.7,0.8,0.5,1.0,0.1,0.3,1.3,1.1,1.9,1.1,0.9,0.7,0.9,0.9,2.3,0.3,4,20,9,7,10,14,10,10,12,4,2.0,20,10,6,5,39,59,4,15,27,10,20,10,23,30,21,22,15,20,27,17,7,5,20,2,4,23,23,1,1,5,21,13,14,15,3,2,5,5,4,4,8,11,16,2,16,4,12,7,8,3,8,1,3,9,14,17,9,7,6,7,7,14,3,0.032,0.029,0.016,0.02,0.018,0.032,0.022,0.021,0.048,0.027,0.03,0.038,0.034,0.033,0.032,0.031,0.03,0.03,0.032,0.034,0.023,0.033,0.024,0.032,0.028,0.026,0.022,0.021,0.022,0.025,0.04,0.036,0.027,0.026,0.012,0.012,0.039,0.034,0.017,0.02,0.02,0.044,0.032,0.025,0.018,0.01,0.014,0.014,0.016,0.019,0.029,0.017,0.024,0.022,0.012,0.016,0.021,0.021,0.027,0.019,0.026,0.022,0.017,0.018,0.021,0.031,0.02,0.019,0.02,0.024,0.019,0.023,0.013,0.021,1098,3741,1817,1873,1777,2652,2300,2981,1248,913,484.0,2015,1782,935,1101,7191,12725,1492,2709,3072,2761,3827,1585,4456,4808,4887,3942,3176,5195,3920,1508,1137,684,4440,1253,1539,4117,4841,335,304,1292,1935,3597,1777,3225,1229,642,1506,1776,875,456,1967,1668,3502,472,2808,951,2427,928,1218,692,1965,325,646,1991,1035,3033,2168,1360,1014,1166,1458,6233,535,0.12,0.128,0.117,0.102,0.106,0.149,0.092,0.107,0.145,0.13,0.125,0.146,0.133,0.149,0.12,0.13,0.132,0.101,0.133,0.138,0.1,0.136,0.115,0.137,0.134,0.124,0.111,0.099,0.103,0.132,0.135,0.131,0.141,0.127,0.072,0.078,0.138,0.136,0.109,0.109,0.106,0.153,0.126,0.11,0.099,0.082,0.093,0.084,0.091,0.115,0.134,0.099,0.121,0.112,0.096,0.1,0.117,0.115,0.129,0.108,0.126,0.111,0.1,0.116,0.111,0.142,0.111,0.102,0.113,0.13,0.116,0.124,0.082,0.135,289,1203,702,713,667,918,777,860,359,249,144.0,991,502,234,321,2034,3618,279,753,1397,640,1095,639,1163,1401,1392,1498,1045,1391,1254,520,421,256,908,291,518,945,1133,147,118,603,988,611,1162,1921,640,249,684,812,338,273,1031,760,1514,305,1612,402,1147,485,701,320,743,128,321,982,519,1605,985,707,430,586,626,2717,201,3.312,2.819,2.451,2.573,2.363,2.578,2.432,2.879,2.574,3.268,2.864,1.814,2.986,2.864,2.575,2.648,2.874,3.968,2.804,1.893,3.267,2.643,2.131,2.891,2.613,2.847,2.197,2.335,2.807,2.526,2.336,2.524,2.397,3.249,3.53,2.62,3.147,3.08,2.392,2.368,2.66,1.768,3.282,1.693,1.909,2.049,3.039,2.614,2.632,2.688,2.098,2.183,2.092,2.277,1.923,1.919,2.948,2.348,2.194,1.908,2.713,2.625,2.925,2.229,2.17,2.619,2.059,2.406,2.23,2.598,2.094,2.945,2.52,3.043,0.815,0.714,0.535,0.518,0.543,0.672,0.488,0.614,0.467,0.353,0.826,0.47,0.504,0.345,0.42,0.511,0.532,0.682,0.538,0.614,0.801,0.476,0.357,0.58,0.51,0.601,0.502,0.448,0.457,0.498,0.62,0.942,0.545,0.503,0.612,0.489,0.784,0.486,0.59,0.611,0.768,0.505,0.811,0.601,0.538,0.441,0.688,0.603,0.521,0.542,0.482,0.444,0.529,0.46,0.263,0.39,0.639,0.599,0.596,0.47,0.661,0.594,0.466,0.751,0.515,0.671,0.465,0.506,0.462,0.598,0.502,0.551,0.534,0.458 -265,Epileptic,F,17.5,0.5,2.2,1.1,1.1,1.6,1.3,1.5,1.5,1.6,0.6,0.3,3.2,1.2,0.4,1.3,6.1,8.3,0.5,1.9,4.7,1.5,3.1,1.6,3.6,2.8,3.2,3.8,1.8,2.6,3.8,1.5,2.4,0.5,2.2,0.4,0.3,3.5,2.9,0.2,0.3,0.8,2.5,2.2,3.1,2.2,0.9,0.4,0.9,1.1,0.7,0.5,1.7,1.6,2.8,0.3,2.5,0.5,1.5,0.9,1.0,0.6,1.6,0.1,0.5,1.5,1.4,1.9,1.4,1.0,0.4,0.6,1.8,3.0,0.2,5,22,10,8,16,14,18,16,13,8,4.0,31,18,7,19,69,85,6,24,43,14,38,17,42,35,36,49,20,26,46,19,18,5,30,2,2,41,35,3,1,5,28,24,20,17,7,2,6,6,7,3,10,9,20,1,21,3,11,8,7,5,15,1,5,13,18,14,10,7,4,4,15,25,2,0.031,0.02,0.018,0.021,0.03,0.031,0.02,0.029,0.045,0.028,0.021,0.036,0.03,0.031,0.027,0.032,0.029,0.023,0.035,0.035,0.028,0.037,0.031,0.041,0.028,0.031,0.029,0.019,0.024,0.028,0.034,0.076,0.026,0.027,0.014,0.01,0.036,0.03,0.014,0.016,0.018,0.032,0.038,0.025,0.018,0.018,0.015,0.018,0.014,0.016,0.024,0.018,0.025,0.021,0.022,0.016,0.023,0.021,0.02,0.018,0.021,0.023,0.012,0.014,0.018,0.026,0.016,0.019,0.017,0.013,0.023,0.022,0.015,0.012,1377,5825,2737,2535,2725,2379,3862,3219,1536,1393,653.0,3148,3658,1029,3088,13516,19128,2052,3212,5567,3326,4919,2216,6504,5882,7007,6786,3999,6332,6741,2271,1809,951,4850,1385,1494,5694,6930,517,634,1451,2793,4066,3321,3169,1728,1001,1792,2478,1438,537,3248,2173,5686,453,4925,979,2919,1255,1701,1068,3185,296,1004,2707,1384,4039,2748,2014,1279,1031,2597,7592,580,0.1,0.106,0.099,0.098,0.128,0.143,0.108,0.131,0.134,0.131,0.12,0.154,0.119,0.146,0.14,0.138,0.134,0.101,0.151,0.142,0.105,0.157,0.136,0.133,0.133,0.131,0.139,0.097,0.108,0.134,0.13,0.174,0.12,0.124,0.073,0.059,0.136,0.124,0.099,0.095,0.101,0.144,0.153,0.118,0.1,0.099,0.093,0.092,0.088,0.108,0.135,0.09,0.108,0.107,0.126,0.097,0.116,0.105,0.122,0.106,0.104,0.117,0.102,0.105,0.103,0.128,0.091,0.099,0.107,0.098,0.113,0.115,0.086,0.093,348,1746,879,894,894,784,1217,931,470,349,213.0,1350,928,219,851,3322,4795,416,985,2113,916,1408,868,1696,1645,1844,2185,1393,1620,2161,657,659,274,1246,452,558,1600,1643,238,268,693,1300,1093,1856,1923,762,409,828,1104,688,307,1388,924,2193,195,2475,354,1278,668,842,469,1092,153,516,1309,789,1917,1136,870,497,474,1275,3283,252,3.443,2.952,2.849,2.801,2.409,2.665,2.545,3.014,2.478,2.976,2.614,2.01,3.002,3.287,2.703,2.993,3.168,3.713,2.668,2.214,2.816,2.625,2.154,2.754,2.737,2.941,2.398,2.285,2.897,2.456,2.54,2.847,2.692,2.784,2.788,2.547,2.648,3.062,2.346,2.67,2.847,1.966,2.988,2.008,1.885,2.498,3.059,2.596,2.789,2.463,1.959,2.403,2.438,2.608,2.698,2.258,2.838,2.501,2.236,2.195,2.448,2.921,2.092,2.337,2.24,2.182,2.263,2.609,2.626,2.773,2.601,2.403,2.459,2.847,0.955,0.756,0.559,0.463,0.724,0.491,0.586,0.453,0.833,0.448,0.836,0.544,0.445,0.378,0.518,0.634,0.663,0.73,0.44,0.767,0.616,0.491,0.462,0.794,0.626,0.528,0.534,0.569,0.557,0.549,0.8,0.954,0.479,0.623,0.587,0.512,0.646,0.563,0.371,0.525,0.536,0.449,0.496,0.63,0.613,0.617,0.418,0.797,0.526,0.367,0.364,0.478,0.566,0.537,0.487,0.383,0.622,0.672,0.344,0.401,0.431,0.73,0.356,0.494,0.511,0.629,0.404,0.459,0.427,0.688,0.559,0.415,0.514,0.496 -266,Epileptic,F,17.5,0.7,2.3,0.7,1.3,1.2,1.6,1.5,1.4,0.9,0.5,0.2,2.7,1.5,0.4,1.5,6.0,8.7,0.8,3.1,4.8,0.9,3.4,1.8,3.4,2.8,3.1,4.1,2.4,2.4,3.3,1.0,0.8,0.3,2.1,0.4,0.4,2.6,2.7,0.2,0.1,1.0,2.6,1.7,2.6,2.5,0.8,0.4,1.0,1.2,0.7,1.0,1.7,1.1,2.0,0.2,5.3,0.8,2.4,1.1,1.3,0.5,1.3,0.2,0.4,1.6,1.0,3.0,1.1,0.8,0.4,1.1,0.9,3.6,0.3,6,21,9,13,14,19,14,17,13,7,3.0,30,20,3,21,70,86,7,31,40,7,39,20,38,36,39,46,25,23,41,17,9,4,27,2,5,34,34,2,1,6,25,17,18,17,5,3,6,6,7,5,13,8,14,1,33,5,16,7,11,5,9,2,4,14,13,24,10,6,4,5,7,31,3,0.036,0.024,0.013,0.022,0.029,0.032,0.023,0.025,0.046,0.03,0.025,0.031,0.033,0.034,0.039,0.035,0.029,0.03,0.037,0.041,0.024,0.04,0.029,0.041,0.033,0.03,0.032,0.026,0.027,0.036,0.034,0.054,0.012,0.03,0.015,0.017,0.035,0.031,0.016,0.015,0.02,0.035,0.036,0.03,0.02,0.016,0.02,0.019,0.017,0.02,0.036,0.02,0.022,0.018,0.023,0.028,0.021,0.025,0.022,0.021,0.021,0.025,0.02,0.02,0.017,0.023,0.021,0.018,0.019,0.02,0.025,0.019,0.019,0.022,1466,4580,2145,2470,2000,2635,2957,3460,1813,1545,661.0,3332,3513,975,3062,12068,18969,2104,5347,5156,2403,4946,2434,5971,6050,6668,7038,3568,5148,5932,2138,1024,1078,4916,1792,1312,5623,6478,445,399,1534,2909,4852,2578,3156,1624,767,1992,2360,1325,832,3306,1991,4017,481,5212,1517,3428,1347,1863,823,2343,399,793,3271,1700,4478,2196,1340,824,1328,1352,6990,388,0.128,0.113,0.1,0.111,0.126,0.152,0.11,0.124,0.149,0.128,0.124,0.141,0.143,0.133,0.156,0.148,0.134,0.118,0.144,0.139,0.096,0.158,0.134,0.154,0.15,0.141,0.13,0.112,0.122,0.142,0.141,0.135,0.079,0.134,0.078,0.099,0.144,0.14,0.102,0.101,0.113,0.144,0.145,0.12,0.102,0.096,0.11,0.092,0.094,0.121,0.151,0.107,0.109,0.102,0.089,0.129,0.103,0.114,0.113,0.116,0.129,0.119,0.105,0.129,0.105,0.126,0.112,0.112,0.112,0.12,0.116,0.112,0.102,0.122,403,1535,798,929,695,946,991,990,462,325,178.0,1336,944,231,779,3069,5102,410,1517,2064,616,1468,964,1523,1649,1854,2098,1397,1392,1770,512,322,387,1159,452,494,1374,1562,205,174,716,1253,922,1462,1971,774,336,833,1051,480,402,1425,841,1747,185,2684,644,1617,722,964,396,821,204,327,1518,699,2085,941,645,340,634,731,3069,241,3.538,2.919,2.67,2.67,2.418,2.514,2.429,2.816,2.702,3.401,3.194,2.114,2.911,3.213,2.919,2.902,2.995,3.637,2.788,2.14,2.793,2.577,2.2,2.806,2.727,2.894,2.565,2.111,2.752,2.69,2.822,3.006,2.343,2.92,3.497,2.382,2.871,2.856,2.609,2.602,2.702,1.988,3.49,2.06,1.823,2.334,2.892,2.911,2.752,2.685,2.225,2.482,2.612,2.532,2.491,2.136,2.606,2.439,2.219,2.147,2.388,2.798,2.265,2.641,2.372,2.812,2.151,2.561,2.464,2.684,2.519,2.389,2.528,1.898,0.89,0.541,0.395,0.481,0.719,0.554,0.483,0.585,0.716,0.442,0.906,0.56,0.456,0.507,0.694,0.632,0.587,0.724,0.551,0.602,0.909,0.434,0.487,0.739,0.533,0.604,0.51,0.503,0.543,0.52,0.58,0.989,0.405,0.654,0.639,0.467,0.755,0.645,0.442,0.505,0.572,0.48,0.773,0.871,0.516,0.385,0.469,0.688,0.516,0.524,0.509,0.438,0.61,0.408,0.486,0.471,0.458,0.615,0.352,0.447,0.456,0.626,0.345,0.891,0.488,0.708,0.487,0.473,0.479,0.698,0.394,0.476,0.488,0.317 -267,Epileptic,M,22.0,0.9,2.6,1.0,1.5,1.1,2.3,1.9,2.1,0.6,1.2,0.6,2.2,2.3,0.6,1.5,8.1,8.1,1.1,2.8,5.3,1.1,3.3,1.3,3.7,2.5,3.4,2.7,2.7,3.3,3.7,1.3,1.1,0.5,2.2,0.2,0.7,4.3,3.1,0.2,0.2,1.4,3.5,2.8,1.9,3.4,0.7,0.5,1.1,1.4,0.5,0.7,2.2,2.1,2.3,0.3,2.1,1.3,1.6,1.6,0.9,1.1,1.2,0.3,0.6,1.7,1.5,3.5,1.4,1.4,0.6,1.3,1.4,4.3,0.3,5,23,13,15,11,23,16,17,8,9,6.0,21,28,8,17,76,75,7,32,43,10,38,15,39,38,37,35,25,28,41,19,8,5,27,1,5,55,38,2,1,7,29,36,18,18,5,3,7,6,5,5,14,17,15,2,18,11,13,14,9,7,11,3,4,15,15,26,8,10,5,10,11,34,3,0.033,0.027,0.016,0.024,0.023,0.031,0.024,0.036,0.033,0.041,0.04,0.025,0.03,0.032,0.024,0.035,0.029,0.03,0.039,0.034,0.022,0.03,0.023,0.034,0.031,0.031,0.023,0.029,0.026,0.026,0.03,0.041,0.026,0.026,0.012,0.013,0.039,0.033,0.022,0.019,0.024,0.038,0.043,0.021,0.024,0.012,0.018,0.019,0.015,0.016,0.023,0.019,0.024,0.017,0.015,0.017,0.022,0.017,0.024,0.014,0.021,0.024,0.013,0.022,0.019,0.03,0.024,0.019,0.024,0.018,0.024,0.017,0.016,0.016,1542,5284,2673,2606,1664,3612,3428,3470,1018,2047,901.0,2971,5141,1263,3963,13578,18166,2959,5382,5934,3783,5886,2221,7723,5065,7520,5731,4404,7349,7297,2177,1281,1093,6068,1125,2191,7870,7772,417,303,1940,3101,5035,2707,4007,1660,1142,2346,3000,1331,634,4785,2762,4948,439,3590,2476,3848,2082,1922,1729,2461,676,945,3301,1556,4541,2785,2357,1316,1804,3208,10110,806,0.124,0.116,0.094,0.116,0.111,0.139,0.101,0.142,0.122,0.144,0.158,0.12,0.134,0.14,0.11,0.132,0.122,0.122,0.144,0.128,0.094,0.128,0.122,0.138,0.132,0.129,0.11,0.111,0.102,0.119,0.12,0.109,0.116,0.123,0.062,0.078,0.143,0.132,0.107,0.133,0.111,0.137,0.158,0.105,0.106,0.086,0.1,0.089,0.085,0.106,0.134,0.099,0.109,0.091,0.111,0.097,0.115,0.091,0.12,0.086,0.108,0.108,0.088,0.1,0.105,0.119,0.114,0.101,0.11,0.107,0.118,0.102,0.092,0.105,411,1637,927,1018,802,1341,1124,964,324,504,264.0,1278,1323,320,1044,3796,4585,542,1352,2497,823,1871,895,1762,1550,1985,1953,1501,1840,2273,631,500,318,1372,345,807,1950,1822,199,124,894,1383,1212,1502,2264,802,454,985,1285,476,410,1823,1360,2056,224,1846,942,1717,995,964,795,916,403,440,1526,781,2192,1138,1037,521,859,1330,4111,346,3.658,2.844,2.598,2.594,1.983,2.452,2.536,3.048,2.493,3.113,2.892,1.986,2.982,2.885,2.854,2.746,3.098,4.118,2.987,2.03,3.417,2.498,2.111,3.134,2.524,3.026,2.368,2.321,3.067,2.54,2.511,2.345,2.638,3.121,2.903,2.487,3.012,3.131,2.378,2.903,2.775,1.952,3.086,1.961,2.039,2.2,3.138,2.827,2.824,3.0,2.001,2.566,1.952,2.555,2.544,2.114,2.724,2.577,2.067,2.144,2.686,2.507,2.051,2.593,2.343,2.375,2.352,2.734,2.603,2.678,2.34,2.706,2.549,2.662,0.682,0.752,0.665,0.46,0.484,0.572,0.709,0.51,0.546,0.51,0.936,0.445,0.55,0.467,0.59,0.62,0.609,0.602,0.615,0.693,0.808,0.613,0.57,0.633,0.449,0.507,0.47,0.563,0.587,0.613,0.603,1.013,0.627,0.593,0.647,0.528,0.629,0.682,0.327,0.545,0.513,0.581,0.783,0.548,0.69,0.482,0.661,0.709,0.562,0.823,0.537,0.539,0.591,0.505,0.376,0.427,0.454,0.609,0.453,0.438,0.367,0.62,0.317,1.07,0.541,0.754,0.536,0.423,0.422,0.771,0.561,0.538,0.544,0.561 -268,Epileptic,M,62.0,0.9,2.9,1.1,1.1,1.5,2.5,1.3,2.1,1.5,0.6,0.3,2.7,1.7,0.8,1.5,7.6,9.5,1.3,2.5,4.6,2.0,2.9,1.9,4.1,3.0,3.0,3.1,3.1,2.3,2.6,1.4,1.2,0.3,3.3,0.7,0.5,5.6,2.9,0.3,0.2,1.2,3.2,4.6,3.0,3.3,0.6,0.6,0.8,1.1,1.5,0.6,2.2,1.9,2.9,0.2,1.8,1.4,1.8,1.1,1.5,0.9,1.7,0.5,0.5,2.6,1.5,2.1,1.4,1.6,1.1,0.9,2.2,5.4,0.4,7,31,13,8,15,24,10,19,15,5,5.0,24,15,9,14,80,84,7,27,35,17,34,15,52,35,31,33,30,23,29,18,6,4,39,4,3,50,38,3,1,7,27,32,22,18,4,3,5,5,10,5,16,12,20,1,16,11,13,8,11,7,15,3,5,22,18,15,10,13,11,6,18,44,2,0.035,0.027,0.021,0.019,0.027,0.033,0.022,0.029,0.039,0.029,0.036,0.029,0.029,0.039,0.032,0.031,0.029,0.039,0.027,0.031,0.031,0.029,0.025,0.041,0.026,0.027,0.023,0.025,0.018,0.026,0.034,0.032,0.013,0.035,0.022,0.011,0.04,0.031,0.021,0.018,0.022,0.033,0.059,0.023,0.019,0.012,0.022,0.015,0.013,0.028,0.034,0.018,0.02,0.019,0.039,0.014,0.033,0.021,0.021,0.022,0.024,0.025,0.021,0.017,0.023,0.025,0.016,0.018,0.022,0.031,0.023,0.026,0.017,0.02,1799,5746,2531,2258,2424,4083,2130,3763,2184,1381,731.0,2838,3293,1573,2909,13161,19126,2922,4960,5213,3765,4851,2736,7204,5845,5768,4590,4771,6276,5106,2461,1593,833,6927,1869,1750,6680,7015,464,417,1619,3282,5882,2646,4314,1494,899,2104,2448,2223,519,4301,2893,5393,291,3387,2009,3117,1215,1840,1336,2958,686,1045,3301,1408,3609,2347,2229,1650,1351,3279,11073,518,0.123,0.119,0.117,0.095,0.123,0.144,0.089,0.122,0.153,0.13,0.139,0.13,0.132,0.15,0.132,0.133,0.123,0.112,0.124,0.125,0.11,0.136,0.11,0.152,0.118,0.118,0.107,0.102,0.085,0.119,0.13,0.105,0.079,0.123,0.088,0.068,0.133,0.112,0.13,0.089,0.106,0.133,0.17,0.111,0.094,0.081,0.109,0.079,0.083,0.12,0.144,0.1,0.105,0.101,0.148,0.096,0.136,0.099,0.113,0.114,0.11,0.123,0.12,0.11,0.115,0.114,0.097,0.103,0.115,0.146,0.115,0.12,0.095,0.102,411,1697,918,880,903,1290,812,1205,648,370,223.0,1421,892,423,838,3974,5461,487,1552,2267,1008,1604,1076,1904,2033,1832,1819,1774,1829,1679,721,575,360,1456,489,694,2200,1744,216,205,860,1426,1523,1848,2580,776,425,930,1084,891,302,1980,1365,2465,124,1940,740,1541,775,1007,576,1060,331,512,1757,905,1910,1159,1118,644,666,1458,4920,309,3.833,2.928,2.62,2.452,2.379,2.534,2.227,2.866,2.665,3.013,2.747,1.778,2.939,2.946,2.72,2.579,2.851,4.104,2.641,1.93,2.808,2.411,2.148,2.943,2.338,2.537,2.069,2.182,2.638,2.412,2.7,2.553,1.907,2.934,3.312,2.365,2.517,2.851,2.289,2.488,2.19,1.987,2.816,1.623,1.838,1.988,2.669,2.709,2.673,2.682,1.986,2.268,2.377,2.255,2.633,1.905,2.604,2.29,1.804,2.077,2.348,2.544,2.158,2.367,2.008,2.046,2.028,2.332,2.223,2.587,2.325,2.342,2.283,1.981,0.879,0.536,0.636,0.553,0.477,0.776,0.633,0.693,0.496,0.912,0.85,0.55,0.462,0.479,0.397,0.526,0.619,0.795,0.702,0.667,1.084,0.494,0.581,0.542,0.495,0.598,0.492,0.616,0.579,0.59,0.551,0.899,0.438,0.852,0.824,0.584,0.759,0.656,0.445,0.337,0.545,0.68,1.102,0.609,0.612,0.625,0.517,0.896,0.594,0.771,0.462,0.52,0.566,0.444,0.565,0.458,0.606,0.602,0.46,0.359,0.472,0.71,0.47,0.788,0.527,0.886,0.531,0.547,0.531,0.455,0.464,0.621,0.542,0.464 -269,Epileptic,F,22.0,1.3,2.9,1.1,1.6,3.0,2.0,2.1,2.6,1.5,0.9,0.9,3.4,2.9,1.6,3.4,13.6,14.8,1.1,2.6,6.5,2.1,5.4,3.1,7.6,6.2,5.6,6.4,4.9,5.8,5.9,1.9,1.5,0.9,5.3,1.1,1.9,7.2,7.6,0.6,0.6,1.8,4.7,4.5,4.8,4.5,0.8,1.2,1.7,2.2,1.2,0.6,5.7,2.9,4.7,0.4,3.1,0.9,2.1,1.7,1.5,1.3,2.4,1.1,0.7,2.5,1.1,3.1,4.0,2.0,0.7,1.1,2.6,9.7,0.5,10,20,6,10,17,16,13,15,12,9,5.0,22,18,11,22,78,102,8,18,51,16,41,16,58,35,33,42,29,28,43,18,10,6,40,6,11,52,55,2,2,11,32,29,28,23,5,5,9,10,7,4,29,14,24,1,19,7,12,12,9,9,14,5,5,18,12,15,17,9,4,7,13,56,4,0.043,0.033,0.021,0.032,0.045,0.037,0.029,0.044,0.056,0.047,0.05,0.047,0.043,0.077,0.044,0.056,0.045,0.04,0.047,0.053,0.054,0.047,0.043,0.058,0.047,0.044,0.043,0.038,0.041,0.042,0.056,0.063,0.04,0.047,0.025,0.031,0.054,0.051,0.032,0.034,0.028,0.047,0.065,0.043,0.028,0.016,0.034,0.027,0.028,0.028,0.038,0.038,0.037,0.032,0.049,0.021,0.029,0.028,0.031,0.026,0.031,0.031,0.043,0.037,0.031,0.024,0.025,0.041,0.028,0.025,0.026,0.03,0.033,0.023,1691,4263,2209,2568,2010,3185,2618,2913,1169,1587,901.0,2204,3018,1068,3378,10607,21787,2541,3234,5471,3364,4863,1193,7402,4288,4621,4448,3457,4582,5583,2362,985,1035,4628,2532,2192,9202,6314,557,531,2002,2529,6364,2905,3719,1277,1292,1958,2354,1768,353,4559,2507,5325,216,4256,1124,2645,1469,1822,1540,3506,736,922,2509,1170,4155,2681,1971,750,1421,2932,9215,497,0.145,0.113,0.101,0.122,0.136,0.119,0.109,0.13,0.141,0.156,0.136,0.151,0.138,0.168,0.139,0.152,0.135,0.111,0.149,0.166,0.136,0.134,0.144,0.156,0.139,0.132,0.137,0.13,0.126,0.142,0.164,0.153,0.122,0.151,0.095,0.113,0.16,0.14,0.116,0.128,0.12,0.163,0.16,0.151,0.117,0.097,0.123,0.107,0.112,0.112,0.149,0.122,0.13,0.119,0.19,0.101,0.13,0.112,0.131,0.114,0.118,0.119,0.145,0.13,0.122,0.114,0.1,0.134,0.118,0.122,0.12,0.115,0.118,0.115,547,1523,808,853,1076,1060,1207,1048,525,423,273.0,1160,1113,420,1372,4017,6107,628,1032,2462,852,1770,962,2459,1886,2005,2294,1819,2059,2208,649,393,418,1708,730,1004,2492,2426,289,267,1056,1572,1384,1823,2446,761,580,963,1138,729,269,2554,1290,2464,115,2398,562,1312,926,944,736,1311,417,402,1290,725,2044,1450,1052,394,696,1415,4736,323,2.786,2.501,2.488,2.783,1.878,2.417,1.962,2.42,1.987,2.872,2.655,1.665,2.281,2.075,2.128,2.253,2.944,3.111,2.517,1.928,2.894,2.257,1.296,2.46,2.057,2.081,1.79,1.755,1.974,1.99,2.529,2.49,2.124,2.236,3.084,2.239,2.737,2.22,2.24,2.388,2.242,1.601,3.074,1.896,1.735,1.916,2.687,2.383,2.525,2.569,1.777,1.993,2.265,2.335,2.631,2.024,2.349,2.306,1.899,2.212,2.414,2.556,2.198,2.329,2.146,1.953,2.185,2.248,2.292,2.13,2.325,2.344,2.131,1.957,0.785,0.746,0.701,0.63,0.539,0.678,0.593,0.658,0.594,0.732,0.839,0.586,0.735,0.543,0.67,0.676,0.825,0.81,0.524,0.594,0.878,0.534,0.595,0.757,0.623,0.671,0.634,0.483,0.678,0.731,0.651,0.921,0.478,0.748,0.911,0.684,0.753,0.652,0.6,0.462,0.393,0.583,0.971,0.51,0.425,0.561,0.574,0.555,0.625,0.598,0.363,0.516,0.525,0.552,0.559,0.417,0.485,0.569,0.325,0.506,0.499,0.697,0.399,0.797,0.678,0.524,0.583,0.582,0.469,0.655,0.515,0.596,0.482,0.357 -270,Epileptic,F,17.5,0.3,2.4,0.8,1.2,1.2,2.2,1.8,1.4,0.9,0.6,0.2,2.5,1.3,0.4,1.7,4.5,8.4,0.5,3.1,4.7,1.0,3.1,1.6,2.5,2.7,2.4,3.0,2.9,2.3,4.0,2.0,0.7,0.7,2.7,0.4,0.6,2.8,3.2,0.1,0.2,1.2,2.7,2.3,2.1,2.4,0.7,0.3,0.7,0.9,0.6,0.8,1.8,0.9,2.1,0.3,1.8,1.2,1.5,1.0,1.2,0.7,1.0,0.3,0.6,1.9,1.2,2.0,1.1,1.3,0.4,1.0,1.1,3.9,0.2,2,18,6,8,9,19,15,12,11,7,2.0,23,11,6,15,47,75,3,26,34,10,38,14,24,38,26,36,28,22,38,22,5,6,32,2,6,30,32,1,1,7,26,26,12,15,5,1,4,4,6,7,13,6,13,2,13,10,12,6,9,5,9,2,5,14,12,14,9,7,3,6,7,33,2,0.016,0.028,0.017,0.022,0.036,0.034,0.033,0.025,0.04,0.03,0.052,0.039,0.039,0.035,0.044,0.035,0.031,0.027,0.038,0.038,0.027,0.034,0.03,0.032,0.03,0.031,0.028,0.03,0.024,0.04,0.058,0.036,0.026,0.037,0.025,0.016,0.035,0.037,0.013,0.016,0.022,0.035,0.059,0.026,0.02,0.018,0.02,0.014,0.012,0.015,0.035,0.024,0.024,0.021,0.017,0.017,0.035,0.019,0.021,0.024,0.024,0.022,0.027,0.039,0.021,0.026,0.019,0.018,0.021,0.015,0.023,0.028,0.017,0.017,1623,4855,2850,3028,1952,3480,2801,3709,1915,1736,369.0,2348,3463,1290,4256,10391,22553,1756,4455,3626,2302,5539,2478,5930,6651,6247,6009,4716,5812,5700,2524,782,1321,6488,1108,1974,5683,6466,348,404,1781,2713,5076,2148,2878,1387,663,2099,2326,1539,698,2422,1775,4305,482,3804,1674,2601,1309,1791,1103,1853,499,735,3135,1188,3374,2897,2085,1156,1389,1813,9130,505,0.067,0.117,0.098,0.101,0.141,0.144,0.128,0.119,0.143,0.13,0.125,0.152,0.135,0.125,0.164,0.142,0.13,0.086,0.135,0.136,0.095,0.145,0.13,0.133,0.135,0.129,0.131,0.12,0.104,0.157,0.169,0.111,0.134,0.14,0.089,0.084,0.131,0.127,0.089,0.113,0.101,0.139,0.153,0.114,0.107,0.112,0.095,0.076,0.079,0.103,0.15,0.117,0.114,0.107,0.114,0.099,0.13,0.099,0.105,0.114,0.107,0.118,0.129,0.162,0.112,0.12,0.1,0.099,0.102,0.107,0.119,0.113,0.094,0.119,310,1312,776,845,577,1107,916,911,469,329,90.0,1036,649,262,717,2234,4779,326,1340,1848,628,1580,880,1287,1645,1453,1784,1451,1518,1549,539,338,435,1257,348,586,1291,1429,168,136,752,1229,1018,1282,1770,573,277,774,990,652,359,1062,661,1550,229,1655,618,1307,721,860,502,688,190,256,1400,695,1598,947,938,365,624,698,3589,243,3.762,3.35,3.123,3.047,2.723,2.728,2.345,3.259,2.885,3.607,3.227,1.965,3.552,3.222,3.749,3.13,3.443,3.736,2.67,1.784,2.906,2.649,2.339,3.001,2.964,3.147,2.537,2.46,2.856,2.76,3.239,2.33,2.536,3.314,2.665,2.781,3.148,3.289,2.525,3.007,2.753,2.025,3.382,1.868,1.89,2.624,2.956,3.215,2.898,2.672,2.144,2.518,2.473,2.78,2.64,2.503,2.605,2.303,2.075,2.212,2.588,2.609,2.657,2.911,2.597,2.156,2.328,2.791,2.674,3.014,2.639,2.871,2.728,2.714,1.102,0.793,0.733,0.707,0.839,0.644,0.609,0.7,0.621,0.442,0.545,0.587,0.739,0.646,0.64,0.695,0.759,0.755,0.849,0.574,0.758,0.54,0.443,0.788,0.555,0.621,0.637,0.699,0.6,0.611,0.808,0.854,0.513,0.663,0.848,0.559,0.733,0.78,0.422,0.453,0.586,0.451,0.95,0.692,0.508,0.706,0.563,0.911,0.551,0.498,0.445,0.618,0.647,0.516,0.302,0.54,0.544,0.598,0.486,0.499,0.467,0.723,0.7,0.688,0.714,0.705,0.478,0.543,0.415,0.684,0.493,0.695,0.626,0.393 -271,Epileptic,F,32.0,0.7,2.6,1.3,1.5,1.6,1.8,1.5,2.1,1.0,0.7,0.4,2.5,1.4,0.7,1.3,6.0,7.7,0.7,1.8,3.3,1.2,3.2,2.0,3.4,3.2,2.4,3.1,2.8,2.5,2.8,1.6,1.0,0.3,2.7,0.6,0.5,3.6,3.2,0.1,0.3,1.0,3.2,2.7,2.3,3.6,0.6,0.7,0.9,1.3,0.6,0.7,2.0,1.6,2.5,0.3,2.0,0.7,1.3,0.9,0.9,0.7,2.4,0.3,0.5,1.7,2.1,2.4,1.1,1.3,0.6,0.9,1.2,5.7,0.3,7,20,16,10,19,16,12,19,12,7,5.0,28,18,8,19,64,80,11,21,34,12,40,19,38,47,25,36,25,21,31,15,6,3,30,4,5,41,40,2,2,5,31,31,18,23,5,5,7,8,5,6,16,15,21,2,17,4,15,7,8,7,24,2,6,18,23,20,8,11,5,6,10,50,3,0.029,0.022,0.018,0.026,0.026,0.027,0.02,0.033,0.029,0.031,0.035,0.026,0.022,0.03,0.029,0.027,0.026,0.024,0.024,0.031,0.025,0.027,0.026,0.029,0.027,0.027,0.023,0.022,0.021,0.028,0.027,0.037,0.02,0.03,0.017,0.014,0.034,0.03,0.01,0.018,0.022,0.029,0.031,0.026,0.027,0.015,0.023,0.014,0.015,0.012,0.032,0.021,0.022,0.02,0.023,0.016,0.016,0.017,0.024,0.015,0.022,0.028,0.019,0.013,0.018,0.03,0.018,0.016,0.02,0.021,0.024,0.017,0.019,0.012,1643,5215,2768,2514,2745,2767,2473,3228,1885,1357,622.0,2394,3598,1326,2859,11589,16709,2316,3881,3759,3726,5342,2476,6060,6074,5239,5587,4729,5184,4484,2333,1436,726,7005,2684,1881,6972,7593,423,518,1408,3183,6965,2239,3298,1346,1139,2162,2642,1534,591,3634,3153,5313,277,3799,1430,2894,1107,1398,1220,2990,476,1092,2666,1742,3990,2317,2111,915,1273,2232,10225,583,0.119,0.111,0.112,0.116,0.128,0.13,0.095,0.136,0.138,0.138,0.153,0.136,0.117,0.143,0.134,0.13,0.126,0.118,0.125,0.142,0.11,0.13,0.125,0.124,0.139,0.128,0.119,0.101,0.086,0.133,0.115,0.104,0.11,0.133,0.093,0.082,0.136,0.134,0.086,0.106,0.11,0.134,0.141,0.118,0.116,0.095,0.122,0.093,0.095,0.088,0.138,0.109,0.112,0.106,0.141,0.102,0.089,0.109,0.117,0.099,0.112,0.133,0.112,0.103,0.108,0.137,0.105,0.094,0.111,0.121,0.123,0.116,0.108,0.108,477,1834,1083,930,1062,1016,949,1137,577,355,201.0,1401,1028,331,816,3522,4863,504,1118,1682,885,1933,1128,1950,2121,1507,2057,1699,1532,1663,865,461,263,1530,614,620,1787,1865,250,276,692,1610,1579,1402,2136,679,426,974,1299,704,383,1577,1339,2170,164,1907,670,1318,648,871,514,1291,252,607,1474,999,1942,1110,1040,444,634,1056,4531,275,3.228,2.715,2.462,2.6,2.318,2.273,2.233,2.649,2.479,2.887,2.673,1.608,2.681,2.758,2.687,2.629,2.753,3.416,2.817,1.933,3.135,2.232,1.909,2.479,2.334,2.832,2.211,2.254,2.599,2.303,2.167,2.844,2.284,3.291,3.599,2.755,2.969,3.02,1.945,2.397,2.637,1.801,3.225,1.849,1.758,2.173,3.05,2.836,2.543,2.566,1.962,2.496,2.383,2.6,2.343,2.137,2.52,2.409,1.89,1.791,2.237,2.326,2.157,2.022,2.009,1.979,2.216,2.481,2.234,2.514,2.504,2.445,2.379,2.485,0.478,0.7,0.498,0.521,0.566,0.488,0.534,0.516,0.484,0.514,0.815,0.347,0.426,0.377,0.406,0.588,0.513,0.797,0.498,0.675,0.772,0.502,0.465,0.882,0.457,0.534,0.486,0.574,0.585,0.418,0.789,0.982,0.452,0.635,0.663,0.561,0.652,0.591,0.277,0.287,0.464,0.476,0.636,0.642,0.497,0.546,0.366,0.511,0.537,0.388,0.346,0.457,0.513,0.389,0.365,0.437,0.487,0.545,0.368,0.347,0.464,0.653,0.429,0.747,0.449,0.721,0.49,0.379,0.495,0.719,0.353,0.398,0.52,0.604 -273,Epileptic,F,22.0,0.7,2.1,0.8,1.3,1.4,1.5,1.8,0.9,0.8,0.5,0.3,3.3,0.9,0.5,0.9,4.9,6.3,0.7,1.9,5.1,2.6,2.2,2.1,3.5,3.1,2.6,3.2,1.8,1.9,3.3,2.5,1.3,0.4,1.7,0.3,0.4,2.7,2.7,0.2,0.1,0.8,3.1,2.9,2.2,1.7,0.7,0.2,0.8,1.2,0.8,0.6,1.2,1.8,2.1,0.4,2.0,0.7,1.3,1.0,1.2,0.5,1.3,0.4,0.5,1.9,0.8,2.1,0.8,0.8,0.7,0.8,1.5,4.0,0.2,5,20,8,10,17,16,14,13,9,6,3.0,35,14,6,11,64,62,5,24,46,22,31,20,41,41,34,37,19,20,45,22,12,6,23,2,3,36,45,2,1,4,32,21,18,10,6,1,5,7,8,5,9,14,21,2,17,7,13,10,10,4,12,2,5,19,13,15,6,4,6,5,13,33,2,0.034,0.027,0.021,0.026,0.029,0.023,0.029,0.023,0.038,0.031,0.041,0.038,0.025,0.028,0.032,0.033,0.031,0.032,0.028,0.041,0.045,0.028,0.031,0.04,0.033,0.028,0.031,0.024,0.024,0.037,0.062,0.065,0.028,0.026,0.011,0.014,0.03,0.032,0.014,0.012,0.019,0.036,0.046,0.02,0.016,0.016,0.013,0.015,0.018,0.023,0.025,0.019,0.024,0.018,0.016,0.015,0.02,0.016,0.026,0.019,0.017,0.022,0.022,0.015,0.021,0.018,0.019,0.013,0.014,0.023,0.018,0.021,0.017,0.013,1344,4129,2059,2475,2549,3102,3294,2812,1702,1446,751.0,3592,2937,1480,2653,10982,16546,2220,4586,4150,3830,4482,2807,5518,7331,6970,6685,4012,5568,6962,2321,806,982,5334,1823,1593,8136,8459,430,341,1328,3176,4392,2767,2731,1487,739,1821,2045,1656,557,2250,2169,5299,546,3816,1487,2631,1492,1814,944,2408,374,890,2623,1017,3564,2043,1517,1361,1402,2808,9054,437,0.11,0.132,0.111,0.115,0.133,0.123,0.124,0.125,0.154,0.129,0.135,0.151,0.121,0.138,0.132,0.137,0.133,0.109,0.119,0.152,0.131,0.131,0.118,0.147,0.132,0.124,0.128,0.104,0.116,0.152,0.168,0.137,0.115,0.127,0.065,0.069,0.13,0.141,0.095,0.088,0.101,0.127,0.138,0.114,0.089,0.097,0.074,0.091,0.094,0.117,0.134,0.103,0.117,0.106,0.104,0.097,0.109,0.092,0.127,0.108,0.1,0.113,0.141,0.11,0.118,0.112,0.1,0.088,0.085,0.117,0.111,0.112,0.097,0.122,364,1235,661,845,891,1004,1012,761,427,290,166.0,1614,746,283,611,2844,3764,403,1177,2088,989,1333,1060,1549,1645,1704,1844,1200,1296,1809,696,362,265,1084,434,466,1665,1772,219,175,648,1414,1040,1704,1606,704,278,787,913,628,362,1042,1071,1853,319,2013,636,1348,613,918,485,898,204,477,1278,684,1716,842,767,468,624,1214,3609,220,3.424,2.817,2.858,2.717,2.276,2.477,2.611,3.119,2.953,3.439,3.144,1.931,2.874,3.316,2.937,2.762,3.195,4.027,3.014,1.788,2.828,2.603,2.209,2.554,3.052,2.997,2.673,2.466,2.997,2.919,2.557,2.365,2.783,3.273,3.655,2.837,3.212,3.32,2.112,2.263,2.571,1.962,3.001,1.89,1.939,2.266,3.048,3.043,2.719,2.846,1.934,2.263,2.121,2.522,2.082,2.097,2.656,2.235,2.284,2.075,2.129,2.48,1.78,2.25,2.278,1.787,2.244,2.644,2.323,2.828,2.411,2.628,2.643,2.545,0.794,0.773,0.566,0.566,0.677,0.66,0.574,0.547,0.659,0.51,0.678,0.611,0.473,0.573,0.684,0.727,0.74,0.79,0.545,0.584,0.917,0.655,0.634,0.908,0.762,0.652,0.679,0.718,0.672,0.638,0.79,0.77,0.401,0.677,0.834,0.584,0.768,0.689,0.456,0.426,0.399,0.563,1.159,0.65,0.518,0.561,0.464,0.636,0.485,0.481,0.352,0.472,0.441,0.597,0.341,0.372,0.416,0.462,0.665,0.383,0.374,0.72,0.534,0.558,0.477,0.605,0.457,0.469,0.396,0.714,0.487,0.484,0.501,0.326 -275,Epileptic,M,17.5,1.0,2.9,0.7,1.0,1.5,1.6,1.7,2.0,1.2,0.6,0.3,2.2,1.0,0.5,0.7,6.3,9.8,0.9,2.4,4.8,1.4,2.3,1.4,3.7,4.1,4.2,3.2,2.7,3.2,3.1,1.5,0.9,0.6,2.4,0.7,0.8,3.9,4.3,0.1,0.2,0.9,2.5,2.8,2.0,3.3,0.6,0.5,0.8,1.2,1.2,0.7,1.4,1.8,3.1,0.2,2.4,0.7,1.5,0.5,0.8,0.6,1.6,0.3,0.6,2.0,1.8,2.9,1.2,1.2,0.5,0.9,1.5,6.2,0.3,8,28,9,11,16,15,13,18,13,7,4.0,22,12,6,8,79,93,12,32,41,14,29,16,42,52,43,40,29,29,39,16,9,6,30,4,6,41,53,1,1,6,25,24,17,19,4,2,6,6,10,3,12,11,21,1,22,4,13,4,7,6,15,2,5,17,22,23,11,8,6,6,12,68,3,0.045,0.019,0.012,0.021,0.03,0.027,0.023,0.026,0.037,0.024,0.029,0.029,0.023,0.034,0.02,0.029,0.027,0.027,0.029,0.034,0.029,0.029,0.024,0.032,0.034,0.026,0.026,0.022,0.025,0.029,0.035,0.042,0.024,0.025,0.022,0.017,0.034,0.031,0.009,0.019,0.021,0.033,0.046,0.018,0.02,0.012,0.016,0.015,0.013,0.026,0.025,0.016,0.02,0.017,0.04,0.02,0.015,0.016,0.017,0.018,0.018,0.02,0.02,0.02,0.019,0.025,0.018,0.013,0.018,0.015,0.016,0.017,0.018,0.012,1526,6086,2617,2414,2568,3263,3630,4760,2144,1815,594.0,2705,2788,1136,2052,15153,25209,2674,6013,6667,3634,4298,2646,7214,8146,9152,6293,6068,7787,7042,2289,1490,1161,7778,2154,1992,7864,10617,331,254,1317,3053,5323,3333,4288,1520,1044,2313,2634,1851,631,3119,2504,7404,265,4179,1582,3916,905,1249,1205,3092,457,959,3739,1888,5920,3381,2651,1623,1823,3105,13122,620,0.137,0.103,0.093,0.109,0.112,0.129,0.107,0.123,0.148,0.127,0.122,0.134,0.108,0.142,0.099,0.134,0.128,0.123,0.137,0.135,0.104,0.138,0.129,0.13,0.15,0.131,0.13,0.114,0.109,0.138,0.133,0.113,0.098,0.121,0.088,0.088,0.134,0.131,0.089,0.117,0.107,0.145,0.139,0.1,0.099,0.081,0.092,0.086,0.083,0.118,0.118,0.094,0.108,0.095,0.142,0.108,0.09,0.093,0.107,0.105,0.105,0.113,0.092,0.114,0.104,0.123,0.103,0.088,0.101,0.108,0.099,0.104,0.104,0.093,447,2114,1004,862,912,1052,1078,1310,573,387,176.0,1143,749,249,548,3810,6159,511,1554,2288,914,1258,903,1961,2134,2574,2096,1989,1930,1954,715,466,378,1522,579,711,2029,2341,189,142,656,1233,1094,1831,2503,743,460,933,1239,766,370,1500,1239,2886,89,1948,642,1661,480,682,588,1204,235,510,1735,1023,2528,1447,1091,537,841,1274,5327,328,3.267,2.671,2.488,2.696,2.379,2.688,2.686,3.072,2.709,3.263,2.798,2.033,2.839,3.042,2.794,2.981,3.235,3.704,2.977,2.361,3.119,2.561,2.314,2.722,2.808,2.946,2.389,2.443,3.035,2.794,2.506,2.785,2.449,3.413,3.546,2.599,2.944,3.108,2.068,2.388,2.615,2.176,3.249,2.095,1.97,2.28,2.847,3.061,2.607,2.957,2.039,2.251,2.294,2.638,2.948,2.32,2.837,2.606,2.111,2.023,2.304,2.525,2.189,2.207,2.353,2.127,2.492,2.512,2.807,2.997,2.613,2.614,2.581,2.297,1.08,0.577,0.673,0.454,0.625,0.614,0.714,0.451,0.691,0.48,1.175,0.499,0.497,0.497,0.532,0.62,0.642,0.792,0.492,0.726,0.847,0.471,0.554,0.855,0.605,0.554,0.551,0.54,0.591,0.682,0.897,0.956,0.366,0.741,0.824,0.474,0.78,0.689,0.225,0.367,0.5,0.54,0.9,0.738,0.508,0.371,0.517,0.617,0.479,0.469,0.365,0.474,0.436,0.461,0.734,0.4,0.378,0.525,0.386,0.318,0.34,0.642,0.302,0.882,0.527,0.875,0.433,0.385,0.454,0.863,0.393,0.507,0.474,0.372 -276,Epileptic,M,27.0,0.7,1.9,1.1,1.0,1.3,2.5,2.0,1.4,0.9,0.6,0.2,3.2,1.5,0.7,1.1,5.7,7.7,0.6,3.3,6.6,1.7,3.7,1.7,2.5,3.2,3.0,3.3,2.8,2.9,4.0,0.7,0.6,0.6,2.8,0.3,0.6,4.5,3.4,0.2,0.1,1.0,2.6,2.6,2.7,3.3,0.5,0.4,0.9,1.1,1.3,0.9,2.2,1.3,3.5,0.3,2.2,1.3,1.9,0.9,1.1,0.8,1.1,0.5,0.5,2.1,1.1,2.4,1.4,1.3,0.4,1.5,1.5,5.3,0.3,6,18,16,8,13,19,13,13,10,5,2.0,21,14,7,10,54,63,5,23,40,14,37,14,26,29,30,29,21,20,38,12,4,6,30,2,5,38,37,1,1,5,23,20,21,17,4,2,6,5,9,6,16,9,22,1,13,9,12,6,9,5,7,3,5,15,12,17,7,7,4,9,11,35,3,0.033,0.025,0.026,0.023,0.025,0.036,0.031,0.029,0.039,0.034,0.025,0.046,0.031,0.036,0.037,0.036,0.032,0.03,0.038,0.048,0.037,0.039,0.034,0.033,0.039,0.032,0.033,0.03,0.031,0.044,0.028,0.035,0.026,0.031,0.018,0.019,0.035,0.035,0.016,0.027,0.022,0.029,0.051,0.033,0.028,0.014,0.024,0.014,0.016,0.031,0.04,0.029,0.025,0.023,0.034,0.02,0.031,0.02,0.024,0.022,0.024,0.021,0.027,0.029,0.026,0.038,0.022,0.025,0.024,0.018,0.034,0.02,0.02,0.019,1255,3996,2087,2036,1748,3335,2123,2876,1350,1149,636.0,2228,3103,1384,1944,8729,15248,1909,3446,4016,2559,5271,2291,5315,4976,6716,4884,3726,5035,4922,1854,701,1198,7137,1327,1549,8214,7790,305,167,1595,3030,4255,1994,3155,1160,616,2599,2371,1651,394,2867,1430,5537,314,3138,1799,2611,1135,1358,991,2082,768,832,2881,785,3395,1933,1777,931,1650,2723,10765,396,0.123,0.122,0.134,0.099,0.116,0.138,0.115,0.123,0.148,0.119,0.102,0.155,0.131,0.137,0.146,0.139,0.121,0.103,0.127,0.15,0.112,0.151,0.132,0.131,0.139,0.131,0.133,0.119,0.114,0.152,0.118,0.098,0.116,0.124,0.087,0.086,0.137,0.135,0.105,0.14,0.103,0.135,0.148,0.13,0.116,0.091,0.108,0.087,0.086,0.121,0.169,0.111,0.118,0.106,0.127,0.099,0.125,0.104,0.116,0.117,0.122,0.115,0.123,0.133,0.116,0.124,0.11,0.114,0.114,0.102,0.138,0.116,0.099,0.119,331,1226,692,715,730,1155,870,865,417,292,198.0,1045,792,299,548,2657,4024,382,1206,2150,676,1622,811,1253,1440,1712,1680,1410,1405,1607,492,331,402,1464,297,543,2069,1826,131,80,730,1324,969,1391,1887,548,256,1061,1053,710,321,1361,787,2409,152,1688,730,1385,647,764,541,736,328,310,1384,384,1724,900,855,357,704,1132,4280,214,3.55,2.815,2.897,2.737,2.153,2.593,2.127,2.942,2.405,3.133,2.962,1.999,3.041,3.236,2.782,2.636,2.933,3.489,2.376,1.693,2.85,2.53,2.385,3.003,2.626,3.101,2.334,2.222,2.731,2.591,2.653,2.093,2.496,3.179,3.796,2.523,2.964,2.995,2.436,2.579,2.808,2.055,3.082,1.691,1.954,2.307,2.95,2.878,2.743,2.505,1.603,2.216,1.937,2.377,2.409,2.134,2.543,2.251,2.062,2.016,2.238,2.762,2.633,2.966,2.224,2.176,2.151,2.527,2.499,2.794,2.661,2.788,2.641,2.102,0.726,0.719,0.72,0.617,0.526,0.623,0.606,0.635,0.624,0.56,1.079,0.448,0.499,0.481,0.569,0.539,0.623,0.975,0.784,0.682,0.928,0.443,0.571,0.716,0.673,0.562,0.506,0.525,0.552,0.683,0.782,0.755,0.41,0.763,0.611,0.632,0.697,0.629,0.445,0.4,0.479,0.765,0.894,0.609,0.538,0.547,0.575,0.694,0.591,0.577,0.394,0.495,0.453,0.438,0.51,0.408,0.489,0.437,0.421,0.311,0.457,0.871,0.82,1.257,0.513,0.63,0.484,0.406,0.376,0.895,0.608,0.654,0.529,0.489 -277,Epileptic,M,22.0,0.5,3.2,0.9,1.4,2.2,3.1,2.4,1.6,1.1,0.8,0.3,3.7,2.0,0.8,1.4,5.8,8.7,2.2,2.9,5.8,2.5,7.6,3.7,3.4,7.9,5.7,9.8,3.5,3.9,6.4,2.0,1.3,0.5,3.0,0.6,0.5,6.7,5.4,0.4,0.4,1.3,3.8,2.8,3.5,2.5,0.8,0.4,0.8,2.2,0.9,0.9,1.9,1.4,2.4,0.4,3.6,1.2,1.7,1.4,1.6,0.4,1.4,0.3,0.6,2.3,1.0,4.4,1.4,1.2,0.4,0.8,1.7,4.6,0.3,5,28,8,9,20,33,21,18,14,7,4.0,34,27,11,15,68,84,16,33,49,22,54,27,35,52,62,75,31,31,66,18,11,6,32,4,2,68,61,2,3,7,37,26,21,14,6,2,5,12,5,5,16,10,17,2,26,10,11,9,11,3,12,3,4,18,12,33,9,7,4,5,12,44,3,0.028,0.026,0.016,0.023,0.038,0.041,0.042,0.027,0.035,0.037,0.047,0.045,0.036,0.033,0.026,0.034,0.032,0.061,0.041,0.046,0.055,0.068,0.047,0.04,0.054,0.045,0.047,0.038,0.037,0.049,0.048,0.049,0.025,0.033,0.017,0.01,0.057,0.043,0.022,0.016,0.021,0.041,0.051,0.031,0.02,0.016,0.019,0.012,0.024,0.019,0.028,0.021,0.022,0.019,0.031,0.017,0.028,0.019,0.024,0.023,0.011,0.027,0.022,0.019,0.029,0.02,0.026,0.021,0.017,0.013,0.02,0.016,0.018,0.011,1916,6227,2170,2773,3132,4545,2928,3972,2561,1245,813.0,3693,5038,2039,4122,14094,22480,3263,5173,6239,3397,4037,2318,7405,4593,9303,8601,5109,6530,7109,2976,1372,1404,7229,2744,1905,7629,11549,477,718,1727,2687,7219,3070,3183,1823,794,2533,2980,2173,786,4135,2382,5953,397,5780,1797,3109,1591,2059,960,2734,757,1095,3296,1367,5459,2353,1962,869,1584,3140,10343,755,0.095,0.123,0.104,0.118,0.148,0.152,0.129,0.124,0.145,0.157,0.164,0.177,0.149,0.139,0.12,0.141,0.137,0.181,0.169,0.168,0.138,0.173,0.15,0.147,0.17,0.146,0.146,0.122,0.127,0.164,0.152,0.129,0.105,0.138,0.088,0.065,0.154,0.147,0.112,0.104,0.104,0.14,0.154,0.13,0.103,0.093,0.099,0.076,0.107,0.093,0.123,0.105,0.106,0.099,0.138,0.1,0.13,0.104,0.114,0.119,0.078,0.126,0.125,0.107,0.121,0.102,0.12,0.111,0.096,0.112,0.111,0.101,0.096,0.09,432,1961,846,877,1042,1525,1135,1195,639,330,182.0,1614,1267,426,1000,3490,5496,653,1364,2479,865,1951,1315,1706,2443,2877,3692,1815,1849,2512,780,496,421,1623,623,714,2056,2589,262,357,911,1558,1350,1750,1962,830,306,968,1343,664,473,1667,1063,2232,216,3074,776,1329,969,1034,527,897,253,479,1389,750,2659,1041,1001,411,642,1493,4471,411,3.841,2.924,2.505,2.8,2.587,2.396,2.171,2.781,2.842,3.187,3.044,2.061,2.987,3.198,3.031,2.911,3.152,3.721,2.909,2.189,2.784,1.908,1.725,3.195,1.792,2.563,2.044,2.219,2.71,2.266,2.958,2.583,2.567,3.135,3.692,2.485,2.688,3.202,2.247,2.167,2.289,1.658,3.411,2.011,1.844,2.317,3.11,3.235,2.731,3.47,2.043,2.466,2.41,2.655,2.208,2.034,2.435,2.56,1.949,2.2,1.977,2.963,2.661,2.903,2.355,2.108,2.112,2.442,2.296,2.49,2.366,2.413,2.39,2.28,0.842,0.622,0.565,0.666,0.72,0.659,0.7,0.625,0.708,0.603,0.883,0.584,0.567,0.778,0.56,0.687,0.676,0.702,0.808,0.718,0.947,0.671,0.554,0.712,0.679,0.687,0.651,0.731,0.744,0.744,0.611,1.054,0.408,0.738,0.605,0.467,0.819,0.899,0.435,0.481,0.447,0.532,0.938,0.761,0.592,0.485,0.398,0.804,0.489,1.009,0.444,0.479,0.486,0.504,0.289,0.454,0.557,0.725,0.39,0.397,0.332,0.782,0.672,0.526,0.582,0.623,0.451,0.454,0.422,0.606,0.68,0.496,0.516,0.282 -278,Epileptic,F,27.0,0.8,2.3,1.4,1.2,1.8,2.3,1.9,1.9,1.6,0.9,0.3,2.5,1.1,0.5,1.9,6.1,9.9,0.8,1.8,4.6,1.0,3.1,1.7,2.5,2.7,3.4,2.9,2.9,2.5,2.4,1.5,0.7,0.6,2.9,0.2,0.7,2.6,3.0,0.2,0.2,1.0,2.8,1.7,2.7,2.5,0.8,0.6,1.4,1.2,0.6,0.5,1.8,1.7,2.5,0.2,1.9,0.6,1.3,1.2,1.0,0.5,1.5,0.4,0.4,1.8,1.3,2.4,1.1,1.3,0.5,1.0,1.1,5.0,0.3,8,23,16,9,15,20,16,15,14,7,3.0,26,14,8,21,65,88,9,22,39,9,30,16,35,32,37,37,35,23,29,22,5,6,33,1,9,25,42,3,2,6,25,18,18,14,5,3,7,7,7,4,14,10,18,2,12,3,10,6,7,3,15,3,4,12,14,18,7,8,5,6,7,44,2,0.032,0.023,0.019,0.022,0.03,0.03,0.032,0.029,0.04,0.04,0.03,0.035,0.025,0.024,0.033,0.034,0.031,0.024,0.028,0.042,0.025,0.039,0.032,0.03,0.03,0.028,0.028,0.028,0.024,0.032,0.034,0.042,0.034,0.03,0.009,0.021,0.031,0.031,0.014,0.013,0.02,0.034,0.03,0.028,0.019,0.018,0.019,0.021,0.014,0.022,0.023,0.023,0.023,0.019,0.011,0.016,0.035,0.013,0.028,0.026,0.015,0.026,0.015,0.017,0.02,0.025,0.017,0.017,0.019,0.019,0.026,0.023,0.02,0.017,1845,5077,3053,2303,2600,4022,2735,3488,2748,1555,711.0,2901,3383,1228,3403,11679,20507,2749,4516,4836,3180,4010,2348,6406,5817,6874,5727,4853,6325,4882,2704,967,914,7141,1699,2118,6932,7146,491,612,1499,3027,5707,2624,3663,1444,970,2147,2712,1669,536,3174,2540,4842,669,3574,1156,3390,1332,1294,934,2736,752,835,3130,1462,4301,2012,2130,1092,1308,2404,10383,423,0.127,0.113,0.114,0.106,0.136,0.137,0.125,0.136,0.157,0.149,0.128,0.147,0.122,0.13,0.147,0.145,0.133,0.116,0.123,0.144,0.097,0.151,0.15,0.129,0.134,0.132,0.127,0.116,0.107,0.14,0.121,0.106,0.152,0.134,0.058,0.108,0.131,0.136,0.099,0.094,0.108,0.146,0.126,0.123,0.099,0.099,0.103,0.09,0.085,0.121,0.129,0.11,0.112,0.102,0.086,0.101,0.116,0.089,0.127,0.124,0.1,0.116,0.098,0.105,0.105,0.114,0.102,0.096,0.102,0.113,0.121,0.119,0.108,0.113,494,1679,1148,875,879,1249,971,996,673,393,211.0,1230,838,355,957,3165,5380,538,1122,1868,712,1314,852,1588,1607,2028,1876,1642,1628,1449,702,345,318,1547,419,621,1439,1692,260,267,725,1357,1101,1523,2031,680,439,981,1269,515,316,1327,1090,1997,314,1759,407,1506,645,619,462,971,401,419,1374,781,2151,938,1020,458,568,753,3995,210,3.501,2.786,2.605,2.579,2.565,2.699,2.484,3.101,3.035,3.267,2.858,2.095,3.081,2.584,2.711,2.798,3.016,3.669,3.167,2.198,3.211,2.508,2.363,3.065,2.767,2.833,2.4,2.299,2.929,2.684,2.822,2.778,2.613,3.381,3.442,2.819,3.542,3.049,2.068,2.472,2.665,2.072,3.527,1.964,2.046,2.474,2.69,2.646,2.55,2.963,2.102,2.414,2.532,2.505,2.29,2.222,3.043,2.595,2.36,2.085,2.418,2.725,2.203,2.199,2.492,2.392,2.149,2.457,2.411,2.778,2.505,3.04,2.732,2.432,0.69,0.602,0.617,0.504,0.538,0.551,0.529,0.411,0.607,0.669,0.689,0.451,0.446,0.402,0.575,0.619,0.567,0.791,0.634,0.624,0.798,0.446,0.416,0.485,0.541,0.555,0.526,0.564,0.471,0.568,0.703,0.888,0.459,0.537,0.733,0.507,0.72,0.645,0.374,0.346,0.656,0.518,0.773,0.569,0.63,0.463,0.618,0.496,0.498,0.581,0.481,0.54,0.579,0.474,0.386,0.394,0.797,0.469,0.368,0.444,0.339,0.592,0.48,0.889,0.535,0.712,0.438,0.449,0.431,0.774,0.486,0.772,0.528,0.469 -279,Epileptic,M,37.0,1.1,3.4,1.0,1.4,2.2,1.6,1.9,2.2,0.9,0.9,0.4,3.4,2.4,0.5,1.7,6.0,11.5,1.5,1.9,5.2,1.8,3.7,1.6,4.0,4.6,3.6,4.4,3.5,2.7,3.5,1.5,1.2,0.6,2.6,0.6,0.4,4.6,3.7,0.3,0.3,1.1,3.2,2.5,3.1,3.0,0.9,0.7,0.8,1.6,0.8,0.5,2.5,2.2,2.9,0.3,3.5,0.9,2.4,1.0,1.0,0.5,2.4,0.5,0.9,2.9,1.5,3.1,1.2,0.9,1.0,1.4,1.5,5.8,0.4,11,37,8,10,20,19,15,19,12,11,5.0,41,23,6,20,80,107,28,29,49,18,42,19,42,48,48,55,37,26,52,21,10,8,32,3,3,50,49,2,2,7,29,28,24,18,7,3,5,9,5,6,21,17,20,3,27,7,20,5,8,7,17,3,6,23,21,25,10,6,12,9,12,47,3,0.037,0.026,0.016,0.022,0.036,0.031,0.026,0.031,0.033,0.034,0.039,0.042,0.028,0.047,0.038,0.032,0.032,0.048,0.027,0.036,0.036,0.038,0.029,0.04,0.041,0.029,0.03,0.029,0.025,0.033,0.037,0.042,0.022,0.033,0.012,0.008,0.047,0.035,0.018,0.017,0.02,0.038,0.04,0.023,0.018,0.017,0.02,0.01,0.016,0.018,0.029,0.02,0.024,0.018,0.015,0.016,0.019,0.022,0.021,0.017,0.016,0.032,0.021,0.021,0.022,0.02,0.021,0.015,0.014,0.022,0.027,0.021,0.019,0.015,1808,6528,2749,2850,3152,3330,2813,3906,2118,1890,865.0,3352,5146,1206,2857,12444,22368,3156,4511,5919,3778,5353,2665,7559,6405,7514,7668,4831,6214,6787,2255,1100,1613,7232,2579,1958,6736,8972,411,409,1526,3343,5820,4316,4451,1529,1165,3212,3100,1587,895,4432,2796,6075,698,5851,1316,3643,1220,1746,1312,3059,555,1202,4305,1627,4193,2659,1891,1857,1504,2458,11228,725,0.13,0.119,0.089,0.11,0.148,0.127,0.099,0.136,0.12,0.153,0.144,0.146,0.115,0.138,0.133,0.134,0.13,0.153,0.114,0.143,0.103,0.134,0.123,0.143,0.135,0.126,0.119,0.108,0.099,0.144,0.125,0.11,0.1,0.131,0.069,0.064,0.152,0.143,0.117,0.099,0.104,0.146,0.161,0.106,0.094,0.101,0.101,0.069,0.09,0.091,0.134,0.105,0.118,0.097,0.092,0.097,0.112,0.101,0.105,0.101,0.099,0.139,0.12,0.101,0.116,0.102,0.111,0.091,0.09,0.108,0.134,0.117,0.099,0.094,579,2315,1051,1033,1111,1052,1093,1301,647,507,253.0,1624,1589,308,919,3878,6801,598,1334,2614,992,1747,1041,2029,2224,2518,2914,1975,1827,2303,846,537,488,1581,714,763,1938,2190,206,229,800,1505,1376,2373,2594,776,490,1195,1465,688,388,2141,1416,2622,327,3077,662,1884,732,913,517,1212,322,566,2093,1185,2178,1267,981,856,790,1125,4792,415,3.041,2.627,2.515,2.525,2.488,2.6,2.193,2.621,2.491,2.94,2.556,1.789,2.597,2.904,2.487,2.508,2.631,3.669,2.713,1.999,2.699,2.465,2.147,2.871,2.361,2.448,2.194,1.999,2.624,2.382,2.087,2.023,2.533,3.233,3.234,2.395,2.525,2.988,2.237,2.158,2.37,1.961,3.058,1.943,1.935,2.153,2.772,3.167,2.521,2.716,2.259,2.202,2.111,2.333,2.353,2.051,2.436,2.148,1.94,2.046,2.332,2.589,2.002,2.443,2.156,1.629,2.092,2.336,2.165,2.29,2.068,2.489,2.437,2.19,0.85,0.603,0.492,0.529,0.691,0.727,0.541,0.457,0.544,0.491,0.907,0.462,0.486,0.652,0.521,0.508,0.614,0.925,0.633,0.608,0.898,0.571,0.48,0.689,0.56,0.557,0.491,0.523,0.441,0.527,0.674,0.852,0.393,0.614,0.68,0.408,0.92,0.714,0.385,0.488,0.414,0.59,0.731,0.585,0.559,0.537,0.554,0.9,0.528,0.59,0.449,0.455,0.45,0.43,0.415,0.41,0.561,0.502,0.414,0.37,0.548,0.631,0.499,0.76,0.395,0.673,0.466,0.361,0.416,0.514,0.407,0.55,0.49,0.328 -280,Epileptic,F,27.0,0.7,1.5,0.6,1.0,1.4,1.9,1.4,1.3,0.8,0.6,0.4,2.9,1.9,0.5,1.0,5.3,8.1,0.6,2.1,5.8,0.7,2.7,1.7,2.3,2.9,3.4,3.3,1.9,2.4,3.6,1.1,1.3,0.5,2.0,0.3,0.4,3.1,2.8,0.1,0.1,0.9,4.3,2.0,2.9,2.3,0.6,0.3,0.6,0.9,0.4,0.8,1.7,1.4,2.5,0.2,4.0,0.6,2.2,1.2,1.0,0.4,1.1,0.2,0.3,1.7,1.2,2.6,1.2,1.1,0.3,0.8,0.7,4.3,0.2,5,15,6,7,35,19,13,14,9,7,3.0,25,17,5,11,66,79,6,25,47,5,34,20,30,37,33,36,21,20,43,24,12,5,28,2,4,45,37,1,2,5,42,24,23,17,6,2,5,6,5,6,15,10,18,1,30,5,16,9,7,4,9,2,2,12,14,23,10,7,4,6,7,33,2,0.034,0.019,0.014,0.02,0.033,0.033,0.026,0.028,0.038,0.034,0.029,0.033,0.036,0.024,0.023,0.031,0.027,0.025,0.035,0.039,0.017,0.035,0.027,0.027,0.033,0.036,0.026,0.023,0.025,0.033,0.033,0.055,0.034,0.029,0.012,0.014,0.037,0.031,0.014,0.02,0.02,0.038,0.038,0.028,0.019,0.014,0.015,0.014,0.015,0.016,0.028,0.018,0.022,0.019,0.02,0.023,0.021,0.024,0.026,0.021,0.02,0.022,0.016,0.015,0.024,0.027,0.022,0.02,0.02,0.011,0.022,0.019,0.021,0.019,1256,3474,1789,2062,1920,3076,2744,2063,1243,1221,637.0,2794,3153,940,2688,11075,17463,2122,3948,4882,2833,4744,1940,5299,5077,5060,5890,2796,4774,6239,1967,1174,703,4798,1475,1369,5403,6127,404,595,1386,3048,4821,2599,2604,1465,820,1825,2049,1046,750,3230,1889,4774,212,4779,1206,3030,1353,1310,816,2031,438,778,2330,927,3187,1834,1916,823,1258,1798,8189,479,0.111,0.103,0.091,0.102,0.131,0.14,0.106,0.132,0.151,0.137,0.123,0.137,0.147,0.118,0.11,0.141,0.127,0.09,0.143,0.146,0.081,0.145,0.14,0.132,0.144,0.147,0.118,0.108,0.104,0.14,0.129,0.152,0.15,0.135,0.071,0.086,0.143,0.141,0.085,0.098,0.112,0.153,0.151,0.117,0.108,0.094,0.086,0.089,0.088,0.103,0.138,0.102,0.114,0.103,0.134,0.118,0.105,0.116,0.129,0.12,0.117,0.112,0.104,0.092,0.116,0.122,0.121,0.11,0.104,0.088,0.121,0.104,0.104,0.094,325,1326,702,754,775,1065,911,808,407,329,209.0,1442,856,248,777,3032,5032,450,1017,2391,695,1393,943,1381,1637,1624,2161,1202,1408,1956,559,467,245,1192,422,522,1444,1563,202,196,631,1756,955,1669,1788,715,344,794,962,448,430,1528,927,2001,126,2488,500,1477,713,714,345,830,254,333,1131,580,1802,907,873,451,596,751,3391,235,3.317,2.531,2.422,2.613,2.07,2.431,2.453,2.427,2.352,2.971,2.676,1.759,2.874,2.611,2.609,2.742,2.818,3.519,3.05,1.832,2.965,2.585,1.853,2.867,2.5,2.547,2.29,1.915,2.727,2.492,2.593,2.486,2.263,2.886,3.205,2.36,2.774,2.844,2.226,3.177,2.728,1.692,3.391,1.795,1.678,2.269,2.785,2.783,2.632,2.5,2.383,2.21,2.33,2.467,2.097,2.18,2.581,2.404,2.263,2.098,2.715,2.409,1.913,2.507,2.252,2.01,1.968,2.345,2.577,2.023,2.49,2.556,2.568,2.373,0.748,0.537,0.552,0.617,0.563,0.816,0.569,0.442,0.459,0.499,0.772,0.454,0.499,0.484,0.451,0.561,0.567,0.793,0.516,0.537,0.933,0.601,0.428,0.658,0.478,0.543,0.461,0.436,0.496,0.565,0.589,0.886,0.337,0.64,0.87,0.54,0.653,0.552,0.356,0.678,0.491,0.451,0.834,0.65,0.441,0.424,0.543,0.704,0.464,0.473,0.671,0.474,0.444,0.407,0.406,0.362,0.608,0.547,0.584,0.399,0.389,0.588,0.335,1.03,0.514,0.475,0.422,0.418,0.415,0.433,0.512,0.629,0.5,0.417 -281,Epileptic,M,37.0,1.2,2.4,1.0,1.6,1.3,2.2,1.5,2.1,1.0,0.8,0.2,3.1,1.5,0.5,1.0,6.9,9.3,1.0,2.2,4.0,1.5,2.5,1.7,3.6,2.2,3.0,3.1,2.0,3.0,4.3,1.4,1.0,0.7,3.4,0.5,0.9,2.9,2.8,0.1,0.2,1.3,2.4,3.3,2.4,2.9,0.6,0.3,1.0,1.2,0.7,0.4,2.0,1.7,2.5,0.1,2.8,0.5,1.3,1.1,1.2,0.9,1.6,0.3,1.2,2.3,1.4,2.5,1.3,1.4,0.6,1.2,1.1,4.6,0.4,7,22,7,12,12,19,13,17,10,7,3.0,31,14,5,11,67,77,8,21,37,10,32,17,35,29,35,32,18,27,43,13,5,7,38,2,9,34,36,2,1,9,22,32,21,17,4,2,5,6,6,4,14,12,17,0,24,3,11,8,10,9,13,2,11,16,18,21,9,7,7,8,6,39,3,0.043,0.026,0.02,0.024,0.027,0.033,0.023,0.03,0.038,0.042,0.031,0.033,0.03,0.027,0.025,0.034,0.03,0.034,0.038,0.039,0.024,0.036,0.032,0.036,0.032,0.03,0.03,0.022,0.024,0.038,0.029,0.049,0.02,0.031,0.012,0.019,0.038,0.032,0.01,0.017,0.024,0.032,0.041,0.022,0.021,0.013,0.016,0.014,0.016,0.018,0.022,0.022,0.024,0.02,0.014,0.022,0.022,0.018,0.027,0.021,0.027,0.027,0.03,0.031,0.023,0.026,0.023,0.028,0.018,0.018,0.028,0.015,0.02,0.016,1918,5202,1989,2620,2285,3481,2395,3814,1532,1611,642.0,3277,3236,1264,2653,11737,17705,2125,4333,4432,4382,4307,1965,5999,4124,6414,5006,3967,6445,6623,2632,1236,1431,7864,2660,2250,6401,6996,345,520,1537,2457,7335,2743,3844,1437,714,2309,2476,1333,468,3105,2563,4862,220,3771,952,2437,1077,1441,975,2758,482,1129,3053,1248,3396,2365,2182,1065,1471,2043,8886,756,0.138,0.114,0.106,0.116,0.121,0.145,0.098,0.13,0.127,0.146,0.105,0.136,0.133,0.12,0.12,0.136,0.126,0.125,0.132,0.142,0.102,0.147,0.131,0.129,0.145,0.134,0.126,0.094,0.093,0.15,0.118,0.137,0.093,0.128,0.066,0.1,0.137,0.139,0.093,0.083,0.119,0.132,0.147,0.112,0.103,0.09,0.082,0.083,0.088,0.114,0.122,0.112,0.111,0.105,0.085,0.117,0.103,0.101,0.13,0.111,0.134,0.123,0.126,0.133,0.11,0.117,0.112,0.112,0.099,0.123,0.13,0.1,0.102,0.085,492,1683,764,998,829,1131,934,1139,458,371,184.0,1507,830,307,727,3401,4997,451,1138,1786,911,1335,921,1736,1342,1889,1570,1267,1713,1949,732,378,472,1868,647,783,1507,1747,211,221,794,1214,1421,1684,2154,702,301,938,1097,535,294,1429,1137,1978,83,1961,413,1159,663,850,553,937,203,494,1547,872,1703,874,1036,490,671,921,3721,421,3.677,2.786,2.593,2.476,2.489,2.531,2.247,3.001,2.781,3.285,2.786,1.895,2.894,2.902,2.823,2.731,2.883,3.428,3.04,2.104,3.274,2.473,1.9,2.7,2.543,2.745,2.468,2.419,2.903,2.647,2.686,3.096,2.365,3.138,3.562,2.607,3.173,3.073,1.961,2.637,2.483,1.886,3.441,1.781,2.036,2.199,2.812,3.005,2.571,2.73,1.907,2.32,2.378,2.539,2.385,2.092,2.664,2.37,1.891,1.967,2.126,3.054,2.756,2.275,2.104,1.779,2.119,2.631,2.509,2.632,2.541,2.625,2.485,2.129,0.658,0.601,0.584,0.533,0.57,0.591,0.55,0.652,0.624,0.805,0.826,0.509,0.454,0.525,0.504,0.472,0.569,0.733,0.569,0.572,0.852,0.546,0.511,0.861,0.505,0.552,0.547,0.654,0.603,0.646,0.798,0.918,0.337,0.67,0.871,0.521,0.665,0.606,0.36,0.347,0.396,0.493,0.708,0.56,0.598,0.468,0.453,0.616,0.633,0.622,0.418,0.438,0.417,0.518,0.264,0.43,0.433,0.678,0.355,0.362,0.375,0.833,0.411,0.818,0.531,0.621,0.482,0.557,0.411,0.782,0.6,0.492,0.487,0.331 -282,Epileptic,M,22.0,1.6,2.8,1.7,1.5,1.6,1.8,1.6,1.7,1.2,0.9,0.3,3.3,1.3,0.3,1.4,6.3,8.6,1.1,3.4,5.5,1.2,2.6,1.4,4.0,3.2,3.8,2.6,2.7,3.4,3.0,1.2,0.7,0.5,2.4,0.5,0.8,2.5,3.0,0.1,0.2,1.2,2.6,2.7,3.7,3.4,0.7,0.5,1.0,1.4,0.5,0.6,2.5,2.0,2.7,0.5,2.9,0.6,1.5,1.3,1.6,0.8,1.6,0.4,0.4,2.1,1.7,2.8,1.4,1.1,0.8,0.9,1.3,5.2,0.4,11,34,16,11,15,16,13,16,15,9,4.0,26,16,6,17,70,77,8,41,44,9,30,16,41,40,38,27,23,23,39,17,6,5,26,2,7,27,37,1,2,8,22,23,24,19,5,2,25,7,6,3,23,16,19,3,24,5,13,9,12,6,13,2,5,15,18,23,9,6,6,6,10,41,4,0.057,0.025,0.018,0.025,0.032,0.032,0.023,0.025,0.033,0.039,0.038,0.038,0.022,0.021,0.025,0.028,0.027,0.034,0.033,0.044,0.026,0.03,0.025,0.036,0.029,0.027,0.025,0.025,0.026,0.03,0.031,0.041,0.026,0.026,0.014,0.018,0.037,0.032,0.01,0.014,0.021,0.032,0.04,0.03,0.021,0.013,0.017,0.018,0.016,0.018,0.036,0.016,0.024,0.02,0.02,0.019,0.018,0.018,0.028,0.022,0.028,0.021,0.014,0.016,0.023,0.024,0.02,0.017,0.015,0.019,0.021,0.016,0.017,0.021,1914,5832,3976,2576,2528,2611,2867,3755,2413,1479,631.0,2974,3687,1099,3334,13126,19856,2621,6949,5608,3748,4872,2056,6981,7378,8196,5540,4204,6644,5435,2512,1360,946,6395,1881,2475,6786,8411,350,688,1665,2361,5629,3225,4254,1517,843,2421,2603,1798,455,4967,3093,5163,675,4306,1309,3124,1195,1907,923,2977,554,924,2931,1978,4447,2833,2262,1101,1414,2241,11282,772,0.153,0.122,0.106,0.113,0.134,0.147,0.103,0.12,0.148,0.152,0.146,0.139,0.119,0.127,0.123,0.131,0.123,0.118,0.149,0.155,0.099,0.133,0.122,0.132,0.127,0.126,0.114,0.107,0.102,0.138,0.13,0.098,0.119,0.124,0.073,0.09,0.129,0.138,0.088,0.096,0.109,0.129,0.15,0.134,0.101,0.094,0.098,0.083,0.092,0.1,0.129,0.1,0.114,0.104,0.108,0.113,0.105,0.107,0.129,0.114,0.137,0.118,0.108,0.111,0.116,0.115,0.106,0.091,0.093,0.116,0.115,0.104,0.1,0.13,541,1891,1490,929,921,967,1082,1095,677,388,179.0,1343,951,290,943,3566,5305,493,1790,2161,840,1485,910,1893,1912,2352,1820,1646,1807,1776,645,460,316,1352,558,770,1377,1737,171,323,866,1269,1124,1997,2454,748,363,1029,1145,618,282,2333,1460,2109,369,2219,514,1365,697,1060,456,1115,316,455,1355,1016,2251,1312,988,585,654,1071,4676,322,3.346,2.785,2.605,2.641,2.491,2.579,2.266,3.062,2.797,2.959,2.555,1.971,2.978,2.83,2.73,2.8,3.032,3.944,3.032,2.171,3.377,2.516,1.923,2.893,2.853,2.821,2.396,2.106,2.846,2.474,2.693,2.651,2.444,3.363,3.244,2.774,3.311,3.424,2.136,2.502,2.458,1.742,3.259,1.877,2.011,2.244,2.834,2.898,2.709,2.806,2.086,2.239,2.32,2.578,2.303,2.191,2.782,2.585,2.034,2.042,2.726,2.713,2.056,2.519,2.351,2.259,2.179,2.526,2.59,2.22,2.507,2.438,2.623,2.741,1.109,0.509,0.535,0.423,0.505,0.415,0.594,0.481,0.517,0.699,0.923,0.516,0.392,0.35,0.428,0.493,0.496,0.754,0.491,0.641,0.923,0.517,0.533,0.566,0.571,0.569,0.549,0.559,0.552,0.554,0.626,1.053,0.543,0.502,0.542,0.626,0.751,0.55,0.341,0.442,0.455,0.473,0.782,0.524,0.593,0.475,0.6,0.645,0.472,0.677,0.393,0.491,0.443,0.474,0.344,0.478,0.686,0.644,0.425,0.366,0.363,0.569,0.46,0.842,0.472,0.841,0.432,0.341,0.443,0.511,0.424,0.441,0.581,0.611 -283,Epileptic,F,17.5,1.2,3.0,0.9,0.9,1.9,2.5,1.6,1.4,1.2,1.3,0.3,2.6,1.5,0.3,1.5,6.1,8.8,0.9,2.0,4.4,1.3,3.1,1.3,2.8,2.9,3.4,3.9,2.6,2.4,3.2,1.5,0.8,0.7,2.3,0.4,0.3,3.2,3.6,0.2,0.1,0.9,2.7,2.1,2.2,2.7,1.1,0.4,0.8,1.5,0.4,0.5,2.1,1.1,3.6,0.4,2.3,1.0,1.3,1.2,0.9,0.7,1.6,0.4,0.4,1.6,1.2,2.8,1.3,1.0,0.2,1.6,1.2,4.1,0.4,8,29,9,7,20,19,14,14,15,12,4.0,26,17,7,19,67,87,7,30,45,11,43,15,47,37,40,48,29,21,39,21,6,8,26,3,2,39,44,3,1,7,27,18,17,16,6,2,5,8,4,5,21,12,24,2,19,6,13,11,8,7,12,3,3,12,16,26,8,7,3,9,8,34,4,0.045,0.024,0.014,0.017,0.035,0.033,0.024,0.023,0.041,0.041,0.032,0.031,0.026,0.02,0.029,0.03,0.028,0.028,0.027,0.034,0.025,0.033,0.031,0.033,0.025,0.029,0.028,0.024,0.023,0.029,0.037,0.037,0.032,0.027,0.019,0.007,0.032,0.03,0.015,0.018,0.019,0.033,0.039,0.024,0.021,0.02,0.016,0.013,0.017,0.013,0.022,0.021,0.021,0.022,0.017,0.015,0.018,0.017,0.022,0.014,0.018,0.031,0.022,0.014,0.018,0.032,0.021,0.017,0.015,0.01,0.028,0.016,0.016,0.021,1585,5629,2384,2229,3077,3231,3070,3506,2144,1834,786.0,2663,3914,881,3214,12764,19321,2508,4582,5432,3315,5173,1763,6116,6433,7020,6885,4730,6068,5809,2331,1212,1244,6405,1746,1619,6992,9023,632,461,1733,3303,5048,2778,3517,1476,808,2313,2812,1177,527,4326,2106,5647,474,4785,1985,3192,1392,1631,1228,2393,556,941,2636,1235,4693,2442,2165,711,1713,2387,9336,496,0.132,0.121,0.1,0.095,0.142,0.138,0.105,0.119,0.166,0.175,0.116,0.141,0.124,0.119,0.142,0.134,0.13,0.11,0.139,0.144,0.098,0.145,0.137,0.147,0.124,0.137,0.133,0.111,0.095,0.142,0.123,0.115,0.145,0.127,0.078,0.058,0.139,0.134,0.093,0.073,0.109,0.143,0.14,0.113,0.105,0.109,0.089,0.081,0.098,0.096,0.13,0.109,0.116,0.112,0.118,0.095,0.098,0.102,0.127,0.097,0.111,0.128,0.117,0.095,0.108,0.122,0.114,0.102,0.097,0.095,0.131,0.102,0.098,0.132,467,1838,979,797,992,1152,987,1028,623,500,241.0,1218,974,280,896,3419,5305,499,1317,2114,881,1667,732,1567,1985,1943,2343,1672,1535,1826,762,481,393,1317,458,593,1615,2046,244,179,784,1356,1025,1475,2017,701,334,971,1252,514,346,1897,909,2380,270,2451,854,1391,813,947,587,829,309,441,1281,689,2286,1084,995,393,821,1060,3874,294,3.046,2.718,2.417,2.736,2.582,2.369,2.573,2.941,2.771,3.112,2.771,1.904,3.143,2.443,2.691,2.804,2.921,3.671,2.846,2.223,2.778,2.475,2.044,2.92,2.542,2.923,2.329,2.254,2.947,2.573,2.349,2.569,2.708,3.311,3.358,2.44,3.049,3.102,2.396,2.621,2.735,2.038,3.259,2.142,2.016,2.322,2.835,3.012,2.793,2.666,1.748,2.337,2.344,2.554,2.261,2.095,2.79,2.443,1.987,1.889,2.196,2.957,1.985,2.205,2.173,2.081,2.226,2.651,2.658,2.057,2.496,2.57,2.581,2.13,0.922,0.649,0.573,0.536,0.804,0.485,0.539,0.431,0.623,0.542,0.77,0.463,0.58,0.504,0.491,0.562,0.516,0.768,0.462,0.595,0.727,0.526,0.475,0.757,0.49,0.482,0.532,0.618,0.591,0.482,0.634,0.731,0.678,0.541,0.4,0.514,0.677,0.673,0.416,0.473,0.507,0.551,0.887,0.751,0.639,0.445,0.608,0.548,0.658,0.491,0.381,0.499,0.442,0.475,0.31,0.37,0.495,0.596,0.349,0.356,0.473,0.743,0.438,0.847,0.6,0.721,0.456,0.451,0.524,0.396,0.51,0.568,0.493,0.532 -285,Epileptic,F,22.0,0.7,2.6,0.6,1.9,1.6,3.4,1.3,2.2,1.0,0.9,1.3,2.9,1.3,0.7,1.0,5.9,8.7,0.7,2.7,5.4,0.5,2.8,1.2,3.6,2.7,4.6,3.3,2.4,2.9,3.4,1.1,2.1,0.5,2.2,0.4,0.3,3.9,3.3,0.2,0.2,1.1,4.5,2.0,2.2,2.3,0.9,0.4,0.7,1.1,0.7,1.2,1.3,1.5,2.7,0.4,2.0,0.8,1.6,1.1,0.7,0.6,1.3,0.4,0.5,1.5,1.1,2.7,1.7,1.0,0.4,0.8,1.4,3.5,0.3,7,29,7,12,13,26,13,19,11,9,17.0,28,14,7,8,59,79,5,27,43,4,30,16,41,34,44,40,21,22,33,18,13,6,27,2,2,38,35,1,1,7,34,15,18,18,6,2,5,6,7,8,9,12,20,2,17,7,17,9,6,5,9,2,4,11,15,20,12,6,5,6,12,30,2,0.033,0.023,0.011,0.032,0.03,0.039,0.021,0.025,0.033,0.036,0.092,0.032,0.027,0.036,0.028,0.03,0.028,0.028,0.033,0.038,0.012,0.034,0.028,0.034,0.029,0.034,0.028,0.026,0.025,0.031,0.032,0.05,0.019,0.027,0.014,0.008,0.038,0.031,0.02,0.022,0.023,0.043,0.04,0.026,0.02,0.018,0.022,0.013,0.015,0.018,0.041,0.018,0.022,0.02,0.016,0.016,0.018,0.019,0.025,0.016,0.015,0.023,0.033,0.015,0.019,0.03,0.022,0.02,0.018,0.014,0.021,0.022,0.018,0.016,1279,5078,2000,2546,2374,3807,2816,4056,1579,1383,600.0,2725,3305,1128,2083,10861,18443,2465,3982,4480,2287,4341,2033,5989,4675,7766,5755,4085,6126,5674,1988,1378,1170,4661,1582,1535,6606,7148,333,437,1681,3261,3618,2443,2798,1531,704,2270,2441,1522,657,2759,2531,4971,521,3392,1925,2851,1228,1154,1079,2271,449,870,2669,1112,4252,3209,1712,835,1454,2480,7391,488,0.122,0.112,0.09,0.131,0.129,0.154,0.106,0.123,0.144,0.149,0.154,0.14,0.127,0.149,0.137,0.134,0.13,0.098,0.127,0.135,0.064,0.144,0.131,0.133,0.139,0.144,0.134,0.12,0.115,0.139,0.114,0.153,0.102,0.121,0.067,0.06,0.13,0.13,0.106,0.103,0.11,0.152,0.137,0.119,0.11,0.102,0.107,0.082,0.092,0.098,0.154,0.099,0.11,0.108,0.104,0.103,0.099,0.107,0.125,0.103,0.1,0.111,0.147,0.1,0.108,0.116,0.118,0.105,0.104,0.102,0.115,0.11,0.096,0.1,411,1910,760,931,834,1393,948,1366,503,405,226.0,1288,887,288,562,3086,5220,455,1330,2107,696,1395,826,1738,1539,2337,2120,1416,1775,1896,654,576,429,1243,475,618,1816,1700,154,182,803,1598,842,1422,1856,725,308,928,1087,656,491,1297,1128,2053,303,1885,841,1538,742,678,568,881,211,488,1230,564,1950,1321,825,510,649,1078,3312,293,3.163,2.482,2.432,2.621,2.461,2.347,2.362,2.707,2.401,2.845,2.092,1.866,2.849,2.911,2.829,2.733,2.959,3.795,2.463,1.838,2.611,2.448,2.05,2.668,2.464,2.641,2.269,2.348,2.693,2.457,2.248,2.524,2.204,2.765,3.235,2.336,2.78,3.09,2.831,2.645,2.591,1.933,3.202,1.952,1.692,2.319,2.977,2.858,2.771,2.556,1.703,2.456,2.339,2.5,2.211,2.072,2.556,2.163,1.968,1.987,2.244,2.56,2.517,2.196,2.476,2.163,2.409,2.71,2.397,2.002,2.607,2.558,2.383,2.147,0.925,0.562,0.536,0.514,0.763,0.494,0.491,0.58,0.541,0.383,0.976,0.408,0.401,0.324,0.424,0.534,0.582,0.842,0.55,0.685,0.648,0.479,0.429,0.576,0.487,0.505,0.424,0.49,0.529,0.451,0.433,0.842,0.368,0.519,0.486,0.402,0.704,0.56,0.358,0.453,0.577,0.577,0.864,0.704,0.476,0.636,0.47,0.795,0.697,0.483,0.346,0.376,0.554,0.516,0.28,0.356,0.417,0.652,0.394,0.363,0.375,0.595,0.545,0.631,0.612,0.638,0.477,0.456,0.439,0.371,0.463,0.587,0.467,0.313 -286,Epileptic,F,27.0,0.5,2.5,1.4,1.2,1.6,1.7,1.6,1.1,1.0,0.7,0.2,3.0,1.2,0.4,1.0,5.6,7.6,0.7,1.8,4.5,1.2,3.6,2.8,3.0,2.6,1.7,2.5,2.0,2.3,2.8,1.6,0.9,0.4,2.0,0.5,0.4,3.3,2.5,0.1,0.2,0.5,3.2,2.1,2.2,2.4,0.6,0.3,0.8,1.1,0.7,0.6,1.5,1.9,2.4,0.4,1.8,1.0,1.7,0.8,1.3,0.4,1.5,0.2,0.5,1.7,1.0,1.5,1.1,0.9,0.5,0.7,1.1,3.2,0.2,5,24,17,11,18,16,13,13,13,8,2.0,29,14,6,12,62,76,6,24,46,14,44,20,37,38,22,39,24,24,30,14,5,5,25,3,5,50,33,1,2,3,22,24,20,14,4,1,5,6,6,4,10,16,22,2,14,7,14,6,10,3,10,1,5,15,13,12,6,6,5,5,7,26,2,0.036,0.03,0.03,0.029,0.037,0.028,0.031,0.025,0.047,0.038,0.023,0.039,0.033,0.04,0.038,0.039,0.036,0.04,0.027,0.042,0.025,0.042,0.046,0.042,0.041,0.026,0.033,0.029,0.028,0.032,0.046,0.047,0.019,0.032,0.024,0.016,0.036,0.031,0.014,0.021,0.014,0.04,0.035,0.027,0.019,0.016,0.021,0.014,0.019,0.014,0.022,0.02,0.032,0.022,0.02,0.016,0.026,0.023,0.016,0.019,0.015,0.025,0.022,0.026,0.017,0.021,0.017,0.017,0.016,0.02,0.023,0.017,0.014,0.012,1309,4519,2586,2487,2657,2714,2541,3043,1799,1471,632.0,3575,2798,1042,2120,9820,15595,1971,4361,5781,4296,4814,2115,5544,5339,4502,4808,3983,6086,5531,1892,635,1029,5640,1599,1226,7773,5768,260,562,995,2210,5341,2581,3225,1158,721,1850,1776,1603,759,2309,2302,4351,466,3036,1311,2936,1129,1893,996,2358,364,767,3192,1258,2694,2177,1664,696,1124,1983,8336,479,0.111,0.128,0.132,0.122,0.148,0.123,0.119,0.125,0.186,0.167,0.094,0.149,0.141,0.153,0.162,0.156,0.146,0.144,0.135,0.166,0.114,0.147,0.146,0.156,0.143,0.132,0.136,0.122,0.118,0.15,0.151,0.122,0.11,0.142,0.104,0.08,0.153,0.143,0.111,0.117,0.088,0.139,0.156,0.114,0.097,0.099,0.099,0.089,0.098,0.095,0.124,0.109,0.141,0.108,0.12,0.102,0.127,0.118,0.102,0.108,0.093,0.125,0.11,0.137,0.102,0.108,0.094,0.097,0.095,0.127,0.107,0.105,0.086,0.107,351,1458,924,801,769,974,866,803,424,323,160.0,1454,739,233,588,2796,4046,381,1181,2135,931,1602,1037,1416,1494,1237,1549,1308,1518,1599,562,288,298,1142,395,399,1721,1447,144,203,531,1307,1133,1452,1869,554,246,789,848,678,353,1135,968,1893,252,1559,548,1221,704,960,481,865,166,368,1506,798,1373,944,837,377,526,846,3571,231,3.402,2.758,2.694,2.779,2.625,2.379,2.383,2.922,2.844,3.271,2.958,2.042,2.901,3.06,2.722,2.617,2.859,3.726,2.897,2.287,3.285,2.362,1.921,2.866,2.666,2.784,2.42,2.306,2.948,2.593,2.461,2.355,2.704,3.251,3.45,2.615,3.23,2.933,1.977,2.391,2.345,1.542,3.189,1.977,1.94,2.346,3.062,2.951,2.631,2.638,2.227,2.184,2.269,2.202,2.204,2.15,2.836,2.556,1.883,2.205,2.333,2.584,2.08,2.184,2.402,1.904,2.129,2.591,2.356,2.049,2.4,2.455,2.368,2.34,0.885,0.698,0.615,0.626,0.781,0.765,0.633,0.549,0.716,0.769,0.704,0.591,0.438,0.526,0.48,0.641,0.691,0.738,0.536,0.699,0.896,0.803,0.585,0.768,0.642,0.62,0.663,0.578,0.493,0.664,0.694,0.728,0.382,0.631,0.657,0.574,0.839,0.728,0.296,0.599,0.493,0.543,0.857,0.658,0.577,0.584,0.494,0.709,0.442,0.631,0.591,0.455,0.546,0.475,0.263,0.422,0.436,0.619,0.395,0.374,0.419,0.799,0.515,0.615,0.506,0.752,0.373,0.407,0.436,0.73,0.529,0.526,0.502,0.306 -287,Epileptic,M,37.0,0.4,2.1,1.1,1.6,1.9,2.7,2.2,1.7,1.0,0.5,0.3,3.2,1.2,0.4,1.3,6.5,7.7,0.5,2.3,3.8,1.0,2.9,1.5,3.6,2.9,3.6,3.3,2.3,2.7,3.2,1.5,1.9,1.1,2.8,0.4,0.5,3.2,3.0,0.1,0.2,1.3,3.4,2.8,2.2,3.0,0.7,0.4,1.0,1.3,0.5,0.5,1.9,2.5,2.3,0.2,2.2,1.0,2.2,1.4,0.8,0.7,1.4,0.4,0.4,1.5,1.2,3.1,1.3,1.0,0.5,0.9,1.1,3.5,0.3,3,28,9,14,13,30,17,17,11,5,3.0,33,18,6,17,69,72,5,31,36,11,36,16,48,33,39,35,26,23,33,18,12,15,36,6,4,41,30,1,2,8,33,22,17,18,5,2,6,7,9,3,17,16,18,2,22,8,15,11,7,7,12,2,6,11,16,26,7,7,5,5,8,28,3,0.02,0.026,0.019,0.027,0.034,0.028,0.031,0.028,0.039,0.026,0.03,0.031,0.029,0.033,0.026,0.036,0.028,0.021,0.031,0.034,0.02,0.029,0.025,0.037,0.029,0.028,0.028,0.025,0.023,0.035,0.033,0.062,0.032,0.031,0.015,0.01,0.034,0.028,0.011,0.017,0.025,0.03,0.039,0.023,0.023,0.018,0.023,0.014,0.016,0.016,0.027,0.02,0.028,0.022,0.013,0.019,0.021,0.023,0.023,0.014,0.018,0.022,0.019,0.016,0.019,0.026,0.023,0.019,0.015,0.013,0.023,0.014,0.014,0.015,1465,4733,2362,2689,2574,4555,3058,3904,1844,1103,544.0,3662,3485,1105,3236,12211,18133,2339,5531,5226,2707,5181,2656,6518,5796,8121,5799,4254,6702,5949,2406,1194,2150,6906,2251,1991,7812,7866,355,620,1635,3749,6471,2594,3355,1474,745,2243,2525,1489,496,3804,2875,4723,356,3762,1599,3508,1743,1675,1277,2733,594,928,2995,940,4270,2321,2103,1091,1326,2613,8687,568,0.077,0.126,0.105,0.129,0.133,0.139,0.129,0.131,0.149,0.125,0.12,0.144,0.139,0.122,0.13,0.143,0.127,0.112,0.132,0.142,0.095,0.138,0.121,0.142,0.138,0.135,0.13,0.115,0.107,0.147,0.11,0.151,0.166,0.14,0.101,0.076,0.14,0.128,0.082,0.112,0.117,0.137,0.152,0.115,0.108,0.104,0.101,0.084,0.092,0.114,0.119,0.109,0.13,0.109,0.102,0.109,0.113,0.107,0.124,0.1,0.102,0.112,0.113,0.119,0.102,0.14,0.117,0.102,0.097,0.109,0.113,0.102,0.089,0.119,446,1478,876,968,886,1599,1051,1110,477,287,174.0,1588,906,263,836,3214,4609,436,1441,1940,867,1715,1017,1833,1608,2203,1905,1401,1679,1630,732,440,617,1447,513,622,1784,1664,215,246,788,1742,1173,1441,2026,631,298,993,1204,539,281,1625,1304,1805,213,1842,759,1671,929,882,660,1001,303,480,1317,673,2119,1037,955,488,610,1074,3708,283,3.092,2.919,2.581,2.671,2.517,2.474,2.383,3.073,2.808,3.214,2.462,2.103,3.04,2.956,2.839,2.881,3.18,3.782,2.966,2.202,2.48,2.392,2.282,2.685,2.686,2.898,2.421,2.397,2.944,2.8,2.571,2.69,3.025,3.399,3.822,2.795,3.071,3.212,1.857,2.802,2.5,1.927,3.636,1.975,1.951,2.379,3.395,2.868,2.557,2.625,1.937,2.389,2.4,2.597,2.144,2.117,2.498,2.366,2.135,2.163,2.141,2.852,2.124,2.177,2.523,1.857,2.182,2.623,2.556,2.391,2.543,2.646,2.468,2.299,0.645,0.689,0.682,0.542,0.682,0.518,0.636,0.497,0.583,0.402,0.725,0.592,0.392,0.483,0.523,0.52,0.583,0.768,0.58,0.662,0.817,0.535,0.473,0.741,0.549,0.544,0.517,0.569,0.653,0.593,0.789,0.9,0.546,0.569,0.636,0.479,0.78,0.787,0.318,0.583,0.597,0.521,0.864,0.633,0.564,0.474,0.493,0.753,0.496,0.652,0.38,0.468,0.492,0.426,0.277,0.4,0.541,0.448,0.387,0.415,0.393,0.7,0.362,0.816,0.52,0.604,0.526,0.444,0.379,0.687,0.469,0.522,0.493,0.293 -288,Epileptic,F,57.0,0.8,2.0,1.0,1.0,1.1,1.4,1.3,1.5,1.0,0.7,0.4,2.4,1.3,0.4,1.2,4.9,7.4,0.8,2.1,3.3,2.1,2.5,1.3,3.4,3.1,2.8,3.9,1.8,2.1,3.3,1.6,1.2,0.7,2.1,0.4,0.9,3.7,2.7,0.2,0.2,0.8,2.5,1.4,1.6,2.0,0.5,0.4,0.9,1.2,0.4,0.5,1.7,1.0,2.6,0.4,1.9,0.5,2.0,1.1,1.0,0.5,1.4,0.2,0.7,1.2,1.4,2.2,1.0,0.7,0.7,1.6,1.4,3.3,0.1,5,18,10,7,10,10,10,13,9,8,4.0,21,12,5,11,44,60,6,20,36,21,25,12,34,34,29,37,16,15,32,17,8,5,21,4,7,32,27,2,1,5,22,17,13,11,4,2,6,6,4,4,11,6,16,3,17,4,12,6,8,4,12,1,6,12,16,17,7,5,6,10,11,25,1,0.034,0.023,0.016,0.018,0.027,0.037,0.02,0.027,0.036,0.031,0.038,0.032,0.03,0.022,0.026,0.031,0.028,0.028,0.027,0.027,0.042,0.03,0.026,0.036,0.03,0.026,0.026,0.019,0.021,0.03,0.037,0.048,0.039,0.031,0.026,0.022,0.036,0.03,0.017,0.021,0.017,0.037,0.047,0.022,0.016,0.011,0.018,0.017,0.015,0.019,0.029,0.024,0.019,0.024,0.011,0.015,0.022,0.022,0.029,0.019,0.023,0.024,0.019,0.034,0.018,0.026,0.017,0.018,0.016,0.019,0.024,0.026,0.017,0.008,1116,4184,2183,2012,1823,1872,2573,2970,1466,1302,482.0,2407,2466,811,2391,8731,13912,1734,3447,3831,4498,3905,1732,5693,5793,5432,6403,3072,4802,5115,2327,1305,867,5380,1214,1804,5445,5026,367,270,1413,2201,2427,2061,3221,1422,795,2000,2071,1164,376,2676,1874,4380,660,3595,1098,2439,894,1372,716,2347,373,737,2365,1688,3600,1800,1415,1118,1824,1764,7358,359,0.118,0.114,0.101,0.096,0.125,0.138,0.096,0.123,0.13,0.134,0.128,0.144,0.128,0.13,0.126,0.135,0.125,0.121,0.127,0.121,0.142,0.142,0.125,0.147,0.143,0.129,0.129,0.092,0.093,0.133,0.139,0.123,0.155,0.129,0.12,0.108,0.13,0.129,0.094,0.098,0.099,0.143,0.13,0.108,0.091,0.077,0.1,0.086,0.088,0.089,0.138,0.107,0.09,0.109,0.096,0.102,0.104,0.108,0.126,0.105,0.12,0.117,0.116,0.138,0.102,0.12,0.096,0.096,0.095,0.114,0.121,0.126,0.094,0.064,323,1409,920,882,726,668,937,953,441,396,201.0,1021,751,234,714,2516,4270,385,1079,1697,795,1319,801,1579,1791,1817,2369,1266,1315,1777,720,468,257,1132,267,619,1635,1465,216,142,687,1061,588,1241,1986,735,359,901,1095,468,237,1205,865,1763,389,1884,479,1259,567,738,382,956,179,361,1165,769,1974,911,644,534,977,892,3228,171,3.218,2.784,2.371,2.324,2.284,2.539,2.351,2.65,2.511,2.844,2.124,2.01,2.582,2.452,2.597,2.722,2.662,3.433,2.576,1.899,3.202,2.378,1.991,2.749,2.523,2.526,2.231,1.991,2.713,2.41,2.578,2.745,2.969,3.151,3.028,2.426,2.59,2.72,2.016,2.205,2.436,1.879,2.784,1.868,1.849,2.062,2.735,2.576,2.283,2.43,1.817,2.335,2.348,2.51,2.023,2.084,2.579,2.071,2.043,2.07,2.159,2.352,2.502,2.329,2.081,2.495,1.963,2.277,2.491,2.339,2.139,2.461,2.429,2.386,0.534,0.563,0.499,0.445,0.485,0.62,0.47,0.412,0.514,0.438,0.634,0.483,0.413,0.353,0.439,0.485,0.534,0.639,0.621,0.55,1.222,0.416,0.354,0.584,0.418,0.499,0.457,0.448,0.488,0.467,0.577,0.835,0.381,0.688,0.846,0.535,0.703,0.534,0.487,0.323,0.549,0.44,0.993,0.633,0.569,0.48,0.432,0.773,0.42,1.109,0.465,0.473,0.759,0.464,0.303,0.387,0.499,0.795,0.302,0.334,0.526,0.654,0.374,0.612,0.733,0.716,0.404,0.438,0.421,0.59,0.488,0.456,0.549,0.421 -289,Epileptic,F,22.0,0.8,2.3,0.8,1.5,1.4,2.8,2.0,3.0,1.4,0.9,0.4,3.0,2.1,0.7,1.7,6.4,9.5,1.2,2.3,5.2,1.0,3.5,1.9,4.2,3.2,5.5,4.4,2.8,2.8,4.6,1.4,1.0,0.6,3.3,0.4,0.7,4.1,4.0,0.3,0.2,1.4,4.4,2.3,3.6,2.6,0.8,0.5,1.0,1.5,0.9,0.8,2.8,2.0,2.5,0.4,3.0,1.0,1.9,0.9,1.1,0.6,1.2,0.6,0.5,2.5,2.0,3.6,1.6,0.8,0.5,1.0,1.1,5.1,0.6,10,24,8,14,15,27,15,27,13,10,5.0,25,21,11,15,68,91,10,30,44,10,40,18,46,36,65,55,29,30,54,22,10,6,38,3,6,49,48,3,1,9,36,24,27,15,5,3,7,8,5,5,24,13,18,2,26,10,16,8,8,3,8,5,3,17,19,31,14,5,6,7,8,44,3,0.026,0.022,0.013,0.022,0.029,0.026,0.024,0.026,0.041,0.035,0.034,0.03,0.024,0.034,0.032,0.03,0.026,0.032,0.024,0.035,0.018,0.033,0.028,0.038,0.03,0.027,0.025,0.024,0.021,0.031,0.035,0.041,0.018,0.028,0.009,0.012,0.035,0.03,0.017,0.017,0.023,0.037,0.038,0.027,0.018,0.014,0.017,0.014,0.015,0.021,0.032,0.019,0.022,0.016,0.032,0.019,0.023,0.019,0.018,0.02,0.019,0.021,0.021,0.02,0.024,0.029,0.02,0.018,0.014,0.018,0.018,0.022,0.02,0.017,1749,4940,2260,2859,1762,4090,3166,5447,1580,1722,702.0,3005,5170,1264,2949,12973,20447,2933,4941,5412,3889,5602,2801,6424,6249,11310,8124,4941,7021,7112,1881,1086,1376,7210,2804,2414,7665,9104,627,385,2067,3448,5278,3055,3767,1750,970,2519,3075,1656,791,5138,3226,5411,508,4576,1789,3470,1412,1580,1136,1963,853,779,3619,1507,5841,3415,1816,1091,1853,2200,9752,899,0.117,0.109,0.088,0.115,0.125,0.13,0.105,0.121,0.145,0.131,0.139,0.131,0.113,0.147,0.13,0.124,0.123,0.121,0.125,0.137,0.085,0.141,0.124,0.136,0.133,0.129,0.12,0.105,0.102,0.143,0.131,0.121,0.083,0.128,0.062,0.081,0.145,0.136,0.104,0.119,0.111,0.144,0.137,0.121,0.096,0.091,0.101,0.085,0.091,0.106,0.139,0.106,0.106,0.09,0.129,0.107,0.111,0.1,0.111,0.107,0.094,0.108,0.116,0.109,0.115,0.138,0.111,0.101,0.089,0.108,0.105,0.105,0.105,0.097,523,1710,963,1088,783,1720,1167,1856,551,478,237.0,1507,1446,386,861,3674,6072,629,1453,2316,958,1762,1180,1749,1826,3335,2865,1860,1937,2512,629,444,476,1777,722,864,1965,2204,245,180,1043,1718,1117,1992,2222,861,412,1067,1455,622,437,2311,1458,2403,208,2495,771,1653,798,896,538,836,465,389,1568,1061,2870,1375,845,538,894,970,4179,495,3.296,2.546,2.303,2.494,2.042,2.254,2.373,2.644,2.345,2.975,2.437,1.782,2.807,2.52,2.693,2.663,2.788,3.677,2.731,2.034,3.0,2.529,2.11,2.657,2.729,2.757,2.28,2.151,2.859,2.363,2.25,2.427,2.305,2.922,3.31,2.702,2.825,3.03,2.513,2.411,2.566,1.86,3.091,1.778,1.939,2.254,2.845,3.071,2.494,2.911,2.394,2.241,2.229,2.371,2.729,2.054,2.552,2.363,2.085,2.004,2.396,2.283,1.829,2.247,2.586,1.796,2.244,2.453,2.28,2.009,2.382,2.495,2.469,2.313,0.523,0.626,0.578,0.47,0.531,0.458,0.658,0.601,0.476,0.727,0.802,0.494,0.461,0.498,0.519,0.548,0.594,0.724,0.545,0.704,0.783,0.463,0.514,0.643,0.531,0.55,0.486,0.529,0.568,0.467,0.612,0.99,0.448,0.696,0.906,0.467,0.69,0.648,0.458,0.389,0.46,0.476,0.725,0.643,0.659,0.509,0.655,0.586,0.648,0.527,0.426,0.509,0.55,0.494,0.478,0.383,0.532,0.501,0.418,0.371,0.545,0.605,0.482,0.852,0.518,0.547,0.469,0.527,0.449,0.717,0.579,0.515,0.438,0.333 -290,Epileptic,M,47.0,1.0,2.2,1.3,1.1,1.5,2.0,1.6,1.9,1.2,0.7,0.3,2.5,1.3,0.5,1.6,7.2,8.2,1.2,2.4,3.6,0.9,3.1,1.1,3.2,3.0,4.2,2.9,2.2,2.3,3.7,1.4,0.7,0.5,2.3,0.2,0.5,2.1,4.5,0.2,0.2,1.3,3.4,2.7,2.2,2.3,0.8,0.6,0.9,1.4,0.9,0.8,2.2,1.0,2.9,0.4,2.6,0.7,2.0,0.6,1.1,0.6,1.6,0.3,0.5,1.9,1.5,2.7,1.7,1.1,0.7,1.1,0.7,4.7,0.3,8,17,17,8,13,16,12,16,13,7,4.0,25,15,5,13,66,70,12,19,27,9,36,10,47,38,44,33,24,21,37,18,6,5,30,1,4,20,46,1,1,8,26,29,15,14,5,3,6,8,6,5,12,7,24,3,20,6,13,5,9,3,14,2,4,13,16,18,13,7,6,7,6,39,4,0.033,0.026,0.023,0.018,0.029,0.03,0.025,0.03,0.042,0.03,0.037,0.035,0.031,0.033,0.039,0.035,0.03,0.041,0.034,0.039,0.019,0.034,0.021,0.038,0.029,0.032,0.028,0.025,0.024,0.035,0.044,0.034,0.021,0.028,0.007,0.013,0.028,0.036,0.019,0.023,0.023,0.039,0.042,0.025,0.018,0.017,0.022,0.013,0.021,0.021,0.044,0.022,0.017,0.022,0.017,0.016,0.035,0.022,0.019,0.017,0.016,0.024,0.015,0.02,0.023,0.036,0.025,0.021,0.021,0.021,0.031,0.018,0.019,0.014,1659,4632,2390,2330,2242,3223,2890,3427,1758,1366,659.0,2637,3294,978,2741,12579,16762,2549,3850,3382,3372,4579,1889,6698,6301,7057,4646,3418,5618,5848,2493,1126,1139,5169,1780,1581,5019,8859,381,383,1675,2797,5617,2291,3286,1551,932,2374,2556,1644,561,3550,1748,5744,590,4743,1234,2943,899,1855,1126,2490,463,966,2498,1127,3124,2744,1610,1353,1522,2183,9541,505,0.134,0.119,0.119,0.099,0.124,0.134,0.109,0.128,0.163,0.138,0.134,0.142,0.13,0.134,0.147,0.138,0.125,0.141,0.136,0.137,0.091,0.144,0.106,0.139,0.131,0.136,0.122,0.108,0.102,0.148,0.146,0.113,0.101,0.121,0.052,0.081,0.12,0.144,0.098,0.105,0.115,0.14,0.151,0.113,0.093,0.089,0.105,0.081,0.1,0.108,0.159,0.104,0.102,0.108,0.114,0.095,0.131,0.109,0.109,0.098,0.098,0.122,0.111,0.112,0.116,0.129,0.116,0.107,0.109,0.118,0.118,0.103,0.104,0.097,490,1406,946,868,879,1161,960,1101,523,390,191.0,1174,844,236,711,3524,4670,527,1125,1452,812,1532,739,1780,1788,2230,1677,1376,1546,1818,687,458,369,1376,521,613,1238,2067,187,168,846,1330,1267,1392,1975,762,413,1051,1104,627,324,1499,908,2273,332,2431,403,1424,523,931,472,1083,242,434,1236,595,1645,1237,798,589,669,719,3883,358,3.31,2.892,2.579,2.743,2.363,2.472,2.394,2.793,2.741,2.976,2.938,1.983,3.043,2.84,2.9,2.773,2.904,3.151,2.929,2.036,3.153,2.424,2.127,2.904,2.702,2.608,2.217,2.035,2.72,2.582,2.689,2.43,2.479,2.711,3.118,2.427,2.953,2.978,2.354,2.871,2.452,1.922,3.078,1.89,1.903,2.214,2.898,2.801,2.826,2.932,2.143,2.569,2.197,2.489,2.406,2.092,3.074,2.265,2.037,2.057,2.626,2.305,2.289,2.455,2.255,2.332,2.086,2.479,2.226,2.571,2.539,2.924,2.553,1.64,0.627,0.581,0.62,0.537,0.585,0.567,0.551,0.544,0.497,0.538,0.746,0.513,0.444,0.38,0.425,0.548,0.574,0.906,0.666,0.62,0.807,0.691,0.427,0.609,0.57,0.537,0.464,0.512,0.536,0.53,0.568,0.892,0.342,0.668,0.864,0.428,0.751,0.682,0.472,0.469,0.582,0.456,0.758,0.71,0.542,0.546,0.539,0.595,0.473,0.668,0.588,0.478,0.51,0.484,0.354,0.394,0.56,0.691,0.382,0.378,0.704,0.657,0.331,0.799,0.63,0.649,0.434,0.414,0.449,0.674,0.471,0.821,0.543,0.304 -291,Epileptic,F,22.0,0.9,1.9,1.0,1.1,1.6,1.6,1.3,1.8,1.3,0.9,0.5,3.1,2.1,0.6,1.2,4.8,7.7,0.9,2.4,3.5,1.0,1.8,1.5,3.6,2.1,3.7,2.5,1.9,2.6,2.7,1.4,0.8,0.6,2.8,0.3,0.6,3.5,2.4,0.1,0.3,1.1,3.4,2.7,2.9,2.2,0.5,0.4,0.9,1.2,0.8,0.7,2.5,1.6,4.2,0.2,2.2,0.7,1.8,1.0,1.2,0.5,1.4,0.3,0.3,2.3,1.2,1.7,1.0,1.4,0.5,0.9,0.9,3.4,0.4,7,15,11,9,16,16,11,19,12,10,4.0,26,22,9,14,49,73,5,24,27,9,23,16,36,24,40,31,21,23,31,19,6,7,33,2,6,39,24,2,2,6,30,26,24,11,4,2,5,6,7,7,18,13,30,1,18,5,11,8,10,3,11,3,3,21,18,12,6,11,4,6,6,28,4,0.035,0.019,0.019,0.018,0.031,0.026,0.02,0.026,0.042,0.034,0.044,0.034,0.032,0.037,0.029,0.03,0.026,0.027,0.033,0.029,0.021,0.029,0.03,0.038,0.027,0.03,0.024,0.024,0.023,0.028,0.049,0.031,0.021,0.029,0.011,0.012,0.034,0.025,0.011,0.02,0.018,0.034,0.043,0.026,0.017,0.01,0.018,0.012,0.014,0.016,0.035,0.026,0.021,0.022,0.015,0.017,0.02,0.019,0.023,0.024,0.028,0.023,0.027,0.023,0.024,0.023,0.017,0.015,0.021,0.015,0.016,0.017,0.016,0.013,1693,4575,2383,2585,2635,3345,2953,3431,1882,1981,720.0,2682,4216,1393,3054,12271,21071,2586,4379,3815,3305,3843,2417,6721,4511,8126,5572,3727,7073,5943,2360,941,1287,7838,1581,2539,8063,7615,349,836,1766,2992,5471,2642,3893,1345,832,2678,2727,1743,564,3679,3741,7911,381,3363,1178,3196,1260,1456,674,2426,568,733,3499,1195,3449,2264,2552,1458,1917,2353,9030,681,0.11,0.103,0.106,0.098,0.126,0.135,0.092,0.128,0.139,0.136,0.152,0.141,0.136,0.153,0.13,0.126,0.118,0.109,0.133,0.118,0.096,0.14,0.143,0.144,0.129,0.137,0.118,0.103,0.105,0.126,0.145,0.114,0.103,0.128,0.065,0.077,0.145,0.122,0.093,0.1,0.101,0.142,0.145,0.121,0.084,0.08,0.097,0.074,0.083,0.104,0.151,0.11,0.099,0.106,0.091,0.11,0.105,0.096,0.119,0.119,0.115,0.115,0.121,0.119,0.121,0.119,0.092,0.095,0.106,0.114,0.103,0.1,0.092,0.093,448,1478,878,923,914,1071,984,1157,524,464,214.0,1383,1080,350,781,2951,5109,457,1245,1725,783,1080,863,1603,1317,2087,1830,1308,1764,1718,482,426,458,1582,406,791,1880,1519,218,284,851,1578,1165,1708,2185,700,350,1099,1219,674,367,1599,1354,2999,175,1802,539,1483,704,753,296,891,239,305,1586,851,1620,970,1110,439,851,899,3394,428,3.411,2.855,2.618,2.632,2.457,2.629,2.485,2.612,2.609,3.128,2.719,1.74,3.01,2.884,2.771,2.92,3.146,3.936,2.76,1.909,3.336,2.651,2.328,2.957,2.741,3.032,2.369,2.217,2.943,2.684,3.351,2.239,2.264,3.346,3.282,2.774,3.274,3.458,1.666,3.034,2.551,1.779,3.329,1.777,1.984,2.184,2.813,2.877,2.583,2.686,1.739,2.359,2.529,2.47,2.465,2.14,2.659,2.381,2.116,2.083,2.437,2.546,2.671,2.72,2.343,1.704,2.293,2.641,2.433,3.48,2.596,2.886,2.724,1.887,0.851,0.697,0.57,0.506,0.607,0.561,0.578,0.489,0.633,0.587,0.676,0.445,0.507,0.709,0.578,0.675,0.69,0.726,0.63,0.639,0.764,0.543,0.486,0.744,0.585,0.661,0.569,0.483,0.587,0.504,0.984,1.073,0.367,0.64,0.406,0.484,0.701,0.546,0.328,0.57,0.517,0.46,0.767,0.555,0.662,0.417,0.67,0.675,0.596,0.701,0.297,0.585,0.735,0.562,0.533,0.49,0.37,0.607,0.396,0.421,0.38,0.741,0.566,0.886,0.499,0.534,0.51,0.398,0.511,0.942,0.555,0.69,0.628,0.341 -292,Epileptic,M,17.5,0.9,3.4,1.2,2.0,1.6,2.4,4.0,2.7,1.6,0.6,0.5,3.2,1.6,0.4,2.3,7.9,10.4,1.8,2.9,5.2,1.9,5.0,2.3,4.4,6.1,8.4,5.5,4.7,5.4,3.5,2.7,1.6,0.8,3.6,0.9,1.4,5.1,3.7,0.2,0.2,1.4,3.3,3.2,2.9,3.7,0.9,0.6,1.0,2.0,1.3,0.8,1.8,2.7,3.2,0.6,2.6,1.5,1.9,1.2,1.1,0.9,1.9,0.5,0.5,2.4,1.4,3.5,2.2,1.4,1.2,1.1,1.0,6.8,0.4,10,35,10,16,19,21,25,26,18,8,8.0,35,17,9,31,95,111,21,27,44,20,56,23,44,62,76,65,51,46,41,25,18,6,40,5,14,54,48,2,2,8,36,35,18,21,7,15,6,9,9,4,14,20,23,3,21,10,14,10,7,7,15,3,4,26,19,34,18,10,13,9,8,57,3,0.036,0.028,0.018,0.027,0.034,0.033,0.045,0.029,0.042,0.024,0.042,0.041,0.028,0.028,0.036,0.036,0.031,0.055,0.031,0.043,0.031,0.043,0.032,0.043,0.047,0.04,0.039,0.036,0.036,0.03,0.056,0.046,0.031,0.034,0.021,0.023,0.038,0.031,0.015,0.013,0.02,0.04,0.048,0.026,0.019,0.016,0.042,0.014,0.018,0.021,0.035,0.017,0.025,0.018,0.025,0.016,0.024,0.022,0.024,0.017,0.021,0.032,0.024,0.014,0.02,0.02,0.023,0.021,0.017,0.022,0.024,0.014,0.019,0.017,2137,7211,3207,4000,2791,3613,3592,5563,2830,1962,1046.0,3188,4731,1227,4593,17118,27052,3613,5661,5427,5513,7675,2773,8514,7017,9335,7605,6613,9096,7861,2453,2099,1387,8284,3079,3277,10378,10991,417,713,2094,3689,7190,3337,5456,2022,1170,2929,3792,2460,664,4001,3612,7534,605,4905,2474,3825,1889,2168,1453,3491,718,1751,4272,2153,4944,4033,2817,1911,2150,2618,14021,731,0.116,0.121,0.101,0.122,0.133,0.13,0.129,0.126,0.155,0.122,0.145,0.162,0.122,0.121,0.156,0.144,0.13,0.153,0.137,0.157,0.116,0.141,0.14,0.145,0.14,0.137,0.127,0.122,0.125,0.131,0.142,0.117,0.103,0.131,0.082,0.11,0.135,0.13,0.092,0.087,0.103,0.145,0.164,0.117,0.099,0.092,0.074,0.083,0.093,0.096,0.128,0.096,0.116,0.097,0.121,0.097,0.111,0.108,0.108,0.095,0.107,0.128,0.123,0.08,0.112,0.101,0.111,0.108,0.099,0.119,0.116,0.088,0.099,0.103,537,2135,1038,1269,952,1303,1375,1631,752,462,347.0,1499,1132,337,1102,4352,6680,682,1460,2221,1205,2242,1225,2077,2389,3251,2661,2490,2588,2271,802,639,461,1874,676,1078,2473,2245,246,326,1043,1603,1498,1801,2823,932,448,1106,1636,973,397,1704,1616,2895,313,2392,1008,1563,980,1022,660,1036,320,582,2014,1260,2472,1673,1235,801,842,1183,5665,346,3.739,2.9,2.999,2.916,2.415,2.366,2.288,2.969,2.82,3.147,2.382,1.871,3.104,2.625,2.903,2.85,3.097,3.77,2.994,2.141,3.411,2.556,1.95,2.981,2.345,2.402,2.339,2.202,2.72,2.767,2.322,2.891,2.432,3.13,3.707,2.634,2.944,3.359,2.028,2.221,2.57,1.964,3.278,2.129,2.226,2.369,2.568,3.336,2.849,2.829,2.101,2.354,2.328,2.575,2.303,2.228,2.656,2.718,2.121,2.277,2.368,3.135,2.61,3.359,2.268,1.917,2.087,2.409,2.587,2.493,2.681,2.525,2.608,2.55,0.808,0.686,0.625,0.659,0.724,0.537,0.681,0.542,0.615,0.689,0.812,0.492,0.491,0.52,0.746,0.606,0.73,0.932,0.509,0.645,0.879,0.672,0.507,0.803,0.749,0.669,0.521,0.607,0.712,0.541,0.88,1.182,0.422,0.642,0.735,0.675,0.943,0.637,0.336,0.452,0.55,0.574,0.856,0.679,0.629,0.48,0.876,0.712,0.615,0.648,0.382,0.476,0.507,0.499,0.343,0.405,0.49,0.577,0.429,0.396,0.421,0.891,0.458,0.843,0.537,0.742,0.47,0.557,0.447,0.568,0.582,0.549,0.488,0.456 -293,Epileptic,M,52.0,1.1,2.4,0.8,0.9,0.9,2.3,1.4,1.6,0.8,0.7,0.4,3.2,1.8,0.7,1.3,6.3,7.9,1.6,2.1,4.0,1.5,2.8,2.0,2.7,2.5,4.1,2.9,1.7,2.0,3.7,1.5,0.8,0.4,2.1,0.3,0.5,2.2,3.2,0.2,0.3,1.5,2.8,2.7,2.5,2.0,0.6,0.6,1.1,1.3,0.6,0.5,1.4,1.8,3.1,0.4,2.3,0.6,1.6,1.0,0.9,0.6,1.3,0.3,0.3,1.6,1.7,2.4,1.8,1.0,0.5,1.2,0.9,3.3,0.4,11,23,8,7,12,19,12,15,10,6,3.0,32,19,9,12,70,72,8,23,34,16,35,19,38,32,47,35,18,20,41,29,9,4,25,2,4,28,36,2,2,8,26,21,21,11,5,3,7,8,6,4,12,15,25,2,21,7,13,7,8,4,12,2,4,12,18,18,13,7,6,10,8,27,4,0.04,0.029,0.015,0.017,0.022,0.031,0.019,0.025,0.035,0.031,0.033,0.032,0.034,0.032,0.027,0.027,0.026,0.041,0.029,0.029,0.027,0.033,0.026,0.03,0.03,0.029,0.023,0.018,0.019,0.03,0.032,0.031,0.02,0.026,0.012,0.011,0.027,0.031,0.014,0.017,0.026,0.031,0.045,0.022,0.015,0.011,0.022,0.019,0.017,0.011,0.027,0.016,0.023,0.02,0.026,0.013,0.018,0.021,0.017,0.017,0.021,0.022,0.016,0.012,0.021,0.035,0.015,0.024,0.016,0.017,0.025,0.016,0.015,0.023,1641,4287,2188,2150,1589,3260,2781,3108,1504,1512,691.0,3392,3656,1286,2974,11208,16269,2841,4599,4870,4319,5207,2869,6120,5108,8243,6446,3166,5022,6404,2339,1342,1155,5767,1519,2470,5749,7685,550,568,1775,3123,5318,2803,3350,1704,982,2387,2815,2019,574,3040,2608,5837,391,4359,1395,2749,1505,1630,951,2307,536,802,2652,1458,4723,2541,1679,1155,1744,2489,8392,438,0.131,0.123,0.093,0.092,0.111,0.146,0.098,0.123,0.129,0.127,0.122,0.141,0.138,0.154,0.121,0.13,0.121,0.125,0.137,0.124,0.114,0.145,0.129,0.133,0.136,0.14,0.119,0.091,0.092,0.142,0.141,0.106,0.095,0.12,0.073,0.074,0.115,0.135,0.083,0.11,0.118,0.151,0.167,0.112,0.087,0.084,0.109,0.094,0.092,0.094,0.136,0.097,0.117,0.106,0.119,0.099,0.107,0.117,0.105,0.107,0.119,0.119,0.1,0.103,0.109,0.132,0.093,0.114,0.104,0.114,0.126,0.093,0.09,0.146,504,1414,850,833,711,1201,1009,1013,456,407,210.0,1564,961,320,792,3699,4978,561,1221,2128,896,1547,1155,1610,1522,2419,2122,1337,1457,2092,731,537,323,1292,479,803,1478,1796,280,265,850,1384,1058,1819,2091,837,429,1021,1233,772,305,1462,1234,2601,206,2357,582,1233,835,867,427,896,269,432,1301,783,2446,1245,878,544,850,1015,3701,238,3.059,2.783,2.457,2.497,2.135,2.505,2.359,2.717,2.556,3.102,2.836,1.918,2.942,2.891,2.894,2.436,2.664,3.777,2.909,1.983,3.285,2.593,2.207,2.857,2.63,2.803,2.394,1.949,2.637,2.495,2.493,2.547,2.692,3.226,2.798,2.82,2.859,3.081,2.156,2.411,2.588,1.953,3.353,1.791,1.818,2.214,2.857,2.772,2.731,2.687,2.175,2.166,2.245,2.306,2.463,2.1,2.405,2.501,2.123,2.111,2.385,2.478,2.096,2.048,2.296,2.292,2.059,2.336,2.223,2.478,2.395,2.665,2.449,2.381,0.819,0.491,0.568,0.495,0.443,0.462,0.534,0.465,0.424,0.403,0.804,0.491,0.406,0.353,0.398,0.441,0.498,0.75,0.513,0.64,0.868,0.482,0.497,0.565,0.478,0.502,0.411,0.479,0.373,0.487,0.564,0.904,0.471,0.481,0.739,0.459,0.711,0.679,0.327,0.479,0.48,0.506,0.835,0.597,0.567,0.43,0.458,0.732,0.635,0.58,0.432,0.396,0.504,0.408,0.372,0.38,0.5,0.488,0.312,0.403,0.408,0.519,0.382,0.846,0.467,0.901,0.406,0.4,0.439,0.476,0.401,0.794,0.45,0.681 -294,Epileptic,M,37.0,0.9,2.1,1.4,0.9,1.2,2.4,1.3,2.3,1.0,0.8,0.3,2.5,1.9,0.6,1.1,5.8,10.5,1.2,1.9,4.7,0.7,1.3,1.0,3.1,3.1,3.6,4.2,2.1,3.1,2.3,1.2,0.5,0.5,2.4,0.6,0.5,3.9,2.6,0.2,0.1,0.9,2.8,2.4,2.8,2.3,0.5,0.4,0.8,1.3,0.6,0.7,1.8,1.1,2.0,0.3,2.4,0.8,2.0,0.6,1.1,0.2,1.7,0.2,0.4,1.4,0.9,2.3,1.3,1.6,0.5,0.9,0.8,3.4,0.4,7,19,14,11,13,21,10,22,11,8,2.0,19,19,6,11,59,83,11,23,38,5,15,10,31,31,38,44,19,28,29,15,4,5,26,3,3,37,31,2,2,6,26,25,21,15,4,1,5,6,7,5,11,7,13,2,23,5,18,4,9,2,10,2,4,10,21,20,9,11,4,6,6,30,2,0.041,0.024,0.026,0.019,0.033,0.036,0.023,0.032,0.042,0.035,0.034,0.031,0.04,0.034,0.034,0.034,0.039,0.046,0.027,0.033,0.018,0.029,0.021,0.036,0.044,0.035,0.035,0.028,0.032,0.033,0.037,0.027,0.021,0.035,0.023,0.016,0.047,0.037,0.017,0.017,0.02,0.038,0.042,0.024,0.019,0.011,0.02,0.016,0.017,0.025,0.029,0.023,0.025,0.022,0.016,0.02,0.026,0.024,0.017,0.027,0.013,0.028,0.022,0.018,0.019,0.036,0.018,0.02,0.021,0.019,0.027,0.017,0.023,0.021,1574,5090,2662,1912,2562,3560,2133,3889,1994,1344,620.0,2682,3296,1644,2608,11526,18854,2772,4629,4866,2449,2725,1917,6375,5097,7180,5313,3590,5484,4309,2419,1058,1163,5896,1942,1630,6778,6155,456,357,1424,3249,6445,2844,2680,1270,716,2152,2249,1185,777,2982,1611,3800,553,3044,1213,3113,865,1296,523,2751,575,874,2253,837,3946,2254,2304,1087,1083,1591,6137,503,0.127,0.105,0.119,0.097,0.143,0.158,0.098,0.154,0.155,0.141,0.108,0.125,0.141,0.152,0.148,0.145,0.143,0.141,0.125,0.133,0.074,0.126,0.106,0.142,0.173,0.143,0.134,0.111,0.113,0.138,0.13,0.082,0.099,0.147,0.094,0.083,0.163,0.154,0.111,0.118,0.106,0.147,0.157,0.121,0.099,0.081,0.098,0.085,0.09,0.13,0.128,0.108,0.119,0.098,0.103,0.113,0.117,0.119,0.103,0.132,0.091,0.126,0.124,0.119,0.104,0.154,0.102,0.11,0.111,0.117,0.13,0.114,0.113,0.108,391,1562,957,760,712,1087,828,1234,460,375,179.0,1240,935,364,631,3001,4679,487,1167,2220,706,859,747,1512,1391,2083,2001,1202,1602,1471,684,434,371,1211,483,520,1533,1322,186,134,740,1232,1171,1667,1756,664,274,898,1044,427,409,1273,724,1564,262,1790,495,1412,498,620,251,869,187,385,1084,393,1958,964,1092,394,556,613,2469,273,3.545,3.122,2.733,2.664,2.92,2.802,2.22,2.976,3.347,3.001,2.972,1.893,2.808,3.389,3.069,2.888,3.169,3.838,3.075,1.968,2.746,2.499,2.248,3.268,2.927,2.897,2.154,2.358,2.634,2.368,2.702,2.294,2.466,3.383,3.396,2.672,3.261,3.281,2.745,2.499,2.521,2.271,3.517,1.94,1.735,2.144,3.39,2.933,2.684,2.945,2.33,2.526,2.332,2.601,2.726,1.964,2.745,2.591,2.177,2.298,2.37,3.412,3.167,2.817,2.362,2.392,2.101,2.716,2.315,3.18,2.277,2.73,2.635,2.467,0.969,0.73,0.615,0.429,0.786,0.533,0.589,0.572,0.743,0.421,0.802,0.458,0.477,0.606,0.69,0.626,0.735,0.965,0.562,0.636,0.822,0.427,0.427,0.841,0.697,0.564,0.634,0.749,0.697,0.616,0.732,1.161,0.366,0.736,0.892,0.392,0.863,0.78,0.424,0.409,0.446,0.676,0.853,0.677,0.5,0.44,0.504,0.54,0.499,0.633,0.433,0.364,0.618,0.567,0.473,0.47,0.404,0.6,0.45,0.443,0.432,0.583,0.864,0.676,0.542,0.651,0.454,0.458,0.473,0.96,0.453,0.563,0.514,0.373 -295,Epileptic,M,47.0,0.9,1.8,1.0,0.9,1.3,2.4,1.6,1.9,1.5,0.8,0.2,4.2,1.8,0.5,1.4,5.8,10.1,0.5,2.5,4.9,0.7,3.1,1.9,3.5,4.3,4.8,5.3,2.7,3.0,3.5,2.1,1.0,0.5,3.2,1.2,1.0,4.1,2.9,0.4,0.3,1.3,3.4,2.9,3.3,2.8,0.8,0.5,1.0,1.5,0.5,0.6,1.3,1.1,2.2,0.4,2.8,0.7,2.0,1.1,1.3,0.5,0.8,0.6,0.9,2.8,1.2,3.6,1.4,1.4,0.8,1.0,1.2,3.8,0.4,7,15,7,6,14,15,12,15,10,6,3.0,34,15,5,11,48,72,4,27,37,7,24,17,39,39,43,47,22,20,33,22,7,4,33,8,8,30,28,2,2,8,29,25,25,16,5,2,5,7,3,4,11,7,12,2,20,7,17,7,10,5,4,3,5,20,14,23,7,7,12,7,8,27,3,0.035,0.027,0.019,0.024,0.043,0.045,0.035,0.037,0.06,0.043,0.029,0.044,0.036,0.035,0.042,0.049,0.04,0.022,0.041,0.039,0.019,0.042,0.039,0.052,0.043,0.039,0.042,0.037,0.037,0.037,0.067,0.042,0.03,0.042,0.034,0.023,0.05,0.039,0.028,0.023,0.028,0.058,0.061,0.032,0.026,0.017,0.028,0.019,0.019,0.023,0.043,0.031,0.033,0.029,0.024,0.021,0.018,0.021,0.033,0.028,0.021,0.024,0.048,0.041,0.032,0.038,0.033,0.025,0.024,0.036,0.026,0.025,0.021,0.025,1481,2967,1866,1593,1623,2142,2246,2744,1814,979,560.0,3436,3368,963,2220,8099,15037,1977,3446,4026,2372,3575,2554,4712,5937,7434,7023,3264,4572,4627,1386,1223,984,4854,2064,1896,4949,5350,298,369,1394,3807,4017,2783,2531,1274,619,1693,2197,1005,449,2071,1690,2958,378,3499,1345,3066,1045,1254,703,1153,534,683,2556,768,3884,1918,1760,1208,1125,1677,6793,485,0.122,0.112,0.109,0.11,0.147,0.14,0.112,0.134,0.158,0.157,0.097,0.153,0.128,0.135,0.142,0.149,0.137,0.092,0.132,0.132,0.087,0.127,0.139,0.151,0.145,0.14,0.143,0.121,0.121,0.137,0.169,0.107,0.105,0.142,0.119,0.104,0.148,0.137,0.128,0.108,0.122,0.163,0.146,0.131,0.115,0.097,0.112,0.097,0.097,0.109,0.15,0.122,0.118,0.11,0.12,0.111,0.103,0.108,0.134,0.125,0.107,0.103,0.151,0.123,0.136,0.142,0.126,0.107,0.113,0.149,0.13,0.121,0.1,0.143,433,1114,746,639,578,832,806,965,435,305,188.0,1658,960,277,656,2179,4263,444,1048,1937,619,1176,1016,1291,1745,2295,2270,1284,1354,1753,485,515,297,1152,519,760,1372,1277,192,201,776,1239,862,1732,1694,668,269,817,1136,404,285,841,641,1319,246,2044,634,1567,579,733,407,564,242,342,1451,484,1935,893,849,452,622,775,3126,249,3.222,2.328,2.55,2.406,2.227,2.171,2.319,2.599,2.694,2.729,2.549,1.814,2.656,2.574,2.571,2.683,2.747,3.459,2.593,1.821,2.781,2.336,2.103,2.644,2.474,2.596,2.328,2.059,2.571,2.139,2.14,2.124,2.392,2.963,3.035,2.22,2.654,2.761,1.769,2.152,2.256,2.381,2.914,1.792,1.746,2.118,2.548,2.467,2.287,2.643,1.906,2.277,2.395,2.233,1.938,1.924,2.271,2.138,1.989,1.859,1.919,2.026,2.242,2.039,1.909,1.905,2.056,2.271,2.333,2.437,2.309,2.443,2.249,2.497,0.6,0.743,0.575,0.54,0.691,0.656,0.529,0.549,0.772,0.6,0.711,0.461,0.494,0.588,0.68,0.699,0.64,0.671,0.568,0.508,0.752,0.586,0.529,0.68,0.618,0.667,0.617,0.558,0.599,0.551,0.736,0.904,0.667,0.657,0.868,0.541,0.677,0.749,0.382,0.402,0.506,0.724,0.855,0.638,0.483,0.636,0.505,0.701,0.544,0.65,0.392,0.539,0.62,0.573,0.312,0.366,0.502,0.561,0.485,0.361,0.348,0.56,0.523,0.562,0.492,0.512,0.441,0.454,0.499,0.815,0.532,0.66,0.568,0.591 -296,Epileptic,M,27.0,0.7,1.9,0.6,1.1,1.8,1.7,1.4,1.6,1.0,0.7,0.3,2.5,1.2,0.9,1.6,5.4,8.3,0.8,1.5,4.4,0.6,2.7,1.7,3.4,2.5,3.6,3.4,2.6,2.3,3.1,1.3,0.7,0.7,2.5,0.3,0.5,3.5,3.2,0.2,0.1,0.9,2.3,2.1,1.8,2.3,0.7,0.6,0.7,1.3,0.5,0.6,1.5,1.2,2.1,0.2,1.5,0.8,1.3,0.7,0.9,0.5,1.2,0.8,0.4,1.7,1.2,2.0,1.1,1.2,0.4,0.8,0.6,4.0,0.3,7,21,6,8,18,19,13,15,13,7,4.0,20,13,11,16,55,75,7,17,33,6,32,18,40,32,35,39,30,24,34,21,7,7,36,2,6,32,34,1,1,7,20,25,14,15,6,3,5,7,5,4,11,9,17,1,12,6,13,5,8,3,8,5,3,13,16,17,8,7,4,5,7,31,3,0.038,0.028,0.016,0.023,0.043,0.033,0.028,0.032,0.058,0.043,0.054,0.043,0.029,0.039,0.051,0.038,0.031,0.03,0.03,0.043,0.017,0.044,0.039,0.042,0.031,0.039,0.032,0.034,0.03,0.039,0.039,0.044,0.031,0.031,0.01,0.015,0.046,0.033,0.016,0.013,0.021,0.037,0.045,0.027,0.021,0.017,0.02,0.015,0.018,0.017,0.029,0.025,0.028,0.025,0.031,0.014,0.019,0.019,0.022,0.022,0.02,0.028,0.047,0.021,0.024,0.022,0.018,0.021,0.023,0.014,0.024,0.017,0.019,0.017,1307,3883,1655,2072,1973,2714,2121,2513,1813,1308,419.0,1803,2807,1465,2627,9167,15413,2206,2808,3245,2274,4018,1813,6350,4443,5976,5227,3094,4977,4904,2272,653,854,4694,1550,1512,5483,7032,353,361,1285,2116,5293,1958,2880,1227,869,1793,2338,1455,547,1966,1537,3571,255,2904,1251,2068,842,1116,798,1837,613,749,2210,1325,2900,1903,1485,855,1134,1864,7776,366,0.125,0.129,0.101,0.11,0.172,0.16,0.116,0.135,0.149,0.141,0.153,0.16,0.121,0.155,0.147,0.154,0.133,0.119,0.123,0.156,0.08,0.149,0.145,0.159,0.141,0.153,0.134,0.13,0.116,0.149,0.124,0.129,0.155,0.131,0.062,0.093,0.167,0.143,0.103,0.078,0.114,0.141,0.164,0.12,0.105,0.109,0.115,0.09,0.095,0.1,0.136,0.122,0.129,0.117,0.155,0.094,0.105,0.106,0.111,0.129,0.116,0.126,0.171,0.109,0.12,0.109,0.108,0.108,0.114,0.103,0.123,0.102,0.102,0.125,386,1216,609,738,685,960,754,883,423,329,137.0,882,766,387,695,2433,4536,434,880,1596,600,1169,734,1354,1379,1629,1861,1229,1343,1571,603,299,326,1159,470,589,1224,1554,194,138,662,941,962,1153,1764,641,422,812,1130,467,297,925,698,1557,79,1624,583,1155,506,638,372,666,257,351,1098,778,1676,828,803,410,566,716,3267,210,3.344,2.882,2.485,2.665,2.391,2.459,2.307,2.464,2.752,2.953,2.691,1.785,2.761,2.666,2.705,2.706,2.687,3.536,2.528,1.812,2.941,2.458,2.097,3.162,2.439,2.758,2.259,2.02,2.748,2.49,2.765,2.203,2.336,2.697,2.902,2.42,3.2,3.074,1.968,2.557,2.426,1.987,3.514,1.941,1.851,2.074,2.526,2.756,2.533,2.782,2.018,2.217,2.078,2.298,2.735,2.001,2.455,2.102,1.926,1.956,2.461,2.593,2.332,2.418,2.277,2.103,1.904,2.419,2.114,2.531,2.317,2.707,2.522,2.186,0.717,0.668,0.522,0.631,0.645,0.605,0.565,0.447,0.724,0.693,0.734,0.428,0.392,0.531,0.637,0.565,0.644,0.693,0.526,0.521,0.864,0.647,0.485,0.68,0.538,0.635,0.485,0.454,0.422,0.571,0.484,0.947,0.331,0.613,0.541,0.449,0.683,0.634,0.258,0.523,0.528,0.441,0.866,0.648,0.533,0.497,0.458,0.761,0.543,0.671,0.41,0.44,0.572,0.547,0.342,0.406,0.526,0.539,0.4,0.356,0.439,0.648,0.618,0.761,0.573,0.616,0.463,0.469,0.415,0.646,0.402,0.719,0.529,0.439 -297,Epileptic,F,42.0,0.8,2.6,0.7,1.2,2.3,2.8,1.6,1.6,1.3,0.7,0.2,2.2,1.4,0.7,1.1,7.7,11.1,0.8,2.4,3.0,1.2,4.2,1.1,4.2,3.7,4.2,3.5,2.5,2.6,3.5,2.0,1.3,0.4,2.3,0.4,0.5,5.0,3.1,0.2,0.2,1.3,4.1,2.4,2.6,3.1,0.6,0.4,0.7,1.4,1.3,0.9,1.8,1.1,2.2,0.3,2.8,0.7,2.3,1.2,0.5,0.9,1.6,0.5,0.5,2.2,2.3,2.0,1.1,1.1,0.6,1.1,2.1,4.5,0.4,7,24,9,8,16,25,14,14,13,8,3.0,22,14,7,15,89,102,5,29,27,8,49,10,42,42,46,43,20,24,36,17,18,5,27,3,3,50,41,2,2,8,32,19,21,18,4,2,6,7,8,8,14,10,13,2,23,6,17,7,4,8,12,3,4,18,20,16,7,8,6,11,14,37,3,0.037,0.021,0.013,0.02,0.037,0.03,0.022,0.027,0.048,0.036,0.031,0.029,0.028,0.042,0.027,0.037,0.03,0.031,0.028,0.029,0.027,0.036,0.022,0.044,0.031,0.032,0.029,0.026,0.021,0.026,0.043,0.043,0.021,0.029,0.013,0.009,0.034,0.03,0.014,0.017,0.025,0.037,0.04,0.03,0.02,0.01,0.016,0.013,0.018,0.026,0.032,0.02,0.02,0.016,0.018,0.019,0.025,0.019,0.018,0.014,0.029,0.026,0.028,0.017,0.021,0.053,0.017,0.016,0.016,0.018,0.021,0.019,0.02,0.018,1435,5103,1833,2496,1979,3798,2719,3176,1562,1447,577.0,2554,3192,1249,2430,12131,20663,2386,4838,3689,3099,6612,1840,5760,6215,7588,5954,4211,6530,6651,1982,1295,1137,6107,2130,2140,8136,6950,537,395,1790,3580,3902,2153,4144,1518,839,2223,2543,1812,875,2990,1918,4772,332,3885,1322,3888,1726,1107,1294,2432,521,898,3253,1077,3751,2190,2149,1158,1618,3084,8210,562,0.11,0.112,0.099,0.096,0.136,0.138,0.103,0.125,0.154,0.14,0.114,0.137,0.124,0.15,0.139,0.149,0.132,0.106,0.123,0.123,0.093,0.155,0.106,0.159,0.146,0.139,0.138,0.105,0.094,0.122,0.134,0.115,0.11,0.126,0.068,0.068,0.123,0.136,0.087,0.107,0.12,0.137,0.129,0.135,0.1,0.082,0.093,0.084,0.094,0.111,0.153,0.1,0.111,0.09,0.123,0.111,0.112,0.101,0.103,0.088,0.131,0.122,0.133,0.109,0.117,0.166,0.095,0.096,0.097,0.105,0.114,0.115,0.107,0.119,398,1989,867,933,875,1572,992,997,442,372,170.0,1184,909,316,709,3669,5834,418,1469,1627,760,2079,776,1666,2017,2271,2047,1468,1756,2156,745,522,354,1355,551,783,2414,1849,225,214,834,1634,1079,1396,2318,743,346,891,1142,822,442,1435,970,2081,203,2160,597,1915,944,567,525,885,262,479,1594,624,1943,1035,1029,519,824,1506,3600,325,3.307,2.523,2.308,2.62,1.942,2.258,2.321,2.869,2.762,3.089,2.839,1.925,2.767,2.929,2.614,2.538,2.792,4.165,2.679,1.954,3.089,2.477,2.111,2.503,2.435,2.811,2.305,2.321,2.869,2.45,2.176,2.502,2.499,3.008,3.127,2.623,2.67,2.893,2.415,2.22,2.75,1.976,2.996,1.73,2.011,2.197,2.91,3.073,2.594,2.635,2.096,2.163,1.973,2.401,1.994,2.023,2.537,2.283,2.034,2.089,2.445,2.712,2.109,2.321,2.265,2.116,2.091,2.431,2.433,2.411,2.322,2.562,2.479,2.311,1.018,0.508,0.559,0.529,0.528,0.456,0.537,0.462,0.593,0.467,0.75,0.4,0.413,0.515,0.457,0.592,0.658,0.692,0.556,0.608,0.817,0.485,0.463,0.737,0.571,0.452,0.534,0.484,0.517,0.551,0.715,0.92,0.402,0.693,0.815,0.374,0.641,0.505,0.359,0.504,0.49,0.477,0.774,0.66,0.599,0.438,0.521,0.869,0.493,0.528,0.487,0.46,0.52,0.53,0.298,0.428,0.429,0.504,0.402,0.322,0.349,0.696,0.536,0.905,0.574,0.661,0.431,0.391,0.5,0.77,0.394,0.451,0.48,0.438 -298,Epileptic,F,52.0,0.7,2.4,1.0,1.1,1.5,1.6,1.3,1.5,1.3,0.6,0.3,2.6,1.5,0.6,1.3,5.1,7.6,0.8,2.9,4.5,1.4,2.0,1.5,3.0,2.2,2.8,2.5,2.1,2.2,1.8,1.2,0.9,0.5,1.9,0.4,1.0,2.4,2.1,0.2,0.1,1.3,2.9,2.4,4.9,4.4,0.5,0.7,0.8,1.2,0.8,0.9,1.5,1.3,2.2,0.2,3.0,1.3,2.2,0.7,1.1,0.3,1.1,0.3,0.3,1.6,1.0,2.5,1.3,0.7,0.7,0.5,1.3,4.5,0.4,7,20,11,8,16,14,12,13,17,5,5.0,23,14,7,11,57,64,7,23,37,9,21,14,34,27,27,26,17,17,27,19,8,4,20,2,11,32,25,1,1,8,23,23,31,25,4,4,5,6,7,7,13,11,15,1,24,9,18,5,9,2,8,2,4,13,15,19,7,5,7,4,10,38,4,0.032,0.029,0.02,0.021,0.032,0.027,0.021,0.031,0.05,0.035,0.032,0.03,0.027,0.033,0.037,0.03,0.028,0.028,0.038,0.037,0.024,0.034,0.029,0.033,0.028,0.024,0.022,0.027,0.023,0.021,0.039,0.039,0.017,0.023,0.013,0.02,0.035,0.028,0.015,0.017,0.025,0.032,0.04,0.039,0.034,0.011,0.022,0.014,0.017,0.019,0.043,0.019,0.025,0.021,0.012,0.021,0.038,0.021,0.027,0.024,0.024,0.019,0.019,0.014,0.019,0.033,0.024,0.021,0.015,0.02,0.019,0.021,0.022,0.015,1496,3875,1978,1918,2126,2890,2261,2454,1840,954,382.0,2538,3179,981,2116,9477,15227,2195,3105,3781,2842,3234,1931,5404,4085,5932,4743,2853,4761,4055,1813,1220,1096,5485,1978,2317,5197,4579,343,253,1537,2796,5420,2481,2916,1130,917,2052,2100,1486,460,2624,2003,3839,491,3872,1349,2781,824,1291,624,2036,295,734,2503,742,2940,2010,1424,1158,1024,2058,7608,492,0.12,0.128,0.115,0.11,0.138,0.125,0.099,0.13,0.153,0.13,0.125,0.127,0.121,0.126,0.146,0.134,0.124,0.113,0.138,0.136,0.097,0.137,0.12,0.131,0.139,0.127,0.115,0.113,0.102,0.116,0.121,0.106,0.091,0.113,0.074,0.099,0.128,0.121,0.1,0.123,0.117,0.135,0.145,0.147,0.135,0.09,0.124,0.079,0.093,0.117,0.172,0.103,0.119,0.105,0.076,0.116,0.142,0.113,0.13,0.125,0.111,0.107,0.123,0.114,0.108,0.148,0.117,0.1,0.096,0.126,0.113,0.121,0.11,0.106,425,1270,804,798,876,946,886,868,551,276,175.0,1187,926,276,604,2769,4446,496,1235,1852,894,1037,867,1565,1353,1839,1731,1153,1447,1372,571,503,450,1255,433,873,1272,1156,203,136,816,1321,1057,1900,2053,634,440,880,1092,661,372,1314,903,1767,248,2117,609,1642,433,665,307,814,167,411,1262,460,1652,974,711,529,445,909,3230,345,3.336,2.807,2.481,2.504,2.217,2.712,2.245,2.615,2.572,3.01,2.056,1.918,2.698,2.585,2.726,2.654,2.786,3.41,2.145,1.91,2.683,2.477,2.0,2.65,2.419,2.791,2.251,2.056,2.617,2.358,2.397,2.399,1.994,3.045,3.785,2.311,3.009,2.805,1.927,2.066,2.327,1.881,3.433,1.559,1.665,2.02,2.738,2.875,2.364,2.602,1.67,2.066,2.133,2.353,2.037,2.095,2.397,1.956,2.228,2.058,2.592,2.509,2.019,2.112,2.236,2.124,1.984,2.458,2.352,2.656,2.68,2.63,2.413,1.744,0.779,0.712,0.691,0.439,0.494,0.812,0.521,0.498,0.52,0.328,0.563,0.53,0.433,0.357,0.474,0.482,0.543,0.856,0.595,0.589,0.604,0.473,0.566,0.6,0.475,0.47,0.442,0.457,0.46,0.473,0.579,0.945,0.362,0.72,0.944,0.509,0.863,0.573,0.373,0.382,0.399,0.541,0.782,0.463,0.512,0.375,0.38,0.806,0.425,0.506,0.402,0.495,0.559,0.391,0.355,0.45,0.437,0.549,0.429,0.371,0.326,0.673,0.36,0.804,0.537,0.481,0.478,0.472,0.367,0.767,0.59,0.738,0.476,0.295 -299,Epileptic,M,32.0,1.0,3.2,1.2,1.4,1.3,2.3,2.0,1.7,1.0,1.0,0.4,3.0,1.3,0.5,1.8,7.3,9.5,0.9,2.3,5.3,2.2,4.0,1.6,4.5,3.0,3.5,3.6,3.2,2.5,3.1,2.0,2.4,0.7,3.0,1.0,1.0,9.2,5.1,0.3,0.4,1.3,3.6,3.1,3.1,3.3,0.7,0.5,1.1,1.4,0.7,0.6,1.9,1.9,3.0,0.3,3.1,1.6,1.4,1.5,1.3,1.2,2.0,0.5,0.6,1.6,1.3,2.9,2.0,0.9,0.5,1.2,2.6,4.7,0.3,8,33,9,13,15,24,18,21,12,10,4.0,33,19,8,19,91,97,9,28,47,25,46,21,48,54,40,44,35,25,43,22,20,7,33,6,9,75,65,2,2,6,38,31,20,17,4,2,8,7,6,5,19,14,22,2,23,12,9,9,9,9,17,4,5,14,20,24,15,5,5,8,17,35,2,0.045,0.028,0.019,0.026,0.033,0.033,0.036,0.03,0.033,0.035,0.033,0.034,0.024,0.026,0.033,0.031,0.031,0.033,0.031,0.04,0.035,0.039,0.026,0.036,0.032,0.027,0.034,0.031,0.021,0.033,0.043,0.058,0.036,0.031,0.025,0.018,0.057,0.04,0.023,0.017,0.022,0.041,0.044,0.029,0.021,0.014,0.016,0.015,0.016,0.012,0.021,0.017,0.022,0.018,0.022,0.018,0.029,0.015,0.029,0.019,0.022,0.029,0.028,0.017,0.015,0.018,0.022,0.019,0.015,0.017,0.021,0.025,0.016,0.014,1578,6025,2688,2736,2548,3951,2880,4285,2016,2096,840.0,3109,4053,1423,3820,16069,23557,2948,4553,6103,5452,5676,2958,7399,7208,7845,5340,5262,7782,7045,2303,2014,1379,7839,2690,2430,9723,9858,393,741,1633,3917,6863,2731,4346,1438,1051,2693,2752,2283,709,4180,3231,6608,404,4694,2331,3365,1372,2030,1782,3249,579,1393,3102,1702,4851,3720,1757,935,1713,3215,10877,688,0.109,0.125,0.107,0.117,0.131,0.127,0.118,0.14,0.144,0.154,0.133,0.151,0.124,0.131,0.136,0.134,0.134,0.135,0.135,0.153,0.127,0.126,0.126,0.143,0.129,0.128,0.119,0.119,0.106,0.138,0.134,0.139,0.133,0.135,0.116,0.093,0.165,0.15,0.094,0.108,0.108,0.148,0.143,0.122,0.101,0.087,0.093,0.089,0.093,0.081,0.123,0.1,0.11,0.099,0.127,0.106,0.128,0.092,0.116,0.105,0.117,0.134,0.122,0.097,0.094,0.106,0.113,0.103,0.088,0.105,0.111,0.119,0.088,0.097,510,1920,948,954,891,1416,1059,1161,605,524,242.0,1606,1041,353,951,4548,5916,531,1318,2607,1267,1920,1169,2055,2039,2282,2111,1831,1900,2042,822,796,371,1633,643,952,2745,2462,214,320,837,1705,1508,1755,2324,726,442,1084,1282,990,438,1901,1402,2644,192,2419,924,1411,824,1049,828,1139,328,639,1582,1130,2225,1572,850,488,873,1504,4681,296,2.967,2.822,2.691,2.552,2.59,2.364,2.197,3.097,2.702,2.94,2.892,1.746,2.852,3.014,2.891,2.725,2.997,3.844,2.843,2.088,3.218,2.311,2.15,2.75,2.685,2.726,2.124,2.236,3.004,2.561,2.221,2.461,2.911,3.214,3.645,2.355,2.633,2.943,1.988,2.463,2.431,2.005,3.215,1.819,2.119,2.137,2.697,2.967,2.434,2.558,1.888,2.278,2.332,2.528,2.402,2.141,2.541,2.523,1.832,2.137,2.161,2.882,2.258,2.497,2.085,1.72,2.221,2.496,2.405,2.048,2.102,2.483,2.419,2.769,0.922,0.627,0.587,0.728,0.683,0.718,0.636,0.561,0.56,0.883,0.681,0.484,0.481,0.499,0.572,0.575,0.707,0.703,0.501,0.665,0.945,0.658,0.505,0.691,0.612,0.61,0.487,0.629,0.545,0.638,0.675,0.949,0.607,0.722,0.789,0.53,0.867,0.617,0.42,0.373,0.449,0.592,0.786,0.632,0.607,0.401,0.532,0.783,0.569,0.474,0.382,0.398,0.509,0.489,0.432,0.414,0.497,0.47,0.417,0.342,0.436,0.736,0.383,0.72,0.486,0.766,0.473,0.491,0.476,0.719,0.476,0.547,0.442,0.474 -300,Epileptic,M,37.0,0.8,2.2,1.2,1.4,1.2,3.0,2.1,2.3,1.1,0.4,0.4,3.6,2.6,0.7,2.0,7.5,9.0,0.9,2.7,4.8,0.7,3.3,1.8,3.7,3.2,4.2,3.3,3.1,3.7,3.3,1.6,0.8,0.4,2.6,0.6,1.0,4.5,3.9,0.2,0.4,1.2,4.4,3.1,4.1,3.8,1.0,0.5,1.0,1.5,0.6,0.8,2.9,1.2,2.0,0.2,2.6,1.4,2.1,0.9,0.8,1.2,1.5,0.7,0.4,3.2,0.9,3.6,1.7,1.4,0.9,0.9,2.5,5.6,0.2,8,19,10,13,10,25,13,18,9,4,3.0,33,20,8,19,63,72,9,29,37,5,33,16,36,27,37,33,27,28,28,19,7,3,26,4,9,49,38,2,2,6,35,23,31,22,8,3,6,8,7,6,21,8,14,1,20,9,17,7,6,10,10,5,4,25,13,27,11,10,9,6,15,45,1,0.026,0.021,0.016,0.022,0.034,0.03,0.026,0.025,0.046,0.021,0.029,0.03,0.036,0.046,0.035,0.038,0.028,0.027,0.025,0.031,0.014,0.031,0.028,0.037,0.034,0.031,0.023,0.026,0.026,0.029,0.032,0.031,0.02,0.029,0.015,0.023,0.036,0.032,0.02,0.021,0.023,0.034,0.041,0.029,0.022,0.018,0.017,0.016,0.014,0.014,0.03,0.022,0.027,0.017,0.016,0.021,0.023,0.018,0.018,0.016,0.026,0.031,0.029,0.015,0.029,0.021,0.02,0.019,0.023,0.028,0.022,0.027,0.02,0.017,1617,5395,2859,2956,1544,4810,2840,4334,1841,1036,595.0,3703,4673,1026,3291,12188,17834,2892,6247,5842,3270,5395,2032,6990,4442,6788,5861,5250,6668,4919,2155,1327,957,6099,2199,1962,8101,8736,315,577,1707,4056,6246,3454,4282,1537,995,2180,3231,1822,687,5310,1907,4156,270,3162,2080,3450,1305,1039,1712,2453,839,990,3427,973,5364,2839,1769,1122,1277,3012,10855,341,0.115,0.105,0.095,0.106,0.133,0.135,0.095,0.128,0.132,0.1,0.117,0.126,0.146,0.155,0.148,0.137,0.119,0.117,0.11,0.126,0.078,0.131,0.118,0.146,0.133,0.139,0.108,0.102,0.1,0.118,0.121,0.099,0.096,0.124,0.086,0.124,0.126,0.135,0.103,0.121,0.105,0.133,0.148,0.133,0.106,0.101,0.102,0.091,0.087,0.095,0.135,0.106,0.114,0.091,0.109,0.112,0.109,0.105,0.106,0.105,0.122,0.125,0.135,0.103,0.132,0.12,0.105,0.102,0.118,0.13,0.115,0.12,0.105,0.097,500,1692,1096,1093,573,1647,1133,1429,473,280,226.0,1823,1251,279,985,3250,5159,610,1770,2391,739,1818,1020,1716,1549,2166,2287,1850,2018,1869,731,482,289,1538,590,646,2155,2084,213,274,828,1954,1256,2303,2569,813,433,961,1449,711,467,2194,815,1959,166,1861,970,1818,791,655,765,825,376,473,1775,592,2769,1352,960,470,640,1464,4439,173,3.116,2.825,2.53,2.587,2.478,2.451,2.111,2.682,2.77,2.995,2.502,1.841,2.999,2.774,2.781,2.819,2.805,3.652,2.916,1.959,3.111,2.5,1.846,3.089,2.385,2.605,2.136,2.289,2.614,2.245,2.274,2.39,2.957,2.884,3.501,2.844,2.856,3.058,1.718,2.487,2.594,1.977,3.385,1.777,1.894,2.098,2.87,2.806,2.748,2.684,1.914,2.344,2.464,2.307,1.934,1.933,2.573,2.229,1.995,1.771,2.451,2.982,2.36,2.302,2.214,1.921,2.014,2.421,2.181,2.497,2.331,2.408,2.614,2.336,0.649,0.672,0.54,0.589,0.793,0.783,0.648,0.475,0.694,0.397,0.746,0.418,0.398,0.516,0.682,0.679,0.567,0.779,0.658,0.801,0.835,0.542,0.52,0.623,0.57,0.515,0.56,0.57,0.565,0.583,0.656,1.137,0.403,0.682,0.813,0.523,0.671,0.672,0.365,0.338,0.594,0.457,0.703,0.516,0.595,0.536,0.617,0.568,0.61,0.473,0.279,0.649,0.657,0.573,0.462,0.51,0.476,0.49,0.402,0.35,0.502,0.843,0.506,0.939,0.483,0.67,0.547,0.445,0.431,0.529,0.528,0.478,0.518,0.469 -301,Epileptic,F,32.0,1.1,3.1,1.9,1.9,3.2,1.9,1.9,2.1,2.5,1.1,0.3,3.0,1.9,0.8,1.2,6.6,10.5,1.2,2.5,4.8,1.5,2.7,1.4,4.0,3.9,6.1,3.7,3.0,2.6,3.8,1.3,2.0,0.8,4.8,0.5,1.2,4.0,3.7,0.2,0.3,1.7,2.6,3.5,3.5,2.8,0.8,0.6,0.8,1.5,1.1,0.7,2.8,2.2,2.9,0.4,3.0,0.9,2.1,0.9,0.9,0.5,2.1,0.2,0.6,2.1,1.9,3.9,1.9,0.7,0.6,1.3,1.8,6.1,0.5,9,28,21,15,22,18,15,18,20,10,5.0,31,20,10,18,72,96,7,30,44,20,30,15,36,46,66,47,28,26,45,14,14,8,52,3,13,37,46,1,3,12,23,21,23,19,6,4,6,7,11,5,18,16,20,3,27,6,19,6,6,4,11,1,6,16,21,31,14,6,7,7,13,51,3,0.036,0.025,0.022,0.029,0.05,0.03,0.032,0.032,0.055,0.04,0.032,0.034,0.034,0.034,0.031,0.035,0.035,0.035,0.03,0.038,0.029,0.046,0.029,0.041,0.038,0.03,0.03,0.029,0.026,0.031,0.041,0.049,0.023,0.039,0.016,0.017,0.037,0.036,0.012,0.028,0.025,0.034,0.045,0.029,0.022,0.016,0.024,0.013,0.018,0.028,0.035,0.026,0.027,0.021,0.014,0.023,0.015,0.021,0.029,0.02,0.022,0.027,0.033,0.025,0.025,0.025,0.02,0.021,0.016,0.022,0.027,0.027,0.023,0.015,2093,5582,3337,2778,2694,3044,2526,3567,2439,1931,508.0,3030,3809,1764,2708,12210,19312,2862,5016,4958,3212,4657,2014,6803,6740,11904,6017,4061,5609,6822,2136,1709,1757,9491,2364,3426,8131,7556,592,492,2152,3439,4372,3139,3312,1349,1105,1928,2804,1575,678,3001,2976,5429,554,3777,1766,3019,855,1173,1012,3328,251,960,2608,2172,5408,3054,1159,1651,1541,2408,10995,918,0.126,0.116,0.122,0.125,0.152,0.138,0.125,0.13,0.168,0.148,0.126,0.148,0.13,0.131,0.124,0.135,0.137,0.125,0.126,0.141,0.105,0.153,0.127,0.137,0.154,0.131,0.14,0.118,0.113,0.144,0.128,0.144,0.11,0.147,0.08,0.1,0.127,0.131,0.079,0.136,0.114,0.143,0.136,0.126,0.105,0.101,0.111,0.079,0.095,0.103,0.152,0.121,0.116,0.106,0.103,0.119,0.092,0.1,0.131,0.103,0.107,0.122,0.124,0.125,0.116,0.118,0.109,0.11,0.095,0.119,0.123,0.125,0.108,0.088,535,1888,1270,1013,1047,1064,918,1105,667,477,187.0,1431,1083,392,749,3343,5243,537,1417,2127,758,1178,880,1731,1902,3730,2211,1588,1653,2059,634,643,566,2230,547,1184,1982,1986,306,155,1114,1286,1123,1944,2011,675,423,907,1258,672,343,1376,1367,2308,337,2056,850,1501,473,667,393,1100,123,463,1289,1161,2811,1346,616,531,731,1050,4458,486,3.333,2.632,2.436,2.595,2.143,2.407,2.333,2.677,2.529,3.054,2.273,1.864,2.833,2.924,2.656,2.576,2.826,3.631,2.937,2.01,3.052,2.773,1.963,2.662,2.555,2.635,2.217,2.095,2.546,2.652,2.484,2.644,2.412,3.175,3.558,2.584,3.008,2.864,2.299,3.0,2.346,2.137,3.039,1.89,1.862,2.093,3.07,2.552,2.748,2.613,2.229,2.137,2.126,2.298,1.935,2.025,2.331,2.234,1.902,1.962,2.634,2.808,2.29,2.291,2.157,2.106,2.037,2.408,1.853,2.755,2.412,2.481,2.466,2.322,0.905,0.813,0.582,0.55,0.631,0.589,0.557,0.616,0.671,0.529,0.917,0.445,0.667,0.649,0.655,0.673,0.667,0.927,0.594,0.51,0.684,0.72,0.474,0.949,0.707,0.551,0.507,0.465,0.544,0.581,0.928,1.239,0.533,0.668,0.933,0.514,0.703,0.622,0.394,0.397,0.525,0.654,1.002,0.629,0.54,0.613,0.634,0.672,0.563,0.749,0.369,0.591,0.613,0.607,0.423,0.419,0.416,0.593,0.426,0.383,0.51,0.833,0.78,1.255,0.697,0.795,0.455,0.538,0.43,1.016,0.54,0.644,0.556,0.711 -302,Epileptic,M,37.0,1.6,3.2,1.4,1.8,3.5,3.2,3.3,3.6,2.7,1.0,0.5,3.7,2.3,1.4,1.9,13.1,19.4,1.5,2.8,6.2,2.4,7.0,2.5,8.0,8.5,10.9,7.9,4.1,6.3,6.1,2.8,0.7,1.5,5.9,1.2,3.3,7.1,6.5,0.3,0.3,1.7,3.9,3.5,5.0,5.7,1.0,0.9,2.2,1.9,1.2,1.1,3.7,2.1,6.8,1.2,5.1,1.6,1.7,2.3,2.1,1.0,3.1,0.5,0.7,2.5,1.7,3.5,2.1,3.2,0.9,1.5,2.7,6.8,0.8,19,30,9,14,19,25,17,22,21,13,5.0,31,20,9,15,79,124,14,31,49,26,41,18,61,52,61,54,26,31,54,25,11,9,39,7,18,49,50,1,2,8,31,32,35,25,6,4,10,9,7,7,20,12,30,9,29,9,11,17,11,6,20,4,5,15,21,21,10,19,6,9,13,39,4,0.057,0.029,0.023,0.032,0.043,0.042,0.043,0.05,0.064,0.042,0.042,0.039,0.041,0.061,0.05,0.048,0.049,0.047,0.033,0.039,0.048,0.056,0.036,0.057,0.055,0.053,0.048,0.032,0.042,0.043,0.064,0.05,0.049,0.055,0.031,0.046,0.054,0.055,0.022,0.02,0.03,0.034,0.053,0.036,0.038,0.026,0.025,0.032,0.027,0.029,0.041,0.034,0.031,0.033,0.029,0.03,0.022,0.021,0.049,0.029,0.033,0.041,0.025,0.033,0.033,0.029,0.026,0.029,0.036,0.027,0.025,0.025,0.024,0.044,1465,5182,2610,2538,2190,2365,1996,2772,1553,1631,559.0,2517,2741,907,1509,7752,14663,2291,5746,5246,3396,2835,1722,6135,4211,6559,5391,2946,3677,6113,2408,1133,1120,5014,2253,2305,6438,6929,355,555,1751,2274,4598,2792,3103,1326,1087,2249,2315,1525,866,3521,2205,5420,1067,4979,2044,2652,1032,1748,839,3121,337,768,2118,1217,4037,1868,2064,1043,1881,2844,9291,419,0.151,0.121,0.114,0.127,0.146,0.14,0.129,0.147,0.168,0.147,0.149,0.139,0.135,0.147,0.136,0.146,0.147,0.153,0.121,0.137,0.139,0.164,0.133,0.155,0.164,0.153,0.138,0.124,0.13,0.13,0.152,0.122,0.14,0.143,0.106,0.142,0.147,0.137,0.1,0.104,0.117,0.133,0.146,0.146,0.146,0.113,0.115,0.119,0.117,0.122,0.148,0.122,0.118,0.125,0.133,0.121,0.1,0.107,0.177,0.126,0.139,0.14,0.142,0.123,0.132,0.127,0.111,0.126,0.147,0.124,0.116,0.115,0.108,0.157,507,1796,958,1018,1217,1171,1061,1163,667,454,238.0,1582,922,338,630,3664,6103,576,1652,2660,939,1744,1112,2301,2149,3054,2406,1736,2005,2458,857,389,456,1543,693,1041,1982,1970,178,244,901,1707,1344,2303,2388,688,538,1066,1069,675,428,1808,1229,2863,640,2676,1013,1292,848,1084,508,1304,258,404,1199,965,2122,1041,1341,529,947,1487,4204,282,2.736,2.67,2.679,2.439,1.951,1.945,1.719,2.282,2.053,2.783,2.08,1.482,2.493,2.171,2.019,1.941,2.243,3.25,2.781,1.772,2.837,1.577,1.502,2.273,1.843,2.143,2.03,1.544,1.668,2.14,2.163,2.629,2.165,2.546,3.051,2.196,2.649,2.712,2.214,2.454,2.455,1.31,2.681,1.453,1.542,2.255,2.59,2.585,2.683,2.473,2.136,2.176,2.124,2.188,2.189,2.13,2.305,2.293,1.53,1.945,2.205,2.645,1.688,2.104,2.009,1.564,2.187,2.118,1.86,2.263,2.315,2.392,2.487,1.989,0.845,0.437,0.464,0.452,0.466,0.723,0.501,0.626,0.628,0.636,0.745,0.509,0.652,0.602,0.586,0.544,0.698,0.708,0.625,0.669,0.735,0.552,0.498,0.733,0.583,0.641,0.513,0.38,0.511,0.572,0.654,0.872,0.611,0.838,0.654,0.662,0.884,0.931,0.36,0.351,0.438,0.394,0.81,0.462,0.362,0.511,0.274,0.723,0.442,0.443,0.589,0.432,0.43,0.476,0.366,0.397,0.421,0.463,0.428,0.532,0.46,0.493,0.392,0.515,0.528,0.463,0.493,0.437,0.431,0.454,0.358,0.562,0.543,0.293 -303,Epileptic,F,37.0,0.9,2.3,0.9,1.3,1.0,1.7,1.6,1.4,1.1,0.7,0.3,3.2,1.6,0.5,1.6,5.2,8.6,0.7,2.3,5.5,1.5,2.7,1.2,3.4,2.9,3.2,3.1,2.5,2.3,3.2,1.3,1.1,0.6,2.6,0.3,1.1,2.6,3.1,0.1,0.2,1.1,2.2,2.0,2.7,2.9,0.7,0.4,1.6,1.0,0.5,0.8,2.4,1.0,2.7,0.5,2.2,1.0,1.2,0.8,1.3,0.5,1.2,0.3,0.2,1.5,1.3,3.1,1.4,1.6,0.4,0.6,1.1,4.2,0.4,7,17,10,10,9,10,12,13,8,6,4.0,26,15,6,18,52,79,8,22,39,16,29,16,29,32,34,32,20,18,32,14,8,6,28,2,9,26,35,1,1,8,20,21,21,21,5,2,9,5,5,5,17,6,17,3,21,6,9,7,11,4,11,3,3,12,11,22,11,9,5,4,8,42,3,0.038,0.024,0.017,0.024,0.027,0.034,0.021,0.025,0.042,0.042,0.032,0.033,0.033,0.031,0.031,0.03,0.029,0.03,0.029,0.039,0.027,0.029,0.024,0.036,0.028,0.029,0.027,0.027,0.024,0.033,0.036,0.047,0.023,0.029,0.011,0.026,0.032,0.035,0.016,0.017,0.023,0.029,0.035,0.026,0.023,0.013,0.019,0.019,0.014,0.011,0.042,0.023,0.031,0.021,0.02,0.019,0.024,0.019,0.02,0.023,0.027,0.025,0.022,0.015,0.02,0.033,0.025,0.024,0.025,0.017,0.02,0.022,0.018,0.016,1724,4567,2526,2361,1581,1833,2955,3238,1729,1314,579.0,2884,3497,896,3232,10061,18129,2417,3729,3857,3557,5118,1817,5858,5831,6768,5528,3963,5762,5204,1910,1169,1199,6670,1892,2150,5666,6152,312,506,1531,2067,5343,2425,3229,1549,755,2611,2259,1552,478,3409,1268,4704,696,3609,1919,2569,1268,1459,745,1988,469,798,2705,1301,3597,2341,1949,867,1244,1906,9605,562,0.115,0.113,0.099,0.113,0.125,0.13,0.095,0.12,0.151,0.132,0.117,0.139,0.131,0.14,0.134,0.133,0.127,0.111,0.133,0.14,0.109,0.131,0.125,0.138,0.132,0.135,0.121,0.109,0.099,0.141,0.125,0.14,0.119,0.13,0.072,0.122,0.132,0.151,0.088,0.091,0.123,0.12,0.137,0.134,0.109,0.089,0.094,0.09,0.084,0.095,0.156,0.106,0.117,0.103,0.109,0.109,0.105,0.1,0.112,0.121,0.122,0.119,0.132,0.107,0.107,0.128,0.117,0.117,0.111,0.122,0.113,0.128,0.094,0.11,448,1583,907,899,658,753,1094,939,461,308,183.0,1454,925,239,905,2805,4927,418,1249,2136,932,1508,872,1528,1759,1893,1908,1347,1460,1705,615,469,377,1352,478,706,1320,1526,201,204,746,1166,1065,1627,2102,787,309,1122,1088,638,329,1738,602,2154,362,1938,768,1228,708,886,335,795,238,331,1240,679,1995,1003,1013,432,554,757,4136,296,3.48,2.727,2.793,2.699,2.266,2.204,2.354,2.958,2.712,3.37,2.393,1.836,2.868,2.677,2.66,2.672,3.018,3.814,2.483,1.698,3.007,2.563,1.823,2.789,2.545,2.803,2.351,2.286,2.948,2.49,2.336,2.664,2.548,3.374,3.62,2.709,3.113,3.0,1.841,3.069,2.768,1.679,3.352,1.758,1.774,2.23,3.001,2.886,2.443,2.675,1.903,2.087,2.25,2.363,2.479,1.995,2.674,2.407,2.056,1.869,2.369,2.35,2.393,2.361,2.361,2.324,2.043,2.44,2.107,2.385,2.678,2.717,2.482,2.337,0.708,0.554,0.526,0.597,0.541,0.605,0.651,0.444,0.737,0.569,0.795,0.536,0.626,0.545,0.622,0.64,0.571,0.804,0.614,0.533,0.777,0.538,0.498,0.689,0.548,0.594,0.608,0.707,0.664,0.541,0.689,0.795,0.395,0.6,0.715,0.561,0.793,0.614,0.358,0.618,0.558,0.503,0.797,0.631,0.577,0.593,0.451,0.684,0.465,0.513,0.403,0.492,0.587,0.612,0.346,0.503,0.617,0.454,0.431,0.453,0.504,0.775,0.532,0.945,0.635,0.895,0.522,0.436,0.521,0.725,0.469,0.765,0.564,0.497 -304,Epileptic,F,27.0,1.3,1.8,0.7,1.3,1.7,2.0,1.5,1.6,1.5,0.8,0.4,3.5,1.5,0.6,1.6,7.5,9.8,0.8,2.9,4.4,1.3,2.4,2.1,4.0,3.2,2.9,4.1,2.2,2.7,2.9,1.6,1.2,0.6,2.7,0.3,0.4,3.9,2.8,0.2,0.3,1.1,3.7,2.0,2.4,2.5,0.9,0.7,0.7,1.6,0.9,0.7,2.0,1.5,2.8,0.1,2.7,0.7,1.6,1.2,0.8,0.5,1.4,0.2,0.5,2.3,0.9,2.0,1.5,0.9,0.7,0.7,1.7,4.0,0.6,11,14,7,12,18,21,13,22,10,10,4.0,31,19,10,21,82,87,5,42,40,11,35,26,43,39,32,43,23,24,36,19,10,7,31,1,4,43,34,2,2,8,32,27,19,16,8,4,5,8,9,4,16,10,17,1,24,5,13,9,8,4,11,2,5,22,19,18,12,6,6,6,11,34,7,0.041,0.022,0.011,0.027,0.033,0.03,0.029,0.027,0.052,0.037,0.03,0.041,0.029,0.032,0.031,0.036,0.031,0.031,0.036,0.04,0.026,0.032,0.04,0.042,0.038,0.025,0.032,0.028,0.024,0.03,0.042,0.041,0.032,0.032,0.01,0.012,0.045,0.032,0.016,0.019,0.019,0.041,0.031,0.026,0.02,0.017,0.025,0.012,0.018,0.017,0.038,0.019,0.023,0.021,0.017,0.02,0.013,0.018,0.025,0.019,0.016,0.023,0.015,0.014,0.023,0.018,0.018,0.019,0.018,0.021,0.019,0.02,0.018,0.024,1672,4257,1930,2373,2369,3313,2821,3867,1852,1546,934.0,3310,3787,1393,3586,14342,20977,2468,5193,4841,4643,4822,2726,7025,5558,7179,6159,3824,6929,5894,2444,1482,1169,6434,1973,1688,7293,7844,503,477,1790,2810,6419,2638,3303,1501,1095,2159,2775,2423,502,3671,1999,5120,194,4553,1430,2993,1434,1238,1049,2616,404,1015,3553,1264,4094,3148,1615,1299,1541,2895,8646,870,0.142,0.11,0.092,0.119,0.127,0.131,0.113,0.139,0.158,0.143,0.127,0.166,0.133,0.143,0.144,0.15,0.133,0.1,0.144,0.167,0.102,0.125,0.143,0.148,0.139,0.125,0.139,0.114,0.109,0.134,0.136,0.12,0.137,0.139,0.058,0.085,0.152,0.137,0.095,0.124,0.106,0.148,0.138,0.115,0.1,0.103,0.115,0.079,0.096,0.1,0.159,0.107,0.123,0.099,0.129,0.109,0.092,0.109,0.121,0.115,0.103,0.115,0.113,0.101,0.121,0.124,0.102,0.106,0.103,0.119,0.109,0.111,0.1,0.141,495,1350,784,876,933,1213,884,1102,509,416,254.0,1501,985,340,986,3881,5577,469,1516,1950,1013,1520,1098,1924,1586,1950,2156,1388,1756,1744,800,555,316,1414,473,593,1840,1734,251,235,910,1492,1255,1576,1921,780,427,918,1232,887,278,1703,931,2035,76,2222,745,1380,747,679,456,955,224,568,1669,860,1809,1213,777,520,631,1273,3557,398,3.187,2.785,2.29,2.357,2.145,2.341,2.508,2.979,2.603,2.876,2.796,1.902,2.883,2.846,2.691,2.705,2.889,4.078,2.777,2.064,3.186,2.421,2.104,2.719,2.605,2.884,2.345,2.14,2.921,2.64,2.454,2.717,2.741,3.106,3.569,2.559,2.881,3.131,2.301,2.547,2.346,1.737,3.261,1.892,1.955,2.11,2.831,2.96,2.711,2.541,2.012,2.27,2.203,2.714,2.738,2.199,2.137,2.44,1.968,2.003,2.205,2.692,1.909,2.133,2.212,1.741,2.171,2.673,2.402,2.558,2.498,2.495,2.517,2.418,0.806,0.756,0.518,0.663,0.718,0.571,0.679,0.534,0.833,0.712,0.652,0.585,0.471,0.43,0.583,0.697,0.683,0.726,0.599,0.699,0.772,0.609,0.611,0.868,0.708,0.695,0.681,0.614,0.562,0.607,0.621,0.849,0.358,0.646,0.668,0.454,0.852,0.673,0.38,0.405,0.511,0.54,0.751,0.553,0.593,0.382,0.72,0.644,0.418,0.558,0.357,0.418,0.413,0.584,0.45,0.442,0.398,0.525,0.518,0.4,0.498,0.64,0.321,0.669,0.46,0.582,0.57,0.439,0.431,0.683,0.594,0.455,0.459,0.435 -305,Epileptic,F,32.0,1.1,2.2,1.1,1.4,1.5,1.8,1.8,1.4,1.1,0.5,0.2,2.9,1.1,0.4,1.4,6.4,8.1,0.6,2.7,4.6,1.1,3.0,1.9,2.1,2.4,2.1,3.3,2.0,3.3,3.7,1.0,0.9,0.3,2.0,0.3,0.7,4.1,3.1,0.1,0.1,0.6,3.3,1.9,2.7,2.1,0.9,0.4,0.7,1.0,1.1,0.8,2.1,1.2,2.3,0.2,2.5,0.6,1.6,0.9,1.8,0.6,1.3,0.3,0.4,1.9,1.3,2.0,1.0,1.3,0.4,0.7,1.2,3.3,0.4,8,19,12,10,15,14,13,13,14,5,2.0,20,11,6,14,67,68,6,27,35,10,24,19,28,25,22,30,18,25,33,17,5,2,18,2,6,35,31,2,1,3,26,18,20,12,6,2,4,5,8,6,17,10,18,2,19,5,13,6,11,6,11,2,4,16,15,16,7,9,5,4,9,23,3,0.044,0.025,0.021,0.029,0.027,0.034,0.029,0.03,0.047,0.038,0.029,0.036,0.026,0.025,0.029,0.037,0.034,0.032,0.031,0.04,0.027,0.038,0.034,0.031,0.033,0.03,0.025,0.025,0.029,0.04,0.029,0.039,0.016,0.025,0.012,0.025,0.043,0.035,0.008,0.011,0.016,0.044,0.035,0.035,0.018,0.024,0.021,0.013,0.018,0.028,0.035,0.026,0.023,0.022,0.014,0.024,0.027,0.017,0.029,0.029,0.026,0.021,0.02,0.019,0.027,0.029,0.018,0.017,0.019,0.018,0.022,0.017,0.017,0.024,1113,4058,1989,1902,1885,2276,2598,2734,1711,1101,462.0,2219,2325,1017,2797,9830,15020,1753,4239,3455,2474,3881,2240,4843,4505,4454,5163,2809,5576,4836,1961,708,725,4322,1376,1162,5483,6172,394,441,1177,2082,4950,1832,2786,1016,767,1925,1953,936,553,3242,1898,3888,278,3134,1003,2928,947,1616,777,2374,360,766,2466,1172,2809,1857,1779,867,855,2200,6915,445,0.157,0.117,0.123,0.116,0.127,0.137,0.112,0.129,0.153,0.14,0.101,0.134,0.118,0.128,0.129,0.139,0.135,0.115,0.134,0.142,0.098,0.148,0.14,0.126,0.135,0.124,0.11,0.105,0.114,0.145,0.129,0.126,0.087,0.11,0.066,0.098,0.131,0.136,0.079,0.091,0.089,0.154,0.131,0.135,0.095,0.116,0.109,0.083,0.095,0.135,0.154,0.12,0.115,0.111,0.122,0.112,0.107,0.101,0.125,0.131,0.129,0.116,0.127,0.123,0.12,0.124,0.105,0.101,0.106,0.122,0.127,0.108,0.093,0.138,369,1305,821,756,853,943,873,797,501,285,147.0,1199,681,267,755,2902,4167,360,1421,1857,716,1195,942,1334,1308,1327,1926,1203,1609,1658,530,341,233,1111,458,462,1644,1467,256,247,585,1195,1008,1278,1725,622,276,860,836,592,351,1449,958,1711,150,1797,454,1509,487,956,415,898,211,366,1195,704,1694,870,939,403,435,1057,3212,208,3.029,2.809,2.423,2.504,1.965,2.13,2.44,3.017,2.484,2.954,2.608,1.707,2.61,2.653,2.698,2.57,2.885,3.74,2.597,1.716,2.678,2.539,2.235,2.704,2.713,2.734,2.16,1.915,2.692,2.393,2.665,2.113,2.602,2.784,2.772,2.206,2.621,3.012,1.851,1.9,2.443,1.692,3.421,1.726,1.816,1.911,3.418,2.787,2.714,1.905,1.847,2.181,1.922,2.239,2.023,1.983,2.183,2.234,2.296,1.932,2.203,2.463,1.958,2.178,2.366,2.117,1.829,2.402,2.245,2.283,2.332,2.513,2.378,2.211,0.666,0.651,0.515,0.536,0.586,0.547,0.65,0.757,0.67,0.527,0.644,0.405,0.523,0.49,0.513,0.625,0.59,0.684,0.783,0.55,0.885,0.584,0.525,0.747,0.759,0.695,0.553,0.505,0.57,0.522,0.665,1.034,0.394,0.618,0.921,0.617,0.813,0.66,0.376,0.409,0.757,0.493,0.732,0.568,0.588,0.434,0.583,0.758,0.628,0.474,0.333,0.552,0.517,0.564,0.483,0.49,0.57,0.499,0.511,0.366,0.477,0.605,0.417,0.981,0.676,0.861,0.435,0.534,0.473,0.734,0.563,0.495,0.628,0.45 -306,Epileptic,F,47.0,0.8,2.7,1.4,1.9,1.5,1.5,1.9,1.8,1.1,0.5,0.3,3.2,1.3,0.4,1.0,4.7,8.7,0.9,1.6,4.5,1.5,2.7,2.8,3.3,3.3,3.8,3.3,1.9,2.6,2.3,1.7,1.4,0.5,3.0,0.3,0.6,3.1,2.0,0.2,0.3,1.2,3.1,1.9,2.2,2.8,0.5,0.4,0.8,1.6,0.5,0.5,1.3,1.2,2.8,0.3,2.0,0.6,1.2,0.9,1.7,0.7,1.8,0.3,1.5,1.6,1.3,2.1,1.5,0.8,0.4,1.1,1.0,3.7,0.3,4,28,9,16,14,17,15,17,12,8,5.0,31,16,7,12,58,83,8,23,37,20,33,23,38,37,45,33,22,24,31,24,8,7,35,3,4,41,31,1,2,8,28,16,15,15,3,2,4,9,5,3,12,11,21,2,14,4,10,7,15,4,18,2,8,14,19,18,9,4,4,7,8,30,4,0.035,0.031,0.023,0.03,0.027,0.028,0.032,0.028,0.049,0.027,0.027,0.034,0.026,0.028,0.027,0.028,0.034,0.04,0.028,0.039,0.029,0.037,0.034,0.034,0.037,0.032,0.031,0.023,0.027,0.03,0.046,0.055,0.021,0.031,0.014,0.015,0.035,0.022,0.012,0.019,0.022,0.034,0.036,0.024,0.02,0.011,0.013,0.012,0.023,0.013,0.023,0.018,0.026,0.021,0.03,0.015,0.022,0.017,0.02,0.025,0.02,0.029,0.031,0.04,0.016,0.019,0.02,0.018,0.016,0.015,0.025,0.019,0.015,0.011,1442,4324,2330,2668,2408,2938,2859,3255,1402,1222,591.0,3184,3263,924,2492,9323,15731,1891,3475,4457,3699,3622,2839,5749,4662,6846,5503,3846,5501,5065,2197,964,1155,6167,1649,1788,5540,6417,391,521,1483,2671,4306,2307,3478,1211,810,2562,2388,1119,522,2359,1992,5115,348,3382,933,2312,1121,2002,881,2421,272,1013,2919,1395,3272,2186,1430,611,1343,1877,7747,569,0.112,0.137,0.114,0.131,0.124,0.137,0.114,0.142,0.146,0.14,0.138,0.139,0.118,0.13,0.119,0.137,0.142,0.146,0.13,0.15,0.122,0.125,0.122,0.136,0.113,0.136,0.121,0.106,0.111,0.129,0.149,0.15,0.092,0.141,0.074,0.076,0.152,0.117,0.088,0.099,0.109,0.137,0.144,0.117,0.099,0.077,0.086,0.074,0.101,0.098,0.117,0.106,0.118,0.106,0.16,0.096,0.119,0.101,0.107,0.119,0.11,0.132,0.154,0.137,0.097,0.109,0.106,0.103,0.096,0.11,0.121,0.118,0.091,0.094,375,1516,869,985,873,909,939,1046,446,327,170.0,1496,892,252,723,2889,4497,411,939,2011,859,1140,1206,1796,1287,2074,1846,1277,1498,1521,719,442,385,1520,433,695,1522,1521,224,255,809,1334,1017,1436,2026,670,391,997,1114,577,309,1196,852,2166,153,1888,467,1177,723,1004,470,1000,144,530,1540,1033,1713,1090,714,360,677,824,3646,381,3.522,2.689,2.585,2.54,2.34,2.61,2.48,2.708,2.399,2.712,2.684,1.817,2.801,2.67,2.566,2.491,2.668,3.397,2.782,1.946,3.07,2.552,2.034,2.525,2.734,2.668,2.347,2.323,2.76,2.535,2.391,2.579,2.297,3.0,3.158,2.343,2.728,2.974,2.029,2.464,2.232,1.791,2.981,1.816,1.936,1.963,2.447,2.971,2.567,2.213,2.076,2.154,2.171,2.357,2.605,2.004,2.202,2.168,1.774,2.107,2.282,2.298,2.111,2.255,2.065,1.643,2.039,2.376,2.21,1.921,2.139,2.447,2.262,1.793,0.844,0.564,0.533,0.538,0.66,0.657,0.571,0.411,0.601,0.608,0.722,0.517,0.371,0.368,0.471,0.565,0.621,0.728,0.521,0.556,0.847,0.57,0.601,0.647,0.648,0.501,0.54,0.532,0.498,0.542,0.555,0.686,0.356,0.581,0.588,0.391,0.66,0.656,0.301,0.577,0.464,0.56,0.744,0.532,0.577,0.336,0.414,1.073,0.505,0.323,0.395,0.435,0.524,0.476,0.413,0.409,0.37,0.465,0.385,0.467,0.493,0.579,0.519,0.676,0.474,0.576,0.396,0.508,0.413,0.476,0.481,0.643,0.449,0.337 -308,Epileptic,F,22.0,1.2,2.8,1.3,1.3,1.9,1.9,2.1,2.1,1.0,0.7,0.4,3.3,1.6,0.6,1.5,5.0,8.9,0.8,1.7,4.4,1.2,3.9,3.3,4.4,2.8,3.6,3.8,2.5,2.6,3.2,2.3,1.6,0.6,3.0,0.4,0.5,4.0,3.2,0.3,0.5,1.1,4.5,3.1,3.4,2.6,0.8,0.5,0.9,1.5,1.3,0.5,2.0,1.7,2.3,0.4,2.8,1.3,1.6,1.2,2.2,0.7,1.4,0.2,0.5,1.9,1.0,2.8,0.9,1.0,0.4,0.9,2.5,5.0,0.3,10,23,9,9,14,26,18,22,12,7,6.0,31,24,7,14,55,87,6,25,56,14,47,26,42,33,49,44,25,23,42,21,13,8,38,2,3,45,41,1,3,7,33,29,29,17,6,2,5,7,10,4,15,15,15,2,21,9,14,8,15,4,10,3,3,12,16,20,5,5,4,8,19,43,3,0.048,0.029,0.024,0.027,0.038,0.033,0.035,0.033,0.039,0.037,0.037,0.039,0.03,0.036,0.031,0.032,0.029,0.032,0.03,0.045,0.03,0.035,0.041,0.045,0.04,0.032,0.04,0.037,0.034,0.029,0.05,0.057,0.036,0.043,0.019,0.01,0.049,0.031,0.017,0.017,0.022,0.045,0.049,0.032,0.022,0.022,0.016,0.014,0.021,0.024,0.03,0.019,0.028,0.022,0.018,0.018,0.025,0.022,0.023,0.031,0.021,0.026,0.029,0.018,0.021,0.019,0.02,0.012,0.018,0.015,0.022,0.033,0.02,0.015,1453,5338,2532,2170,2679,3145,3454,3460,2137,1182,861.0,3834,4431,1792,3610,11423,22267,2299,4326,5923,3179,5515,2189,7820,5587,7409,7315,4400,5716,6612,2573,1153,1311,6846,2105,1999,6613,7532,508,942,1576,2384,5470,3344,3156,1197,940,2174,2434,1850,669,3921,2364,4840,443,4245,1361,3204,1461,2349,950,2620,477,1059,2625,1207,4153,1933,1807,667,1582,2464,10361,571,0.133,0.126,0.115,0.115,0.133,0.141,0.128,0.149,0.15,0.15,0.151,0.155,0.127,0.143,0.125,0.129,0.132,0.114,0.129,0.163,0.114,0.138,0.144,0.165,0.141,0.146,0.136,0.121,0.128,0.134,0.142,0.148,0.143,0.163,0.079,0.076,0.151,0.129,0.093,0.111,0.111,0.152,0.164,0.139,0.107,0.114,0.087,0.088,0.097,0.109,0.12,0.105,0.13,0.101,0.119,0.108,0.119,0.116,0.113,0.117,0.107,0.116,0.138,0.094,0.11,0.109,0.104,0.085,0.095,0.103,0.121,0.132,0.103,0.12,429,1603,856,851,947,1266,1151,1081,558,367,250.0,1608,1145,368,887,3029,5511,476,1157,2198,777,1934,1244,1833,1585,2327,2131,1523,1479,2244,814,457,327,1525,447,736,1687,2017,257,355,769,1525,1272,1837,1815,640,394,863,1070,813,345,1686,1003,1826,224,2231,681,1297,809,1214,473,874,187,436,1294,809,2051,940,782,329,725,1158,4225,288,3.08,3.009,2.737,2.333,2.566,2.26,2.431,2.864,2.93,2.468,2.712,2.089,2.982,3.331,2.924,2.802,3.095,3.702,2.924,2.263,3.115,2.29,1.675,3.17,2.723,2.613,2.5,2.223,2.889,2.36,2.354,2.344,2.925,3.216,3.649,2.504,2.764,2.678,2.354,2.654,2.596,1.553,3.01,2.048,1.969,1.868,2.838,3.135,2.793,2.239,1.933,2.375,2.308,2.694,2.079,2.058,2.267,2.603,2.02,2.12,2.293,3.007,2.497,2.729,2.134,1.909,2.144,2.369,2.559,2.215,2.126,2.198,2.44,2.47,0.961,0.707,0.568,0.618,0.594,0.627,0.632,0.562,0.565,0.561,0.624,0.444,0.493,0.637,0.672,0.592,0.656,0.736,0.606,0.59,0.628,0.651,0.501,0.805,0.69,0.6,0.632,0.65,0.613,0.537,0.846,0.971,0.491,0.65,0.662,0.428,0.918,0.74,0.536,0.414,0.409,0.407,0.821,0.5,0.515,0.475,0.623,0.84,0.509,0.617,0.492,0.507,0.514,0.634,0.533,0.422,0.495,0.507,0.434,0.427,0.439,0.617,0.429,0.735,0.44,0.583,0.44,0.443,0.459,0.748,0.518,0.626,0.564,0.513 -309,Epileptic,M,47.0,0.7,3.4,1.2,1.2,2.0,2.2,2.3,1.6,1.5,0.5,0.3,2.8,1.0,0.5,1.2,7.6,9.5,0.8,2.2,4.9,1.5,2.5,1.2,3.5,2.8,4.8,3.9,2.9,3.7,3.3,1.9,1.5,0.4,3.5,0.5,0.6,4.5,4.4,0.1,0.3,1.1,3.2,3.4,2.9,3.8,0.7,0.5,0.9,1.3,0.8,0.7,1.8,2.2,3.3,0.3,1.9,1.1,2.3,1.5,1.6,0.7,1.7,0.5,0.3,1.8,1.8,3.9,1.9,0.9,0.4,0.7,1.5,4.4,0.3,6,30,11,14,17,18,16,17,13,4,3.0,24,9,5,9,63,67,8,23,42,9,26,12,32,30,44,38,28,29,34,21,9,2,35,3,5,45,41,1,2,6,25,23,25,20,4,2,5,7,7,5,13,17,20,2,14,10,20,8,11,6,11,2,2,16,17,32,12,5,3,5,10,37,2,0.03,0.03,0.018,0.023,0.036,0.032,0.03,0.026,0.04,0.036,0.02,0.034,0.028,0.029,0.027,0.034,0.035,0.029,0.033,0.034,0.021,0.032,0.024,0.04,0.032,0.033,0.031,0.027,0.028,0.03,0.045,0.051,0.021,0.034,0.021,0.016,0.038,0.037,0.016,0.018,0.022,0.036,0.054,0.025,0.022,0.018,0.028,0.013,0.019,0.016,0.024,0.024,0.028,0.026,0.028,0.016,0.026,0.021,0.031,0.027,0.026,0.031,0.022,0.019,0.019,0.036,0.021,0.021,0.015,0.016,0.021,0.022,0.017,0.025,1511,5654,2390,2253,2335,3072,3204,3262,2113,913,608.0,2906,2369,941,2335,12311,15904,2499,3714,5115,3265,4292,1894,6133,4814,7880,5701,4925,7134,5464,2354,1648,763,6266,1767,2011,7048,8063,286,459,1578,3032,5052,2830,4321,1342,735,2533,2477,1946,785,2974,3361,5310,474,3538,2014,4088,1327,1652,909,2517,463,875,3434,1045,5763,2932,1757,872,1272,2362,9310,328,0.128,0.115,0.107,0.122,0.132,0.144,0.119,0.127,0.147,0.125,0.093,0.139,0.117,0.143,0.119,0.134,0.133,0.125,0.128,0.138,0.085,0.135,0.117,0.135,0.147,0.138,0.131,0.118,0.106,0.133,0.161,0.133,0.093,0.13,0.096,0.086,0.136,0.138,0.087,0.093,0.104,0.142,0.148,0.118,0.106,0.099,0.114,0.079,0.1,0.099,0.119,0.105,0.117,0.113,0.129,0.097,0.12,0.105,0.128,0.129,0.137,0.124,0.127,0.096,0.105,0.137,0.11,0.105,0.087,0.1,0.108,0.106,0.096,0.122,420,1833,901,849,909,1094,1141,1019,632,267,231.0,1265,697,286,632,3554,4335,480,1176,2265,1013,1383,856,1599,1487,2496,2098,1814,2055,1709,605,566,319,1618,451,705,2069,2079,174,244,804,1400,1257,1784,2517,616,287,1037,1038,819,444,1347,1499,2078,201,1842,816,1867,736,882,418,825,257,323,1619,706,2945,1382,839,389,582,1156,4117,172,3.685,2.715,2.42,2.547,2.36,2.525,2.378,2.837,2.679,2.988,2.264,2.038,2.644,2.655,2.828,2.692,2.941,3.736,2.565,1.986,2.701,2.461,2.014,2.86,2.555,2.684,2.268,2.193,2.704,2.583,2.814,2.776,2.104,2.772,3.34,2.652,2.63,2.96,2.009,2.289,2.54,2.014,3.06,1.803,1.971,2.347,3.236,2.928,2.971,2.451,2.3,2.351,2.361,2.634,2.652,2.154,2.725,2.408,2.278,2.109,2.274,2.815,2.406,2.691,2.284,1.951,2.134,2.472,2.326,2.557,2.48,2.433,2.44,2.369,0.702,0.673,0.658,0.536,0.578,0.516,0.561,0.542,0.488,0.42,0.675,0.462,0.429,0.397,0.439,0.537,0.667,0.715,0.561,0.614,0.692,0.44,0.433,0.617,0.447,0.437,0.407,0.461,0.477,0.562,0.83,1.099,0.389,0.688,0.717,0.585,0.727,0.576,0.418,0.454,0.484,0.443,0.761,0.621,0.502,0.569,0.569,0.728,0.611,0.493,0.354,0.487,0.598,0.537,0.395,0.356,0.632,0.497,0.307,0.408,0.444,0.732,0.58,0.973,0.548,0.691,0.458,0.396,0.41,0.556,0.563,0.592,0.569,0.366 -310,Epileptic,M,37.0,1.1,2.0,1.1,1.2,2.9,1.6,2.0,1.7,1.2,0.6,0.2,2.7,1.7,0.7,1.9,7.3,10.6,0.8,1.6,4.1,2.0,2.7,2.2,4.7,4.0,6.6,5.8,4.0,6.7,2.6,1.9,1.7,0.7,3.1,0.6,1.2,3.4,4.7,0.3,0.2,1.0,3.1,2.2,2.3,2.8,0.7,0.4,0.8,1.5,0.7,0.4,2.2,1.1,2.7,0.3,2.0,1.1,1.6,1.3,0.9,0.2,1.8,0.2,0.8,2.2,1.4,2.6,1.4,1.2,0.7,0.6,1.2,4.5,0.4,7,15,7,8,23,14,16,19,8,5,2.0,24,16,8,16,63,81,6,16,31,11,26,18,36,39,57,48,33,37,28,17,14,4,21,3,13,30,40,2,1,5,26,19,18,16,5,2,5,8,6,2,17,7,16,2,16,8,10,9,7,3,9,2,6,14,13,17,8,7,5,4,9,32,2,0.045,0.027,0.023,0.027,0.066,0.034,0.036,0.034,0.06,0.038,0.032,0.036,0.036,0.063,0.05,0.048,0.043,0.042,0.028,0.035,0.038,0.04,0.039,0.062,0.045,0.053,0.048,0.043,0.052,0.038,0.062,0.066,0.037,0.04,0.026,0.036,0.04,0.046,0.022,0.015,0.022,0.033,0.057,0.023,0.019,0.017,0.024,0.021,0.022,0.028,0.018,0.028,0.028,0.024,0.017,0.015,0.029,0.022,0.034,0.016,0.02,0.042,0.021,0.036,0.025,0.039,0.021,0.022,0.02,0.026,0.022,0.026,0.018,0.02,1313,4261,1637,1947,2251,1932,2223,2538,1452,1146,545.0,2528,2614,812,1685,8682,15659,1802,3597,4082,3207,3328,2125,5436,4171,5742,4713,3937,5748,4425,2008,966,793,4705,1290,1893,6067,5517,411,405,1323,2998,3677,2162,3926,1127,727,1626,2084,1250,464,2739,1326,3784,459,3230,1268,2588,997,1527,665,1969,406,973,2430,1090,4177,2281,1839,1166,880,1572,8672,450,0.139,0.11,0.121,0.115,0.17,0.124,0.114,0.127,0.156,0.152,0.129,0.14,0.121,0.154,0.148,0.149,0.14,0.135,0.124,0.14,0.123,0.126,0.136,0.163,0.127,0.155,0.127,0.116,0.126,0.137,0.152,0.158,0.101,0.124,0.098,0.127,0.146,0.137,0.141,0.089,0.104,0.133,0.166,0.12,0.099,0.099,0.104,0.105,0.111,0.134,0.11,0.127,0.12,0.106,0.113,0.099,0.132,0.102,0.132,0.094,0.102,0.127,0.11,0.131,0.119,0.137,0.104,0.104,0.099,0.121,0.118,0.116,0.101,0.1,394,1278,672,748,802,738,993,971,400,276,125.0,1240,855,238,669,2674,4355,344,921,1798,748,1034,811,1387,1412,2022,1864,1396,1669,1368,658,497,278,1101,373,640,1539,1595,166,220,686,1447,741,1493,2246,662,297,720,1011,436,314,1322,698,1790,254,1913,568,1252,602,869,253,726,194,412,1320,595,2012,947,947,449,422,745,3757,251,3.17,2.905,2.56,2.514,2.442,2.326,1.986,2.362,2.723,3.316,3.2,1.773,2.403,2.403,2.112,2.529,2.78,3.602,2.98,1.977,2.849,2.469,2.082,2.868,2.243,2.421,2.107,2.285,2.725,2.504,2.235,2.149,2.425,2.867,2.836,2.7,2.919,2.591,2.707,2.093,2.382,1.805,2.968,1.684,1.97,1.839,2.598,2.853,2.567,2.866,1.813,2.208,2.269,2.284,2.344,1.942,2.518,2.306,1.955,1.979,2.403,2.71,2.339,2.665,1.97,2.247,2.252,2.824,2.312,2.8,2.289,2.389,2.474,2.023,0.644,0.827,0.539,0.627,0.754,0.699,0.5,0.534,0.603,0.567,0.637,0.52,0.502,0.849,0.648,0.746,0.659,0.821,0.534,0.604,0.695,0.72,0.743,0.862,0.702,0.674,0.612,0.672,0.695,0.814,0.767,0.745,0.467,0.919,0.741,0.648,0.773,0.707,0.708,0.435,0.53,0.806,0.819,0.523,0.686,0.537,0.666,0.658,0.6,0.631,0.502,0.478,0.538,0.493,0.414,0.48,0.488,0.505,0.537,0.563,0.584,0.721,0.639,0.737,0.477,0.79,0.485,0.508,0.444,0.887,0.636,0.589,0.612,0.631 -311,Epileptic,F,22.0,0.8,1.8,0.8,1.3,1.7,1.3,1.1,1.5,1.4,0.4,0.2,2.7,1.2,0.7,1.5,4.5,7.6,1.1,2.1,4.7,1.0,2.7,1.4,3.5,1.8,2.8,2.3,1.8,2.0,2.1,0.8,1.1,0.5,2.1,0.5,0.6,2.6,2.7,0.2,0.2,1.0,2.7,1.8,2.1,2.2,0.4,0.5,0.9,1.2,0.6,0.6,1.6,1.7,2.5,0.3,2.6,1.1,1.5,1.2,0.7,0.7,1.2,0.4,0.5,1.8,1.1,1.7,0.7,0.7,0.8,1.0,1.2,2.6,0.2,4,18,7,9,18,17,10,13,17,5,3.0,27,17,9,20,54,81,10,27,49,9,32,16,37,25,30,27,19,23,27,16,7,5,23,3,7,34,33,1,2,5,29,17,18,14,4,3,6,6,5,4,13,13,24,2,24,10,10,9,8,5,10,2,5,15,13,16,4,5,7,6,7,19,2,0.031,0.025,0.017,0.025,0.031,0.025,0.017,0.025,0.04,0.028,0.02,0.029,0.027,0.039,0.031,0.033,0.027,0.03,0.029,0.036,0.018,0.028,0.023,0.035,0.024,0.027,0.022,0.023,0.021,0.025,0.026,0.058,0.025,0.026,0.012,0.018,0.03,0.028,0.015,0.014,0.018,0.034,0.03,0.023,0.018,0.009,0.02,0.015,0.015,0.012,0.026,0.019,0.022,0.021,0.02,0.018,0.03,0.019,0.026,0.017,0.018,0.022,0.03,0.021,0.02,0.025,0.017,0.012,0.013,0.021,0.032,0.018,0.013,0.019,1540,4332,1993,2327,2238,2704,2760,3327,2867,1031,643.0,3441,3485,1490,3846,10262,20196,2984,4296,5374,3164,4832,2463,7237,5183,6553,4883,3439,5771,5244,2225,958,1113,6462,2194,2246,6522,7568,408,632,1660,3092,5428,3213,3407,1140,1108,2494,2674,1552,608,3441,2666,5447,497,4291,1878,2900,1344,1244,1083,2427,594,960,3162,1042,3237,1955,1679,1916,1371,2019,7806,640,0.123,0.111,0.106,0.119,0.131,0.128,0.1,0.118,0.142,0.136,0.111,0.128,0.123,0.118,0.145,0.135,0.129,0.119,0.132,0.143,0.099,0.132,0.116,0.138,0.118,0.131,0.118,0.116,0.112,0.126,0.115,0.133,0.138,0.123,0.072,0.1,0.131,0.134,0.097,0.101,0.1,0.146,0.128,0.106,0.097,0.083,0.106,0.082,0.09,0.098,0.127,0.109,0.112,0.111,0.136,0.109,0.119,0.102,0.126,0.09,0.109,0.11,0.134,0.114,0.108,0.13,0.102,0.078,0.091,0.118,0.128,0.111,0.085,0.121,410,1275,679,797,898,936,904,962,673,258,200.0,1409,890,320,916,2620,4783,559,1200,2160,794,1566,905,1644,1371,1704,1573,1163,1555,1361,547,381,315,1311,629,620,1562,1559,201,276,736,1313,1092,1677,1892,585,401,961,1177,648,343,1324,1177,1990,179,2081,671,1269,763,713,506,890,207,412,1486,631,1632,851,818,607,526,901,3030,212,3.64,2.984,2.822,2.99,2.179,2.415,2.474,3.025,2.892,3.14,2.717,2.023,3.02,3.096,3.034,2.917,3.235,3.832,2.759,2.08,3.103,2.508,2.237,3.135,2.992,3.082,2.47,2.3,2.808,2.9,2.977,2.466,2.85,3.361,3.249,3.314,3.099,3.405,2.404,2.582,2.832,2.124,3.532,2.074,2.128,2.185,3.323,3.165,2.755,2.721,2.165,2.525,2.326,2.591,2.977,2.224,2.672,2.656,2.053,1.948,2.583,2.774,2.48,2.538,2.304,2.178,2.202,2.774,2.559,3.222,2.998,2.956,2.762,3.622,0.894,0.667,0.694,0.578,0.641,0.496,0.522,0.553,0.724,0.507,0.748,0.522,0.473,0.658,0.623,0.647,0.683,0.804,0.513,0.59,0.816,0.564,0.439,0.621,0.55,0.629,0.487,0.596,0.395,0.541,0.719,1.091,0.53,0.572,0.663,0.515,0.695,0.575,0.428,0.49,0.527,0.555,0.695,0.7,0.643,0.436,0.664,0.841,0.471,0.572,0.377,0.58,0.595,0.526,0.741,0.427,0.429,0.55,0.391,0.387,0.384,0.658,0.705,0.902,0.483,0.53,0.439,0.4,0.461,0.864,0.471,0.67,0.543,0.827 -312,Epileptic,M,57.0,0.7,2.7,1.4,1.6,2.0,2.9,4.4,2.2,1.2,0.9,0.4,3.2,1.7,0.7,1.4,7.9,16.8,1.2,3.0,5.0,1.8,6.0,3.1,7.0,7.4,5.5,7.4,4.2,4.6,6.1,3.0,1.1,0.9,3.5,1.2,0.8,3.3,4.0,0.3,0.3,1.2,4.3,2.7,2.6,4.2,1.4,0.7,0.9,1.5,0.8,0.7,3.0,3.1,4.3,0.4,4.0,0.9,1.6,1.5,1.8,0.7,2.7,0.3,0.6,1.9,1.2,4.4,2.2,2.3,0.9,1.8,1.4,7.3,0.2,5,18,8,11,15,26,27,19,9,6,3.0,28,15,5,17,60,116,8,25,44,19,42,23,53,49,49,68,33,35,52,25,21,7,33,7,6,37,43,2,1,6,37,19,19,18,6,3,4,7,4,4,18,22,23,3,24,4,10,10,12,5,15,2,4,15,8,27,13,13,8,9,10,49,3,0.041,0.038,0.031,0.032,0.052,0.053,0.069,0.039,0.072,0.045,0.038,0.047,0.04,0.07,0.045,0.062,0.061,0.053,0.044,0.056,0.042,0.056,0.047,0.075,0.056,0.046,0.056,0.053,0.053,0.056,0.069,0.055,0.053,0.051,0.048,0.024,0.044,0.046,0.021,0.023,0.027,0.045,0.063,0.039,0.037,0.029,0.037,0.019,0.024,0.02,0.032,0.034,0.052,0.039,0.019,0.024,0.021,0.023,0.028,0.032,0.03,0.043,0.025,0.026,0.023,0.027,0.038,0.032,0.041,0.027,0.04,0.029,0.028,0.018,1387,3847,2094,2223,1810,3102,3193,2797,1107,1292,629.0,2382,2967,890,2376,7434,17112,2509,4321,4213,4065,2932,2412,6150,5622,6588,6297,3285,4876,6681,2511,810,734,4892,1429,1483,5994,6507,360,475,1338,3171,3063,1996,2709,1325,859,1683,1925,1374,656,3111,2356,4047,523,4517,979,2453,1315,1633,584,2526,405,910,2409,1235,3531,2034,2019,937,1442,1638,7675,203,0.128,0.133,0.119,0.12,0.165,0.177,0.173,0.148,0.177,0.145,0.12,0.169,0.137,0.174,0.159,0.176,0.169,0.147,0.156,0.191,0.132,0.17,0.148,0.199,0.162,0.164,0.163,0.152,0.153,0.169,0.192,0.131,0.135,0.168,0.136,0.105,0.159,0.159,0.11,0.102,0.109,0.154,0.198,0.14,0.13,0.122,0.123,0.092,0.102,0.107,0.154,0.126,0.173,0.135,0.119,0.112,0.111,0.114,0.123,0.128,0.138,0.146,0.123,0.118,0.115,0.104,0.13,0.129,0.138,0.131,0.147,0.124,0.122,0.124,290,1321,798,841,778,1072,1234,1065,398,349,172.0,1204,864,235,702,2615,5442,446,1214,1830,871,1664,1122,1753,2253,2174,2572,1385,1702,2311,834,327,282,1292,430,606,1561,1732,201,224,728,1609,870,1158,1717,677,296,697,913,602,309,1482,964,1895,274,2437,536,1180,846,930,342,967,214,400,1267,599,1898,1008,970,517,742,849,3710,174,3.695,2.705,2.643,2.613,2.323,2.401,2.038,2.34,2.187,2.935,3.024,1.731,2.609,2.785,2.589,2.26,2.446,3.757,2.69,2.012,2.948,1.653,1.895,2.616,2.135,2.491,2.035,1.947,2.32,2.329,2.397,2.309,2.093,2.615,2.754,2.188,2.801,2.718,2.02,2.558,2.196,1.796,2.681,1.976,1.811,2.215,3.085,2.904,2.525,2.184,2.106,2.222,2.229,2.235,2.172,2.039,2.132,2.263,1.832,1.967,2.276,2.579,2.083,2.248,2.072,2.346,1.901,2.381,2.171,1.981,2.273,2.322,2.248,1.448,1.033,0.625,0.449,0.534,0.539,0.684,0.613,0.529,0.518,0.509,0.642,0.502,0.459,0.639,0.645,0.571,0.69,0.818,0.608,0.692,0.941,0.462,0.456,0.792,0.586,0.637,0.547,0.605,0.637,0.63,0.706,1.105,0.556,0.673,0.805,0.505,0.691,0.671,0.524,0.436,0.445,0.498,0.788,0.707,0.444,0.486,0.687,1.101,0.468,0.675,0.506,0.539,0.588,0.479,0.359,0.44,0.407,0.609,0.391,0.418,0.433,0.675,0.459,0.599,0.547,0.778,0.415,0.46,0.513,0.526,0.481,0.504,0.483,0.311 -313,Epileptic,F,37.0,1.7,3.2,1.2,1.6,2.4,2.0,1.9,1.7,1.7,0.7,0.4,2.7,1.4,0.6,1.8,6.1,10.8,1.0,2.9,4.3,1.8,4.7,1.3,4.1,3.2,3.6,3.4,2.9,3.1,3.0,2.6,1.2,0.7,3.0,0.7,0.6,5.4,4.5,0.1,0.3,1.2,4.2,3.2,2.1,3.2,1.0,0.6,1.4,1.5,1.3,0.4,2.3,1.6,2.3,0.4,2.1,0.8,1.3,0.9,0.7,0.6,2.0,0.7,0.5,2.5,1.4,2.9,1.6,0.9,0.7,0.9,1.6,5.5,0.5,11,31,11,11,23,19,17,17,18,10,5.0,23,19,8,23,72,109,7,30,43,20,43,14,44,36,46,45,37,34,41,23,18,6,35,4,4,61,47,1,2,8,33,29,16,21,6,3,7,7,10,3,17,12,16,1,20,7,10,6,5,5,18,6,5,19,14,23,10,4,5,5,11,51,4,0.05,0.026,0.018,0.026,0.046,0.027,0.029,0.024,0.045,0.047,0.037,0.04,0.029,0.035,0.034,0.037,0.036,0.032,0.031,0.037,0.031,0.047,0.032,0.044,0.033,0.034,0.029,0.032,0.033,0.034,0.049,0.044,0.028,0.031,0.019,0.013,0.053,0.032,0.013,0.017,0.023,0.042,0.046,0.025,0.02,0.02,0.02,0.021,0.017,0.018,0.031,0.022,0.022,0.02,0.023,0.018,0.022,0.017,0.018,0.018,0.015,0.032,0.041,0.018,0.027,0.025,0.02,0.019,0.015,0.017,0.022,0.017,0.018,0.023,1824,6489,2902,2551,2465,3734,2659,3715,2209,1693,741.0,2820,3539,1314,3461,11356,20319,2723,5457,5190,4508,4252,1828,7040,5323,6824,5970,5261,6488,5922,2875,1257,1332,7732,2801,1796,7509,9229,389,598,1507,2629,6147,2568,4219,1576,898,2570,2815,2332,552,3415,2695,4590,437,3928,1692,3066,1070,1212,1412,3071,743,1006,3062,1639,4548,2798,1452,1260,1189,2761,11526,630,0.148,0.121,0.099,0.116,0.158,0.121,0.107,0.117,0.165,0.148,0.143,0.151,0.133,0.152,0.145,0.143,0.138,0.112,0.129,0.148,0.118,0.136,0.124,0.159,0.126,0.13,0.121,0.127,0.112,0.142,0.139,0.129,0.103,0.136,0.088,0.073,0.142,0.126,0.085,0.109,0.116,0.152,0.169,0.12,0.105,0.11,0.102,0.096,0.088,0.097,0.124,0.109,0.108,0.104,0.115,0.102,0.106,0.093,0.103,0.103,0.086,0.137,0.158,0.115,0.118,0.106,0.107,0.103,0.088,0.122,0.116,0.104,0.1,0.12,543,2142,1098,925,925,1276,1027,1230,618,402,204.0,1195,967,317,967,3275,5525,483,1598,2081,1051,1552,708,1896,1616,2126,2064,1732,1825,1817,838,492,381,1651,652,666,1950,2277,214,301,799,1470,1327,1406,2385,725,371,997,1270,1009,269,1583,1102,1879,195,1911,736,1357,706,625,648,1078,313,482,1502,850,2213,1214,773,561,605,1344,4899,335,3.258,2.785,2.636,2.533,2.41,2.348,2.15,2.707,2.631,3.127,2.865,2.044,2.74,2.932,2.875,2.626,2.852,3.864,2.779,2.153,3.216,2.282,2.224,2.905,2.595,2.599,2.317,2.344,2.721,2.606,2.572,2.417,2.633,3.297,3.708,2.423,2.802,2.966,2.119,2.331,2.318,1.655,3.194,2.109,2.003,2.228,2.943,3.305,2.735,2.625,2.156,2.219,2.407,2.49,2.368,2.176,2.442,2.456,1.849,2.226,2.281,2.772,2.46,2.422,2.232,2.078,2.214,2.396,2.205,2.587,2.297,2.468,2.511,2.269,0.788,0.54,0.585,0.547,0.5,0.609,0.52,0.571,0.636,0.559,1.05,0.458,0.581,0.501,0.503,0.593,0.628,0.747,0.622,0.699,0.819,0.621,0.467,0.668,0.608,0.627,0.486,0.516,0.593,0.586,0.767,0.85,0.42,0.703,0.832,0.537,0.893,0.661,0.475,0.497,0.417,0.53,0.961,0.632,0.51,0.618,0.495,0.68,0.453,0.655,0.504,0.431,0.597,0.512,0.354,0.391,0.517,0.51,0.289,0.381,0.36,0.588,0.513,0.515,0.486,0.669,0.439,0.549,0.342,0.599,0.432,0.553,0.493,0.549 -314,Epileptic,M,27.0,1.0,2.2,1.0,1.1,1.3,2.2,1.2,1.7,1.0,0.9,0.3,2.4,1.8,0.7,1.2,6.2,10.1,1.1,2.7,5.7,1.4,3.8,1.4,2.8,3.6,3.8,3.5,2.3,2.6,2.8,1.0,1.0,0.4,3.5,0.3,0.9,3.0,2.3,0.2,0.2,1.2,4.1,2.8,2.9,2.7,0.5,0.6,1.2,1.3,0.6,0.2,1.8,0.9,1.9,0.2,2.4,0.7,2.1,1.8,0.7,0.4,1.4,0.4,0.4,1.8,1.3,3.2,1.7,1.0,0.6,1.3,0.8,4.8,0.3,8,24,11,11,16,20,11,18,15,8,3.0,20,20,8,14,66,91,8,31,45,13,37,15,32,35,39,36,23,23,36,14,9,5,40,2,12,35,35,2,1,7,36,25,22,16,4,2,7,7,7,3,17,9,12,1,20,4,17,9,5,4,13,2,3,17,19,23,15,8,6,12,7,39,3,0.036,0.023,0.02,0.021,0.031,0.026,0.021,0.03,0.044,0.03,0.026,0.028,0.033,0.037,0.03,0.036,0.032,0.033,0.03,0.038,0.025,0.039,0.025,0.032,0.028,0.029,0.029,0.024,0.026,0.034,0.027,0.044,0.025,0.034,0.013,0.018,0.029,0.026,0.012,0.012,0.02,0.037,0.05,0.027,0.02,0.009,0.017,0.02,0.016,0.013,0.015,0.021,0.019,0.016,0.012,0.022,0.02,0.021,0.025,0.019,0.028,0.024,0.023,0.014,0.022,0.025,0.025,0.018,0.018,0.02,0.034,0.014,0.017,0.016,1817,5559,2609,2457,2326,3447,2858,3334,2253,1652,695.0,2941,4165,1681,3226,10961,21942,3007,5523,5451,4082,5181,2249,6718,6198,8813,5507,4312,6166,5399,2427,1206,1026,7328,1873,2746,7237,6407,518,567,1884,3543,5676,3068,3434,1403,1038,2329,2754,1905,469,3502,2362,4341,388,3813,1525,3716,1888,1182,936,2671,500,750,3096,1529,3875,3634,1771,1329,1897,2042,10809,500,0.14,0.115,0.103,0.109,0.127,0.13,0.089,0.144,0.159,0.136,0.119,0.129,0.145,0.154,0.13,0.145,0.134,0.117,0.138,0.142,0.104,0.15,0.13,0.13,0.127,0.124,0.133,0.111,0.111,0.138,0.108,0.131,0.135,0.144,0.077,0.095,0.126,0.122,0.078,0.083,0.108,0.141,0.165,0.119,0.104,0.074,0.094,0.095,0.094,0.086,0.111,0.113,0.101,0.089,0.094,0.113,0.098,0.11,0.119,0.112,0.117,0.117,0.117,0.111,0.114,0.134,0.12,0.105,0.104,0.11,0.143,0.099,0.096,0.116,490,1643,798,895,750,1368,880,1027,502,442,188.0,1316,1029,355,793,3005,5449,527,1461,2513,1020,1577,837,1556,1923,2275,1907,1420,1601,1583,614,439,309,1682,459,882,1717,1558,290,281,820,1756,1059,1753,2016,714,442,958,1223,767,280,1491,902,1834,181,1735,634,1616,1030,571,302,900,257,390,1338,783,1964,1467,824,546,756,927,4255,252,3.509,3.149,3.033,2.707,2.565,2.29,2.556,2.994,3.022,3.015,3.325,2.036,3.046,3.194,2.97,2.818,3.29,4.048,3.015,1.91,3.195,2.565,2.227,3.063,2.636,3.115,2.399,2.348,2.91,2.665,2.823,2.564,2.559,3.151,3.635,2.8,3.029,2.929,2.087,2.348,2.946,1.902,3.704,2.049,2.003,2.148,3.015,3.063,2.72,2.586,2.118,2.427,2.473,2.596,2.459,2.39,2.785,2.57,2.121,2.306,3.029,2.897,2.33,2.361,2.423,2.326,2.264,2.626,2.453,2.784,2.597,2.478,2.756,2.604,0.839,0.649,0.746,0.583,0.626,0.422,0.649,0.596,0.732,0.45,0.836,0.504,0.504,0.399,0.619,0.603,0.614,0.647,0.538,0.625,0.923,0.47,0.533,0.689,0.485,0.681,0.527,0.608,0.598,0.591,0.633,0.944,0.466,0.725,0.596,0.459,0.656,0.53,0.431,0.342,0.536,0.549,0.616,0.679,0.608,0.352,0.434,0.688,0.617,0.503,0.471,0.468,0.607,0.473,0.276,0.453,0.391,0.567,0.396,0.451,0.709,0.754,0.391,0.74,0.546,0.869,0.481,0.442,0.396,0.614,0.426,0.508,0.525,0.328 -315,Epileptic,F,42.0,1.0,2.0,0.8,1.5,1.7,2.4,1.4,1.5,1.0,0.7,0.3,3.0,1.7,0.6,0.6,6.8,7.2,0.6,3.0,5.7,1.4,3.0,1.6,2.9,2.6,3.6,3.0,2.1,2.1,3.1,1.2,1.6,1.1,3.3,0.8,0.4,2.9,4.3,0.2,0.1,0.9,2.3,2.7,2.9,2.1,0.6,0.5,0.9,1.0,1.4,0.2,1.2,1.9,2.9,0.3,1.8,0.6,1.2,1.2,1.0,0.5,1.4,0.3,0.8,1.4,0.9,2.1,1.0,0.7,0.2,1.0,1.4,4.7,0.3,7,18,11,10,16,21,14,16,12,8,4.0,29,16,9,11,80,68,4,35,46,11,38,17,31,38,39,40,23,24,40,14,14,10,27,3,2,34,42,2,1,5,22,23,29,11,4,2,5,5,10,2,12,19,23,2,17,4,9,8,8,4,12,2,8,12,11,14,7,5,2,6,11,35,3,0.042,0.025,0.021,0.032,0.034,0.042,0.022,0.029,0.047,0.042,0.031,0.04,0.032,0.036,0.034,0.04,0.034,0.029,0.039,0.046,0.029,0.037,0.032,0.043,0.028,0.037,0.029,0.026,0.025,0.029,0.05,0.071,0.041,0.033,0.033,0.01,0.037,0.037,0.017,0.021,0.018,0.034,0.053,0.035,0.017,0.019,0.028,0.013,0.014,0.04,0.023,0.019,0.026,0.026,0.027,0.015,0.02,0.018,0.035,0.016,0.02,0.027,0.028,0.048,0.016,0.032,0.02,0.015,0.016,0.011,0.027,0.027,0.019,0.02,1787,5319,1974,2533,2366,3210,2860,3691,2535,1625,611.0,2930,2901,1553,1976,11873,17277,1925,4924,5964,2502,4406,1911,5344,6114,7175,5531,4246,5436,5814,2615,736,1504,5664,1270,1653,5836,6004,386,321,1802,2200,4345,2807,3548,1112,729,2323,2267,1065,536,2572,3291,6040,304,3998,1466,2398,1217,1666,908,2425,484,827,2620,861,3334,2642,1288,784,1210,1842,9139,596,0.14,0.114,0.124,0.123,0.136,0.151,0.107,0.126,0.152,0.156,0.141,0.147,0.139,0.169,0.127,0.151,0.131,0.107,0.147,0.156,0.105,0.156,0.133,0.146,0.124,0.14,0.127,0.114,0.116,0.146,0.148,0.157,0.164,0.116,0.101,0.061,0.135,0.129,0.098,0.099,0.095,0.143,0.166,0.134,0.088,0.098,0.117,0.074,0.084,0.143,0.107,0.098,0.114,0.116,0.141,0.093,0.099,0.104,0.147,0.101,0.115,0.126,0.145,0.179,0.1,0.124,0.11,0.093,0.097,0.097,0.125,0.132,0.097,0.129,424,1267,653,795,809,1020,994,962,459,371,186.0,1288,809,311,404,3066,4042,350,1235,1975,734,1455,850,1197,1715,1778,1848,1327,1462,1698,481,354,378,1357,356,582,1488,1755,185,110,726,1092,969,1526,1953,522,269,929,1002,575,222,1112,1224,2041,150,1955,603,1098,552,942,406,775,161,255,1290,459,1531,1042,696,240,563,747,3876,254,3.784,3.2,2.95,2.914,2.457,2.607,2.296,3.27,3.398,3.318,2.675,2.022,2.864,3.153,3.137,2.75,3.256,3.646,3.073,2.372,2.685,2.476,1.953,3.261,2.647,2.979,2.321,2.478,2.751,2.607,3.684,2.125,3.275,2.927,3.077,2.56,2.944,2.516,2.487,2.917,2.841,1.813,3.01,2.037,2.094,2.192,3.196,2.824,2.714,2.181,2.271,2.409,2.396,2.667,2.452,2.181,2.758,2.412,2.208,1.997,2.182,2.912,3.061,3.017,2.377,2.327,2.4,2.852,2.192,2.871,2.541,2.437,2.527,2.885,1.164,0.928,0.84,0.662,0.631,0.642,0.508,0.824,0.998,0.546,0.887,0.51,0.582,0.621,0.713,0.679,0.719,0.93,0.633,0.68,0.79,0.519,0.398,0.803,0.584,0.744,0.549,0.632,0.508,0.591,0.771,1.127,0.591,0.664,0.762,0.514,0.955,0.643,0.491,0.533,0.871,0.467,0.85,0.71,0.643,0.815,0.609,0.875,0.57,0.538,0.501,0.538,0.622,0.585,0.456,0.654,0.614,0.583,0.646,0.396,0.451,0.804,0.817,0.962,0.741,0.647,0.663,0.743,0.465,1.073,0.495,0.584,0.614,0.513 -316,Epileptic,M,42.0,1.3,2.5,1.0,1.4,1.1,1.7,1.6,2.2,0.9,0.8,0.4,2.7,1.3,0.8,1.9,7.8,11.2,0.9,2.5,4.6,0.8,3.3,1.5,3.6,2.5,3.8,3.5,2.6,3.3,3.4,1.4,0.8,0.8,2.5,0.6,0.9,4.0,3.6,0.3,0.2,1.3,2.8,2.0,2.5,3.5,0.6,0.7,1.2,1.6,0.8,0.7,2.2,1.9,3.5,0.4,2.0,1.0,1.5,1.3,1.0,0.9,1.4,0.6,0.4,2.4,1.6,2.0,1.7,0.8,0.5,1.3,1.6,4.4,0.4,10,22,7,11,9,17,12,19,9,9,4.0,25,12,10,20,71,78,10,28,40,8,39,18,42,31,34,36,20,24,37,22,6,5,28,2,8,45,40,5,1,8,24,23,19,20,4,3,5,10,10,5,17,13,20,2,17,9,11,10,9,6,10,4,4,19,23,13,10,6,4,8,13,34,4,0.041,0.024,0.012,0.024,0.031,0.028,0.021,0.025,0.032,0.03,0.03,0.027,0.022,0.033,0.026,0.033,0.031,0.029,0.03,0.032,0.021,0.032,0.022,0.037,0.03,0.026,0.026,0.021,0.022,0.032,0.038,0.029,0.03,0.024,0.015,0.019,0.038,0.033,0.022,0.013,0.023,0.036,0.038,0.02,0.019,0.01,0.021,0.014,0.016,0.018,0.028,0.017,0.024,0.021,0.019,0.018,0.025,0.015,0.025,0.016,0.02,0.026,0.022,0.016,0.021,0.019,0.017,0.017,0.014,0.02,0.024,0.02,0.017,0.019,1652,5061,2355,2374,1684,3347,3008,4448,1770,1685,654.0,3439,3495,1307,3481,13522,19519,2934,5240,5718,2849,5720,2648,6484,4726,7711,6310,4942,7337,5872,2573,1114,1207,6210,2237,2496,10517,8566,649,464,1745,3120,7639,2870,5057,1515,1165,3087,3076,2284,612,4106,2421,6034,456,3443,1702,3348,1882,1803,1231,2268,746,897,3540,1865,3863,3320,1967,963,1538,2582,9637,751,0.148,0.117,0.093,0.112,0.123,0.137,0.089,0.119,0.124,0.132,0.13,0.123,0.103,0.138,0.128,0.133,0.125,0.115,0.13,0.127,0.077,0.14,0.118,0.134,0.126,0.127,0.118,0.093,0.09,0.138,0.14,0.11,0.106,0.116,0.072,0.099,0.145,0.135,0.116,0.096,0.113,0.143,0.138,0.109,0.098,0.077,0.104,0.081,0.094,0.111,0.142,0.096,0.119,0.1,0.125,0.107,0.12,0.094,0.12,0.102,0.115,0.121,0.122,0.106,0.108,0.111,0.089,0.098,0.089,0.105,0.122,0.115,0.095,0.112,536,1718,995,966,625,1056,1044,1434,484,501,259.0,1520,1009,383,1147,3943,5830,533,1437,2269,746,1685,1138,1706,1444,2322,2153,1714,2182,1803,701,490,349,1537,591,800,2167,1895,336,232,849,1251,1211,1880,2847,840,473,1117,1408,850,360,2038,1188,2576,240,1692,682,1575,878,1028,607,834,429,438,1765,1248,1961,1447,905,456,795,1261,4037,401,3.256,2.764,2.237,2.391,2.528,2.646,2.394,2.698,2.816,2.652,2.29,1.963,2.752,2.523,2.547,2.704,2.771,3.935,2.996,2.179,3.067,2.669,2.049,2.85,2.584,2.823,2.4,2.367,2.639,2.589,2.816,2.237,2.64,2.946,3.491,2.95,3.437,3.195,2.066,2.405,2.634,2.21,3.867,1.733,2.012,1.908,3.095,3.427,2.654,2.875,2.173,2.155,2.241,2.481,2.437,2.256,2.528,2.445,2.165,1.911,2.234,2.511,1.999,2.214,2.175,1.731,2.144,2.63,2.38,2.378,2.156,2.419,2.476,2.325,0.788,0.635,0.518,0.52,0.814,0.563,0.53,0.492,0.837,0.61,0.689,0.455,0.318,0.535,0.422,0.536,0.515,0.87,0.55,0.57,0.717,0.599,0.437,0.611,0.561,0.455,0.569,0.497,0.494,0.472,0.617,1.007,0.512,0.543,0.738,0.475,0.803,0.696,0.448,0.423,0.453,0.487,0.756,0.484,0.563,0.392,0.611,0.814,0.621,0.574,0.338,0.492,0.426,0.475,0.84,0.478,0.546,0.428,0.44,0.382,0.366,0.659,0.363,0.918,0.369,0.736,0.368,0.493,0.502,0.531,0.46,0.465,0.529,0.46 -317,Epileptic,F,42.0,0.5,2.5,0.7,1.1,1.8,2.4,1.2,1.1,1.7,0.6,0.2,2.4,1.3,0.7,1.1,5.2,6.9,0.8,1.5,4.1,1.0,2.7,1.1,3.2,2.1,2.6,3.0,2.0,1.9,3.0,1.1,2.2,0.3,2.5,0.2,0.8,3.0,2.8,0.1,0.4,1.1,2.6,1.8,2.8,2.4,0.8,0.5,0.8,1.2,0.9,1.0,1.3,1.5,2.1,0.1,2.2,0.6,1.6,0.6,0.8,0.6,1.5,0.2,0.2,1.9,1.5,2.0,1.3,0.7,0.5,0.8,1.3,4.3,0.3,5,27,7,9,19,18,11,11,15,6,2.0,22,17,7,12,56,63,8,16,39,10,29,10,40,26,29,33,19,18,33,14,16,3,24,1,6,40,31,2,4,7,23,16,25,16,6,2,6,6,10,6,11,10,13,0,16,4,11,5,8,7,14,2,3,16,17,16,10,5,6,6,11,32,2,0.03,0.026,0.014,0.024,0.035,0.037,0.02,0.024,0.047,0.033,0.026,0.027,0.027,0.031,0.024,0.032,0.026,0.033,0.027,0.035,0.026,0.034,0.025,0.038,0.026,0.03,0.024,0.019,0.018,0.032,0.036,0.058,0.018,0.026,0.008,0.019,0.027,0.029,0.014,0.018,0.025,0.031,0.032,0.029,0.017,0.019,0.019,0.015,0.017,0.023,0.037,0.015,0.026,0.016,0.011,0.02,0.014,0.022,0.021,0.022,0.027,0.027,0.02,0.018,0.024,0.034,0.018,0.018,0.014,0.022,0.019,0.018,0.019,0.016,1016,5083,1892,1856,2302,3015,2295,2586,2120,1381,393.0,2208,2991,1149,2463,9540,15788,2158,3395,3531,3565,4143,1667,5691,4114,5044,5467,3766,5579,4832,1841,1324,743,5312,2061,1909,7174,6101,337,667,1258,2536,4275,2042,3433,1362,811,1749,2027,1497,779,2940,2020,4529,211,2734,1394,2684,1047,1146,1104,2176,287,728,2481,989,3447,2559,1480,905,1216,2589,8659,571,0.123,0.129,0.095,0.114,0.147,0.156,0.101,0.11,0.158,0.14,0.116,0.127,0.131,0.141,0.135,0.138,0.125,0.127,0.115,0.143,0.092,0.145,0.117,0.135,0.127,0.138,0.119,0.095,0.09,0.147,0.134,0.159,0.108,0.123,0.055,0.103,0.116,0.126,0.093,0.124,0.119,0.134,0.127,0.12,0.096,0.112,0.11,0.088,0.105,0.116,0.147,0.095,0.121,0.093,0.081,0.108,0.09,0.11,0.11,0.122,0.118,0.121,0.135,0.112,0.12,0.149,0.098,0.101,0.093,0.115,0.113,0.102,0.1,0.108,297,1679,714,752,876,1076,811,824,552,358,143.0,1220,890,321,732,2856,4359,453,878,1943,852,1376,700,1488,1443,1546,2038,1399,1553,1593,511,544,282,1331,534,677,1957,1525,196,321,685,1231,938,1572,2117,628,358,825,968,637,434,1388,901,1956,101,1639,639,1206,578,565,538,941,136,308,1231,679,1787,1136,777,490,647,1143,3604,254,3.255,2.801,2.464,2.528,2.278,2.525,2.342,2.697,2.608,3.067,2.52,1.659,2.68,2.587,2.53,2.559,2.951,3.542,2.949,1.697,3.348,2.377,2.06,2.804,2.377,2.678,2.245,2.19,2.745,2.486,2.611,2.546,2.162,2.947,3.456,2.601,2.767,2.979,2.008,2.274,2.318,1.895,3.339,1.503,1.839,2.377,2.926,2.591,2.586,2.458,2.215,2.262,2.245,2.464,2.096,1.92,2.743,2.614,2.145,2.173,2.128,2.346,2.289,2.263,2.185,1.926,2.1,2.452,2.288,2.207,2.239,2.501,2.499,2.519,0.511,0.469,0.464,0.431,0.704,0.62,0.614,0.466,0.79,0.547,0.65,0.438,0.465,0.531,0.491,0.57,0.546,0.716,0.483,0.494,0.744,0.439,0.374,0.629,0.502,0.522,0.475,0.486,0.464,0.478,0.613,0.9,0.428,0.543,0.774,0.567,0.646,0.624,0.303,0.553,0.475,0.492,0.789,0.521,0.534,0.342,0.466,0.63,0.48,0.609,0.339,0.414,0.573,0.441,0.293,0.388,0.408,0.576,0.369,0.381,0.39,0.559,0.387,0.718,0.68,0.527,0.453,0.465,0.381,0.427,0.466,0.606,0.494,0.569 -319,Epileptic,M,32.0,1.2,3.3,1.7,1.6,2.0,2.0,4.3,2.0,1.3,1.2,0.5,2.6,3.1,0.6,1.1,7.0,14.0,2.2,2.6,4.8,1.9,3.2,2.0,3.8,4.6,3.7,4.8,2.9,3.2,4.5,2.2,0.8,0.6,3.1,0.8,0.7,3.8,4.4,0.3,0.2,1.3,2.8,3.7,2.7,3.0,1.3,0.8,1.1,2.0,0.9,0.5,2.5,2.2,4.3,0.4,4.0,1.2,1.7,1.3,1.4,0.7,2.0,0.4,0.8,1.9,1.4,3.5,1.8,1.6,0.8,1.0,1.4,5.3,0.4,8,25,15,14,16,20,30,18,15,12,4.0,25,23,7,12,71,119,17,29,48,15,43,20,39,45,38,53,28,28,44,21,6,6,34,4,6,41,53,2,1,6,30,27,18,14,9,5,6,10,5,3,15,17,23,2,29,9,14,8,10,4,16,2,5,13,19,25,12,9,5,7,7,34,4,0.049,0.036,0.038,0.03,0.037,0.029,0.055,0.033,0.042,0.05,0.031,0.039,0.045,0.03,0.031,0.043,0.051,0.06,0.039,0.044,0.042,0.031,0.034,0.043,0.043,0.036,0.038,0.034,0.039,0.047,0.062,0.038,0.04,0.035,0.018,0.016,0.046,0.04,0.018,0.02,0.025,0.034,0.055,0.028,0.023,0.031,0.029,0.019,0.026,0.019,0.023,0.026,0.033,0.028,0.015,0.023,0.024,0.027,0.021,0.02,0.02,0.028,0.028,0.028,0.028,0.025,0.026,0.025,0.024,0.028,0.026,0.019,0.02,0.021,1497,5504,2980,2818,2358,3406,3837,3068,1846,1887,972.0,2933,4343,1139,2255,11111,21381,2831,4032,5973,3834,6752,3068,6275,5626,6606,7203,4106,6006,5944,2137,1402,902,6571,2500,1962,7157,8055,434,330,1371,3906,5514,3032,3271,1753,1074,2230,2269,1516,590,3087,3004,6003,568,4869,1497,2706,1885,2370,1036,2851,347,1001,2632,1626,4473,3001,2378,1173,1230,2188,9763,535,0.146,0.13,0.135,0.126,0.133,0.136,0.163,0.138,0.155,0.171,0.124,0.153,0.152,0.141,0.128,0.148,0.156,0.177,0.155,0.164,0.127,0.128,0.137,0.144,0.134,0.129,0.128,0.117,0.132,0.161,0.155,0.11,0.147,0.133,0.076,0.089,0.139,0.145,0.095,0.093,0.114,0.141,0.16,0.119,0.103,0.125,0.115,0.092,0.108,0.093,0.109,0.114,0.133,0.111,0.101,0.111,0.114,0.117,0.104,0.105,0.101,0.126,0.122,0.122,0.121,0.123,0.113,0.107,0.104,0.137,0.121,0.107,0.098,0.122,408,1704,897,939,888,1199,1326,1061,569,480,292.0,1243,1217,271,660,3324,5633,669,1256,2138,857,1915,1045,1765,1906,1899,2414,1583,1645,1812,727,396,312,1514,703,668,1849,2003,266,165,697,1496,1215,1617,1978,735,434,911,1130,750,356,1596,1192,2584,300,2666,757,1212,993,1090,531,1108,201,453,1145,989,2250,1251,1092,483,623,976,4244,283,3.303,2.603,2.813,2.627,2.263,2.388,2.35,2.522,2.506,2.936,2.637,2.023,2.797,2.755,2.543,2.544,2.803,3.403,2.509,2.27,3.017,2.657,2.407,2.663,2.345,2.721,2.27,2.085,2.754,2.506,2.209,3.197,2.368,2.979,3.213,2.498,2.731,2.885,1.953,2.131,2.431,2.106,2.87,2.221,1.896,2.436,2.769,2.788,2.422,2.259,2.019,2.17,2.28,2.428,2.174,2.059,2.17,2.409,2.141,2.328,2.149,2.511,2.072,2.385,2.269,1.873,2.103,2.381,2.498,2.285,2.24,2.477,2.469,2.467,0.93,0.73,0.824,0.618,0.558,0.552,0.643,0.441,0.481,0.62,0.775,0.505,0.45,0.523,0.526,0.542,0.698,0.801,0.601,0.67,1.005,0.525,0.536,0.754,0.652,0.648,0.562,0.511,0.503,0.59,0.664,1.121,0.511,0.659,0.902,0.685,0.726,0.616,0.324,0.351,0.564,0.614,0.941,0.687,0.496,0.47,0.596,0.868,0.497,0.643,0.343,0.436,0.594,0.471,0.395,0.466,0.405,0.482,0.427,0.427,0.395,0.657,0.349,0.83,0.447,0.702,0.417,0.432,0.493,0.691,0.39,0.498,0.47,0.541 -320,Epileptic,F,32.0,0.6,1.8,0.7,1.2,1.9,1.9,1.5,1.5,0.7,0.7,0.4,3.4,1.1,0.4,1.1,6.9,9.0,0.9,2.1,4.6,1.9,4.9,1.8,2.9,5.6,2.5,3.0,2.5,2.9,3.1,1.1,1.3,0.5,1.9,0.3,0.6,6.8,2.6,0.1,0.3,0.9,5.0,2.2,2.3,2.3,0.6,0.3,0.7,1.4,0.7,0.8,2.5,1.2,2.4,0.4,2.6,1.0,1.8,1.5,0.7,0.5,1.2,0.6,0.5,1.6,1.2,2.7,1.3,1.2,0.3,1.0,1.2,4.6,0.2,6,18,6,10,23,20,15,15,11,8,4.0,33,16,5,18,80,88,8,28,42,16,53,18,36,52,32,42,24,28,42,10,9,5,27,1,7,65,40,1,2,5,36,21,18,11,4,2,5,6,6,6,21,11,16,3,20,7,17,10,6,5,9,3,4,15,15,22,9,7,3,11,9,37,3,0.031,0.022,0.016,0.023,0.037,0.025,0.027,0.031,0.042,0.032,0.038,0.034,0.025,0.023,0.027,0.03,0.028,0.034,0.025,0.037,0.038,0.041,0.03,0.035,0.048,0.029,0.027,0.024,0.03,0.029,0.039,0.046,0.028,0.028,0.01,0.018,0.048,0.028,0.02,0.017,0.019,0.042,0.037,0.025,0.017,0.013,0.019,0.012,0.017,0.014,0.024,0.02,0.022,0.017,0.017,0.017,0.016,0.024,0.023,0.016,0.016,0.026,0.032,0.031,0.02,0.024,0.018,0.019,0.017,0.014,0.019,0.017,0.017,0.018,1541,4157,2316,2517,2110,4153,2904,3173,1269,1685,774.0,3456,3362,1278,3341,16033,22042,2342,5610,5621,3777,5345,2082,6570,7209,5809,6741,3963,7012,6974,2090,1296,999,6008,1791,1895,8619,7230,330,632,1466,3062,5937,2894,3557,1566,720,2323,2450,1696,813,4038,2211,5143,684,4513,2415,3258,1828,1514,948,2292,527,1159,2805,1285,5134,2563,2116,807,1811,2419,9224,544,0.111,0.112,0.093,0.118,0.139,0.115,0.108,0.123,0.134,0.138,0.137,0.141,0.123,0.121,0.127,0.132,0.125,0.127,0.123,0.137,0.122,0.131,0.118,0.15,0.143,0.125,0.116,0.094,0.1,0.131,0.138,0.125,0.122,0.114,0.061,0.089,0.139,0.132,0.095,0.096,0.102,0.133,0.146,0.122,0.091,0.083,0.103,0.076,0.092,0.103,0.121,0.108,0.108,0.096,0.114,0.102,0.098,0.11,0.111,0.094,0.092,0.12,0.131,0.134,0.109,0.118,0.094,0.101,0.099,0.1,0.11,0.097,0.097,0.11,414,1344,756,875,811,1458,993,921,363,436,243.0,1705,840,272,852,4179,5650,464,1468,2293,903,1893,977,1587,2076,1696,2277,1619,1751,1986,579,522,285,1295,506,615,2529,1811,156,278,699,1779,1129,1525,1930,761,292,903,1114,696,507,1847,998,2157,342,2249,893,1408,1075,695,515,818,274,286,1344,724,2463,1105,1001,382,925,1126,3997,235,3.596,2.692,2.752,2.649,2.237,2.431,2.379,2.92,2.547,2.898,2.885,1.835,3.088,3.199,2.799,2.839,2.964,3.834,2.905,2.079,3.052,2.264,1.983,3.269,2.62,2.815,2.406,2.002,2.941,2.67,2.87,2.437,2.752,3.222,3.308,2.562,2.516,2.875,2.147,2.574,2.55,1.616,3.632,2.09,2.143,2.153,3.1,3.244,2.782,2.483,1.924,2.285,2.286,2.516,2.367,2.173,2.644,2.483,1.934,2.309,2.02,2.863,2.31,3.591,2.072,1.911,2.109,2.706,2.332,2.237,2.089,2.518,2.433,2.634,0.872,0.794,0.562,0.593,0.655,0.603,0.618,0.491,0.578,0.614,0.529,0.48,0.385,0.582,0.513,0.579,0.706,0.677,0.66,0.661,0.935,0.614,0.479,0.594,0.754,0.606,0.509,0.522,0.467,0.541,0.773,0.906,0.421,0.665,0.588,0.615,0.878,0.779,0.447,0.372,0.538,0.558,0.765,0.639,0.593,0.466,0.541,0.715,0.398,0.494,0.35,0.472,0.511,0.472,0.383,0.402,0.523,0.534,0.41,0.4,0.356,0.583,0.57,0.55,0.483,0.759,0.54,0.47,0.488,0.591,0.488,0.55,0.553,0.414 -321,Epileptic,M,22.0,0.7,2.1,1.2,1.6,2.4,2.8,1.6,1.8,0.7,0.8,0.4,3.1,2.1,0.9,1.0,7.3,9.5,1.1,3.0,3.4,1.6,3.3,1.7,3.6,4.2,4.4,4.2,3.0,4.0,3.2,1.1,1.4,0.5,2.3,0.5,0.4,3.3,3.1,0.3,0.2,0.9,2.8,2.6,2.5,4.5,0.7,0.6,0.7,1.2,0.7,0.8,1.8,1.4,3.5,0.5,3.8,0.9,1.4,1.1,1.3,1.0,1.7,0.3,0.6,1.7,1.1,4.8,1.6,2.0,0.6,1.3,1.2,4.7,0.2,6,15,12,11,18,25,12,13,8,8,5.0,26,18,9,10,63,81,8,30,31,16,35,15,36,47,44,39,25,31,34,13,12,4,22,3,3,33,34,2,1,5,27,21,19,24,5,3,5,6,6,7,12,12,20,4,28,9,12,9,11,7,12,2,5,15,12,33,9,12,4,6,8,38,3,0.03,0.022,0.021,0.027,0.045,0.032,0.024,0.027,0.036,0.034,0.035,0.033,0.031,0.031,0.03,0.036,0.029,0.031,0.03,0.031,0.023,0.031,0.028,0.038,0.031,0.033,0.027,0.023,0.029,0.028,0.028,0.059,0.027,0.025,0.016,0.009,0.033,0.027,0.016,0.023,0.019,0.033,0.04,0.03,0.029,0.016,0.02,0.014,0.016,0.015,0.032,0.02,0.027,0.02,0.022,0.017,0.019,0.016,0.022,0.02,0.021,0.026,0.025,0.027,0.019,0.026,0.031,0.023,0.029,0.019,0.025,0.016,0.017,0.016,1694,5137,2691,2494,2999,4074,3180,3960,1262,1636,725.0,2887,4399,1724,2603,11549,20287,2424,6949,4246,4332,5616,2290,6856,7756,7670,7741,4809,7572,6287,2434,1248,1007,6387,1934,1936,7791,8617,434,295,1704,3278,5827,2379,4014,1691,1107,2299,2506,1898,679,3636,2426,6540,1055,6258,1913,3408,1335,1837,1647,2786,524,1094,2715,1313,4836,2608,2135,947,1745,2586,11922,355,0.125,0.104,0.107,0.117,0.134,0.146,0.103,0.119,0.126,0.14,0.126,0.129,0.124,0.137,0.127,0.11,0.11,0.117,0.126,0.122,0.099,0.13,0.123,0.128,0.133,0.134,0.115,0.101,0.104,0.128,0.124,0.151,0.11,0.119,0.078,0.066,0.127,0.121,0.105,0.11,0.1,0.128,0.135,0.13,0.119,0.096,0.103,0.081,0.087,0.097,0.149,0.099,0.112,0.09,0.111,0.101,0.105,0.094,0.118,0.107,0.108,0.116,0.118,0.124,0.108,0.119,0.128,0.111,0.113,0.117,0.116,0.103,0.093,0.095,443,1575,874,949,908,1501,1016,1059,335,413,227.0,1382,1074,398,626,3013,4953,510,1668,1756,1023,1776,1007,1658,2369,2150,2553,1785,1987,1864,646,443,346,1363,479,688,1700,1892,192,128,783,1389,1061,1374,2436,735,453,969,1130,698,411,1521,979,2580,350,3191,833,1443,768,984,775,1025,266,422,1343,652,2447,1089,964,451,796,1095,4558,199,3.437,3.01,2.927,2.649,2.575,2.563,2.703,3.066,2.773,3.278,2.581,1.842,3.144,3.043,3.064,2.876,3.233,3.555,3.293,2.015,2.978,2.496,1.992,2.958,2.624,2.909,2.404,2.186,2.937,2.636,2.792,2.791,2.45,3.148,3.427,2.505,3.279,3.26,2.616,2.78,2.588,2.042,3.372,1.989,1.928,2.531,3.063,3.07,2.82,2.65,1.994,2.654,2.472,2.675,2.663,2.231,2.489,2.506,2.02,2.096,2.429,2.835,2.146,2.799,2.338,2.479,2.142,2.802,2.591,2.623,2.642,2.814,2.717,2.091,0.729,0.738,0.512,0.531,0.846,0.566,0.659,0.633,0.644,0.488,0.798,0.463,0.553,0.461,0.56,0.704,0.674,0.629,0.717,0.712,0.954,0.481,0.509,0.829,0.547,0.589,0.48,0.675,0.718,0.502,0.703,1.0,0.437,0.671,0.748,0.522,0.68,0.687,0.408,0.584,0.658,0.526,0.937,0.573,0.615,0.516,0.544,0.673,0.642,0.684,0.273,0.573,0.784,0.56,0.698,0.42,0.45,0.725,0.342,0.422,0.366,0.692,0.328,1.155,0.602,0.536,0.511,0.452,0.465,0.645,0.463,0.799,0.666,0.491 -322,Epileptic,M,42.0,0.8,2.4,0.7,1.7,1.7,2.2,1.5,2.0,1.3,0.9,0.2,3.3,1.7,0.7,1.2,6.0,7.1,0.7,2.7,3.9,0.5,3.1,1.9,2.7,2.6,3.5,3.2,2.7,2.9,3.1,1.3,1.0,0.7,3.0,0.7,1.1,2.7,3.5,0.2,0.2,1.4,3.2,1.7,3.3,3.6,0.5,0.3,0.9,1.2,0.5,0.7,1.7,1.6,2.6,0.5,2.0,0.7,2.1,1.6,1.2,0.5,0.9,0.3,0.7,2.7,1.2,3.2,1.0,1.0,0.4,0.8,1.1,4.4,0.3,7,25,8,13,18,18,11,15,15,9,2.0,30,15,8,14,66,61,6,31,37,4,35,17,32,35,38,35,26,22,36,12,7,5,28,4,8,30,38,2,1,8,31,16,26,19,4,2,7,6,8,5,13,13,20,3,16,4,19,11,10,3,6,3,6,23,14,28,6,7,4,5,8,34,3,0.037,0.026,0.013,0.029,0.039,0.035,0.021,0.031,0.043,0.037,0.027,0.033,0.033,0.028,0.029,0.028,0.026,0.026,0.029,0.03,0.012,0.034,0.029,0.033,0.027,0.029,0.022,0.027,0.023,0.03,0.037,0.049,0.036,0.032,0.02,0.021,0.034,0.035,0.014,0.013,0.026,0.035,0.025,0.032,0.025,0.013,0.017,0.014,0.015,0.02,0.027,0.021,0.022,0.019,0.014,0.014,0.018,0.022,0.03,0.018,0.016,0.018,0.022,0.036,0.022,0.025,0.023,0.014,0.019,0.017,0.018,0.02,0.019,0.026,1720,5156,2106,2180,1907,3065,2950,3433,1744,1549,543.0,2977,3362,1319,2651,12909,15655,2564,5148,4992,2349,4935,2551,5101,5321,7256,6018,4028,6448,5337,2238,1274,965,6950,2610,2482,5639,7042,426,552,1627,3124,4669,2767,4107,1295,778,2416,2664,1420,602,3167,2662,5556,745,3559,1325,3188,1406,1930,873,2317,428,802,3470,1170,4241,2528,1916,662,1267,2035,8853,454,0.117,0.122,0.097,0.123,0.132,0.147,0.101,0.124,0.146,0.149,0.093,0.147,0.129,0.141,0.128,0.128,0.115,0.107,0.123,0.122,0.073,0.143,0.131,0.129,0.124,0.131,0.11,0.108,0.098,0.129,0.133,0.132,0.133,0.13,0.095,0.105,0.124,0.141,0.081,0.097,0.121,0.143,0.116,0.13,0.11,0.086,0.094,0.086,0.087,0.098,0.138,0.103,0.108,0.098,0.093,0.092,0.098,0.11,0.135,0.109,0.097,0.095,0.118,0.146,0.111,0.121,0.118,0.085,0.098,0.122,0.104,0.109,0.098,0.142,476,1565,798,880,762,1079,1015,1075,576,427,158.0,1451,907,348,680,3554,4313,458,1578,2061,658,1551,1024,1411,1643,2158,2368,1580,1753,1831,553,430,322,1605,550,824,1427,1646,242,245,802,1438,1151,1790,2253,654,324,998,1236,560,380,1368,1251,2256,438,2013,591,1611,830,1040,424,765,236,364,1868,658,2162,1091,863,345,678,958,3831,204,3.306,2.966,2.412,2.624,2.186,2.373,2.402,2.78,2.39,2.826,2.937,1.822,2.857,2.74,2.879,2.777,2.93,3.888,2.776,2.026,2.873,2.447,2.11,2.724,2.499,2.764,2.123,2.108,2.814,2.371,2.924,2.972,2.44,3.136,3.959,2.677,2.908,3.034,2.061,2.617,2.616,1.889,3.115,1.777,2.106,2.199,2.979,2.781,2.611,2.71,1.863,2.55,2.205,2.577,2.115,1.92,2.663,2.205,2.066,2.049,2.194,3.031,2.044,2.365,2.047,2.117,2.142,2.732,2.652,2.324,2.263,2.531,2.487,2.76,0.986,0.903,0.851,0.509,0.545,0.475,0.575,0.755,0.617,0.425,0.641,0.408,0.411,0.373,0.455,0.514,0.54,0.862,0.657,0.558,0.645,0.462,0.402,0.653,0.481,0.488,0.491,0.481,0.549,0.486,0.915,0.812,0.428,0.591,0.786,0.53,0.772,0.718,0.322,0.409,0.569,0.492,0.769,0.574,0.586,0.496,0.542,0.785,0.685,0.821,0.353,0.409,0.587,0.539,0.283,0.397,0.386,0.507,0.431,0.358,0.382,0.96,0.338,0.959,0.564,0.711,0.444,0.433,0.363,0.552,0.557,0.659,0.547,0.462 -323,Epileptic,M,32.0,0.6,1.4,0.7,0.7,1.7,2.4,1.1,2.0,1.3,1.0,0.7,3.2,1.7,0.4,1.6,5.5,9.0,0.8,2.4,4.9,1.4,3.1,2.1,3.1,3.2,2.3,3.0,2.6,2.4,3.6,1.2,0.8,0.5,2.3,0.6,1.0,2.8,2.7,0.1,0.3,1.1,3.0,3.4,2.7,2.7,0.7,0.6,0.6,1.3,0.9,0.8,2.2,2.0,2.4,0.1,2.4,0.8,2.4,1.4,1.3,0.5,1.4,0.4,0.5,1.5,1.0,2.5,1.3,1.5,0.4,0.8,1.1,4.9,0.3,5,13,6,6,11,24,10,18,12,10,5.0,26,20,8,13,61,89,6,33,48,15,34,17,31,38,27,36,25,21,43,13,11,4,29,4,8,33,34,1,2,6,28,23,22,16,4,3,5,7,6,7,17,15,15,1,19,6,25,9,13,4,11,3,4,19,12,21,8,10,4,6,8,38,2,0.031,0.021,0.011,0.015,0.033,0.031,0.018,0.033,0.043,0.036,0.039,0.031,0.027,0.032,0.03,0.035,0.028,0.027,0.032,0.035,0.028,0.031,0.032,0.035,0.036,0.023,0.027,0.028,0.022,0.031,0.029,0.052,0.027,0.031,0.018,0.024,0.028,0.034,0.013,0.019,0.022,0.027,0.049,0.026,0.021,0.013,0.024,0.013,0.016,0.019,0.03,0.024,0.029,0.019,0.025,0.018,0.022,0.022,0.026,0.021,0.02,0.026,0.023,0.015,0.022,0.021,0.022,0.016,0.021,0.015,0.02,0.019,0.02,0.019,1626,4387,2141,2079,2084,3305,2206,3423,1938,1638,874.0,3521,4392,1050,3227,10500,19582,2528,5551,5739,3852,5321,2759,5776,6114,5860,5547,4205,6197,5460,2361,1274,849,5364,1798,2092,5733,6776,336,518,1669,2543,5338,2933,3055,1472,960,1693,2639,1684,691,3836,2526,4236,300,3602,1452,3896,1344,1786,1002,2722,602,1023,2426,1345,4023,2734,2299,1285,1555,2024,9240,410,0.105,0.103,0.087,0.084,0.129,0.142,0.093,0.139,0.155,0.139,0.131,0.123,0.125,0.151,0.132,0.141,0.125,0.103,0.134,0.137,0.098,0.146,0.125,0.139,0.145,0.125,0.12,0.112,0.098,0.15,0.123,0.115,0.114,0.133,0.084,0.114,0.121,0.134,0.087,0.118,0.11,0.125,0.144,0.112,0.102,0.088,0.11,0.074,0.088,0.103,0.144,0.119,0.134,0.099,0.124,0.107,0.107,0.127,0.121,0.116,0.109,0.127,0.12,0.106,0.112,0.103,0.113,0.095,0.104,0.106,0.112,0.102,0.104,0.102,388,1239,838,808,809,1291,860,1100,507,452,272.0,1526,1191,271,794,2956,5195,494,1407,2392,931,1620,973,1531,1678,1672,1940,1462,1678,1867,697,400,310,1273,497,707,1504,1518,194,239,781,1569,1153,1789,1967,752,377,823,1188,692,421,1479,1025,1884,113,1882,593,1674,818,945,401,924,281,491,1193,635,1936,1162,1109,450,679,947,3713,238,3.62,3.046,2.453,2.557,2.443,2.239,2.2,2.881,2.818,2.975,2.695,2.006,2.906,2.852,2.959,2.77,2.961,3.757,2.991,1.999,2.91,2.484,2.269,2.943,2.763,2.767,2.331,2.285,2.766,2.396,2.666,2.93,2.194,2.975,2.667,2.703,2.776,3.293,1.975,2.506,2.671,1.549,3.079,1.887,1.779,2.144,3.085,2.421,2.638,2.806,1.959,2.494,2.476,2.47,2.729,2.117,2.542,2.43,1.885,2.06,2.512,2.97,2.495,2.588,2.129,2.438,2.222,2.699,2.469,3.148,2.412,2.571,2.556,2.129,0.832,0.725,0.542,0.405,0.637,0.556,0.529,0.442,0.539,0.394,0.72,0.599,0.433,0.41,0.608,0.532,0.606,0.816,0.652,0.584,0.939,0.53,0.704,0.799,0.539,0.464,0.496,0.633,0.536,0.5,0.83,1.231,0.376,0.619,0.806,0.505,0.711,0.516,0.417,0.592,0.454,0.492,0.913,0.743,0.478,0.4,0.511,0.582,0.55,0.583,0.509,0.54,0.536,0.468,0.517,0.456,0.597,0.607,0.421,0.372,0.676,0.729,0.565,0.675,0.471,0.663,0.426,0.495,0.414,0.86,0.635,0.506,0.485,0.324 -324,Epileptic,M,52.0,0.8,1.5,0.7,1.2,1.5,2.2,2.2,2.1,1.3,0.9,0.3,2.3,1.8,0.7,2.0,5.1,8.8,0.9,2.3,3.8,1.2,2.5,1.6,3.1,3.3,3.4,2.9,2.8,2.4,3.0,1.2,1.4,0.4,2.9,0.3,0.8,3.2,3.6,0.3,0.2,1.0,2.6,2.3,2.2,2.7,0.7,0.3,1.0,1.4,0.5,0.7,2.7,1.3,2.0,0.3,2.1,1.0,1.4,1.2,1.0,0.6,1.7,0.5,0.4,1.5,1.4,2.6,1.7,1.0,0.5,0.8,1.2,4.5,0.3,9,17,7,9,14,22,17,18,17,7,3.0,24,23,8,21,59,89,11,32,42,25,28,14,36,39,39,32,30,25,38,19,9,5,33,2,6,36,44,3,1,8,21,24,17,15,5,2,7,8,4,5,24,7,14,1,18,10,13,10,8,6,13,4,4,12,17,21,11,7,6,5,11,35,2,0.033,0.018,0.011,0.023,0.04,0.033,0.027,0.028,0.038,0.041,0.039,0.027,0.027,0.029,0.031,0.035,0.027,0.033,0.033,0.032,0.022,0.033,0.028,0.038,0.032,0.028,0.022,0.023,0.022,0.028,0.035,0.042,0.023,0.037,0.015,0.019,0.033,0.036,0.016,0.012,0.023,0.033,0.037,0.02,0.017,0.014,0.015,0.016,0.016,0.009,0.034,0.025,0.02,0.017,0.036,0.014,0.024,0.017,0.025,0.018,0.021,0.03,0.023,0.015,0.019,0.024,0.018,0.019,0.018,0.016,0.024,0.02,0.02,0.019,1653,4362,2197,2477,1820,3580,3185,3435,2280,1599,496.0,2672,4076,1258,3592,9272,19322,2369,4370,4558,3477,4126,2026,5528,5408,6915,5238,4955,6040,5715,2677,1346,929,6376,1697,1893,6872,7574,525,380,1500,2482,5904,2483,4315,1626,770,2363,2752,1589,589,4177,1845,4430,290,4269,1234,2765,1406,1838,1102,2459,604,811,2624,1114,4501,3040,1955,1492,1225,1930,8736,498,0.124,0.101,0.091,0.109,0.147,0.142,0.108,0.134,0.142,0.146,0.133,0.124,0.126,0.136,0.142,0.148,0.123,0.128,0.151,0.132,0.099,0.14,0.117,0.142,0.132,0.127,0.097,0.111,0.102,0.132,0.139,0.138,0.12,0.134,0.065,0.101,0.144,0.142,0.112,0.093,0.115,0.132,0.145,0.108,0.089,0.088,0.09,0.087,0.094,0.082,0.144,0.125,0.104,0.091,0.141,0.092,0.126,0.105,0.128,0.096,0.118,0.133,0.127,0.115,0.104,0.116,0.104,0.103,0.102,0.117,0.115,0.125,0.104,0.111,492,1401,885,896,717,1168,1167,1178,709,353,162.0,1228,1248,350,1136,2745,5402,526,1220,1859,803,1278,853,1525,1758,2061,2009,1778,1660,1796,650,571,316,1363,457,672,1612,1727,256,186,718,1196,1163,1559,2443,798,343,1015,1263,671,328,1761,891,1875,124,2262,646,1293,798,970,490,904,342,418,1238,811,2201,1329,857,535,573,892,3547,225,3.156,2.757,2.449,2.603,2.254,2.569,2.252,2.662,2.473,3.165,2.703,1.877,2.617,2.597,2.556,2.628,2.798,3.492,2.897,2.078,3.306,2.522,2.112,2.742,2.508,2.694,2.157,2.251,2.747,2.463,3.044,2.427,2.535,3.187,3.081,2.6,2.964,3.084,2.021,2.295,2.791,1.868,3.498,1.791,1.977,2.18,2.757,2.907,2.605,2.533,2.092,2.371,2.276,2.458,2.679,2.092,2.36,2.239,2.14,2.052,2.46,2.701,2.043,2.337,2.319,1.685,2.201,2.571,2.534,2.889,2.39,2.495,2.597,2.634,0.78,0.56,0.471,0.586,0.565,0.542,0.548,0.586,0.555,0.788,0.777,0.496,0.481,0.51,0.558,0.54,0.579,0.681,0.561,0.62,0.666,0.548,0.449,0.592,0.569,0.486,0.488,0.591,0.52,0.478,0.719,0.867,0.514,0.666,0.558,0.685,0.714,0.652,0.403,0.407,0.485,0.461,0.728,0.662,0.645,0.488,0.519,0.537,0.469,0.515,0.458,0.466,0.482,0.487,0.281,0.478,0.465,0.505,0.359,0.397,0.392,0.666,0.428,0.697,0.584,0.539,0.503,0.442,0.489,0.906,0.58,0.334,0.591,0.623 -325,Epileptic,F,32.0,0.8,3.2,1.2,1.4,1.6,1.7,2.8,1.5,2.1,0.8,0.4,2.7,2.4,0.5,1.4,5.8,9.2,1.3,2.9,5.3,0.8,3.5,2.2,5.3,4.9,2.8,5.1,3.0,4.3,3.9,2.0,1.3,0.3,2.0,0.5,0.4,4.0,2.7,0.1,0.3,1.0,3.2,2.4,4.6,3.0,0.8,0.5,0.7,1.4,0.7,0.5,2.6,1.7,2.2,0.3,3.0,1.0,2.3,1.3,1.5,1.2,1.2,0.2,0.6,2.3,1.5,2.1,2.0,1.2,0.5,0.9,1.7,4.5,0.3,9,30,9,10,14,21,16,16,21,10,6.0,28,30,8,15,58,81,10,29,47,7,45,23,47,58,30,59,29,31,47,27,11,5,29,2,3,53,33,1,2,5,28,22,33,16,5,2,4,7,9,4,17,14,14,2,26,6,18,9,12,7,9,2,5,18,18,15,15,6,5,8,14,36,3,0.043,0.033,0.026,0.029,0.032,0.023,0.042,0.027,0.072,0.042,0.034,0.034,0.034,0.041,0.037,0.041,0.039,0.047,0.034,0.039,0.024,0.032,0.034,0.049,0.037,0.03,0.037,0.033,0.04,0.038,0.052,0.043,0.016,0.024,0.012,0.01,0.041,0.029,0.015,0.025,0.022,0.034,0.042,0.033,0.024,0.019,0.02,0.013,0.021,0.026,0.017,0.024,0.035,0.024,0.022,0.019,0.022,0.021,0.024,0.023,0.033,0.02,0.028,0.019,0.026,0.026,0.022,0.022,0.02,0.017,0.022,0.024,0.019,0.014,1353,4749,2325,2391,1619,3888,3011,3454,1809,1422,862.0,3300,4174,1034,2775,8934,16826,2663,5720,6253,3036,5832,2715,6269,6837,5345,6508,3925,5759,6092,2215,1655,1003,6005,2132,1701,7840,7094,322,473,1246,3301,5565,3512,3350,1348,791,2003,2302,1510,592,2975,2023,3187,520,4106,1469,3814,1562,2122,931,2224,335,878,2903,1390,2820,3148,1700,786,1348,2085,8669,563,0.141,0.136,0.107,0.122,0.14,0.12,0.121,0.129,0.193,0.162,0.141,0.144,0.151,0.157,0.146,0.148,0.145,0.145,0.136,0.148,0.093,0.134,0.126,0.155,0.14,0.134,0.133,0.127,0.129,0.155,0.148,0.126,0.08,0.13,0.069,0.066,0.149,0.134,0.108,0.114,0.109,0.118,0.15,0.144,0.106,0.101,0.092,0.071,0.098,0.111,0.116,0.118,0.141,0.111,0.114,0.109,0.112,0.113,0.114,0.115,0.133,0.106,0.113,0.112,0.122,0.128,0.108,0.108,0.101,0.11,0.124,0.129,0.099,0.11,350,1632,770,821,753,1347,1014,977,539,357,233.0,1356,1197,292,702,2409,4244,501,1351,2464,647,1742,1091,1838,2181,1559,2426,1472,1662,1878,711,572,357,1267,589,588,1846,1530,176,215,663,1323,1067,2155,2001,653,383,845,1061,562,365,1564,824,1486,251,2280,662,1657,883,1002,477,895,185,491,1393,876,1473,1389,878,456,643,991,3733,321,3.463,2.651,2.848,2.714,1.979,2.456,2.444,2.883,2.376,3.088,2.869,2.051,2.693,2.656,2.807,2.564,2.975,3.768,3.064,2.061,3.322,2.64,2.166,2.557,2.462,2.641,2.14,2.127,2.654,2.491,2.297,2.602,2.259,3.047,3.077,2.503,3.014,3.137,1.936,2.369,2.371,2.16,3.347,1.896,1.873,2.29,2.496,2.838,2.529,2.74,1.864,2.093,2.188,2.265,2.284,2.001,2.427,2.563,1.949,2.157,2.338,2.467,1.92,2.263,2.157,1.953,2.05,2.288,2.291,2.109,2.394,2.434,2.51,2.048,0.766,0.563,0.659,0.54,0.638,0.751,0.702,0.539,0.609,0.637,0.673,0.601,0.488,0.603,0.546,0.713,0.701,0.729,0.768,0.685,0.714,0.515,0.648,0.804,0.663,0.617,0.578,0.602,0.712,0.634,0.604,1.024,0.409,0.733,0.731,0.542,0.858,0.697,0.338,0.483,0.489,0.677,0.82,0.656,0.6,0.426,0.347,0.719,0.473,0.491,0.474,0.457,0.59,0.466,0.404,0.419,0.583,0.549,0.403,0.456,0.459,0.692,0.372,0.655,0.468,0.68,0.427,0.436,0.494,0.489,0.438,0.521,0.507,0.384 -326,Epileptic,F,22.0,0.5,2.5,1.0,0.8,1.6,2.1,1.8,1.7,0.8,0.7,0.4,3.3,1.5,0.9,1.4,6.7,11.2,0.8,1.6,5.0,0.8,2.6,2.3,2.8,2.4,3.3,2.8,2.6,3.1,4.0,0.9,1.3,0.4,2.4,0.3,0.7,3.4,3.3,0.2,0.2,1.0,2.9,1.8,3.1,2.4,0.7,0.4,0.8,1.1,0.6,0.9,1.8,1.4,3.0,0.3,1.9,0.5,1.7,1.1,1.7,0.6,1.0,0.2,0.3,1.7,0.3,2.7,1.1,1.6,1.1,1.4,1.3,4.2,0.3,5,15,7,7,10,18,13,15,9,10,7.0,29,16,7,9,55,84,5,18,45,7,25,17,28,23,29,24,25,24,35,12,10,4,23,2,4,37,36,2,1,5,24,15,23,17,5,2,5,6,6,5,14,8,22,3,17,4,13,11,14,4,6,1,3,18,4,23,9,10,8,11,12,31,3,0.029,0.026,0.026,0.02,0.036,0.03,0.027,0.026,0.042,0.06,0.035,0.034,0.025,0.037,0.028,0.035,0.036,0.029,0.023,0.034,0.018,0.026,0.031,0.038,0.026,0.027,0.027,0.028,0.024,0.038,0.034,0.049,0.017,0.029,0.011,0.015,0.032,0.029,0.019,0.02,0.022,0.03,0.033,0.028,0.017,0.018,0.018,0.015,0.015,0.023,0.035,0.02,0.024,0.021,0.017,0.021,0.018,0.02,0.023,0.023,0.019,0.026,0.022,0.017,0.022,0.099,0.021,0.015,0.021,0.028,0.028,0.022,0.017,0.018,1342,4878,1734,1412,2157,2963,2361,3655,1389,706,696.0,3677,4042,1665,3547,12429,19255,2916,4039,5962,3248,4554,2510,6660,4449,7033,4659,4041,6299,5872,1676,1216,1112,6065,1818,1870,7862,8676,278,454,1529,3071,6132,2801,3158,1174,1005,2098,2657,1506,706,3390,1885,6273,580,2856,1093,3335,1265,1946,931,2168,478,954,2803,73,4111,2821,2540,1530,1706,2177,9215,471,0.104,0.109,0.111,0.101,0.127,0.141,0.111,0.116,0.132,0.19,0.125,0.132,0.109,0.15,0.112,0.12,0.123,0.106,0.118,0.137,0.092,0.124,0.126,0.119,0.116,0.119,0.108,0.105,0.099,0.132,0.117,0.14,0.091,0.118,0.057,0.082,0.125,0.124,0.116,0.089,0.097,0.129,0.124,0.123,0.098,0.096,0.092,0.087,0.084,0.099,0.144,0.101,0.104,0.095,0.103,0.112,0.1,0.106,0.127,0.118,0.097,0.102,0.09,0.107,0.118,0.24,0.116,0.092,0.107,0.129,0.131,0.114,0.094,0.122,345,1531,749,600,720,1117,952,1149,400,255,176.0,1586,1029,377,716,3063,5077,439,1071,2302,737,1551,1106,1293,1477,1908,1652,1387,1718,1715,441,439,360,1267,495,665,1764,1889,148,197,733,1465,914,1811,2047,677,343,783,1122,462,397,1511,929,2605,278,1549,492,1445,759,1136,522,677,237,356,1376,37,2023,1155,1180,590,824,1087,3710,241,3.581,3.007,2.841,2.661,2.652,2.536,2.172,2.932,2.566,2.498,2.924,2.021,3.013,3.145,3.405,2.942,3.053,4.085,2.949,2.188,3.23,2.391,2.048,3.41,2.463,2.853,2.4,2.354,2.805,2.658,2.695,2.757,2.55,3.267,3.26,2.602,3.067,3.208,2.457,2.481,2.561,1.902,4.073,1.811,1.805,2.037,3.398,3.377,2.886,3.563,2.405,2.525,2.239,2.5,2.329,2.048,2.617,2.695,1.931,1.975,2.196,3.043,2.235,2.5,2.32,2.369,2.254,2.739,2.752,2.73,2.281,2.415,2.696,2.526,0.711,0.687,0.558,0.519,0.692,0.517,0.545,0.761,0.724,0.685,0.836,0.5,0.537,0.721,0.74,0.779,0.75,0.784,0.45,0.612,0.906,0.444,0.443,0.921,0.603,0.644,0.581,0.666,0.71,0.68,0.737,0.997,0.438,0.704,0.928,0.496,0.835,0.611,0.42,0.491,0.655,0.536,0.728,0.552,0.518,0.518,0.659,0.851,0.715,0.69,0.48,0.518,0.672,0.554,0.347,0.397,0.392,0.54,0.353,0.388,0.383,0.962,0.572,1.023,0.57,0.35,0.496,0.617,0.589,0.543,0.407,0.505,0.6,0.376 -327,Epileptic,F,27.0,0.7,2.2,0.7,1.1,1.3,1.8,1.2,1.9,1.3,0.6,0.4,1.9,1.6,0.4,1.1,5.5,8.6,0.8,2.6,4.2,0.8,2.5,1.3,2.0,2.5,3.8,3.7,2.1,2.3,3.3,1.2,0.4,0.5,2.2,0.2,0.4,2.5,2.5,0.1,0.2,1.2,3.4,1.6,3.4,2.3,0.4,0.5,0.9,1.0,0.7,0.9,1.5,0.8,1.9,0.1,2.0,0.6,1.7,1.5,1.0,0.3,0.9,0.2,0.3,1.6,1.1,1.4,1.3,1.0,0.6,0.8,1.3,4.0,0.4,5,18,6,10,13,14,11,15,20,6,4.0,19,14,5,11,60,75,6,26,39,6,25,10,20,34,38,43,18,18,33,26,3,6,24,1,3,27,24,1,1,8,29,20,24,15,4,2,5,6,6,6,11,5,14,1,17,5,12,12,8,4,6,2,2,13,16,12,9,7,5,7,8,40,2,0.037,0.029,0.014,0.024,0.044,0.029,0.021,0.033,0.051,0.03,0.032,0.03,0.032,0.029,0.03,0.037,0.029,0.028,0.03,0.03,0.021,0.033,0.03,0.032,0.028,0.031,0.029,0.029,0.026,0.034,0.033,0.025,0.015,0.028,0.01,0.013,0.032,0.036,0.012,0.016,0.021,0.043,0.038,0.028,0.02,0.011,0.025,0.015,0.015,0.019,0.029,0.023,0.026,0.017,0.009,0.015,0.022,0.019,0.032,0.026,0.025,0.02,0.023,0.015,0.019,0.028,0.017,0.021,0.016,0.027,0.02,0.025,0.02,0.015,1371,4387,1922,2232,1820,2527,2083,3346,1627,1268,612.0,2417,3238,987,2288,10498,17103,2167,4025,4831,1963,3866,1625,4464,5119,6313,6238,2983,5054,5591,2250,745,1062,4894,1517,1578,4439,4876,356,355,1629,2345,4481,3134,3061,1074,722,2214,2079,1163,652,2530,1516,4393,293,3787,1007,3014,1572,1235,571,1768,457,705,2930,1058,2492,2069,1697,917,1148,1773,7483,683,0.127,0.117,0.098,0.12,0.153,0.124,0.095,0.141,0.159,0.135,0.131,0.129,0.133,0.111,0.127,0.139,0.127,0.106,0.13,0.123,0.083,0.136,0.131,0.118,0.133,0.138,0.132,0.12,0.107,0.135,0.131,0.096,0.089,0.118,0.059,0.08,0.124,0.125,0.07,0.094,0.119,0.152,0.14,0.121,0.1,0.09,0.112,0.086,0.093,0.107,0.136,0.109,0.111,0.094,0.074,0.101,0.106,0.102,0.139,0.123,0.128,0.107,0.113,0.104,0.107,0.143,0.095,0.108,0.102,0.134,0.109,0.119,0.105,0.085,354,1362,709,779,532,1014,759,1001,467,331,217.0,994,816,269,613,2618,4665,463,1335,2050,613,1265,663,1109,1582,1994,2199,1141,1413,1687,574,306,375,1242,410,545,1269,1166,193,193,783,1209,870,1841,1861,582,304,870,1001,542,404,1186,581,1776,137,1992,479,1415,794,602,266,694,185,347,1305,607,1406,920,862,350,627,828,3272,382,3.67,2.954,2.691,2.768,2.634,2.205,2.255,2.925,2.589,2.985,2.441,2.048,2.953,2.641,2.747,2.867,2.947,3.551,2.589,2.036,2.712,2.506,2.15,2.803,2.627,2.632,2.27,2.086,2.692,2.562,2.873,2.255,2.195,2.762,3.103,2.556,2.673,2.943,1.977,2.227,2.619,1.865,3.412,1.893,1.858,1.991,3.125,3.114,2.576,2.438,1.945,2.264,2.465,2.442,1.991,2.187,2.414,2.427,2.31,2.211,2.397,2.558,2.237,2.107,2.355,2.138,1.918,2.562,2.28,3.054,2.149,2.7,2.361,2.203,0.874,0.609,0.607,0.531,0.715,0.597,0.475,0.682,0.547,0.379,0.545,0.416,0.401,0.571,0.602,0.595,0.575,0.857,0.617,0.593,0.61,0.428,0.427,0.678,0.595,0.595,0.493,0.482,0.488,0.694,0.647,1.002,0.332,0.706,0.863,0.502,0.533,0.614,0.371,0.611,0.639,0.495,0.765,0.568,0.567,0.49,0.505,0.965,0.468,0.374,0.342,0.437,0.784,0.628,0.396,0.476,0.485,0.605,0.387,0.41,0.435,0.626,0.803,0.95,0.534,0.496,0.406,0.412,0.409,0.588,0.425,0.454,0.526,0.25 -328,Epileptic,M,52.0,0.9,2.7,1.0,1.4,1.7,2.8,3.1,1.9,1.3,1.0,0.2,3.3,1.5,0.4,1.1,6.3,9.9,2.0,3.0,5.2,1.3,4.7,1.4,3.3,6.6,4.9,4.9,3.5,3.7,4.8,1.9,1.0,0.5,2.9,0.7,1.6,6.7,4.2,0.3,0.2,1.1,4.3,2.2,2.4,3.5,1.0,0.4,1.4,1.6,1.0,0.9,1.9,2.5,2.9,0.8,3.7,1.2,2.2,1.2,1.6,0.6,1.8,0.4,0.6,1.7,1.3,3.4,1.6,0.9,0.6,1.4,2.0,6.8,0.1,8,29,7,12,13,31,24,21,20,8,3.0,33,16,7,17,82,121,13,31,52,11,45,17,34,79,50,53,32,33,61,21,9,5,37,7,16,67,53,2,1,6,38,20,15,20,7,2,10,6,6,5,16,21,20,8,32,8,17,11,12,5,11,2,5,13,16,27,12,5,6,11,13,61,1,0.04,0.027,0.02,0.027,0.029,0.034,0.041,0.031,0.044,0.045,0.028,0.038,0.03,0.034,0.036,0.035,0.036,0.055,0.037,0.037,0.028,0.049,0.029,0.035,0.051,0.037,0.04,0.032,0.035,0.035,0.051,0.043,0.028,0.033,0.02,0.028,0.047,0.04,0.016,0.024,0.023,0.046,0.042,0.027,0.023,0.018,0.017,0.017,0.019,0.029,0.028,0.019,0.029,0.022,0.028,0.023,0.022,0.022,0.025,0.025,0.021,0.031,0.015,0.019,0.018,0.022,0.022,0.019,0.017,0.02,0.027,0.024,0.022,0.014,1744,5036,2394,2542,2398,4491,2618,3358,1935,1595,751.0,2976,3324,1011,2086,11635,18131,2353,5341,5811,3614,4125,2191,6137,7142,7175,5699,3765,5859,6686,2759,927,896,6802,2313,2649,7561,8994,477,327,1500,3397,5914,2647,3658,1534,766,2871,2449,1365,775,3432,2674,4817,879,4648,1727,3660,1461,1810,875,2717,663,941,2701,2006,4449,2770,1558,965,1586,2885,11082,376,0.123,0.126,0.098,0.117,0.125,0.134,0.124,0.132,0.164,0.165,0.112,0.145,0.133,0.126,0.138,0.141,0.139,0.155,0.138,0.145,0.107,0.148,0.128,0.132,0.145,0.136,0.127,0.111,0.118,0.139,0.17,0.123,0.116,0.128,0.097,0.112,0.152,0.146,0.097,0.096,0.1,0.151,0.148,0.111,0.104,0.099,0.094,0.088,0.095,0.111,0.132,0.101,0.139,0.104,0.117,0.115,0.109,0.116,0.119,0.122,0.096,0.131,0.093,0.112,0.098,0.117,0.108,0.1,0.094,0.129,0.129,0.121,0.109,0.102,480,1838,845,949,873,1670,1238,1195,686,413,188.0,1505,903,285,726,3724,5626,542,1489,2712,903,1629,969,1651,2650,2525,2328,1733,1805,2550,829,436,315,1737,594,903,2490,2256,258,150,832,1666,1200,1570,2196,843,338,1198,1120,551,457,1690,1344,2161,543,2563,839,1629,822,1011,503,942,385,457,1460,855,2460,1255,734,483,850,1320,4997,163,3.115,2.534,2.66,2.543,2.404,2.237,1.872,2.458,2.265,2.902,3.002,1.697,2.813,2.716,2.336,2.46,2.511,3.425,2.683,1.904,2.89,2.067,1.987,2.757,2.198,2.357,2.01,1.82,2.558,2.144,2.703,2.311,2.468,2.794,3.359,2.449,2.316,2.9,1.979,2.468,2.207,1.817,3.296,1.936,1.883,1.898,2.755,2.839,2.569,2.565,1.986,2.05,2.107,2.305,2.038,1.947,2.392,2.421,1.934,1.923,1.989,2.833,1.996,2.443,1.997,2.591,1.881,2.342,2.339,2.093,1.958,2.424,2.35,2.387,0.689,0.649,0.71,0.55,0.553,0.621,0.513,0.52,0.556,0.66,0.876,0.464,0.428,0.419,0.43,0.494,0.623,0.76,0.639,0.559,0.81,0.579,0.526,0.742,0.676,0.587,0.537,0.508,0.521,0.582,0.652,0.809,0.421,0.691,0.518,0.604,0.699,0.617,0.396,0.476,0.449,0.511,0.809,0.665,0.587,0.437,0.382,0.664,0.522,0.536,0.373,0.447,0.424,0.461,0.383,0.401,0.426,0.476,0.424,0.418,0.366,0.796,0.306,0.708,0.604,0.918,0.401,0.455,0.446,0.613,0.43,0.536,0.493,0.384 -329,Epileptic,M,57.0,1.1,2.8,1.1,1.2,3.2,2.0,1.8,2.4,1.2,0.9,0.4,3.1,1.3,0.7,1.2,6.6,10.2,1.1,2.5,3.6,1.4,3.0,2.1,4.5,3.5,3.8,4.1,2.7,3.6,3.7,3.0,1.5,0.6,3.9,0.4,1.2,7.5,4.2,0.2,0.4,1.4,3.6,2.9,2.7,3.3,0.7,0.6,0.8,1.6,1.5,0.4,2.2,2.0,3.2,0.4,3.0,1.2,2.3,1.4,1.1,0.7,2.1,0.6,1.0,2.0,1.6,2.6,1.4,1.6,1.1,1.8,2.2,5.5,0.5,7,32,10,10,24,22,15,19,12,12,5.0,30,15,10,17,66,92,8,28,35,15,34,22,50,52,50,49,30,36,47,28,13,6,36,3,13,67,62,2,3,8,27,30,18,17,3,3,4,9,11,4,18,20,23,2,25,7,20,13,8,5,15,4,8,16,23,21,9,11,11,12,18,52,4,0.04,0.024,0.018,0.023,0.052,0.03,0.03,0.032,0.042,0.036,0.044,0.037,0.025,0.033,0.029,0.031,0.033,0.04,0.031,0.034,0.031,0.032,0.032,0.046,0.034,0.032,0.029,0.032,0.035,0.031,0.059,0.061,0.036,0.042,0.02,0.023,0.06,0.037,0.021,0.022,0.028,0.037,0.048,0.026,0.021,0.011,0.018,0.013,0.018,0.042,0.018,0.025,0.023,0.025,0.021,0.019,0.025,0.02,0.031,0.019,0.018,0.026,0.028,0.042,0.019,0.027,0.02,0.02,0.022,0.023,0.028,0.021,0.018,0.022,1658,5970,2444,2337,2835,3809,2680,3915,1861,1623,564.0,2862,3225,1572,2339,11485,19849,2316,5143,3814,3188,4840,2743,6769,6559,7592,7052,4199,6333,5945,2641,1272,945,6087,1583,2298,7491,9009,423,597,1330,2858,4105,2627,3696,1500,997,2362,2721,1502,528,3420,3755,5578,405,4629,1628,3232,1292,1698,1056,3635,588,1051,3085,1218,3723,2093,2199,1621,1942,2760,10173,688,0.132,0.128,0.104,0.111,0.17,0.135,0.101,0.133,0.156,0.157,0.147,0.136,0.121,0.126,0.133,0.13,0.131,0.142,0.134,0.125,0.108,0.12,0.131,0.145,0.125,0.141,0.118,0.105,0.108,0.126,0.157,0.139,0.133,0.136,0.084,0.115,0.158,0.149,0.108,0.12,0.128,0.13,0.142,0.119,0.106,0.076,0.09,0.083,0.095,0.151,0.12,0.114,0.111,0.112,0.117,0.103,0.111,0.113,0.132,0.101,0.1,0.122,0.125,0.125,0.101,0.132,0.105,0.103,0.108,0.123,0.131,0.116,0.104,0.114,453,2056,1010,875,1067,1254,1075,1262,573,463,212.0,1461,879,458,781,3691,5745,521,1382,1863,883,1583,1129,2072,2203,2345,2726,1677,1871,2234,937,594,296,1610,446,846,2606,2413,194,278,724,1502,1264,1618,2322,839,494,904,1283,639,367,1625,1631,2275,261,2592,806,1698,762,938,618,1328,343,471,1593,908,2151,1062,1137,765,1031,1443,4634,342,3.549,2.66,2.37,2.582,2.42,2.355,2.108,2.665,2.476,2.611,2.31,1.761,2.821,2.485,2.381,2.505,2.726,3.521,2.871,1.803,2.836,2.391,2.099,2.581,2.355,2.505,2.089,2.002,2.589,2.164,2.16,2.307,2.529,2.783,3.211,2.345,2.263,2.703,2.499,2.38,2.294,1.664,2.62,1.815,1.807,1.946,2.444,3.212,2.531,2.426,1.71,2.174,2.277,2.399,1.937,1.904,2.246,2.058,1.791,1.984,1.89,2.62,2.036,2.376,2.096,1.733,1.806,2.217,2.152,2.265,1.907,2.202,2.277,2.132,0.688,0.531,0.463,0.438,0.617,0.73,0.583,0.477,0.627,0.7,0.674,0.426,0.411,0.592,0.465,0.521,0.62,0.599,0.579,0.514,0.787,0.621,0.445,0.737,0.571,0.64,0.506,0.575,0.591,0.534,0.813,0.833,0.479,0.689,0.49,0.517,0.737,0.617,0.306,0.328,0.425,0.528,0.706,0.622,0.514,0.386,0.491,0.851,0.476,0.559,0.356,0.352,0.438,0.452,0.343,0.358,0.515,0.43,0.51,0.393,0.372,0.686,0.437,0.562,0.471,0.604,0.394,0.418,0.44,0.505,0.447,0.452,0.505,0.513 -330,Epileptic,F,42.0,0.7,2.1,0.8,1.2,2.2,1.5,3.5,1.3,1.7,0.6,0.4,2.9,1.8,0.5,1.8,7.1,11.8,0.9,2.1,4.4,1.1,3.5,2.1,3.6,3.8,2.4,4.1,3.3,3.2,4.8,1.9,1.0,0.5,3.3,0.6,0.3,3.7,3.0,0.4,0.2,0.9,4.4,3.1,2.2,4.5,0.7,0.5,0.8,1.4,0.5,0.4,2.2,1.2,3.1,0.2,2.9,1.1,1.3,1.3,1.4,0.8,1.6,0.3,0.4,1.7,1.0,3.1,1.3,1.4,1.1,0.7,1.1,4.6,0.3,5,12,6,7,10,17,19,12,14,6,3.0,23,17,6,14,66,88,5,20,37,8,32,17,36,47,25,37,27,26,43,20,6,3,29,3,2,37,29,1,1,4,25,28,15,21,4,2,4,8,4,3,11,7,17,2,18,7,9,8,10,5,10,1,3,11,13,18,6,6,7,4,7,36,2,0.041,0.028,0.021,0.023,0.049,0.038,0.053,0.028,0.073,0.04,0.038,0.047,0.048,0.041,0.046,0.056,0.053,0.043,0.038,0.047,0.03,0.043,0.035,0.06,0.042,0.033,0.04,0.046,0.042,0.051,0.057,0.049,0.036,0.048,0.028,0.01,0.046,0.04,0.024,0.026,0.024,0.055,0.066,0.027,0.032,0.017,0.026,0.014,0.022,0.015,0.027,0.028,0.034,0.031,0.013,0.021,0.026,0.021,0.028,0.023,0.03,0.033,0.029,0.03,0.023,0.023,0.029,0.024,0.025,0.054,0.022,0.023,0.021,0.025,1518,3610,2171,2194,1732,2110,2686,2522,2116,1297,802.0,2860,2917,974,2301,9355,17397,2213,3365,4587,3477,4658,2131,5288,5891,4767,5485,3466,4812,5587,2167,860,736,4494,1220,1098,5470,6566,348,408,1024,2034,4784,2245,3297,1365,592,1926,1941,1153,412,2585,1397,4005,380,3936,1540,2186,1056,1742,1001,2296,285,771,2086,987,3273,1567,1557,919,886,1449,7510,408,0.129,0.115,0.097,0.101,0.142,0.141,0.148,0.134,0.22,0.149,0.131,0.161,0.149,0.139,0.158,0.169,0.164,0.121,0.136,0.169,0.111,0.141,0.122,0.17,0.145,0.134,0.13,0.141,0.13,0.164,0.177,0.123,0.12,0.156,0.093,0.061,0.156,0.149,0.099,0.097,0.101,0.165,0.195,0.109,0.118,0.093,0.108,0.077,0.1,0.09,0.134,0.112,0.125,0.118,0.102,0.101,0.124,0.108,0.123,0.11,0.115,0.127,0.138,0.122,0.11,0.111,0.119,0.105,0.109,0.145,0.116,0.114,0.101,0.119,351,1185,717,835,713,836,1095,807,540,322,192.0,1267,822,279,737,2735,4627,405,1052,1794,748,1548,1077,1400,1862,1417,2095,1407,1561,1835,649,376,249,1207,380,431,1681,1546,225,177,572,1214,1039,1303,2102,661,274,766,990,587,239,1277,686,1742,235,2157,616,1007,683,969,470,778,143,290,1110,655,1785,830,806,346,468,721,3426,195,3.741,2.791,2.817,2.67,2.17,2.264,2.06,2.695,2.918,2.825,2.977,1.976,2.593,2.536,2.395,2.456,2.77,3.802,2.607,2.165,3.276,2.336,1.763,2.817,2.472,2.631,2.134,1.996,2.337,2.41,2.646,2.428,2.435,2.741,2.961,2.31,2.417,3.046,1.825,2.414,2.151,1.613,3.055,1.891,1.814,2.172,2.521,3.022,2.389,2.334,2.144,2.131,2.089,2.231,1.934,1.97,2.299,2.361,1.796,1.923,2.276,2.987,2.187,2.66,2.031,1.873,1.932,2.123,2.249,2.488,2.056,2.291,2.275,2.585,0.957,0.698,0.54,0.447,0.553,0.581,0.64,0.562,0.657,0.703,0.702,0.527,0.603,0.562,0.525,0.716,0.726,0.884,0.593,0.655,0.734,0.626,0.49,0.801,0.59,0.619,0.554,0.534,0.536,0.649,0.769,0.886,0.397,0.571,0.887,0.477,0.771,0.631,0.33,0.468,0.497,0.44,0.975,0.576,0.432,0.559,0.469,0.936,0.464,0.404,0.454,0.434,0.538,0.538,0.31,0.405,0.533,0.507,0.4,0.472,0.465,0.804,0.525,0.63,0.45,0.717,0.464,0.429,0.403,0.812,0.456,0.376,0.499,0.453 -331,Epileptic,F,42.0,0.8,1.9,0.8,1.4,1.3,1.5,1.3,1.2,1.3,0.5,0.3,2.0,1.4,0.7,0.8,5.5,6.4,0.6,2.5,4.0,1.2,2.6,1.3,2.5,2.6,1.8,2.0,2.1,2.3,2.6,1.0,1.2,1.0,2.4,0.2,1.1,2.2,2.4,0.2,0.2,0.9,2.6,2.2,2.4,2.8,0.4,0.5,0.7,1.2,0.5,0.6,1.5,1.8,2.9,0.2,1.7,0.7,1.4,0.7,0.7,0.5,0.8,0.4,0.8,1.5,1.6,2.0,1.0,1.1,0.3,0.9,1.2,3.6,0.1,4,18,10,12,12,13,13,11,11,5,3.0,20,14,9,11,55,63,5,24,35,12,29,13,25,25,22,22,21,19,31,12,8,8,26,1,8,27,31,1,1,5,24,15,17,15,3,2,6,6,6,3,12,15,24,1,15,5,13,5,6,5,5,2,8,11,16,20,7,7,4,6,8,30,1,0.041,0.024,0.016,0.024,0.034,0.031,0.023,0.026,0.053,0.029,0.024,0.031,0.028,0.034,0.031,0.036,0.028,0.026,0.036,0.033,0.025,0.042,0.036,0.034,0.033,0.027,0.024,0.027,0.025,0.033,0.036,0.044,0.067,0.029,0.009,0.033,0.028,0.028,0.028,0.017,0.022,0.037,0.039,0.023,0.023,0.009,0.021,0.015,0.019,0.013,0.032,0.022,0.031,0.027,0.035,0.021,0.023,0.018,0.024,0.02,0.02,0.021,0.022,0.048,0.027,0.037,0.02,0.017,0.022,0.017,0.024,0.02,0.017,0.013,1432,4050,2250,2456,1721,2332,2169,2582,1693,994,496.0,2563,2893,1151,1769,8529,13810,2133,3738,4126,3222,3848,1608,4574,3900,3960,4016,3375,5042,4015,1674,1544,888,5088,1845,1665,4772,5737,254,414,1370,2780,3776,2849,3076,1162,702,1869,2175,1286,523,2579,2509,5115,284,2598,1380,2483,815,1046,813,1750,428,622,2021,931,2999,2050,1532,823,1004,2050,8233,398,0.12,0.113,0.102,0.121,0.131,0.127,0.116,0.123,0.147,0.113,0.118,0.141,0.131,0.15,0.127,0.143,0.122,0.105,0.137,0.133,0.103,0.155,0.14,0.136,0.14,0.123,0.12,0.115,0.108,0.148,0.119,0.129,0.19,0.138,0.06,0.123,0.119,0.13,0.144,0.101,0.11,0.147,0.134,0.109,0.107,0.078,0.112,0.072,0.096,0.098,0.123,0.112,0.123,0.119,0.153,0.118,0.103,0.105,0.121,0.114,0.111,0.104,0.109,0.168,0.119,0.152,0.109,0.098,0.118,0.116,0.124,0.114,0.095,0.095,340,1328,846,922,631,839,862,752,432,283,193.0,1007,757,336,532,2601,3869,388,1111,1857,838,1175,601,1175,1261,1291,1411,1235,1365,1299,436,439,280,1273,443,573,1387,1512,116,200,641,1169,957,1650,1819,651,326,872,952,581,312,1158,965,1762,102,1266,550,1222,481,558,425,592,244,326,949,635,1642,940,770,354,550,936,3519,155,3.575,2.817,2.556,2.668,2.354,2.491,2.166,3.003,2.86,2.842,2.333,2.088,2.903,2.602,2.593,2.593,2.896,3.732,2.757,1.903,2.898,2.518,2.183,2.806,2.456,2.505,2.319,2.193,2.803,2.505,2.763,2.989,2.684,2.855,3.559,2.532,2.661,2.853,2.748,2.398,2.636,2.024,3.07,1.927,1.941,1.914,2.715,2.456,2.742,2.352,2.142,2.341,2.292,2.541,2.955,2.259,2.864,2.23,1.933,2.037,2.138,2.838,2.147,2.161,2.223,1.942,2.018,2.499,2.459,2.427,2.203,2.817,2.469,2.953,0.718,0.583,0.553,0.483,0.579,0.525,0.435,0.659,0.587,0.346,0.634,0.482,0.434,0.448,0.353,0.559,0.636,0.819,0.625,0.589,0.82,0.514,0.502,0.625,0.433,0.572,0.399,0.454,0.44,0.58,0.606,1.101,0.554,0.62,0.897,0.438,0.571,0.488,0.304,0.363,0.777,0.521,0.68,0.645,0.609,0.414,0.485,0.726,0.484,0.485,0.275,0.449,0.681,0.639,0.627,0.466,0.636,0.517,0.431,0.417,0.374,0.852,0.315,0.67,0.567,0.504,0.41,0.355,0.399,0.697,0.424,0.599,0.563,0.54 -332,Epileptic,F,27.0,0.6,1.6,0.7,1.0,1.6,2.0,1.3,1.1,1.1,0.7,0.2,2.7,1.6,0.4,1.0,4.6,5.7,0.5,1.9,5.8,0.8,2.4,1.4,2.5,3.2,3.7,3.1,1.7,1.7,3.4,1.1,0.7,0.3,2.0,0.2,0.4,3.2,2.8,0.1,0.1,0.8,2.7,1.9,3.0,1.6,0.5,0.4,0.9,1.0,1.0,0.8,1.2,0.7,1.8,0.1,2.3,0.5,2.0,0.9,1.0,0.5,0.9,0.3,0.4,1.1,1.9,1.8,0.9,0.7,0.3,1.0,1.6,4.9,0.2,7,17,8,8,13,15,12,10,11,6,3.0,24,14,6,11,48,61,3,20,44,8,21,11,27,39,40,43,20,15,37,12,8,4,21,2,4,35,30,1,1,4,25,18,22,13,3,2,7,5,9,5,7,6,11,1,20,5,17,7,8,3,6,3,4,8,16,13,6,6,3,6,9,37,2,0.032,0.022,0.015,0.024,0.044,0.042,0.03,0.028,0.049,0.035,0.025,0.037,0.04,0.034,0.031,0.036,0.027,0.022,0.029,0.041,0.021,0.042,0.034,0.034,0.04,0.038,0.03,0.025,0.023,0.037,0.044,0.053,0.025,0.031,0.011,0.014,0.041,0.035,0.013,0.016,0.021,0.035,0.032,0.028,0.018,0.013,0.022,0.017,0.017,0.021,0.041,0.017,0.026,0.02,0.021,0.02,0.015,0.03,0.033,0.021,0.023,0.022,0.035,0.026,0.018,0.048,0.017,0.017,0.017,0.017,0.022,0.031,0.024,0.019,1138,3444,1488,1737,1824,2794,2072,2156,1850,1306,450.0,2223,3004,890,2176,8852,13254,1836,3429,3757,2484,3326,1759,4536,5266,6234,5312,2579,3890,5462,2022,566,587,4536,1656,1334,4754,5915,229,311,1158,2680,4614,2727,2033,1116,653,1704,1842,1568,580,2302,1205,3171,291,3279,1231,2430,945,1317,862,1584,465,817,1900,980,2915,1693,1358,1067,1470,1490,7668,304,0.128,0.118,0.109,0.114,0.154,0.155,0.111,0.129,0.161,0.13,0.126,0.145,0.15,0.146,0.141,0.145,0.127,0.1,0.126,0.15,0.094,0.155,0.13,0.146,0.157,0.151,0.127,0.111,0.107,0.147,0.138,0.155,0.132,0.13,0.07,0.086,0.129,0.135,0.107,0.097,0.108,0.142,0.136,0.12,0.097,0.087,0.108,0.095,0.096,0.119,0.161,0.098,0.122,0.106,0.128,0.116,0.087,0.13,0.137,0.112,0.112,0.11,0.14,0.139,0.097,0.17,0.096,0.103,0.105,0.11,0.115,0.134,0.114,0.113,314,1142,655,669,563,901,730,686,403,320,124.0,1126,732,232,548,2212,3586,358,1004,2201,619,955,676,1158,1523,1756,1931,1064,1109,1596,472,242,223,987,394,463,1517,1451,134,96,612,1249,1016,1787,1378,549,281,782,862,706,326,1056,485,1408,123,1756,488,1206,525,758,343,607,169,325,973,539,1640,793,630,316,719,794,3132,145,3.302,2.817,2.205,2.522,2.548,2.692,2.288,2.778,3.213,3.404,3.263,1.771,3.137,2.825,2.85,2.979,2.958,3.858,2.723,1.627,3.089,2.568,2.125,2.908,2.624,2.757,2.158,1.953,2.687,2.614,3.029,2.403,2.226,3.148,3.635,2.549,2.584,2.884,1.887,3.38,2.349,1.972,3.299,1.786,1.675,2.204,2.817,2.737,2.623,2.501,2.337,2.42,2.33,2.558,2.559,2.068,2.433,2.298,2.068,1.923,2.578,2.67,2.556,2.719,2.076,2.387,1.955,2.513,2.399,3.86,2.307,2.341,2.603,2.385,0.565,0.726,0.597,0.565,0.753,0.659,0.55,0.607,0.658,0.505,0.979,0.472,0.499,0.385,0.606,0.586,0.531,0.684,0.575,0.476,0.837,0.549,0.482,0.571,0.746,0.617,0.564,0.457,0.512,0.697,0.639,0.882,0.461,0.724,0.905,0.432,0.668,0.743,0.337,0.631,0.506,0.691,0.675,0.616,0.492,0.483,0.493,0.775,0.456,0.461,0.534,0.475,0.701,0.469,0.382,0.45,0.481,0.736,0.403,0.354,0.552,0.79,0.532,0.816,0.488,0.707,0.422,0.346,0.419,0.78,0.514,0.549,0.576,0.419 -333,Epileptic,M,52.0,1.1,3.3,1.6,2.0,2.3,3.4,2.5,2.8,2.2,0.5,0.3,4.0,2.2,0.8,1.5,11.8,13.3,1.6,2.6,5.2,1.4,4.0,2.2,3.5,2.9,2.1,2.2,2.3,4.2,2.4,2.2,1.2,0.4,2.9,0.6,0.9,6.6,3.8,0.2,0.2,1.0,4.7,2.9,4.2,2.9,1.0,0.5,0.9,1.8,1.3,0.7,2.8,2.3,5.1,0.4,1.5,0.7,1.9,1.2,1.4,0.7,1.9,0.5,0.8,2.6,1.5,1.6,3.9,1.6,0.8,0.6,1.7,4.9,0.5,8,21,11,16,20,29,24,23,16,5,5.0,41,27,7,13,95,99,11,29,47,10,45,26,31,36,23,40,27,35,27,20,13,4,30,4,6,60,42,2,1,5,41,27,30,18,8,2,7,9,10,4,21,16,32,3,11,5,16,7,12,5,13,4,7,17,19,13,30,9,4,4,11,38,3,0.036,0.029,0.022,0.022,0.04,0.039,0.032,0.028,0.054,0.028,0.028,0.039,0.029,0.047,0.032,0.04,0.033,0.047,0.028,0.032,0.026,0.035,0.03,0.037,0.033,0.026,0.024,0.023,0.026,0.025,0.05,0.047,0.025,0.029,0.014,0.021,0.046,0.028,0.015,0.02,0.018,0.039,0.041,0.026,0.017,0.025,0.02,0.015,0.017,0.019,0.025,0.02,0.024,0.022,0.012,0.016,0.012,0.019,0.017,0.02,0.02,0.027,0.024,0.027,0.021,0.022,0.015,0.024,0.023,0.022,0.02,0.018,0.016,0.019,1934,6788,3345,3640,2557,3500,3981,4714,1964,1205,636.0,4583,5405,1252,3041,15253,23235,2823,5271,6450,3715,5761,2964,7189,5989,4803,4246,5427,5603,5105,2437,1187,896,6710,2800,2396,8755,9418,403,397,1533,4169,6702,4578,4753,1539,984,2499,3060,2278,624,4693,3093,9033,714,3107,1810,3852,1889,2207,1052,2963,640,1295,3930,1696,3098,6163,1740,1223,982,2906,10077,664,0.109,0.115,0.096,0.112,0.141,0.14,0.12,0.114,0.149,0.13,0.127,0.141,0.114,0.135,0.118,0.129,0.125,0.145,0.126,0.125,0.104,0.116,0.139,0.133,0.113,0.106,0.124,0.102,0.093,0.121,0.136,0.125,0.09,0.117,0.076,0.093,0.139,0.123,0.094,0.098,0.093,0.141,0.148,0.114,0.091,0.115,0.099,0.081,0.092,0.106,0.123,0.101,0.113,0.103,0.091,0.093,0.082,0.101,0.095,0.113,0.1,0.124,0.123,0.112,0.107,0.109,0.093,0.107,0.105,0.115,0.108,0.101,0.089,0.114,556,1988,1265,1442,1000,1465,1374,1596,659,306,208.0,1896,1521,317,853,4915,6803,602,1605,2693,905,1824,1311,1780,1798,1489,1538,1746,2534,1710,728,546,292,1655,693,779,2627,2222,221,192,786,2010,1429,2736,2588,683,402,1072,1458,1075,409,2352,1505,3558,445,1386,916,1786,1051,1080,560,1100,327,517,1836,1144,1616,2541,1048,535,479,1439,4748,336,3.406,2.774,2.469,2.362,2.366,2.155,2.335,2.559,2.407,2.917,2.472,2.046,2.785,2.763,2.734,2.53,2.742,3.463,2.668,2.08,2.936,2.461,1.942,2.995,2.616,2.69,2.317,2.442,1.988,2.409,2.384,2.276,2.493,2.969,3.109,2.632,2.597,3.077,2.112,2.432,2.332,1.906,3.303,1.938,2.012,2.154,3.026,2.81,2.599,2.429,1.84,2.089,2.129,2.484,2.038,2.322,2.203,2.331,2.032,2.235,2.102,2.828,2.234,2.757,2.203,1.732,2.096,2.366,1.904,2.352,2.043,2.401,2.281,2.493,0.621,0.801,0.505,0.523,0.65,0.557,0.647,0.597,0.719,0.605,0.7,0.445,0.438,0.498,0.555,0.624,0.642,0.691,0.56,0.609,0.83,0.594,0.547,0.685,0.593,0.604,0.504,0.497,0.657,0.636,0.866,0.777,0.397,0.63,0.817,0.541,0.9,0.69,0.425,0.466,0.408,0.505,0.889,0.542,0.399,0.473,0.595,0.744,0.466,0.591,0.308,0.435,0.464,0.57,0.309,0.431,0.396,0.55,0.355,0.361,0.492,0.626,0.365,0.815,0.535,0.584,0.375,0.564,0.582,0.705,0.441,0.478,0.434,0.356 -334,Epileptic,M,42.0,0.9,2.2,0.9,1.4,1.5,1.4,1.3,1.9,1.5,1.0,0.3,2.8,1.3,0.6,1.8,4.8,9.1,0.8,1.8,5.0,1.3,3.2,1.4,4.5,2.9,3.3,3.0,2.6,2.3,3.0,1.1,1.6,0.5,2.2,0.2,0.9,3.4,3.5,0.2,0.1,1.0,3.4,2.4,2.3,2.2,0.7,0.4,0.6,1.2,0.6,0.8,2.0,1.1,2.1,0.3,2.1,0.5,1.5,0.9,1.1,1.4,1.7,0.5,0.4,1.6,1.9,2.6,0.8,1.1,0.6,0.8,1.7,4.2,0.1,10,20,11,12,15,15,13,15,16,12,5.0,28,16,8,19,52,83,6,23,47,18,34,14,49,39,39,36,27,20,37,16,13,3,27,2,7,39,41,2,1,6,31,29,18,13,4,2,4,6,5,6,13,7,13,2,19,3,14,7,8,14,12,4,3,14,22,21,6,7,6,7,15,37,1,0.037,0.02,0.016,0.023,0.033,0.031,0.024,0.03,0.045,0.043,0.028,0.035,0.025,0.033,0.03,0.031,0.028,0.027,0.028,0.036,0.023,0.036,0.028,0.042,0.035,0.028,0.029,0.024,0.022,0.033,0.03,0.05,0.028,0.025,0.008,0.022,0.033,0.031,0.013,0.02,0.021,0.04,0.037,0.025,0.015,0.012,0.024,0.012,0.015,0.016,0.03,0.018,0.019,0.017,0.015,0.018,0.016,0.02,0.023,0.017,0.03,0.026,0.024,0.015,0.019,0.029,0.021,0.014,0.018,0.021,0.025,0.021,0.017,0.016,1752,4997,2258,2620,2680,2524,2677,3386,2377,1748,729.0,3080,3700,1241,3724,11467,21313,3082,4082,5517,4543,5136,1947,8064,5552,6497,5568,3503,5726,5622,2748,1682,890,5971,2256,2194,9146,8974,470,308,1548,3566,6663,2655,3913,1800,858,2298,2538,1773,728,4038,2465,4895,573,3331,1251,3222,1362,1653,1901,2943,837,1162,2388,1429,3490,2029,1918,1617,1170,3041,8974,263,0.126,0.108,0.115,0.12,0.135,0.147,0.091,0.123,0.162,0.177,0.13,0.149,0.119,0.149,0.138,0.125,0.122,0.113,0.136,0.147,0.094,0.151,0.132,0.154,0.154,0.133,0.123,0.095,0.098,0.142,0.129,0.143,0.096,0.112,0.054,0.108,0.137,0.129,0.089,0.095,0.104,0.151,0.15,0.118,0.09,0.083,0.099,0.073,0.089,0.089,0.146,0.099,0.102,0.093,0.107,0.105,0.093,0.102,0.125,0.102,0.131,0.122,0.124,0.101,0.108,0.12,0.111,0.091,0.101,0.119,0.134,0.11,0.097,0.093,488,1659,854,921,898,920,871,1056,584,492,229.0,1253,910,306,983,2848,5397,448,1024,2235,1038,1492,848,1878,1556,1990,1842,1482,1534,1721,675,654,253,1344,565,732,1891,2053,273,148,754,1479,1214,1525,2129,858,311,880,1126,662,364,1684,901,1960,303,1707,528,1429,687,875,803,1019,349,432,1147,991,1923,913,911,553,558,1368,3917,109,3.46,2.885,2.536,2.727,2.565,2.507,2.525,2.908,2.93,2.998,2.414,2.105,3.041,2.929,2.912,2.935,3.065,3.982,3.026,2.107,3.102,2.61,2.061,3.188,2.746,2.637,2.381,1.944,2.811,2.536,2.918,2.554,3.287,2.994,3.392,2.74,3.154,3.031,1.973,2.337,2.556,2.07,3.585,1.92,2.08,2.269,3.284,3.088,2.742,2.901,2.086,2.512,2.674,2.69,2.368,2.101,2.775,2.443,2.291,2.087,2.429,2.812,2.482,2.906,2.275,1.839,1.981,2.606,2.429,2.898,2.446,2.553,2.507,2.807,0.861,0.644,0.555,0.667,0.592,0.441,0.45,0.69,0.612,0.737,0.977,0.474,0.433,0.403,0.492,0.614,0.676,0.731,0.499,0.74,0.792,0.581,0.503,0.7,0.469,0.618,0.562,0.519,0.513,0.595,0.677,1.124,0.856,0.682,0.842,0.469,0.801,0.623,0.273,0.32,0.515,0.48,0.741,0.588,0.708,0.441,0.649,0.725,0.553,0.706,0.436,0.486,0.74,0.448,0.346,0.427,0.504,0.408,0.534,0.445,0.452,0.77,0.483,0.929,0.582,0.548,0.446,0.393,0.437,0.785,0.648,0.575,0.476,0.42 -335,Epileptic,M,27.0,0.8,3.1,1.1,1.3,1.6,1.3,4.1,1.6,1.0,1.1,0.4,2.9,1.2,0.5,0.8,5.6,10.8,1.6,1.9,5.1,1.3,3.1,2.2,4.8,4.3,2.9,4.8,4.6,2.4,5.4,2.5,1.7,0.4,2.5,0.6,0.7,3.4,3.2,0.2,0.1,0.9,2.7,2.8,3.0,2.6,0.7,0.5,0.7,1.2,0.8,0.3,1.3,2.6,3.3,0.3,2.2,0.8,1.3,1.1,1.0,0.6,1.6,0.5,0.7,2.0,1.3,2.9,1.3,1.0,0.6,1.1,1.5,5.2,0.1,7,28,8,11,19,14,34,18,11,9,5.0,24,13,6,12,69,82,11,28,43,13,37,19,59,47,34,56,41,23,51,25,11,5,32,5,9,39,44,2,1,4,22,28,24,12,4,2,4,6,6,4,10,21,24,2,18,6,13,7,8,6,13,4,6,14,18,19,9,6,6,7,11,43,1,0.04,0.034,0.02,0.028,0.037,0.027,0.066,0.029,0.039,0.044,0.037,0.039,0.03,0.031,0.025,0.033,0.045,0.057,0.029,0.046,0.028,0.035,0.034,0.052,0.041,0.027,0.042,0.042,0.026,0.056,0.071,0.062,0.024,0.031,0.021,0.021,0.033,0.03,0.017,0.015,0.018,0.037,0.05,0.028,0.019,0.014,0.02,0.012,0.017,0.015,0.017,0.017,0.033,0.026,0.013,0.015,0.017,0.016,0.022,0.017,0.017,0.023,0.018,0.028,0.029,0.022,0.02,0.019,0.021,0.021,0.026,0.018,0.02,0.009,1417,4818,2300,2306,2643,2358,3116,3495,1759,1825,705.0,2829,2643,1177,1899,11180,18098,2540,4795,4680,4443,5149,1975,6234,6160,7059,6385,4423,6283,6012,2241,1219,910,6198,1838,1908,8547,8180,386,353,1374,2222,5119,2967,3477,1362,766,2448,2007,1799,452,2386,2364,5188,565,3615,1575,2691,1172,1500,1105,2765,658,792,2146,1189,4506,2219,1332,989,1330,2397,8998,366,0.132,0.135,0.108,0.123,0.15,0.129,0.162,0.135,0.164,0.16,0.149,0.147,0.13,0.138,0.139,0.138,0.151,0.165,0.137,0.165,0.113,0.126,0.125,0.148,0.143,0.131,0.145,0.13,0.112,0.17,0.189,0.135,0.113,0.137,0.1,0.114,0.141,0.14,0.12,0.086,0.094,0.129,0.156,0.13,0.094,0.091,0.105,0.074,0.092,0.096,0.119,0.102,0.127,0.11,0.099,0.101,0.101,0.104,0.112,0.107,0.105,0.117,0.108,0.14,0.129,0.121,0.101,0.103,0.103,0.124,0.123,0.106,0.109,0.061,411,1493,827,813,864,795,1260,1010,468,443,219.0,1307,711,293,553,3318,4550,545,1199,2017,944,1582,1008,1752,1956,1909,2283,1729,1534,1990,665,444,273,1410,446,655,1860,1894,165,161,716,1148,1167,1781,1995,691,315,922,957,758,241,1180,1112,2184,295,2001,715,1266,750,860,563,1067,408,388,1153,860,2263,1041,706,423,645,1206,3973,152,3.285,2.836,2.754,2.6,2.514,2.329,2.07,2.727,2.634,3.109,2.468,1.872,2.851,2.922,2.428,2.545,2.855,3.491,2.964,1.99,3.291,2.529,1.794,2.676,2.433,2.788,2.141,2.064,2.967,2.352,2.498,2.68,2.658,2.927,3.464,2.47,3.136,3.055,2.503,1.958,2.38,1.688,3.275,1.894,1.997,2.126,2.853,3.13,2.599,2.716,1.811,2.154,2.138,2.255,2.063,1.938,2.484,2.236,1.787,1.893,2.039,2.615,1.872,2.238,2.073,1.727,2.115,2.444,2.201,2.404,2.348,2.398,2.426,2.344,0.739,0.71,0.585,0.488,0.785,0.798,0.615,0.588,0.751,0.7,0.728,0.45,0.55,0.514,0.627,0.635,0.77,0.786,0.59,0.707,0.829,0.682,0.489,0.869,0.724,0.63,0.608,0.548,0.518,0.717,0.747,1.018,0.354,0.68,0.659,0.532,0.72,0.683,0.464,0.414,0.424,0.464,0.843,0.524,0.547,0.353,0.587,0.963,0.423,0.549,0.641,0.489,0.482,0.532,0.403,0.417,0.413,0.485,0.326,0.436,0.461,0.696,0.431,0.639,0.555,0.672,0.448,0.443,0.448,0.771,0.432,0.464,0.466,0.612 -336,Epileptic,M,37.0,0.7,2.1,0.7,1.2,1.7,1.3,1.5,1.6,1.3,0.6,0.5,4.1,1.4,0.7,1.1,5.0,8.3,0.7,2.4,5.3,0.9,2.5,2.2,3.9,2.7,2.9,2.7,2.3,2.9,2.5,1.4,0.9,0.4,2.3,0.4,0.8,2.2,2.9,0.2,0.3,0.9,3.1,2.1,4.0,2.2,0.2,0.3,0.6,1.2,0.7,0.4,3.2,1.2,3.0,0.3,1.8,0.8,1.7,1.1,0.9,0.6,2.3,0.6,0.4,2.3,1.6,2.0,1.8,1.2,1.2,0.6,0.9,4.0,0.3,6,19,6,11,17,12,11,15,15,8,5.0,40,18,9,11,55,75,7,25,50,11,29,22,41,34,30,32,21,23,32,16,7,4,27,2,8,24,33,2,2,6,31,17,29,14,3,1,4,6,5,3,25,12,19,2,14,6,15,9,8,5,17,4,5,20,19,19,12,9,11,5,6,32,2,0.029,0.021,0.012,0.022,0.026,0.025,0.025,0.022,0.031,0.022,0.033,0.03,0.025,0.028,0.024,0.025,0.026,0.031,0.031,0.031,0.024,0.028,0.027,0.038,0.025,0.027,0.024,0.022,0.021,0.024,0.03,0.049,0.025,0.022,0.014,0.019,0.026,0.024,0.011,0.021,0.02,0.028,0.033,0.026,0.015,0.007,0.014,0.01,0.017,0.013,0.021,0.024,0.019,0.017,0.022,0.015,0.018,0.019,0.019,0.021,0.021,0.026,0.028,0.018,0.021,0.024,0.015,0.019,0.016,0.024,0.011,0.018,0.015,0.012,1485,5379,2591,2178,2677,2489,2075,3138,2396,1395,706.0,4777,3528,1455,2373,9454,18723,2297,4639,6390,3692,4650,2750,6705,5812,5963,5219,3598,5846,5234,2617,1221,773,6551,1975,1814,5502,7849,433,529,1427,3861,6289,4132,3814,1050,816,2020,2319,1806,515,4375,2296,5799,301,2802,1557,3611,1607,1165,1116,3283,658,850,3256,2386,3285,3375,2012,1363,1424,2017,9579,644,0.127,0.108,0.081,0.114,0.126,0.12,0.099,0.115,0.131,0.118,0.135,0.14,0.121,0.138,0.121,0.114,0.115,0.116,0.136,0.139,0.091,0.126,0.136,0.135,0.127,0.124,0.116,0.09,0.088,0.125,0.123,0.106,0.108,0.12,0.079,0.103,0.119,0.12,0.085,0.124,0.103,0.135,0.139,0.125,0.088,0.071,0.086,0.071,0.093,0.092,0.113,0.118,0.109,0.087,0.118,0.101,0.096,0.109,0.11,0.112,0.108,0.127,0.134,0.113,0.119,0.121,0.094,0.099,0.099,0.135,0.091,0.101,0.093,0.087,437,1640,936,870,1156,881,758,1094,694,459,276.0,2169,1022,365,725,2911,5011,415,1297,2728,871,1475,1253,1828,1775,1727,1876,1415,1763,1731,780,430,270,1554,422,682,1366,1814,243,209,705,1735,1151,2386,2202,572,306,868,1027,738,299,2035,1054,2590,177,1627,761,1435,909,684,427,1273,331,424,1609,1014,1992,1531,1014,612,773,778,4078,283,3.287,3.031,2.807,2.582,2.111,2.469,2.31,2.615,2.516,2.683,2.412,1.928,2.64,2.886,2.641,2.549,2.919,3.801,2.844,2.05,3.249,2.467,1.957,2.795,2.551,2.793,2.258,2.072,2.603,2.456,2.537,2.554,2.408,2.979,3.704,2.503,2.959,3.023,2.101,2.722,2.509,1.951,3.763,1.937,1.98,1.952,3.42,2.824,2.781,2.725,2.135,2.243,2.207,2.309,2.055,1.95,2.293,2.46,2.072,1.883,2.522,2.62,2.277,2.154,2.172,2.465,1.801,2.494,2.301,2.488,2.078,2.566,2.501,2.575,0.752,0.574,0.423,0.443,0.563,0.551,0.511,0.448,0.534,0.431,0.448,0.461,0.366,0.459,0.495,0.521,0.571,0.724,0.52,0.622,0.742,0.429,0.454,0.857,0.492,0.546,0.498,0.634,0.513,0.439,0.821,1.19,0.468,0.663,0.638,0.481,0.697,0.642,0.398,0.589,0.426,0.462,0.76,0.473,0.67,0.398,0.347,0.64,0.451,0.518,0.28,0.398,0.381,0.461,0.311,0.375,0.482,0.594,0.37,0.371,0.565,0.604,0.374,0.768,0.491,0.549,0.47,0.344,0.373,0.603,0.337,0.651,0.428,0.38 -337,Epileptic,F,47.0,0.8,3.0,1.1,1.4,1.8,2.0,1.4,1.6,1.5,1.0,0.3,2.7,1.7,0.4,1.2,5.7,8.3,1.0,1.7,4.0,1.1,3.1,1.4,2.4,3.0,4.3,2.3,2.0,2.4,3.0,1.4,1.2,0.6,2.4,0.3,0.4,2.6,3.0,0.1,0.2,0.9,2.3,2.2,2.5,2.5,0.6,0.3,1.0,1.2,0.5,0.6,2.1,1.3,2.5,0.2,2.3,0.4,1.6,0.7,0.9,0.7,1.0,0.1,0.3,1.0,2.1,2.5,1.3,1.1,0.5,1.1,1.5,3.6,0.3,5,28,14,15,20,19,12,16,16,10,6.0,24,15,3,13,59,80,10,25,36,12,33,16,27,34,46,33,19,20,32,18,11,8,29,1,3,32,43,1,2,6,23,23,20,15,5,1,7,6,5,5,18,11,17,2,17,2,17,6,7,6,7,1,3,8,22,22,10,6,7,7,9,28,3,0.039,0.024,0.015,0.023,0.031,0.034,0.022,0.029,0.037,0.033,0.038,0.029,0.029,0.026,0.032,0.028,0.028,0.036,0.032,0.032,0.022,0.038,0.027,0.036,0.031,0.035,0.026,0.025,0.024,0.031,0.04,0.065,0.024,0.029,0.008,0.011,0.032,0.029,0.011,0.015,0.019,0.029,0.038,0.025,0.02,0.016,0.021,0.015,0.016,0.008,0.027,0.021,0.021,0.022,0.035,0.015,0.017,0.02,0.022,0.017,0.024,0.018,0.012,0.018,0.016,0.028,0.023,0.022,0.019,0.016,0.022,0.023,0.017,0.017,1472,5139,3070,2743,2519,3141,2747,2686,2081,1772,666.0,2830,3525,1109,2691,11608,16861,2565,3745,4732,3051,4337,2115,5755,6014,7480,5030,3232,5373,5406,2192,980,1289,6482,1953,1694,5705,7252,256,430,1599,2226,5475,3127,3446,1423,778,2402,2694,1606,641,3318,2572,4752,267,4149,842,3150,915,1528,1012,2365,438,764,2119,2386,3454,2422,1933,1114,1642,2217,7614,424,0.107,0.117,0.099,0.121,0.14,0.155,0.108,0.136,0.147,0.145,0.15,0.128,0.128,0.111,0.133,0.129,0.129,0.135,0.129,0.135,0.094,0.156,0.129,0.127,0.142,0.148,0.128,0.115,0.111,0.141,0.135,0.155,0.119,0.123,0.05,0.07,0.126,0.139,0.084,0.109,0.107,0.13,0.142,0.112,0.103,0.085,0.096,0.081,0.093,0.085,0.129,0.111,0.108,0.11,0.151,0.097,0.102,0.11,0.12,0.105,0.129,0.102,0.089,0.12,0.097,0.123,0.123,0.106,0.102,0.115,0.121,0.119,0.094,0.127,404,1865,1130,997,923,1041,932,880,593,466,193.0,1279,941,256,728,3306,4866,438,1007,1843,839,1317,868,1295,1703,2155,1697,1190,1428,1611,603,366,427,1336,579,637,1465,1743,140,225,723,1168,1126,1798,1928,693,265,990,1169,760,374,1603,1127,1893,92,2196,354,1428,554,814,503,804,201,309,990,1143,1721,1005,875,446,748,921,3336,241,3.372,2.488,2.553,2.634,2.297,2.641,2.414,2.777,2.54,2.986,2.788,1.932,2.882,2.953,2.717,2.66,2.8,3.89,2.898,2.141,2.984,2.477,2.131,3.048,2.68,2.847,2.371,2.141,2.827,2.616,2.67,2.645,2.538,3.284,3.079,2.489,2.883,3.067,2.061,2.161,2.702,1.739,3.445,2.011,2.06,2.222,3.432,3.024,2.735,2.364,2.057,2.215,2.335,2.601,2.83,2.101,2.674,2.367,1.818,2.093,2.481,2.836,2.388,2.532,2.248,2.357,2.224,2.562,2.589,2.585,2.447,2.779,2.471,2.009,0.863,0.71,0.498,0.476,0.648,0.487,0.535,0.508,0.607,0.57,0.606,0.558,0.451,0.6,0.516,0.573,0.563,0.734,0.52,0.709,0.825,0.505,0.503,0.736,0.464,0.567,0.394,0.484,0.518,0.569,0.894,1.018,0.409,0.533,0.645,0.407,0.767,0.615,0.286,0.409,0.416,0.396,0.704,0.698,0.57,0.437,0.814,0.796,0.53,0.555,0.398,0.47,0.649,0.491,0.366,0.457,0.512,0.573,0.35,0.429,0.345,0.805,0.334,0.977,0.49,1.093,0.498,0.389,0.458,0.818,0.45,0.522,0.505,0.551 -338,Epileptic,M,17.5,0.5,1.6,0.7,0.9,2.7,2.4,2.8,1.6,2.1,0.6,0.5,4.1,2.8,0.4,1.8,10.2,10.3,0.7,2.8,4.1,1.9,3.3,1.5,4.0,4.8,5.4,3.9,4.1,5.5,3.1,1.1,1.1,0.4,4.0,0.2,1.1,3.5,3.5,0.1,0.1,0.8,3.7,3.1,2.6,3.7,1.0,0.6,0.6,1.0,0.6,0.3,1.2,0.7,3.3,0.6,2.6,1.2,1.5,1.5,1.0,0.4,0.9,0.2,0.4,1.8,0.9,2.4,1.3,1.3,0.6,0.4,0.8,3.6,0.3,3,11,6,6,16,17,17,13,16,5,4.0,28,22,6,14,95,82,4,20,33,14,27,10,31,37,41,31,28,40,28,10,5,4,36,2,9,35,42,1,1,5,28,28,15,19,8,4,3,5,4,2,7,4,25,3,15,11,12,8,6,2,9,1,3,11,8,17,10,6,2,3,6,22,4,0.029,0.023,0.017,0.021,0.063,0.044,0.037,0.03,0.075,0.035,0.045,0.06,0.052,0.042,0.037,0.06,0.042,0.035,0.041,0.049,0.036,0.047,0.041,0.052,0.048,0.049,0.05,0.05,0.049,0.044,0.048,0.038,0.016,0.048,0.013,0.026,0.05,0.041,0.025,0.017,0.018,0.052,0.07,0.035,0.03,0.029,0.029,0.01,0.015,0.013,0.038,0.016,0.018,0.032,0.019,0.029,0.041,0.025,0.033,0.024,0.021,0.038,0.028,0.024,0.026,0.033,0.028,0.022,0.019,0.023,0.02,0.023,0.018,0.017,1963,4515,1903,2595,2396,3177,3327,3471,2314,1108,884.0,3781,3880,1116,3559,14645,22742,2934,4327,5750,4096,4578,2224,4785,7238,7280,6004,4744,6421,5326,1414,1150,1212,6065,1940,2525,6241,8000,349,355,1596,3773,5357,2720,3238,1551,873,1973,2690,1480,539,3111,1954,5793,903,3239,2050,2852,1432,1687,670,1518,297,824,2596,1120,3426,2268,2392,803,982,1948,7737,635,0.1,0.092,0.086,0.093,0.161,0.151,0.123,0.118,0.199,0.129,0.144,0.18,0.143,0.158,0.131,0.167,0.134,0.106,0.137,0.155,0.118,0.144,0.124,0.15,0.155,0.145,0.15,0.146,0.136,0.147,0.132,0.114,0.091,0.13,0.065,0.106,0.149,0.145,0.099,0.095,0.099,0.152,0.174,0.123,0.122,0.126,0.11,0.075,0.082,0.09,0.133,0.085,0.086,0.113,0.105,0.113,0.144,0.105,0.133,0.112,0.102,0.126,0.11,0.119,0.113,0.128,0.114,0.11,0.095,0.107,0.108,0.1,0.093,0.126,328,1179,710,742,728,1020,1171,949,513,276,208.0,1113,944,201,789,3118,4547,366,1120,1607,948,1187,728,1333,1673,1970,1437,1503,1912,1386,412,425,380,1389,463,774,1376,1563,120,131,685,1266,864,1268,1936,663,299,774,1039,634,174,1236,717,1925,447,1430,574,1260,753,663,309,539,145,254,1200,451,1424,964,999,309,362,746,3210,290,4.057,3.065,2.678,2.854,2.785,2.825,2.252,3.065,3.038,3.05,3.416,2.528,2.983,3.065,2.984,2.945,3.425,4.315,2.95,2.546,3.195,2.812,2.512,2.651,2.895,2.692,2.733,2.415,2.683,2.68,2.638,2.409,2.65,2.858,3.444,2.742,3.135,3.226,2.679,2.435,2.746,2.212,3.644,2.348,1.957,2.45,3.139,3.021,2.785,2.508,2.733,2.485,2.676,2.554,2.518,2.401,2.817,2.548,2.473,2.701,2.525,2.638,2.181,3.606,2.476,2.65,2.55,2.616,2.598,3.369,3.108,2.7,2.556,2.532,0.832,1.024,0.726,0.815,0.941,0.757,0.725,0.932,0.849,0.534,0.639,0.562,0.694,0.703,0.758,0.847,0.93,0.632,0.574,0.74,0.774,0.594,0.525,0.848,0.781,0.847,0.695,0.741,0.767,0.657,0.639,0.906,0.657,0.93,0.772,0.637,0.866,0.871,0.744,0.632,0.695,0.721,0.89,0.835,0.553,0.733,0.769,0.731,0.844,0.532,0.711,0.837,0.848,0.933,0.496,0.54,0.569,0.623,0.56,0.749,0.476,0.73,0.473,0.743,0.585,0.769,0.768,0.526,0.647,0.761,1.041,0.748,0.642,0.453 -339,Epileptic,M,32.0,0.8,3.0,1.6,1.9,2.4,1.9,2.7,2.2,1.6,1.2,0.5,4.5,1.4,0.7,1.2,9.8,13.2,1.6,3.0,7.7,1.7,3.7,1.9,5.8,3.2,4.7,4.9,5.3,5.6,3.6,1.7,0.5,0.5,3.2,0.9,1.1,4.9,5.3,0.2,0.3,1.4,3.4,4.1,4.7,4.1,1.0,0.4,1.2,1.8,1.0,0.8,3.6,2.7,6.0,0.8,2.2,1.0,2.0,1.8,1.4,0.7,2.2,0.4,0.8,2.4,1.5,3.9,1.7,1.4,0.9,0.8,2.1,6.4,0.4,7,22,11,15,18,20,18,21,17,10,5.0,42,18,6,17,83,100,8,27,66,12,39,20,54,33,46,46,36,41,37,18,4,3,31,5,8,41,47,1,2,7,35,34,33,18,8,2,6,8,6,6,27,24,33,6,15,7,16,15,9,6,17,2,7,19,19,26,10,6,8,5,16,54,2,0.036,0.028,0.02,0.035,0.044,0.028,0.044,0.029,0.047,0.049,0.035,0.042,0.03,0.041,0.025,0.039,0.04,0.05,0.035,0.044,0.039,0.033,0.03,0.049,0.03,0.036,0.036,0.041,0.045,0.035,0.044,0.035,0.036,0.035,0.027,0.022,0.046,0.04,0.015,0.017,0.03,0.037,0.051,0.029,0.025,0.023,0.017,0.019,0.022,0.018,0.029,0.035,0.034,0.033,0.031,0.021,0.025,0.023,0.025,0.025,0.021,0.032,0.02,0.028,0.025,0.03,0.022,0.024,0.018,0.025,0.022,0.023,0.021,0.022,1659,5707,2878,2678,2705,3608,2508,3646,2242,1555,821.0,4671,2897,1341,2930,13064,18244,2709,5024,7017,3111,6145,3253,6443,6158,7863,6811,4706,6133,5993,2473,804,861,6479,2333,2295,6230,9675,439,587,1532,3421,7804,4393,4057,1357,740,2280,2589,1672,677,4296,3352,6931,1002,3121,1413,3079,2122,1725,941,3280,450,954,3566,1331,5329,2284,2251,1398,1217,3776,11800,480,0.123,0.117,0.112,0.144,0.149,0.12,0.129,0.13,0.169,0.173,0.125,0.163,0.12,0.133,0.126,0.136,0.135,0.127,0.14,0.159,0.118,0.138,0.136,0.153,0.129,0.134,0.128,0.129,0.128,0.149,0.137,0.106,0.098,0.132,0.088,0.108,0.142,0.148,0.091,0.092,0.115,0.139,0.17,0.121,0.108,0.117,0.086,0.084,0.103,0.096,0.135,0.127,0.122,0.123,0.144,0.106,0.111,0.109,0.123,0.115,0.113,0.137,0.119,0.125,0.119,0.123,0.105,0.103,0.09,0.136,0.102,0.12,0.105,0.109,410,1832,1102,980,1005,1274,998,1265,670,455,268.0,1889,844,326,901,4364,5554,496,1503,3026,791,2044,1176,1999,1870,2440,2427,1995,1912,1809,746,288,310,1706,631,771,1885,2394,258,318,782,1701,1664,2606,2359,676,335,920,1156,815,433,1729,1437,2728,472,1584,668,1523,1157,877,561,1203,291,480,1648,910,2694,1080,1078,566,629,1409,4984,242,3.049,2.746,2.479,2.597,2.346,2.378,2.272,2.571,2.671,2.823,2.528,2.084,2.665,2.876,2.485,2.482,2.743,3.503,2.762,2.072,2.948,2.444,2.372,2.569,2.621,2.617,2.318,2.025,2.579,2.649,2.46,2.714,2.345,2.856,3.106,2.697,2.546,2.983,1.97,2.156,2.431,1.867,3.132,1.867,1.971,2.188,2.532,2.975,2.66,2.345,1.968,2.349,2.36,2.573,2.398,2.139,2.292,2.251,1.995,2.105,1.916,2.753,1.766,2.347,2.294,1.764,2.109,2.329,2.521,2.574,2.181,2.603,2.38,2.31,1.001,0.829,0.515,0.533,0.694,0.668,0.516,0.613,0.462,0.613,0.778,0.515,0.412,0.535,0.464,0.566,0.724,1.124,0.537,0.661,0.679,0.601,0.523,0.798,0.619,0.602,0.613,0.555,0.674,0.508,0.739,0.887,0.452,0.612,0.813,0.542,0.897,0.73,0.542,0.356,0.499,0.537,0.943,0.562,0.576,0.441,0.438,0.816,0.522,0.495,0.431,0.59,0.499,0.556,0.557,0.354,0.442,0.445,0.386,0.38,0.39,0.653,0.405,0.673,0.453,0.611,0.437,0.436,0.372,0.801,0.53,0.666,0.468,0.484 -340,Epileptic,F,52.0,0.8,1.6,1.0,1.2,1.5,2.2,1.8,1.4,1.4,0.6,0.2,2.8,1.5,0.4,0.9,5.5,8.0,0.4,2.1,4.6,1.8,2.7,1.6,2.7,3.4,2.9,3.1,2.6,2.2,3.0,1.4,1.1,0.4,2.5,0.3,0.9,2.6,3.1,0.1,0.1,1.0,2.9,1.2,2.2,2.8,0.6,0.4,1.1,1.1,0.9,0.8,1.9,1.8,1.7,0.6,2.6,1.1,2.4,1.0,1.2,0.7,1.6,0.2,0.5,1.8,0.6,2.4,1.2,1.2,0.9,1.1,1.3,5.3,0.5,7,14,13,8,11,16,14,13,9,5,2.0,21,14,3,7,45,57,3,21,38,10,25,15,26,37,31,35,20,18,29,14,8,4,22,2,6,23,28,1,1,7,21,12,16,18,5,2,8,5,6,5,15,12,11,3,19,7,15,7,10,5,10,1,4,14,9,22,9,6,6,6,10,49,5,0.046,0.03,0.025,0.029,0.036,0.038,0.034,0.029,0.055,0.031,0.027,0.034,0.035,0.026,0.03,0.039,0.038,0.022,0.033,0.038,0.029,0.03,0.03,0.038,0.033,0.031,0.029,0.029,0.023,0.03,0.058,0.07,0.018,0.034,0.019,0.025,0.03,0.029,0.014,0.018,0.022,0.036,0.026,0.035,0.025,0.018,0.022,0.018,0.019,0.031,0.03,0.028,0.032,0.023,0.018,0.022,0.025,0.024,0.032,0.022,0.024,0.031,0.019,0.024,0.024,0.028,0.02,0.021,0.026,0.031,0.029,0.026,0.022,0.029,993,2626,1579,1521,1961,2607,1912,2706,1444,881,429.0,2190,2635,805,1648,8246,12491,1700,3505,4085,2525,3999,2036,4551,5248,4796,4835,3005,4673,4558,1424,763,1006,4422,987,1535,4678,6013,208,275,1346,2730,2759,1626,2554,937,635,1966,1756,1193,579,2237,2046,2716,709,3374,1554,3183,848,1381,892,1990,279,795,2090,511,3362,1912,1332,1061,1174,1727,8333,322,0.136,0.111,0.124,0.118,0.133,0.147,0.114,0.13,0.151,0.129,0.085,0.137,0.14,0.12,0.126,0.134,0.129,0.098,0.123,0.149,0.093,0.135,0.132,0.129,0.137,0.135,0.129,0.116,0.107,0.127,0.155,0.136,0.081,0.132,0.078,0.107,0.113,0.121,0.122,0.101,0.113,0.134,0.108,0.132,0.114,0.1,0.11,0.094,0.097,0.108,0.129,0.122,0.125,0.105,0.113,0.111,0.116,0.111,0.134,0.113,0.117,0.129,0.12,0.119,0.122,0.109,0.108,0.11,0.114,0.131,0.122,0.119,0.111,0.14,331,966,691,692,761,988,773,865,408,311,161.0,1228,756,204,488,2487,3552,329,1011,1927,892,1402,943,1299,1832,1614,1847,1276,1431,1631,470,300,338,1205,296,571,1417,1719,109,154,706,1184,738,1137,1810,541,268,936,839,499,425,1169,930,1240,394,1882,725,1579,540,859,454,798,145,288,1158,333,1938,945,699,460,603,897,3978,244,3.005,2.714,2.273,2.29,2.466,2.323,2.206,2.83,2.608,2.555,2.344,1.645,2.727,2.848,2.447,2.581,2.915,3.922,2.718,1.93,2.463,2.36,1.931,2.705,2.316,2.458,2.143,1.95,2.57,2.334,2.357,2.542,2.419,2.703,2.858,2.413,2.572,2.654,2.136,1.983,2.442,2.03,2.726,1.684,1.643,1.877,2.85,2.579,2.539,2.52,1.703,2.007,2.385,2.352,2.332,1.974,2.454,2.383,1.948,1.769,2.228,2.693,1.99,2.786,2.056,1.867,1.937,2.349,2.319,2.6,2.31,2.288,2.271,1.497,0.989,0.657,0.418,0.396,0.547,0.629,0.55,0.702,0.724,0.455,0.64,0.44,0.501,0.429,0.558,0.701,0.604,0.747,0.631,0.535,0.757,0.497,0.531,0.701,0.492,0.491,0.576,0.469,0.489,0.513,0.551,0.985,0.482,0.631,0.666,0.526,0.766,0.532,0.263,0.321,0.526,0.583,0.885,0.61,0.411,0.429,0.731,0.75,0.525,0.856,0.324,0.462,0.567,0.487,0.362,0.432,0.656,0.635,0.309,0.364,0.51,0.711,0.49,0.673,0.548,0.628,0.407,0.501,0.396,0.609,0.491,0.579,0.543,0.451 -341,Epileptic,M,37.0,0.7,3.4,1.1,2.0,2.7,1.7,2.1,2.9,1.2,0.8,0.4,1.6,1.9,0.7,1.6,14.5,12.3,1.1,3.7,5.0,1.4,3.4,2.3,5.3,4.7,7.2,5.8,6.3,8.6,4.7,2.0,1.6,0.7,3.4,0.6,1.2,4.3,3.4,0.3,0.4,1.5,3.1,3.5,3.9,4.0,1.3,0.7,1.3,2.3,1.0,0.8,3.0,2.3,3.2,0.9,1.9,1.2,2.2,0.6,2.1,0.7,2.8,0.4,0.7,1.8,1.6,4.4,2.1,1.6,0.7,1.1,1.9,5.5,0.5,8,28,7,13,18,17,15,30,15,9,4.0,19,26,8,15,112,98,10,33,49,10,39,24,46,50,63,55,46,53,44,19,15,6,27,3,10,42,41,2,2,8,31,40,27,20,7,3,7,11,7,4,20,16,21,7,13,7,19,8,17,6,19,2,5,19,20,31,12,8,6,7,12,39,3,0.034,0.027,0.019,0.03,0.042,0.028,0.034,0.036,0.054,0.045,0.036,0.03,0.033,0.041,0.03,0.048,0.038,0.044,0.04,0.037,0.028,0.032,0.031,0.048,0.04,0.045,0.044,0.045,0.053,0.039,0.046,0.067,0.042,0.033,0.017,0.027,0.038,0.035,0.019,0.02,0.025,0.034,0.057,0.033,0.026,0.025,0.02,0.018,0.024,0.03,0.027,0.023,0.03,0.022,0.036,0.017,0.021,0.024,0.017,0.026,0.023,0.036,0.021,0.027,0.025,0.036,0.026,0.025,0.025,0.02,0.023,0.022,0.019,0.022,1645,5718,2636,2710,2412,2387,3140,4302,1753,1497,614.0,2404,4467,1520,3157,13068,20958,2504,5567,5076,3635,4994,2891,7085,6545,7505,5521,5367,6671,6556,2762,1233,1103,6507,2023,2686,8391,8191,533,671,1810,2468,5223,3105,3916,1728,1290,2395,3090,1769,641,4331,2590,5096,868,3035,1766,3005,1220,2021,991,3440,465,916,2639,1482,5438,3335,2330,1427,1650,2553,9466,753,0.121,0.12,0.097,0.121,0.142,0.129,0.108,0.133,0.151,0.151,0.132,0.135,0.134,0.143,0.124,0.14,0.131,0.138,0.144,0.148,0.101,0.121,0.117,0.147,0.133,0.15,0.144,0.129,0.132,0.15,0.153,0.135,0.122,0.124,0.084,0.107,0.141,0.132,0.102,0.109,0.119,0.132,0.168,0.137,0.111,0.117,0.101,0.099,0.11,0.125,0.127,0.112,0.127,0.105,0.13,0.098,0.104,0.119,0.102,0.13,0.117,0.136,0.107,0.127,0.123,0.144,0.117,0.106,0.106,0.118,0.114,0.114,0.1,0.12,472,1928,910,1036,1047,1052,1051,1425,521,389,194.0,1004,1105,384,866,4518,5687,515,1635,2246,893,1567,1107,2117,1973,2665,2197,2097,2028,2099,732,511,331,1571,529,843,1950,1759,237,323,876,1450,1226,1858,2356,760,508,1043,1406,633,414,2070,1340,2364,444,1631,890,1513,679,1134,531,1293,277,415,1313,724,2663,1393,1022,543,761,1269,4373,324,3.275,2.563,2.89,2.478,2.216,2.002,2.472,2.676,2.474,3.135,2.787,2.0,2.969,2.928,2.773,2.428,2.871,3.728,2.701,1.988,2.903,2.421,2.229,2.686,2.545,2.431,2.13,2.144,2.717,2.473,2.793,2.449,2.675,2.919,3.102,2.779,2.979,3.312,2.411,2.383,2.678,1.639,2.832,1.934,1.926,2.463,2.926,2.889,2.585,2.757,1.807,2.37,2.276,2.352,2.159,2.022,2.295,2.13,2.018,2.023,2.082,2.751,1.878,2.489,2.033,2.386,2.239,2.627,2.481,2.639,2.516,2.41,2.295,2.819,0.717,0.685,0.48,0.582,0.486,0.473,0.73,0.557,0.596,0.391,0.587,0.429,0.522,0.483,0.661,0.696,0.671,0.781,0.565,0.562,0.701,0.607,0.534,0.705,0.612,0.635,0.592,0.59,0.744,0.611,0.674,0.721,0.489,0.842,0.703,0.503,0.792,0.775,0.419,0.473,0.512,0.432,0.893,0.549,0.568,0.525,0.766,0.844,0.564,0.582,0.337,0.469,0.479,0.454,0.425,0.405,0.461,0.533,0.427,0.429,0.374,0.711,0.411,0.56,0.508,0.686,0.458,0.481,0.462,0.865,0.421,0.519,0.481,0.429 -343,Epileptic,F,27.0,1.0,2.5,1.0,1.3,1.3,1.7,1.7,1.9,1.2,0.9,0.2,4.4,1.4,0.4,1.0,6.7,8.5,1.1,1.9,4.2,2.3,4.4,2.8,4.2,3.8,2.9,5.0,2.6,2.3,3.3,1.5,1.0,0.6,2.7,0.7,0.4,6.2,3.0,0.2,0.1,0.9,5.5,3.2,3.4,3.0,0.7,0.6,0.9,1.3,0.9,0.6,2.1,1.6,3.0,0.2,2.7,0.7,1.4,1.4,1.2,0.8,1.4,0.5,0.5,2.0,1.2,2.3,1.1,1.2,0.6,1.3,1.9,4.8,0.5,7,23,7,12,13,18,16,18,16,14,5.0,40,17,5,13,88,89,8,27,48,21,56,35,42,47,34,51,35,24,47,15,6,9,34,6,4,64,46,2,1,5,51,33,26,18,5,4,6,8,7,4,20,11,22,1,20,5,12,10,9,8,13,4,5,18,18,19,7,6,5,10,14,49,4,0.038,0.024,0.016,0.021,0.033,0.028,0.027,0.027,0.036,0.04,0.026,0.048,0.027,0.024,0.024,0.032,0.029,0.04,0.028,0.037,0.032,0.042,0.048,0.04,0.035,0.032,0.035,0.037,0.024,0.028,0.042,0.047,0.034,0.035,0.023,0.011,0.051,0.034,0.012,0.015,0.022,0.067,0.044,0.028,0.019,0.012,0.027,0.011,0.017,0.015,0.029,0.02,0.023,0.019,0.028,0.017,0.016,0.016,0.028,0.019,0.019,0.025,0.027,0.025,0.022,0.02,0.02,0.016,0.015,0.018,0.024,0.019,0.019,0.022,2000,5320,2979,2945,2437,2931,3610,4138,2213,2234,897.0,3573,4152,1339,2735,14630,21610,2498,5159,6036,6021,5865,2385,6855,7997,5538,8507,4556,7002,7839,2252,1136,1315,7123,2125,1455,8536,7508,438,463,1311,1873,7007,4530,4364,1733,1061,2797,2646,2375,535,4116,2373,5776,253,4648,1365,3579,1429,1872,1358,2827,856,1276,3315,1665,3849,2212,2143,1180,1915,2691,10074,879,0.126,0.119,0.087,0.111,0.131,0.126,0.105,0.127,0.156,0.144,0.115,0.168,0.13,0.118,0.119,0.14,0.129,0.123,0.131,0.153,0.111,0.147,0.155,0.146,0.134,0.136,0.127,0.118,0.103,0.132,0.142,0.112,0.153,0.137,0.11,0.08,0.151,0.128,0.087,0.082,0.105,0.161,0.153,0.123,0.098,0.085,0.13,0.077,0.092,0.089,0.121,0.102,0.11,0.103,0.15,0.099,0.109,0.095,0.126,0.103,0.113,0.119,0.145,0.113,0.114,0.101,0.108,0.097,0.091,0.113,0.119,0.108,0.103,0.124,456,1847,995,1058,825,1152,1251,1183,619,566,252.0,1623,1012,291,769,4126,5679,526,1390,2482,1372,2033,1066,1851,2385,1757,2778,1599,1802,2446,730,472,368,1546,498,528,2368,2059,292,207,647,1138,1533,2314,2344,884,376,1098,1173,996,327,1906,1184,2379,81,2379,652,1421,845,969,692,1025,309,462,1507,1080,1883,981,1014,544,907,1400,4394,362,3.714,2.739,2.845,2.653,2.419,2.263,2.395,3.035,2.605,2.974,2.9,1.919,3.011,2.961,2.629,2.7,2.927,3.574,2.894,2.096,3.363,2.331,1.92,2.813,2.62,2.627,2.435,2.254,2.872,2.564,2.448,2.374,2.824,3.257,3.784,2.276,2.68,2.729,1.799,2.453,2.661,1.427,3.254,2.154,2.121,2.002,3.324,3.074,2.759,2.673,2.019,2.205,2.224,2.479,3.167,2.109,2.35,2.611,1.963,2.085,2.124,2.835,2.634,2.994,2.294,1.77,2.123,2.562,2.438,2.243,2.31,2.166,2.388,2.664,0.996,0.704,0.522,0.577,0.664,0.541,0.669,0.549,0.647,0.622,0.679,0.486,0.641,0.551,0.635,0.601,0.654,0.701,0.515,0.6,0.868,0.716,0.666,0.876,0.667,0.582,0.613,0.642,0.601,0.518,0.821,0.95,0.435,0.721,0.631,0.563,0.975,0.682,0.456,0.305,0.472,0.655,0.947,0.591,0.644,0.49,0.623,0.788,0.485,0.495,0.424,0.501,0.492,0.462,0.351,0.451,0.454,0.629,0.37,0.388,0.37,0.774,0.656,1.197,0.453,0.676,0.564,0.392,0.483,0.737,0.463,0.509,0.463,0.49 -344,Epileptic,M,47.0,1.1,2.7,0.8,1.3,1.8,2.5,1.6,1.9,1.8,0.6,0.3,2.9,1.4,0.4,1.2,5.8,9.5,0.8,2.4,4.3,1.5,3.1,1.7,4.3,2.6,3.6,2.1,2.3,3.2,2.9,1.9,1.0,0.6,2.4,0.5,1.2,3.0,2.8,0.2,0.3,1.4,3.1,1.9,2.4,3.2,0.8,0.6,1.2,1.1,0.8,0.9,2.7,1.1,3.2,0.4,2.1,0.7,1.6,1.3,1.1,0.7,1.7,0.4,0.4,1.4,1.6,2.1,1.7,1.1,0.5,0.7,1.6,5.4,0.4,8,25,8,10,19,23,16,18,20,7,3.0,30,16,7,13,66,87,9,25,39,16,37,19,48,34,44,29,22,28,37,25,8,4,29,3,12,37,36,2,1,10,31,24,22,17,5,3,7,7,9,5,19,8,18,2,15,5,14,10,8,6,13,2,4,14,19,18,13,5,4,6,10,48,5,0.042,0.025,0.017,0.021,0.029,0.031,0.025,0.027,0.048,0.03,0.027,0.028,0.024,0.026,0.027,0.03,0.028,0.026,0.026,0.032,0.02,0.034,0.029,0.034,0.028,0.03,0.023,0.024,0.026,0.027,0.047,0.042,0.022,0.025,0.013,0.021,0.034,0.03,0.015,0.018,0.022,0.032,0.028,0.024,0.023,0.012,0.018,0.017,0.015,0.011,0.027,0.02,0.017,0.023,0.021,0.02,0.025,0.019,0.022,0.018,0.026,0.022,0.025,0.015,0.017,0.03,0.019,0.019,0.017,0.021,0.02,0.02,0.019,0.015,1683,5203,2123,2286,2578,4317,2624,3696,1976,1362,673.0,3392,3688,1483,2520,11822,20352,3008,5065,4456,5789,5345,2746,8264,5274,7263,4496,4027,6989,5596,2798,1285,1321,6612,2369,2721,6618,6715,319,547,1849,3409,4919,3024,3876,1669,1052,2902,2418,2638,758,4099,2043,5809,577,2883,1395,3574,1739,1596,980,3157,635,1142,2818,1377,3490,3074,1891,1108,1242,2297,11199,710,0.113,0.119,0.095,0.109,0.139,0.141,0.105,0.129,0.175,0.134,0.118,0.135,0.121,0.131,0.137,0.133,0.123,0.106,0.121,0.134,0.1,0.143,0.137,0.14,0.139,0.141,0.122,0.118,0.101,0.131,0.149,0.115,0.101,0.123,0.072,0.108,0.132,0.128,0.119,0.097,0.115,0.138,0.131,0.12,0.107,0.087,0.098,0.086,0.089,0.086,0.14,0.106,0.102,0.099,0.122,0.109,0.117,0.103,0.12,0.105,0.119,0.117,0.12,0.104,0.107,0.119,0.107,0.11,0.093,0.108,0.112,0.114,0.104,0.109,530,1807,868,952,1007,1358,940,1127,648,366,193.0,1620,1028,352,733,3345,5704,560,1483,2121,1292,1652,1056,2159,1669,2207,1517,1450,1814,1839,790,417,439,1562,626,938,1625,1499,173,210,926,1557,1183,1788,2205,812,472,1103,1125,1153,429,1986,918,2343,225,1548,535,1528,896,928,480,1243,266,487,1346,870,1737,1366,919,470,635,1089,4698,442,3.071,2.743,2.521,2.406,2.305,2.661,2.362,2.875,2.469,2.906,2.8,1.844,2.79,2.978,2.665,2.711,2.929,3.733,2.869,1.797,3.332,2.556,2.215,2.955,2.508,2.747,2.384,2.21,2.913,2.436,2.729,2.822,2.362,3.005,3.456,2.68,3.033,3.098,2.14,2.774,2.678,1.977,3.009,1.903,2.025,2.345,2.73,3.059,2.594,2.614,2.059,2.136,2.261,2.57,2.937,2.131,2.907,2.423,2.155,1.943,2.29,2.608,2.377,2.439,2.246,1.984,2.209,2.579,2.371,2.558,2.292,2.594,2.516,1.973,0.893,0.593,0.482,0.397,0.496,0.621,0.565,0.398,0.499,0.465,0.794,0.396,0.478,0.469,0.467,0.516,0.551,0.678,0.508,0.524,0.7,0.438,0.463,0.629,0.471,0.525,0.382,0.498,0.481,0.531,0.665,1.155,0.421,0.659,0.485,0.432,0.852,0.532,0.367,0.434,0.495,0.511,0.905,0.627,0.61,0.399,0.578,0.691,0.52,0.35,0.325,0.394,0.414,0.467,0.503,0.322,0.675,0.637,0.341,0.32,0.385,0.636,0.467,1.001,0.468,0.619,0.434,0.487,0.432,0.574,0.377,0.677,0.488,0.483 -345,Epileptic,F,27.0,1.1,2.2,0.5,1.5,1.0,3.4,1.3,1.8,1.3,0.7,0.3,2.7,1.6,0.6,0.8,8.1,7.8,0.8,2.5,3.8,1.1,3.8,1.3,3.9,2.7,2.5,3.0,2.5,2.1,3.1,1.1,0.5,0.5,2.4,0.3,0.4,3.3,3.3,0.2,0.1,0.9,4.0,1.6,2.1,2.4,0.5,0.4,0.9,1.1,0.5,1.0,1.5,1.1,2.7,0.1,1.5,0.9,1.9,0.9,0.9,0.7,1.2,0.4,0.4,1.4,1.1,2.2,1.1,0.8,0.3,0.7,1.2,3.3,0.3,7,21,7,15,10,24,11,16,13,6,2.0,20,13,5,8,67,62,6,23,29,6,33,14,34,29,25,36,19,18,33,16,13,3,23,1,3,28,34,2,1,5,32,12,14,13,4,2,5,5,5,6,10,6,15,1,12,7,16,6,7,5,8,2,3,10,12,14,7,4,4,5,8,25,3,0.042,0.023,0.011,0.028,0.037,0.04,0.026,0.031,0.045,0.033,0.035,0.034,0.03,0.035,0.024,0.045,0.033,0.029,0.033,0.035,0.022,0.038,0.03,0.042,0.032,0.028,0.029,0.03,0.027,0.031,0.032,0.026,0.025,0.028,0.011,0.013,0.036,0.035,0.012,0.014,0.018,0.038,0.034,0.029,0.023,0.014,0.025,0.015,0.017,0.016,0.041,0.02,0.021,0.026,0.031,0.015,0.026,0.019,0.022,0.019,0.024,0.025,0.025,0.024,0.019,0.023,0.022,0.019,0.019,0.012,0.023,0.025,0.016,0.015,1541,4895,1939,2163,1611,3460,2391,3073,2124,1092,536.0,2565,3139,1194,1732,12025,15195,2658,4505,3691,2667,5109,1829,6204,4952,5808,5393,3562,4920,5222,1809,922,970,6500,1803,1689,5156,6603,464,272,1423,3175,4473,2199,2659,1179,602,2219,2130,1423,497,2897,1865,4292,146,2987,1600,3256,1426,1416,886,2485,579,748,2306,1413,3124,2225,1531,718,961,2015,8415,445,0.13,0.115,0.086,0.139,0.122,0.139,0.105,0.135,0.168,0.139,0.114,0.135,0.128,0.13,0.117,0.152,0.127,0.109,0.123,0.126,0.085,0.158,0.13,0.151,0.138,0.125,0.133,0.111,0.111,0.136,0.114,0.086,0.105,0.131,0.057,0.069,0.118,0.123,0.102,0.096,0.1,0.143,0.118,0.12,0.106,0.084,0.11,0.079,0.091,0.089,0.152,0.1,0.103,0.109,0.146,0.093,0.111,0.105,0.106,0.109,0.121,0.114,0.129,0.13,0.101,0.115,0.105,0.104,0.107,0.106,0.122,0.114,0.09,0.096,433,1564,713,834,571,1393,797,1007,490,327,144.0,1262,821,299,551,3003,4001,463,1247,1729,732,1577,808,1498,1484,1565,1766,1243,1273,1707,571,388,349,1258,490,584,1450,1490,190,162,729,1580,845,1223,1674,595,268,934,959,517,355,1285,852,1753,64,1659,594,1491,732,774,481,786,229,342,1172,723,1600,946,638,419,496,877,3418,267,3.385,2.809,2.496,2.544,2.207,2.27,2.362,2.814,2.764,2.786,3.087,1.776,2.901,2.916,2.468,2.872,2.947,3.899,2.877,1.884,2.84,2.525,2.057,3.088,2.634,2.843,2.364,2.246,2.874,2.47,2.324,2.234,2.142,3.396,3.313,2.659,2.844,3.158,2.402,1.895,2.562,1.867,3.604,2.033,1.803,2.196,2.871,2.943,2.81,3.023,1.853,2.399,2.292,2.388,2.882,2.016,2.671,2.314,2.239,2.073,2.223,2.862,3.266,2.417,2.292,2.502,2.182,2.763,2.733,2.141,2.362,2.725,2.671,2.105,0.833,0.773,0.686,0.479,0.728,0.578,0.678,0.679,0.722,0.486,0.769,0.425,0.533,0.429,0.503,0.592,0.674,0.789,0.679,0.661,0.753,0.469,0.422,0.651,0.609,0.556,0.452,0.491,0.564,0.577,0.595,0.898,0.483,0.693,0.628,0.699,0.783,0.689,0.274,0.566,0.518,0.452,0.875,0.777,0.546,0.686,0.525,0.687,0.607,0.689,0.398,0.621,0.671,0.606,0.258,0.446,0.615,0.66,0.512,0.406,0.408,0.735,0.658,0.888,0.741,0.865,0.532,0.467,0.522,0.653,0.429,0.647,0.574,0.367 -346,Epileptic,M,27.0,0.6,3.0,1.1,1.4,2.2,2.1,1.8,2.1,1.5,0.8,0.4,2.6,1.5,0.7,1.1,7.2,9.7,0.9,2.5,4.6,1.1,4.6,1.5,5.5,8.0,3.0,4.0,2.5,3.3,2.7,1.9,2.2,0.5,2.5,0.7,0.5,3.9,3.3,0.2,0.2,1.0,3.3,2.2,2.8,2.5,0.7,0.5,0.9,1.5,1.1,0.6,2.7,1.9,2.4,0.4,2.2,0.6,1.6,1.6,1.3,0.5,2.0,0.5,0.6,2.1,1.4,2.7,1.6,0.9,0.4,0.8,1.8,5.0,0.4,5,30,11,13,18,23,16,21,23,12,4.0,30,20,9,17,77,93,9,35,44,11,46,17,54,61,34,46,26,27,53,21,15,5,28,3,5,48,44,1,1,6,43,24,22,16,6,2,5,8,10,5,21,15,21,3,17,5,14,10,9,3,15,5,5,20,19,20,12,7,4,5,17,48,4,0.028,0.026,0.016,0.023,0.041,0.026,0.028,0.025,0.044,0.038,0.031,0.034,0.027,0.032,0.03,0.033,0.03,0.032,0.034,0.035,0.026,0.038,0.029,0.047,0.051,0.026,0.034,0.026,0.03,0.029,0.043,0.057,0.028,0.026,0.014,0.015,0.03,0.027,0.014,0.016,0.023,0.038,0.032,0.026,0.019,0.015,0.019,0.015,0.019,0.018,0.02,0.022,0.025,0.018,0.014,0.015,0.013,0.016,0.022,0.019,0.019,0.026,0.024,0.018,0.02,0.02,0.018,0.019,0.017,0.012,0.02,0.021,0.015,0.018,1644,5740,2995,3016,2488,4359,3174,4236,2204,1890,805.0,3423,3906,1499,2571,14103,21738,2777,5300,5908,4244,5392,2015,7452,6171,7615,6239,4774,6697,6122,2754,1977,961,7783,3121,1709,9302,9867,364,402,1338,2992,7350,2948,3404,1610,932,2386,2734,2422,778,4544,2807,5466,742,4179,1432,3955,1913,1721,751,3163,667,1217,3756,1806,4220,2951,1786,913,1532,3209,13309,688,0.109,0.119,0.096,0.111,0.148,0.122,0.119,0.125,0.17,0.15,0.105,0.149,0.123,0.128,0.125,0.136,0.127,0.127,0.132,0.143,0.102,0.127,0.114,0.145,0.148,0.117,0.126,0.104,0.109,0.135,0.139,0.138,0.1,0.118,0.076,0.078,0.132,0.131,0.1,0.108,0.107,0.13,0.128,0.124,0.1,0.098,0.091,0.082,0.1,0.101,0.111,0.111,0.12,0.093,0.1,0.095,0.09,0.098,0.115,0.103,0.121,0.127,0.118,0.097,0.106,0.112,0.099,0.105,0.1,0.101,0.103,0.108,0.088,0.127,440,1984,1023,1025,906,1425,1059,1346,672,463,222.0,1390,1045,377,729,3867,5799,534,1510,2318,872,1894,841,2174,2322,2032,2147,1460,1661,1795,839,698,336,1605,687,584,2401,2157,186,146,706,1484,1363,1705,2030,749,400,984,1192,961,443,1940,1249,2265,432,2164,656,1705,1047,950,349,1177,352,632,1736,1128,2225,1241,822,461,718,1488,5368,307,3.473,2.69,2.863,2.742,2.337,2.542,2.454,2.765,2.468,3.054,2.96,2.184,2.817,2.906,2.733,2.751,2.895,3.935,2.786,2.176,3.453,2.319,2.016,2.643,2.313,2.843,2.323,2.461,2.984,2.683,2.487,2.778,2.367,3.379,3.948,2.616,2.868,3.204,2.19,2.929,2.397,1.84,3.55,1.965,1.868,2.355,2.908,2.976,2.908,2.559,2.024,2.393,2.276,2.544,2.097,2.136,2.557,2.672,2.133,2.031,2.341,2.736,2.105,2.373,2.279,1.812,2.081,2.648,2.437,2.269,2.443,2.487,2.566,2.737,0.73,0.554,0.425,0.522,0.746,0.573,0.582,0.513,0.69,0.726,0.703,0.516,0.549,0.492,0.529,0.647,0.683,0.7,0.599,0.661,0.743,0.685,0.553,0.826,0.662,0.623,0.637,0.646,0.567,0.518,0.661,0.884,0.449,0.676,0.694,0.503,0.784,0.619,0.259,0.444,0.458,0.612,0.883,0.612,0.557,0.379,0.521,0.533,0.456,0.671,0.409,0.531,0.452,0.422,0.317,0.403,0.372,0.476,0.448,0.411,0.48,0.701,0.505,0.748,0.494,0.767,0.469,0.529,0.434,0.462,0.423,0.505,0.473,0.424 -347,Epileptic,F,52.0,0.8,2.7,1.4,1.1,1.7,2.5,1.6,1.5,1.1,0.9,0.5,2.8,1.5,0.7,1.4,6.4,11.1,1.8,1.9,4.6,1.5,7.1,2.6,3.6,3.6,3.1,3.9,2.7,2.8,2.8,2.1,1.1,0.4,2.0,0.4,0.6,4.1,2.8,0.2,0.2,1.0,6.7,3.0,3.5,2.6,0.8,0.4,1.7,1.8,0.9,0.5,1.6,1.2,2.6,1.2,2.8,1.4,1.9,3.1,1.2,0.7,1.5,0.5,0.6,1.5,1.4,2.8,1.4,1.2,0.7,0.8,1.0,4.4,0.4,7,26,15,9,13,20,13,16,13,9,3.0,27,18,8,17,67,82,11,19,40,12,52,20,39,38,31,33,20,22,33,22,7,6,23,2,5,34,31,1,2,7,47,26,29,13,5,2,9,10,6,3,13,9,17,7,26,10,12,16,11,6,11,3,5,15,13,22,10,7,4,7,8,38,4,0.042,0.028,0.025,0.024,0.038,0.034,0.03,0.03,0.044,0.039,0.036,0.034,0.032,0.036,0.038,0.04,0.042,0.049,0.027,0.034,0.035,0.048,0.039,0.047,0.034,0.025,0.027,0.026,0.03,0.033,0.055,0.044,0.028,0.03,0.018,0.017,0.046,0.035,0.016,0.016,0.022,0.049,0.044,0.028,0.019,0.015,0.016,0.026,0.022,0.023,0.034,0.019,0.019,0.023,0.034,0.017,0.035,0.021,0.042,0.022,0.025,0.029,0.029,0.021,0.022,0.037,0.021,0.022,0.023,0.024,0.026,0.02,0.021,0.024,1416,4415,2205,1971,1661,2916,2678,2812,2028,1429,598.0,2724,3248,1141,2390,10618,16385,2337,3550,4551,3116,4074,1706,5075,4395,6249,4962,3682,5169,4259,2613,918,720,4660,1430,1662,6413,5966,350,508,1314,3101,5587,3016,3063,1564,749,2022,2640,1607,431,2736,1766,4114,858,4516,1968,3140,1808,1447,782,2360,511,869,2261,963,3882,1957,1460,898,1155,1616,7766,618,0.128,0.127,0.111,0.11,0.134,0.122,0.11,0.132,0.154,0.162,0.133,0.146,0.128,0.147,0.144,0.145,0.144,0.151,0.123,0.141,0.108,0.149,0.141,0.148,0.117,0.107,0.097,0.098,0.11,0.135,0.16,0.136,0.104,0.129,0.076,0.086,0.14,0.135,0.09,0.106,0.115,0.177,0.157,0.121,0.1,0.096,0.095,0.11,0.109,0.102,0.127,0.102,0.107,0.104,0.151,0.101,0.133,0.108,0.16,0.108,0.125,0.123,0.143,0.115,0.118,0.131,0.107,0.109,0.111,0.119,0.123,0.108,0.104,0.13,431,1600,920,782,745,1210,935,930,589,396,220.0,1329,922,309,729,3057,4685,528,1088,2070,739,1844,973,1541,1561,1921,1967,1411,1464,1412,744,452,234,1249,406,664,1719,1442,212,287,699,1906,1209,2025,1883,770,348,976,1235,625,250,1350,975,1937,519,2544,676,1435,1026,810,467,856,252,461,1116,580,2087,951,776,461,557,833,3618,278,3.1,2.637,2.403,2.621,1.972,2.289,2.364,2.631,2.614,2.906,2.483,1.943,2.624,2.651,2.388,2.559,2.678,3.59,2.721,1.955,3.134,2.028,1.638,2.618,2.311,2.604,2.109,2.08,2.673,2.346,2.583,2.295,2.399,2.845,3.17,2.375,2.843,2.961,1.84,1.981,2.349,1.73,3.186,1.722,1.836,2.244,2.698,2.637,2.624,2.6,2.074,2.135,1.934,2.241,2.123,1.969,2.704,2.437,2.162,1.935,2.05,2.711,2.18,2.043,2.104,1.95,2.041,2.399,2.131,2.122,2.227,2.2,2.334,2.702,0.729,0.46,0.43,0.501,0.577,0.512,0.608,0.406,0.613,0.532,0.779,0.529,0.491,0.564,0.572,0.608,0.635,0.697,0.469,0.547,0.772,0.605,0.478,0.691,0.569,0.48,0.451,0.529,0.542,0.5,0.645,0.831,0.502,0.469,0.752,0.365,0.944,0.624,0.42,0.33,0.436,0.574,0.813,0.565,0.557,0.433,0.448,0.557,0.389,0.554,0.257,0.394,0.488,0.519,0.334,0.381,0.691,0.488,0.548,0.41,0.408,0.614,0.555,0.591,0.432,0.631,0.464,0.359,0.434,0.513,0.412,0.452,0.382,0.452 -348,Epileptic,M,27.0,1.0,2.3,1.0,1.2,2.0,2.8,1.5,2.0,1.6,0.6,0.3,3.2,1.9,0.7,1.8,4.9,9.4,1.0,2.5,5.2,1.6,3.3,3.1,5.1,3.6,4.2,4.2,2.5,2.4,3.6,1.2,1.8,0.6,3.9,0.6,1.3,2.6,2.4,0.3,0.3,1.2,4.8,3.2,3.0,2.5,0.8,0.5,0.7,1.5,0.9,0.6,1.9,1.4,2.5,0.3,2.5,0.7,1.5,1.7,1.2,0.8,2.2,0.6,0.7,2.8,1.3,2.5,1.1,1.2,0.9,1.1,0.8,4.7,0.4,9,23,7,10,16,29,13,22,18,8,4.0,34,22,10,21,60,101,9,32,47,14,49,23,50,44,54,57,30,27,41,15,9,6,48,7,13,40,34,2,2,8,45,29,24,16,6,3,5,9,13,5,17,12,20,2,23,6,10,14,11,7,21,4,6,27,17,20,9,8,9,9,7,45,3,0.039,0.028,0.019,0.025,0.041,0.033,0.023,0.034,0.056,0.032,0.045,0.036,0.032,0.037,0.036,0.033,0.033,0.039,0.027,0.042,0.035,0.037,0.037,0.051,0.044,0.04,0.033,0.033,0.026,0.031,0.033,0.058,0.034,0.044,0.024,0.018,0.032,0.031,0.015,0.02,0.024,0.04,0.046,0.028,0.019,0.022,0.019,0.012,0.018,0.021,0.027,0.024,0.034,0.022,0.013,0.019,0.021,0.023,0.026,0.022,0.021,0.033,0.037,0.027,0.025,0.021,0.021,0.018,0.02,0.027,0.027,0.021,0.024,0.02,1461,4843,2258,2297,1843,4906,2778,3464,1830,1377,521.0,3028,3813,1328,2834,9466,17249,2294,4882,5226,4083,4767,2827,6444,4928,6845,6505,3514,5375,5947,2319,1240,919,5706,2253,2560,6301,5776,551,562,1602,3205,5367,2697,3248,1134,1067,1975,2728,1763,654,2965,1640,4106,448,3757,1335,2587,1599,1450,840,3082,406,1040,3794,1439,3374,2407,1676,1224,1227,1617,6955,506,0.14,0.128,0.106,0.121,0.153,0.136,0.107,0.149,0.178,0.154,0.149,0.151,0.14,0.147,0.152,0.138,0.14,0.137,0.126,0.156,0.128,0.137,0.134,0.165,0.149,0.155,0.132,0.123,0.117,0.137,0.13,0.128,0.112,0.166,0.098,0.098,0.136,0.142,0.085,0.113,0.117,0.147,0.15,0.12,0.102,0.114,0.1,0.082,0.1,0.115,0.13,0.114,0.132,0.107,0.102,0.109,0.121,0.112,0.13,0.113,0.123,0.138,0.155,0.118,0.118,0.108,0.107,0.102,0.106,0.152,0.126,0.108,0.115,0.113,437,1466,792,797,844,1372,978,1125,619,351,150.0,1502,1122,372,892,2872,5011,453,1523,2234,846,1723,1171,2037,1723,2125,2307,1447,1488,2015,657,449,307,1481,546,1104,1497,1547,319,284,809,1664,1313,1798,1944,586,413,793,1232,735,361,1387,815,1946,276,2018,514,1129,1003,768,468,1167,244,513,1872,910,1944,1020,859,528,676,690,3097,298,3.393,2.841,2.648,2.639,1.988,2.618,2.325,2.762,2.29,2.804,2.719,1.742,2.624,2.611,2.479,2.491,2.67,3.597,2.601,2.009,3.382,2.242,2.079,2.536,2.305,2.579,2.287,1.96,2.672,2.353,2.633,2.891,2.369,2.827,3.465,2.142,3.03,2.736,1.941,2.225,2.506,1.744,2.947,1.744,1.914,2.159,3.069,3.071,2.608,2.46,1.932,2.214,2.116,2.267,1.905,1.987,2.45,2.365,1.882,1.993,2.215,2.516,1.809,2.455,2.031,1.803,1.871,2.443,2.295,2.518,2.14,2.367,2.288,2.097,0.829,0.61,0.536,0.518,0.59,0.649,0.611,0.397,0.631,0.599,0.778,0.543,0.486,0.499,0.473,0.576,0.634,0.846,0.56,0.676,0.841,0.525,0.571,0.746,0.594,0.562,0.529,0.472,0.441,0.54,0.697,1.076,0.385,0.715,0.729,0.358,0.722,0.744,0.339,0.407,0.473,0.523,0.855,0.605,0.575,0.465,0.485,0.882,0.478,0.464,0.41,0.415,0.493,0.4,0.331,0.408,0.502,0.515,0.349,0.376,0.435,0.637,0.459,0.652,0.465,0.667,0.416,0.435,0.459,0.835,0.496,0.427,0.487,0.446 -349,Epileptic,M,27.0,0.6,2.5,1.0,1.0,1.2,3.2,1.6,1.8,1.0,0.9,0.2,3.3,1.7,0.7,1.2,6.1,9.9,0.8,3.3,5.4,1.5,2.8,1.4,2.6,3.5,3.6,3.8,3.0,2.2,3.1,1.5,1.2,1.0,3.1,0.5,0.5,4.3,2.7,0.2,0.3,1.1,2.9,2.6,2.9,2.5,0.7,0.6,1.1,1.3,0.9,0.7,1.8,1.2,2.0,0.3,2.8,0.9,1.8,0.5,0.9,0.8,1.4,0.2,0.4,2.1,0.8,3.6,0.7,1.1,0.4,1.4,1.9,4.6,0.2,5,21,8,8,12,27,14,16,11,10,2.0,29,20,10,12,68,107,8,34,45,10,29,18,31,48,36,43,32,23,37,24,13,10,33,3,5,45,31,2,2,5,22,27,21,17,5,3,6,7,16,5,16,8,15,2,27,6,17,5,8,7,11,2,4,17,10,30,6,9,4,9,15,43,2,0.027,0.025,0.017,0.019,0.039,0.041,0.022,0.031,0.037,0.036,0.029,0.033,0.032,0.036,0.028,0.039,0.033,0.031,0.035,0.038,0.023,0.034,0.023,0.04,0.034,0.03,0.031,0.031,0.025,0.036,0.039,0.053,0.047,0.035,0.015,0.015,0.039,0.032,0.024,0.017,0.021,0.037,0.039,0.027,0.02,0.019,0.024,0.016,0.017,0.023,0.032,0.02,0.022,0.02,0.014,0.02,0.018,0.019,0.023,0.02,0.027,0.028,0.024,0.02,0.025,0.022,0.022,0.012,0.025,0.02,0.034,0.025,0.02,0.015,1544,4898,2547,1972,1487,3774,2947,3886,1784,1459,528.0,3103,3243,1269,2662,10205,17693,2597,5472,4271,3307,3665,2076,4753,6599,6764,5300,4159,4347,5368,2207,1260,1334,7134,2161,1716,10013,6977,330,807,1762,2541,6800,3017,2801,1341,851,2442,2662,1839,534,3124,1810,4165,500,4087,2075,2908,633,1161,1176,2033,430,892,3111,1238,4919,1933,1546,954,1446,2600,10019,504,0.111,0.116,0.103,0.104,0.143,0.159,0.119,0.128,0.149,0.16,0.115,0.136,0.146,0.151,0.134,0.151,0.139,0.113,0.145,0.138,0.093,0.149,0.125,0.142,0.148,0.13,0.139,0.12,0.116,0.138,0.146,0.135,0.197,0.152,0.084,0.093,0.143,0.129,0.135,0.083,0.105,0.144,0.148,0.12,0.107,0.107,0.115,0.088,0.093,0.109,0.137,0.111,0.112,0.099,0.101,0.116,0.1,0.103,0.122,0.11,0.13,0.132,0.119,0.119,0.12,0.111,0.112,0.088,0.125,0.111,0.145,0.129,0.103,0.103,429,1614,952,802,576,1362,1037,1062,481,411,157.0,1533,924,362,703,2837,4949,493,1637,2314,961,1351,945,1279,1981,1955,2106,1631,1417,1680,677,463,365,1620,513,579,2082,1698,153,288,728,1207,1250,1752,1888,642,354,1006,1156,712,355,1378,829,1859,286,2161,748,1659,387,735,547,776,180,397,1412,542,2574,910,728,402,709,1128,3863,245,3.473,2.886,2.712,2.5,2.379,2.407,2.275,3.177,2.886,3.201,3.14,1.809,2.755,2.568,2.891,2.706,2.914,3.831,2.708,1.643,2.808,2.3,1.892,2.784,2.521,2.798,2.132,2.132,2.463,2.553,2.728,2.545,3.077,3.16,3.669,2.627,3.281,3.097,2.387,2.909,2.946,1.87,3.632,1.926,1.713,2.208,3.025,3.043,2.797,2.673,1.912,2.192,2.512,2.375,2.353,1.966,3.191,1.975,1.806,1.853,2.285,2.644,2.751,2.543,2.487,2.504,2.02,2.456,2.223,2.761,2.276,2.643,2.631,2.505,0.953,0.617,0.574,0.556,0.494,0.573,0.563,0.71,0.648,0.532,0.711,0.465,0.44,0.547,0.515,0.541,0.64,0.771,0.632,0.602,0.661,0.454,0.451,0.599,0.527,0.59,0.504,0.569,0.478,0.584,0.619,0.997,0.781,0.673,0.688,0.612,0.807,0.629,0.559,0.543,0.646,0.695,0.761,0.746,0.427,0.516,0.547,0.568,0.515,0.878,0.487,0.513,0.578,0.472,0.385,0.401,0.781,0.558,0.37,0.331,0.486,0.629,0.821,0.871,0.845,0.606,0.468,0.508,0.397,0.68,0.506,0.581,0.689,0.813 -350,Epileptic,F,42.0,0.9,2.0,0.9,0.9,2.1,2.5,1.9,1.4,1.7,0.8,0.2,3.8,2.0,1.0,2.1,8.2,10.7,0.9,2.3,6.2,0.9,3.2,2.1,6.4,3.1,3.6,3.9,3.1,3.7,3.8,1.4,0.5,0.8,2.5,0.3,0.3,4.0,3.5,0.3,0.5,0.7,3.3,2.5,4.7,4.0,0.5,0.4,0.8,1.1,0.9,0.9,2.2,1.5,3.9,0.1,3.6,1.2,2.0,1.0,1.4,0.6,1.9,0.8,0.7,2.3,1.4,2.8,1.9,1.1,0.8,1.0,1.4,3.3,0.4,6,19,7,9,14,18,12,15,11,7,3.0,27,17,13,13,68,70,6,19,46,9,27,15,129,31,31,32,23,25,35,17,4,6,24,2,2,40,32,1,1,5,24,24,34,20,4,2,6,5,7,4,13,9,21,0,25,8,14,8,10,4,11,4,4,16,18,19,14,7,5,6,13,23,4,0.036,0.027,0.016,0.021,0.051,0.034,0.031,0.028,0.07,0.032,0.023,0.043,0.039,0.062,0.05,0.051,0.039,0.03,0.032,0.041,0.014,0.035,0.033,0.063,0.035,0.038,0.033,0.035,0.033,0.033,0.05,0.025,0.03,0.031,0.012,0.011,0.036,0.037,0.027,0.041,0.019,0.041,0.051,0.039,0.026,0.012,0.023,0.013,0.016,0.021,0.036,0.022,0.028,0.033,0.028,0.026,0.031,0.021,0.025,0.024,0.026,0.028,0.035,0.025,0.025,0.033,0.024,0.022,0.022,0.034,0.024,0.02,0.016,0.021,1464,4407,2148,2212,2433,3429,2856,3087,1903,1260,499.0,2583,3424,1071,2196,10489,17097,2245,3899,5352,3639,5140,2511,6817,5253,5701,5514,4278,5699,5914,2145,748,1229,5567,1806,1155,8326,6567,437,358,1442,2694,5234,2577,3972,1224,877,2342,2226,1752,612,3166,1795,5006,92,4005,1826,3529,1144,1660,986,2438,733,1151,2779,872,3656,3056,1941,1258,1471,2264,7431,455,0.125,0.114,0.101,0.102,0.138,0.133,0.101,0.117,0.157,0.136,0.106,0.147,0.134,0.173,0.131,0.15,0.13,0.104,0.126,0.15,0.073,0.138,0.12,0.166,0.136,0.142,0.126,0.116,0.116,0.126,0.157,0.085,0.121,0.126,0.068,0.064,0.139,0.14,0.096,0.141,0.101,0.139,0.146,0.152,0.115,0.083,0.1,0.08,0.089,0.106,0.139,0.101,0.115,0.117,0.137,0.123,0.123,0.106,0.128,0.117,0.113,0.12,0.135,0.123,0.121,0.152,0.109,0.108,0.104,0.137,0.115,0.113,0.093,0.142,393,1446,790,807,800,1261,983,906,482,384,214.0,1350,956,349,685,2968,4648,472,1181,2440,943,1485,1046,1800,1615,1628,2033,1514,1815,2054,576,343,408,1274,513,475,2061,1624,201,164,649,1373,1053,1830,2356,710,318,1005,1022,703,359,1563,890,2003,41,2187,687,1683,651,919,433,996,320,423,1463,559,1896,1441,858,459,697,1047,3292,287,3.47,2.569,2.488,2.591,2.643,2.48,2.4,3.098,2.79,2.718,2.337,1.733,2.814,2.277,2.482,2.605,2.887,3.533,2.705,1.973,3.0,2.619,2.103,2.735,2.51,2.852,2.182,2.225,2.473,2.337,2.806,2.214,2.456,3.124,3.071,2.284,2.937,2.982,2.549,2.665,2.804,1.876,3.256,1.686,1.955,1.815,3.314,2.888,2.716,2.804,1.969,2.273,2.206,2.487,2.616,2.052,2.852,2.478,2.086,2.032,2.607,2.438,2.279,3.016,2.103,2.143,2.197,2.345,2.48,2.704,2.476,2.49,2.511,2.104,1.245,0.713,0.635,0.524,0.684,0.587,0.561,0.648,0.794,0.471,0.807,0.496,0.541,0.604,0.557,0.654,0.72,0.957,0.684,0.659,0.761,0.7,0.49,0.827,0.553,0.668,0.544,0.616,0.595,0.68,0.735,1.164,0.461,0.817,0.703,0.405,0.796,0.706,0.506,0.44,0.612,0.503,0.956,0.573,0.526,0.425,0.577,0.648,0.497,0.518,0.433,0.561,0.553,0.596,0.493,0.453,0.669,0.526,0.464,0.46,0.559,0.555,0.462,0.799,0.505,0.547,0.639,0.358,0.564,0.694,0.536,0.527,0.442,0.564 -351,Epileptic,M,22.0,0.6,2.0,1.0,1.2,1.9,1.5,1.6,1.7,1.7,0.6,0.3,3.6,1.1,0.5,0.7,5.8,7.0,0.8,1.6,4.7,1.3,2.9,2.1,2.8,2.5,3.4,2.7,2.3,3.5,3.1,1.6,0.4,0.4,2.7,0.7,0.3,3.1,3.7,0.1,0.1,1.0,2.6,3.3,2.4,2.2,0.5,0.3,1.1,1.1,0.8,0.8,1.5,1.4,2.6,0.1,2.3,0.4,1.1,1.1,1.4,0.7,1.3,0.2,0.5,1.5,1.2,2.6,1.3,1.1,0.3,0.6,0.7,4.7,0.2,7,17,10,10,14,13,13,14,14,6,4.0,33,10,6,7,50,61,6,22,36,14,37,20,26,28,32,31,20,26,32,14,3,5,24,4,3,27,32,2,1,6,22,22,20,14,4,2,8,6,7,6,12,12,18,1,20,3,11,7,13,6,9,1,6,12,14,21,12,9,2,4,5,38,3,0.036,0.023,0.02,0.022,0.036,0.042,0.024,0.028,0.036,0.041,0.041,0.036,0.026,0.034,0.031,0.031,0.025,0.034,0.031,0.035,0.031,0.035,0.024,0.032,0.023,0.031,0.026,0.025,0.025,0.036,0.034,0.026,0.023,0.035,0.029,0.012,0.038,0.037,0.013,0.025,0.021,0.032,0.053,0.025,0.017,0.011,0.019,0.017,0.016,0.016,0.033,0.02,0.027,0.021,0.021,0.017,0.013,0.018,0.03,0.021,0.028,0.02,0.015,0.014,0.016,0.025,0.023,0.015,0.02,0.014,0.021,0.02,0.02,0.013,1152,4611,2421,2505,2699,2055,2393,3017,1923,1232,467.0,3422,2960,1194,1759,10685,16569,2056,3378,4315,2830,5259,2563,5727,5547,6474,5193,3338,6335,5293,2052,775,694,5084,1956,1136,5657,5402,337,197,1248,2363,4140,2284,3175,1375,672,1837,2132,1465,607,2795,2200,4628,307,3662,1229,2162,919,1716,894,2973,287,936,2776,1163,3352,3032,1531,960,1283,1243,8736,485,0.127,0.118,0.111,0.107,0.137,0.154,0.102,0.13,0.153,0.136,0.15,0.145,0.12,0.147,0.133,0.137,0.118,0.116,0.142,0.14,0.112,0.138,0.113,0.122,0.119,0.128,0.119,0.11,0.104,0.15,0.118,0.083,0.114,0.133,0.109,0.073,0.133,0.135,0.1,0.146,0.111,0.135,0.153,0.118,0.092,0.081,0.095,0.103,0.092,0.094,0.146,0.108,0.119,0.105,0.111,0.097,0.083,0.106,0.126,0.114,0.124,0.102,0.123,0.101,0.099,0.12,0.115,0.094,0.107,0.101,0.112,0.112,0.097,0.105,348,1372,845,919,890,726,979,984,688,303,166.0,1609,754,249,428,2860,4367,392,1083,2053,919,1500,1265,1475,1586,1968,1746,1345,1983,1549,737,370,263,1220,440,472,1398,1550,168,76,669,1229,1125,1476,1983,690,261,858,1026,740,359,1189,1009,1967,131,2095,580,1113,586,1061,426,1002,146,551,1393,702,1809,1377,877,331,516,583,3910,236,3.116,2.968,2.827,2.508,2.569,2.415,2.106,2.671,2.263,3.108,2.449,1.874,2.911,3.168,2.96,2.852,2.998,3.748,2.592,1.868,2.615,2.484,1.815,2.863,2.653,2.701,2.298,2.033,2.593,2.659,2.152,2.009,2.074,2.825,3.515,2.216,2.94,2.522,2.255,3.037,2.322,1.782,2.676,1.748,1.81,2.117,2.857,2.659,2.515,1.97,1.866,2.316,2.166,2.416,2.512,1.881,2.315,2.076,1.794,1.747,2.246,2.741,2.191,2.01,2.296,2.164,1.976,2.345,1.997,3.194,2.643,2.237,2.259,2.43,0.72,0.778,0.634,0.578,0.756,0.714,0.551,0.528,0.605,0.493,0.859,0.476,0.576,0.441,0.691,0.632,0.688,0.83,0.655,0.501,0.921,0.675,0.556,1.049,0.713,0.612,0.551,0.53,0.734,0.712,1.071,0.925,0.428,0.733,0.859,0.455,0.868,0.751,0.426,0.523,0.567,0.481,0.953,0.527,0.587,0.562,0.814,0.655,0.503,0.694,0.438,0.526,0.55,0.577,0.674,0.492,0.721,0.527,0.476,0.489,0.623,0.841,0.477,0.641,0.647,0.605,0.526,0.477,0.501,0.64,0.709,0.66,0.618,0.456 -352,Epileptic,M,57.0,1.5,2.8,1.2,1.1,1.2,1.6,1.3,1.5,1.3,0.7,0.4,2.6,1.6,0.5,1.3,4.7,7.3,0.8,2.1,4.7,1.3,2.9,1.9,3.1,4.6,3.7,4.7,4.4,3.9,2.9,1.4,0.9,0.8,2.5,0.5,0.6,3.0,2.6,0.3,0.3,1.2,3.0,3.1,2.8,2.4,0.7,0.4,1.0,1.4,0.6,0.5,2.2,0.6,2.3,0.2,3.3,0.7,1.6,1.2,0.9,0.7,1.7,0.3,1.0,1.6,1.6,2.6,1.2,1.4,0.6,0.8,1.8,3.8,0.3,9,23,10,7,12,16,12,14,13,6,3.0,25,16,6,12,51,65,6,16,40,8,29,15,31,36,38,43,37,29,28,18,7,8,25,2,6,32,28,2,2,7,27,26,21,14,5,2,5,6,5,3,16,4,18,1,26,5,13,9,8,6,12,2,6,11,19,21,9,8,6,5,13,30,4,0.052,0.032,0.027,0.025,0.025,0.034,0.027,0.026,0.048,0.039,0.04,0.035,0.032,0.038,0.037,0.03,0.031,0.033,0.037,0.041,0.028,0.03,0.034,0.035,0.045,0.034,0.033,0.038,0.035,0.032,0.042,0.046,0.04,0.036,0.022,0.014,0.035,0.03,0.019,0.017,0.025,0.037,0.049,0.028,0.017,0.017,0.017,0.02,0.019,0.016,0.024,0.027,0.021,0.023,0.017,0.019,0.025,0.02,0.024,0.023,0.022,0.032,0.024,0.043,0.022,0.038,0.019,0.021,0.019,0.019,0.026,0.027,0.017,0.02,1228,4103,2223,1856,2419,2265,2109,3013,1813,1248,450.0,2216,3045,1027,2596,8470,15211,1806,3433,4314,2767,3271,1558,5545,3725,6210,5586,4447,5458,4829,2668,986,1184,5407,1413,1587,6471,5671,367,496,1258,2276,7003,2147,3834,1344,802,1780,2246,1287,451,2822,1141,3931,350,4242,921,2406,1114,1208,683,2259,406,785,2101,1248,4165,2419,2202,937,1048,2285,7492,332,0.167,0.135,0.11,0.109,0.117,0.135,0.097,0.12,0.166,0.144,0.14,0.142,0.14,0.138,0.138,0.12,0.121,0.119,0.139,0.15,0.097,0.102,0.124,0.143,0.116,0.119,0.103,0.12,0.111,0.136,0.155,0.134,0.128,0.143,0.093,0.086,0.143,0.141,0.122,0.119,0.113,0.14,0.172,0.121,0.089,0.093,0.102,0.096,0.094,0.098,0.128,0.122,0.103,0.111,0.089,0.106,0.127,0.111,0.113,0.103,0.12,0.125,0.124,0.161,0.109,0.136,0.101,0.102,0.096,0.138,0.12,0.123,0.096,0.132,428,1465,755,736,905,837,791,1007,525,334,149.0,1219,839,244,667,2613,3927,407,938,2061,734,1189,859,1544,1380,1979,2065,1658,1456,1479,669,448,349,1209,393,671,1495,1458,204,193,713,1319,1311,1529,2136,692,325,775,1070,577,284,1313,574,1630,196,2475,424,1244,766,710,446,900,225,386,1106,649,2136,914,1036,455,547,1074,3663,239,3.048,2.675,2.796,2.508,2.323,2.33,2.35,2.674,2.622,2.754,2.352,1.64,2.829,2.832,2.92,2.506,3.013,3.483,2.759,1.807,2.663,2.229,1.701,2.889,2.259,2.496,2.199,2.191,2.902,2.609,2.869,2.281,2.548,3.1,3.281,2.285,3.058,2.818,2.103,2.436,2.113,1.607,3.538,1.634,2.012,2.051,2.925,2.824,2.535,2.446,1.751,2.188,2.089,2.488,1.939,1.912,2.515,2.222,1.72,1.902,1.794,2.594,2.004,2.358,2.102,2.362,2.087,2.558,2.483,2.19,2.117,2.418,2.172,1.81,0.649,0.579,0.71,0.53,0.68,0.629,0.567,0.542,0.623,0.684,0.96,0.44,0.503,0.612,0.565,0.706,0.6,0.652,0.735,0.568,0.722,0.624,0.546,0.617,0.619,0.563,0.628,0.621,0.572,0.566,0.546,0.932,0.432,0.661,0.587,0.497,0.676,0.686,0.346,0.488,0.45,0.483,0.719,0.511,0.641,0.559,0.563,0.785,0.557,0.497,0.451,0.514,0.525,0.515,0.451,0.507,0.38,0.573,0.419,0.551,0.431,0.734,0.396,0.625,0.603,0.903,0.468,0.586,0.493,0.572,0.588,0.485,0.488,0.436 -353,Epileptic,F,52.0,1.3,1.6,0.6,0.8,1.6,1.0,1.4,1.2,0.7,0.6,0.2,3.1,1.4,0.5,0.8,4.3,6.5,0.5,2.0,5.2,1.4,2.4,2.2,2.8,2.7,3.5,3.7,3.3,3.1,2.9,1.2,1.0,0.4,2.3,0.3,0.8,2.7,2.4,0.1,0.1,1.2,2.9,2.5,3.1,2.5,0.6,0.3,1.1,1.3,0.9,0.3,1.7,0.9,2.1,0.7,2.1,0.5,1.9,0.7,1.5,0.2,1.5,0.2,1.0,1.4,0.5,2.2,0.9,0.9,0.3,1.1,1.1,3.8,0.2,7,14,6,6,14,10,11,11,8,4,2.0,27,14,5,9,43,59,3,18,39,10,19,21,27,23,34,38,26,24,29,11,6,3,21,2,8,26,25,2,1,8,22,23,24,16,6,1,7,7,6,2,13,10,13,3,17,5,14,6,9,2,11,2,8,13,5,18,9,7,3,9,7,30,1,0.069,0.026,0.018,0.02,0.04,0.024,0.026,0.031,0.044,0.033,0.021,0.042,0.033,0.035,0.032,0.044,0.031,0.027,0.037,0.042,0.035,0.041,0.03,0.044,0.038,0.034,0.03,0.035,0.032,0.034,0.043,0.052,0.032,0.037,0.025,0.023,0.047,0.035,0.014,0.017,0.028,0.038,0.066,0.032,0.021,0.019,0.02,0.024,0.023,0.035,0.031,0.022,0.027,0.027,0.058,0.021,0.016,0.03,0.021,0.026,0.024,0.03,0.028,0.043,0.023,0.024,0.022,0.015,0.025,0.016,0.031,0.031,0.026,0.015,896,2805,1340,1505,1920,1259,1697,2120,1058,935,504.0,2151,1995,857,1361,6269,12099,1192,2940,3797,1730,2278,2054,3461,2474,4544,3911,3118,3985,3806,1667,527,462,3577,761,1364,3405,4043,237,252,1038,1597,3856,2184,2614,887,492,1258,1746,927,248,2452,1203,2709,345,2783,650,2340,617,1474,415,1811,317,673,1893,466,2916,2004,1329,641,1120,1279,4755,278,0.16,0.126,0.112,0.107,0.169,0.121,0.098,0.118,0.152,0.132,0.097,0.153,0.138,0.149,0.137,0.154,0.132,0.109,0.159,0.17,0.131,0.125,0.133,0.146,0.123,0.132,0.118,0.126,0.104,0.148,0.147,0.152,0.112,0.134,0.101,0.112,0.152,0.14,0.116,0.114,0.133,0.139,0.184,0.139,0.105,0.115,0.097,0.107,0.109,0.133,0.108,0.118,0.142,0.119,0.171,0.109,0.115,0.134,0.117,0.119,0.098,0.132,0.137,0.144,0.12,0.118,0.109,0.097,0.114,0.106,0.137,0.135,0.122,0.099,289,989,515,613,673,632,691,685,341,289,183.0,1129,739,239,443,1855,3413,287,935,1879,599,841,1042,1146,922,1584,1716,1380,1307,1324,508,332,182,945,235,552,1079,1058,154,128,612,1066,812,1587,1764,511,214,655,863,422,170,1196,581,1312,195,1665,426,1077,466,802,187,732,165,399,1046,277,1560,924,631,279,604,619,2326,186,2.778,2.601,2.618,2.333,2.356,1.821,2.078,2.586,2.342,2.682,2.499,1.71,2.319,2.604,2.395,2.529,2.818,3.249,2.466,1.819,2.36,2.196,1.866,2.473,2.268,2.428,1.943,2.024,2.452,2.282,2.428,1.979,2.117,2.692,2.592,2.345,2.457,2.737,1.639,2.08,2.178,1.41,3.071,1.659,1.657,1.889,2.731,2.163,2.482,2.497,1.625,2.22,2.043,2.192,2.103,1.851,1.755,2.218,1.675,2.077,2.141,2.696,2.016,2.082,1.893,1.842,1.988,2.308,2.205,2.324,1.98,2.427,2.218,1.566,0.767,0.71,0.541,0.547,0.655,0.571,0.527,0.564,0.565,0.518,0.786,0.528,0.531,0.413,0.461,0.635,0.643,0.714,0.669,0.52,0.768,0.614,0.509,0.804,0.59,0.59,0.553,0.529,0.512,0.555,0.81,0.588,0.438,0.592,0.586,0.589,0.728,0.75,0.337,0.334,0.57,0.649,0.743,0.473,0.485,0.505,0.377,0.961,0.432,0.499,0.263,0.448,0.475,0.528,0.458,0.486,0.357,0.565,0.304,0.536,0.512,0.686,0.371,0.591,0.59,0.431,0.471,0.378,0.43,0.859,0.549,0.618,0.481,0.34 -354,Epileptic,F,27.0,0.8,2.0,1.2,1.4,1.6,1.5,1.2,2.2,0.9,1.1,0.6,3.2,1.5,0.5,1.0,6.0,8.2,0.8,2.4,5.1,2.1,5.3,3.8,3.5,5.9,4.3,4.2,2.5,2.5,3.5,1.1,1.2,0.5,2.3,0.3,0.5,3.0,3.5,0.2,0.2,1.1,4.7,2.7,2.6,2.8,0.5,0.7,0.9,1.3,0.6,0.6,1.3,1.3,2.0,0.4,2.8,1.0,2.3,2.7,1.5,0.3,2.2,0.4,0.5,2.1,1.0,1.8,1.3,1.1,1.1,1.3,1.2,4.6,0.3,7,15,14,16,17,17,13,22,12,14,6.0,30,18,6,12,76,91,7,29,48,13,47,32,42,47,36,54,28,27,49,18,6,8,44,2,5,47,39,1,1,7,42,28,22,20,5,3,7,8,6,6,11,10,18,2,25,8,16,21,14,3,16,3,5,19,16,18,11,8,14,8,10,34,3,0.036,0.024,0.026,0.032,0.035,0.024,0.026,0.029,0.037,0.045,0.047,0.036,0.034,0.027,0.029,0.036,0.031,0.032,0.032,0.039,0.05,0.044,0.051,0.04,0.05,0.039,0.033,0.029,0.027,0.034,0.035,0.053,0.034,0.041,0.018,0.014,0.035,0.036,0.017,0.026,0.023,0.052,0.056,0.025,0.021,0.014,0.025,0.016,0.016,0.023,0.029,0.02,0.024,0.017,0.029,0.02,0.025,0.027,0.035,0.022,0.014,0.034,0.029,0.023,0.025,0.025,0.016,0.018,0.018,0.035,0.029,0.021,0.022,0.021,1298,3983,2313,2182,2131,3187,3022,3531,1522,1556,629.0,2957,3190,1128,1807,9781,16753,2103,4243,4546,2656,3602,2741,6015,5313,5434,6096,4536,5917,6184,2160,753,830,5386,1372,1659,6274,6935,366,398,1372,2169,6483,2335,3360,1206,794,1893,2478,1161,502,2313,1834,4355,413,3811,1243,3202,1497,1850,568,2755,369,789,2596,1022,3502,2549,1855,1492,1538,1886,7515,390,0.122,0.116,0.132,0.133,0.144,0.1,0.12,0.128,0.161,0.166,0.167,0.155,0.139,0.134,0.15,0.152,0.137,0.122,0.143,0.151,0.121,0.137,0.147,0.148,0.154,0.138,0.128,0.121,0.116,0.149,0.135,0.134,0.132,0.149,0.082,0.085,0.145,0.152,0.099,0.098,0.112,0.167,0.191,0.126,0.107,0.089,0.132,0.1,0.097,0.129,0.141,0.106,0.117,0.103,0.166,0.12,0.125,0.125,0.147,0.12,0.095,0.147,0.129,0.127,0.122,0.131,0.107,0.103,0.108,0.153,0.128,0.118,0.107,0.132,355,1327,811,780,794,978,835,1270,506,406,211.0,1429,899,274,558,3042,4674,440,1206,2234,657,1694,1175,1637,1855,1697,2177,1465,1604,1807,586,384,263,1203,358,558,1675,1564,194,155,720,1419,995,1631,2015,608,363,802,1175,425,342,1118,884,1958,183,2033,595,1363,1076,1062,326,1007,237,409,1319,665,1662,1124,858,547,735,862,3250,189,3.333,2.837,2.712,2.668,2.323,2.557,2.687,2.499,2.384,2.832,2.394,1.819,2.746,2.796,2.399,2.51,2.802,3.378,2.781,1.839,2.904,1.92,2.035,2.752,2.272,2.691,2.241,2.332,2.727,2.536,2.658,2.186,2.612,2.998,3.079,2.539,2.815,3.04,2.125,2.38,2.365,1.578,3.758,1.692,1.879,2.146,2.69,2.82,2.609,2.949,1.928,2.153,2.178,2.364,2.718,2.094,2.442,2.562,1.698,1.901,2.067,2.643,1.886,2.202,2.208,1.864,2.222,2.481,2.448,2.751,2.411,2.386,2.466,2.616,0.821,0.662,0.435,0.55,0.589,0.704,0.744,0.397,0.513,0.712,0.853,0.572,0.484,0.371,0.577,0.524,0.615,0.823,0.63,0.559,0.891,0.575,0.591,0.665,0.75,0.519,0.626,0.575,0.462,0.698,0.575,0.74,0.328,0.631,0.866,0.58,0.662,0.666,0.353,0.491,0.478,0.476,0.81,0.515,0.559,0.424,0.414,0.597,0.399,0.61,0.326,0.432,0.528,0.379,0.425,0.437,0.457,0.505,0.389,0.414,0.357,0.77,0.433,0.699,0.672,0.561,0.487,0.37,0.374,0.834,0.418,0.568,0.485,0.372 -355,Epileptic,F,22.0,0.9,2.0,0.5,1.1,1.7,1.7,1.3,1.5,1.2,0.6,0.4,2.5,1.3,0.6,1.7,5.2,8.1,0.7,2.3,3.5,1.2,2.8,1.5,3.2,2.3,3.3,2.4,1.9,2.0,3.0,1.3,1.1,0.4,1.8,0.1,0.5,2.7,2.5,0.3,0.2,1.0,3.0,1.8,2.7,1.9,0.6,0.3,0.9,1.2,0.6,0.5,1.7,1.3,2.5,0.1,2.3,0.5,1.1,1.1,1.0,0.5,1.0,0.3,0.3,1.4,0.9,2.1,0.9,0.9,0.3,0.8,0.8,3.0,0.3,8,22,6,10,14,19,12,13,13,6,6.0,26,17,7,18,64,83,3,27,35,13,32,16,40,32,38,36,19,20,33,16,7,3,21,1,4,28,32,1,1,6,33,20,16,13,5,2,6,6,5,4,14,10,16,1,23,5,9,8,9,6,6,3,3,16,13,15,5,7,2,5,6,25,3,0.036,0.025,0.011,0.023,0.04,0.034,0.019,0.029,0.044,0.032,0.035,0.033,0.028,0.029,0.033,0.031,0.028,0.026,0.031,0.031,0.027,0.035,0.028,0.042,0.03,0.033,0.024,0.023,0.023,0.028,0.031,0.035,0.027,0.031,0.008,0.013,0.034,0.033,0.018,0.022,0.022,0.039,0.039,0.029,0.016,0.012,0.015,0.017,0.017,0.02,0.028,0.018,0.023,0.02,0.014,0.017,0.024,0.015,0.025,0.019,0.02,0.025,0.024,0.016,0.021,0.022,0.018,0.016,0.018,0.013,0.023,0.016,0.016,0.021,1465,4189,1687,2448,2096,2176,2689,2600,2073,1200,591.0,2678,3472,1211,3701,10426,18761,2026,4675,4056,3437,4431,1910,5361,4294,6927,5813,3475,5360,5719,2010,1203,804,4232,1477,1695,5463,6083,459,357,1446,2803,4693,2234,3005,1389,777,2019,2341,1217,587,2981,1944,4922,316,3486,1098,2607,1172,1435,1047,2219,478,798,2270,910,3446,1937,1964,775,1099,1700,7021,377,0.124,0.133,0.095,0.112,0.15,0.153,0.099,0.133,0.142,0.136,0.135,0.143,0.134,0.145,0.138,0.139,0.129,0.102,0.139,0.136,0.1,0.159,0.133,0.151,0.146,0.143,0.12,0.103,0.106,0.14,0.116,0.103,0.114,0.134,0.049,0.086,0.132,0.14,0.089,0.104,0.12,0.167,0.142,0.121,0.096,0.091,0.092,0.089,0.094,0.101,0.137,0.104,0.118,0.101,0.105,0.106,0.111,0.095,0.129,0.112,0.103,0.11,0.124,0.096,0.125,0.121,0.104,0.091,0.101,0.083,0.121,0.107,0.096,0.131,387,1248,674,872,724,958,963,861,573,308,170.0,1191,871,289,982,2858,4991,398,1264,1692,782,1366,842,1436,1267,1868,1877,1158,1340,1702,726,463,236,946,404,567,1364,1363,257,170,658,1342,924,1341,1734,696,313,839,1049,539,248,1401,848,2004,159,1929,466,1221,661,806,479,704,229,395,1095,621,1680,833,810,359,530,734,3013,213,3.387,3.13,2.384,2.671,2.413,2.118,2.334,2.731,2.667,2.999,2.977,1.924,2.964,2.883,2.76,2.741,2.957,3.805,2.95,2.043,3.063,2.501,1.959,2.775,2.599,2.881,2.398,2.332,2.949,2.555,2.138,2.559,2.597,3.076,3.123,2.556,2.822,3.045,2.058,2.651,2.912,1.883,3.079,1.885,1.977,2.144,3.118,3.135,2.774,2.227,2.171,2.263,2.28,2.756,2.08,2.055,2.41,2.322,2.035,2.035,2.171,2.94,2.391,2.327,2.285,1.853,2.305,2.747,2.691,2.325,2.382,2.52,2.526,2.268,0.487,0.609,0.394,0.593,0.647,0.495,0.448,0.394,0.603,0.489,0.934,0.444,0.409,0.398,0.556,0.592,0.579,0.729,0.606,0.623,0.795,0.489,0.439,0.762,0.46,0.512,0.508,0.516,0.517,0.557,0.691,0.795,0.398,0.522,0.831,0.624,0.733,0.551,0.443,0.402,0.631,0.453,1.031,0.706,0.597,0.526,0.452,0.708,0.438,0.605,0.48,0.486,0.506,0.53,0.279,0.411,0.414,0.578,0.478,0.487,0.405,0.761,0.472,1.012,0.569,0.651,0.48,0.365,0.48,0.569,0.457,0.505,0.546,0.493 -356,Epileptic,F,37.0,1.0,1.7,1.4,1.3,1.4,2.0,1.8,1.2,1.2,0.5,0.2,2.5,1.6,0.7,1.1,5.6,8.9,0.6,3.0,5.1,0.8,2.8,1.4,3.0,3.4,3.4,3.4,2.5,3.1,2.8,1.2,1.3,0.6,2.3,0.3,0.4,2.9,3.1,0.2,0.3,0.8,3.1,1.7,3.2,3.1,1.2,0.4,0.8,1.0,0.7,0.7,1.5,0.9,2.2,0.1,1.6,0.6,1.3,0.9,0.8,0.8,0.9,0.3,0.3,1.3,1.6,2.3,1.5,1.0,0.4,1.0,0.8,3.7,0.2,7,17,14,13,20,17,18,13,10,7,3.0,26,16,9,13,61,74,5,32,39,7,29,14,29,34,29,36,23,28,32,17,10,3,29,2,4,33,35,2,2,5,25,21,21,19,12,2,5,5,5,4,13,9,14,1,12,5,11,8,7,6,7,5,3,12,18,19,12,8,6,8,7,26,2,0.04,0.023,0.023,0.024,0.038,0.039,0.025,0.025,0.049,0.024,0.023,0.038,0.034,0.043,0.037,0.037,0.034,0.027,0.031,0.04,0.019,0.038,0.03,0.035,0.039,0.039,0.029,0.029,0.029,0.032,0.037,0.05,0.036,0.032,0.013,0.021,0.04,0.032,0.02,0.019,0.021,0.041,0.03,0.032,0.025,0.028,0.019,0.013,0.014,0.021,0.033,0.017,0.023,0.021,0.026,0.019,0.024,0.019,0.026,0.018,0.036,0.021,0.037,0.023,0.022,0.036,0.025,0.018,0.021,0.016,0.029,0.021,0.021,0.023,1393,4225,2596,2455,1756,2959,2766,2748,1532,1213,607.0,2018,2843,1309,2094,9751,17066,2460,4379,4413,2823,4105,1934,4695,4497,4747,4918,3307,5436,4568,1896,1069,884,5024,1646,1041,4698,5599,256,644,1278,2268,4309,2559,3033,1529,881,2050,2256,1141,667,2822,2085,4258,180,2739,1085,2625,1141,1149,789,1763,422,771,2299,1279,3012,2836,1683,1133,1234,1446,7943,382,0.143,0.113,0.118,0.112,0.149,0.148,0.122,0.123,0.158,0.133,0.115,0.159,0.141,0.158,0.134,0.146,0.13,0.101,0.133,0.148,0.088,0.15,0.132,0.137,0.156,0.157,0.138,0.128,0.124,0.138,0.15,0.158,0.114,0.133,0.076,0.093,0.132,0.126,0.116,0.102,0.11,0.158,0.128,0.133,0.113,0.141,0.1,0.081,0.089,0.109,0.142,0.106,0.107,0.101,0.127,0.104,0.12,0.104,0.127,0.112,0.144,0.117,0.13,0.108,0.114,0.154,0.118,0.104,0.113,0.115,0.134,0.112,0.098,0.127,410,1272,904,934,658,952,1017,869,378,333,191.0,1102,806,321,583,2653,4501,402,1386,1892,726,1262,803,1345,1454,1458,1940,1272,1670,1509,495,422,270,1164,397,400,1337,1502,155,230,600,1153,1055,1613,2011,704,324,873,1036,568,378,1333,725,1735,90,1328,489,1232,607,639,388,679,152,260,1064,691,1497,1281,772,461,581,657,3041,162,3.422,2.991,2.842,2.588,2.211,2.795,2.384,2.887,2.775,3.054,2.61,1.72,2.751,3.014,2.648,2.707,3.017,4.103,2.64,1.951,2.99,2.496,2.124,2.649,2.477,2.741,2.174,2.083,2.625,2.482,2.912,2.535,2.687,3.013,3.503,2.385,2.74,2.814,1.838,2.96,2.729,1.881,3.104,1.858,1.727,2.439,3.233,2.826,2.608,2.613,2.263,2.249,2.345,2.457,2.257,2.225,2.489,2.467,2.153,1.964,2.525,2.617,2.335,2.901,2.362,2.372,2.259,2.576,2.542,2.554,2.614,2.432,2.782,2.743,0.763,0.697,0.579,0.456,0.611,0.693,0.566,0.604,0.645,0.51,0.817,0.47,0.545,0.61,0.611,0.711,0.618,0.721,0.56,0.618,0.838,0.582,0.417,0.63,0.541,0.497,0.473,0.483,0.467,0.471,0.625,0.948,0.408,0.72,0.849,0.36,0.728,0.567,0.332,0.705,0.684,0.422,0.599,0.7,0.53,0.468,0.641,0.668,0.646,0.484,0.505,0.513,0.714,0.612,0.244,0.53,0.561,0.579,0.455,0.411,0.422,0.723,0.512,0.864,0.715,0.662,0.515,0.486,0.44,0.638,0.447,0.617,0.695,0.547 -357,Epileptic,M,27.0,1.0,1.8,0.8,0.8,2.6,2.4,1.0,1.3,0.7,0.1,,1.5,1.1,0.6,0.5,1.9,4.7,2.0,0.7,0.8,1.8,3.2,1.9,3.4,5.0,0.7,2.1,1.9,1.4,2.1,1.3,0.6,0.2,3.9,0.8,0.7,11.6,9.2,0.3,0.0,1.8,3.2,3.5,0.7,1.9,1.8,0.5,1.3,0.4,0.0,0.1,1.6,0.6,0.9,0.1,2.4,0.5,0.2,0.3,2.1,0.8,2.7,0.0,0.4,1.6,0.6,2.1,0.8,0.6,0.4,1.6,2.3,9.7,0.1,9,13,8,9,17,29,8,11,11,1,,9,10,5,6,21,49,22,9,7,12,29,12,31,50,4,16,17,13,8,25,5,2,35,7,3,107,60,2,0,6,27,33,4,11,11,5,9,5,0,1,9,6,7,1,25,2,1,4,13,3,19,1,4,11,9,22,5,5,3,6,15,68,0,0.033,0.028,0.024,0.027,0.064,0.045,0.038,0.045,0.062,0.038,,0.06,0.045,0.056,0.036,0.044,0.036,0.05,0.043,0.047,0.039,0.041,0.057,0.047,0.052,0.016,0.03,0.041,0.033,0.059,0.036,0.034,0.039,0.057,0.029,0.039,0.089,0.079,0.04,0.017,0.059,0.049,0.045,0.055,0.031,0.064,0.036,0.029,0.025,0.028,0.019,0.037,0.039,0.028,0.028,0.034,0.042,0.028,0.029,0.039,0.032,0.056,0.025,0.019,0.057,0.023,0.036,0.036,0.035,0.032,0.084,0.054,0.056,0.023,1562,3809,1613,1695,2363,1162,1833,1962,1650,256,,980,1746,706,1118,3596,10271,2264,813,674,3318,3188,900,4497,3708,1465,2585,2305,2596,1660,2509,1084,532,4071,1975,730,5424,5058,209,219,827,2236,9228,664,2366,1118,890,2303,941,15,154,1364,1408,1716,281,2213,268,159,718,1494,566,2847,184,972,1264,1355,2006,742,1354,943,788,897,5065,324,0.133,0.129,0.124,0.137,0.235,0.124,0.159,0.147,0.191,0.154,,0.217,0.121,0.181,0.152,0.164,0.153,0.165,0.124,0.152,0.13,0.144,0.213,0.164,0.18,0.09,0.125,0.15,0.135,0.196,0.157,0.136,0.1,0.175,0.108,0.126,0.212,0.207,0.232,0.087,0.155,0.172,0.166,0.184,0.134,0.169,0.166,0.126,0.101,0.123,0.091,0.161,0.159,0.134,0.105,0.139,0.138,0.091,0.111,0.177,0.115,0.206,0.222,0.122,0.194,0.135,0.133,0.145,0.153,0.131,0.304,0.151,0.151,0.089,504,1102,535,584,812,707,521,583,331,63,,422,450,193,291,884,2469,722,336,328,911,1293,567,1292,1763,656,1223,886,813,588,650,326,135,1252,649,290,2143,2049,110,47,337,1106,1614,257,1027,417,282,796,392,12,87,642,372,642,116,1173,188,102,337,961,432,900,55,398,455,484,981,358,368,335,370,758,2664,65,2.555,3.135,2.857,2.908,2.79,1.459,2.866,2.389,3.413,3.411,,2.494,2.538,2.841,2.897,3.278,3.373,2.48,1.759,1.934,2.98,2.048,1.746,2.84,1.961,2.095,1.935,2.24,2.719,2.948,2.751,2.921,3.48,2.473,3.084,2.909,1.814,1.745,2.562,3.406,3.313,1.703,3.497,2.711,2.505,2.682,2.578,3.061,2.373,1.634,1.8,2.69,3.058,2.856,3.223,1.705,1.229,1.429,2.091,1.689,1.526,2.862,3.142,2.482,2.622,3.004,1.852,2.67,3.649,2.927,2.583,1.347,1.924,3.915,0.45,0.628,0.448,0.491,0.592,0.506,0.534,0.835,0.602,0.674,,0.707,0.843,0.651,0.499,0.55,0.574,0.634,0.706,0.625,1.021,0.646,0.407,0.697,0.605,0.943,0.704,0.521,0.537,0.475,0.641,1.309,0.48,0.79,0.896,0.797,0.919,0.904,0.552,1.034,0.943,0.749,0.823,0.737,0.479,1.085,0.689,0.468,0.796,0.302,0.563,0.601,0.557,0.465,0.481,0.592,0.517,0.315,0.633,0.455,0.485,0.857,0.27,0.563,0.616,0.646,0.541,0.378,0.427,0.749,0.641,0.662,0.936,0.563 -358,Epileptic,M,57.0,0.8,2.9,1.0,1.4,2.1,2.3,3.0,1.7,1.0,1.1,0.4,4.0,1.2,0.7,1.3,8.2,12.2,1.4,2.8,6.7,2.5,4.9,2.1,4.6,4.8,3.7,6.7,2.7,5.3,4.1,2.0,1.3,0.5,2.4,0.7,0.5,4.9,3.1,0.2,0.3,1.2,5.0,2.7,5.3,3.5,0.8,0.7,1.0,1.4,0.9,1.0,2.4,1.4,3.4,0.5,3.5,0.8,2.1,1.1,1.3,0.7,1.6,0.3,0.5,2.4,1.2,3.3,1.7,1.7,0.7,1.1,1.5,4.8,0.3,6,20,7,8,19,22,22,17,10,11,3.0,38,23,6,14,73,103,10,34,51,17,43,17,46,44,42,56,27,40,48,21,9,4,30,4,3,48,39,1,2,6,41,23,27,17,4,3,6,8,8,6,15,8,20,2,26,4,19,6,8,4,12,2,4,17,16,24,10,11,6,6,11,34,2,0.034,0.03,0.017,0.024,0.044,0.032,0.044,0.027,0.038,0.049,0.034,0.047,0.032,0.036,0.033,0.046,0.043,0.044,0.038,0.051,0.039,0.053,0.032,0.046,0.045,0.031,0.041,0.03,0.042,0.037,0.055,0.042,0.035,0.03,0.023,0.012,0.052,0.036,0.017,0.018,0.024,0.044,0.051,0.041,0.02,0.013,0.025,0.015,0.018,0.019,0.04,0.02,0.024,0.025,0.022,0.017,0.015,0.025,0.02,0.018,0.023,0.027,0.016,0.029,0.023,0.024,0.022,0.02,0.024,0.023,0.021,0.021,0.019,0.01,2013,4593,2044,2373,2492,3784,2649,3611,1455,1719,665.0,3578,3036,1459,2678,10614,18888,2788,6068,6492,5723,4412,2466,7869,5424,7308,5757,2882,5827,5978,3129,1579,843,6077,1996,1603,6757,7538,350,548,1437,4383,5979,3679,4073,1532,945,2287,2118,1585,734,3649,1548,4619,553,5274,1547,3843,1525,2089,786,2706,441,1315,3095,1307,4554,2607,2154,975,1506,2559,9054,687,0.117,0.129,0.099,0.106,0.149,0.136,0.129,0.119,0.142,0.178,0.127,0.167,0.132,0.15,0.133,0.14,0.142,0.147,0.139,0.171,0.127,0.154,0.123,0.162,0.13,0.128,0.123,0.105,0.13,0.142,0.18,0.117,0.115,0.126,0.09,0.071,0.152,0.143,0.104,0.118,0.11,0.151,0.164,0.16,0.097,0.084,0.106,0.081,0.099,0.097,0.146,0.095,0.11,0.108,0.114,0.096,0.092,0.116,0.097,0.098,0.114,0.12,0.1,0.118,0.117,0.107,0.103,0.103,0.107,0.128,0.107,0.11,0.096,0.086,540,1581,865,912,970,1370,1176,1205,518,451,208.0,1676,894,355,731,3605,5966,603,1533,2582,1225,1704,1074,2065,1900,2395,2646,1427,2101,2136,823,599,245,1424,573,623,1894,1755,199,263,728,1941,1174,2225,2515,865,444,981,1135,799,443,1758,846,2152,306,2976,765,1556,863,1065,446,991,249,395,1524,837,2400,1286,1127,489,814,1234,4042,344,3.198,2.638,2.383,2.441,2.293,2.459,2.002,2.5,2.294,2.843,2.903,1.913,2.644,3.078,2.756,2.338,2.542,3.587,2.884,2.107,3.211,2.159,1.967,2.883,2.325,2.527,1.843,1.714,2.228,2.244,2.708,2.353,2.551,2.988,3.097,2.392,2.601,2.955,1.996,2.13,2.372,1.944,3.221,1.943,1.819,1.928,2.36,2.699,2.173,2.226,1.969,2.191,2.04,2.235,2.197,1.906,2.126,2.43,2.047,2.178,1.954,2.675,1.921,3.332,2.175,1.999,1.846,2.193,2.039,2.073,2.049,2.268,2.342,2.233,0.917,0.564,0.464,0.519,0.561,0.689,0.692,0.563,0.546,0.611,0.648,0.525,0.565,0.414,0.436,0.6,0.621,0.741,0.765,0.709,0.867,0.58,0.523,0.842,0.588,0.553,0.569,0.544,0.638,0.688,0.752,0.863,0.511,0.611,0.854,0.408,0.865,0.609,0.232,0.399,0.492,0.678,0.871,0.66,0.576,0.508,0.538,0.808,0.449,0.456,0.47,0.378,0.461,0.457,0.383,0.498,0.493,0.614,0.388,0.463,0.427,0.802,0.421,0.743,0.497,0.758,0.557,0.466,0.505,0.521,0.496,0.546,0.507,0.457 -360,Epileptic,M,32.0,0.7,2.0,0.9,1.1,1.5,2.6,2.6,1.4,0.5,0.5,0.1,3.5,1.6,0.5,1.5,6.2,12.0,1.2,2.7,5.7,0.9,3.6,1.9,2.8,3.3,3.1,3.8,3.3,3.7,3.6,1.3,0.9,0.5,2.3,0.7,0.7,3.2,2.6,0.1,0.2,1.1,3.2,2.7,2.7,4.5,0.6,0.5,0.9,1.1,0.7,0.5,3.3,1.0,2.6,0.2,2.7,0.5,2.1,1.2,1.2,0.4,1.1,0.3,0.4,2.9,1.5,2.8,2.1,1.4,0.6,1.4,0.8,4.3,0.5,7,19,11,7,14,21,17,14,6,5,2.0,31,14,5,14,56,92,8,26,43,9,34,15,30,40,25,39,28,24,40,19,5,3,27,4,5,33,29,1,1,7,29,34,20,25,5,2,6,6,6,5,24,10,15,2,18,4,16,10,10,4,8,2,4,17,14,22,14,8,5,12,6,37,5,0.026,0.02,0.014,0.019,0.04,0.031,0.031,0.026,0.029,0.032,0.023,0.032,0.028,0.03,0.03,0.033,0.034,0.036,0.034,0.034,0.018,0.038,0.026,0.033,0.029,0.033,0.031,0.028,0.029,0.034,0.038,0.04,0.026,0.028,0.019,0.017,0.035,0.027,0.013,0.016,0.027,0.032,0.034,0.028,0.032,0.013,0.024,0.013,0.015,0.016,0.025,0.028,0.029,0.02,0.026,0.017,0.014,0.022,0.024,0.02,0.017,0.022,0.012,0.02,0.026,0.026,0.022,0.024,0.028,0.021,0.027,0.017,0.016,0.031,1557,5055,2735,2447,1754,3743,2550,3124,1346,1337,615.0,3134,3583,1118,2756,11370,21255,2752,4458,5348,3317,5112,2276,6468,6990,5160,6147,4019,6022,5985,2502,769,822,5997,2316,1416,6565,7139,387,486,1612,3231,5978,2388,3330,1504,901,2304,2360,1528,729,4785,1911,5074,310,4185,1192,3432,1460,1698,1130,2156,544,898,3370,1444,4107,3276,1614,1329,2363,2494,9432,478,0.122,0.107,0.096,0.095,0.131,0.134,0.114,0.125,0.112,0.115,0.084,0.131,0.118,0.131,0.137,0.132,0.127,0.119,0.14,0.129,0.09,0.145,0.12,0.137,0.127,0.131,0.129,0.106,0.1,0.128,0.132,0.106,0.118,0.127,0.082,0.09,0.126,0.119,0.087,0.092,0.12,0.131,0.138,0.129,0.123,0.093,0.105,0.085,0.088,0.102,0.121,0.121,0.116,0.098,0.138,0.1,0.094,0.112,0.126,0.111,0.095,0.111,0.1,0.106,0.12,0.12,0.109,0.111,0.118,0.114,0.126,0.088,0.096,0.148,485,1612,911,923,678,1423,1116,968,377,345,162.0,1613,940,267,761,3039,5856,582,1364,2583,908,1652,1032,1478,2015,1548,2055,1683,1879,1857,605,368,324,1355,619,558,1536,1597,198,241,697,1572,1307,1600,2236,725,358,1016,1099,606,419,1888,714,1974,133,2270,579,1669,741,919,505,739,320,393,1679,796,2028,1464,859,482,913,939,4052,232,3.139,2.795,2.874,2.667,2.413,2.393,2.038,2.916,2.685,3.333,2.894,1.809,2.91,3.123,2.785,2.852,2.989,3.669,2.829,1.873,2.931,2.507,1.94,3.168,2.694,2.814,2.412,2.022,2.567,2.62,3.028,2.245,2.297,3.022,3.404,2.315,3.074,3.183,2.343,2.56,2.802,1.81,3.352,1.756,1.762,2.264,3.213,2.79,2.71,2.687,2.094,2.499,2.697,2.715,2.621,2.1,2.609,2.352,2.129,2.072,2.405,2.718,2.105,2.465,2.298,2.352,2.158,2.61,2.277,2.846,2.825,2.715,2.516,2.147,0.62,0.681,0.76,0.501,0.477,0.496,0.519,0.65,0.514,0.585,0.77,0.537,0.383,0.516,0.593,0.577,0.598,0.705,0.556,0.569,0.662,0.48,0.505,0.693,0.505,0.566,0.52,0.57,0.552,0.601,0.81,0.924,0.621,0.726,0.725,0.371,0.762,0.675,0.398,0.358,0.644,0.438,0.729,0.687,0.536,0.62,0.551,0.651,0.564,0.768,0.548,0.442,0.69,0.51,0.447,0.404,0.598,0.54,0.444,0.435,0.442,0.697,0.38,0.999,0.62,0.744,0.458,0.454,0.444,0.695,0.565,0.874,0.472,0.433 -361,Epileptic,F,42.0,1.0,2.1,1.0,1.3,1.6,1.7,1.7,1.4,1.7,0.9,0.3,2.2,1.5,0.6,1.2,5.2,8.2,0.6,1.9,3.7,1.5,2.7,1.2,2.7,2.9,4.4,2.5,1.6,2.1,3.2,1.3,1.0,0.3,1.8,0.3,0.8,3.6,2.8,0.1,0.1,1.4,2.7,1.9,2.2,1.8,0.5,0.4,0.9,1.1,1.0,0.5,1.7,1.1,2.6,0.1,2.2,0.6,1.3,0.7,0.8,0.3,1.6,0.1,0.5,1.4,1.7,2.3,1.2,0.8,0.9,1.0,1.1,3.6,0.4,9,20,9,9,15,16,15,16,15,8,4.0,22,18,7,12,60,76,6,23,38,14,26,13,35,39,45,40,17,22,41,20,7,4,24,2,9,32,38,2,1,7,24,20,21,10,4,2,6,5,7,3,13,8,19,1,18,4,13,4,7,2,10,1,4,14,17,18,12,6,9,6,9,25,3,0.042,0.023,0.015,0.024,0.033,0.037,0.025,0.025,0.051,0.033,0.03,0.028,0.031,0.035,0.036,0.033,0.03,0.031,0.033,0.035,0.029,0.037,0.024,0.036,0.03,0.033,0.024,0.019,0.024,0.029,0.046,0.035,0.021,0.028,0.014,0.019,0.039,0.038,0.012,0.013,0.026,0.042,0.036,0.023,0.014,0.011,0.017,0.016,0.017,0.02,0.019,0.021,0.028,0.021,0.02,0.016,0.029,0.019,0.022,0.017,0.02,0.027,0.02,0.02,0.023,0.037,0.018,0.016,0.015,0.026,0.02,0.019,0.017,0.015,1621,4934,2315,2258,2283,2962,3007,3195,2357,1417,475.0,2164,3653,1300,2557,10423,17310,2105,4235,4489,3868,3911,2015,5557,5927,8076,5425,3251,5503,6437,2244,1243,924,5267,1656,2139,5501,6422,403,301,1694,2600,4962,2379,3208,1478,834,1977,2107,1605,700,2499,1600,5298,266,3901,914,3064,990,1399,441,2624,281,748,2484,1360,4270,2975,1863,1632,1577,1898,7324,813,0.142,0.112,0.102,0.111,0.147,0.156,0.11,0.128,0.162,0.152,0.149,0.137,0.133,0.143,0.142,0.145,0.127,0.112,0.133,0.149,0.117,0.162,0.113,0.14,0.147,0.15,0.124,0.101,0.106,0.133,0.151,0.116,0.115,0.123,0.071,0.094,0.136,0.149,0.091,0.122,0.12,0.16,0.143,0.121,0.084,0.081,0.096,0.093,0.091,0.112,0.108,0.107,0.117,0.105,0.115,0.105,0.137,0.105,0.11,0.111,0.115,0.12,0.115,0.125,0.111,0.142,0.101,0.103,0.093,0.126,0.112,0.109,0.097,0.12,444,1568,944,805,775,887,1053,1047,552,417,176.0,1109,937,306,666,2721,4666,398,1125,1726,878,1128,830,1380,1631,2238,1881,1185,1474,1961,543,509,257,1145,398,739,1521,1446,209,127,744,1087,979,1545,1930,731,318,867,985,715,387,1232,688,2086,95,2039,386,1201,525,746,194,890,112,356,1166,722,2058,1228,855,546,701,921,3088,330,3.464,2.925,2.393,2.75,2.451,2.994,2.298,2.693,2.911,2.87,2.39,1.751,2.977,2.967,3.025,2.805,2.925,3.68,2.987,2.257,3.116,2.743,2.063,3.044,2.783,2.942,2.309,2.187,2.824,2.578,2.922,2.401,2.823,3.078,3.452,2.779,2.77,3.184,2.214,2.671,2.922,2.121,3.308,1.759,1.892,2.164,3.256,2.913,2.66,2.517,2.222,2.185,2.471,2.597,3.369,2.189,3.01,2.639,2.341,2.114,2.565,2.948,2.431,2.106,2.259,2.218,2.213,2.544,2.427,2.904,2.569,2.369,2.593,3.144,0.736,0.545,0.614,0.575,0.707,0.778,0.54,0.436,0.746,0.57,0.672,0.378,0.444,0.536,0.512,0.554,0.595,0.828,0.626,0.557,0.718,0.543,0.446,0.694,0.589,0.544,0.446,0.493,0.458,0.517,0.944,0.762,0.484,0.684,0.595,0.428,0.629,0.607,0.399,0.435,0.505,0.48,0.995,0.564,0.595,0.429,0.401,0.694,0.499,0.414,0.296,0.473,0.453,0.522,0.692,0.445,0.506,0.515,0.3,0.389,0.463,0.898,0.491,0.909,0.533,0.727,0.477,0.384,0.464,0.553,0.586,0.587,0.464,0.55 -362,Epileptic,F,47.0,1.2,2.2,1.0,1.1,1.4,1.9,1.6,1.8,1.3,0.7,0.3,2.7,2.2,0.6,1.2,5.8,8.3,1.1,2.5,3.6,0.9,2.5,1.0,2.8,2.8,4.3,2.8,1.9,2.5,3.1,0.9,0.8,0.5,3.0,0.7,0.6,4.1,3.7,0.1,0.1,1.3,2.5,2.0,1.8,2.6,1.0,0.5,0.8,1.0,0.6,0.8,1.4,1.3,3.2,0.3,2.2,0.8,1.7,0.5,0.7,0.7,1.6,0.9,0.4,1.6,1.1,2.6,1.3,0.7,1.1,1.2,1.0,4.6,0.4,5,24,9,9,16,20,15,18,13,7,4.0,25,19,9,14,63,82,9,28,38,7,30,13,42,42,47,40,20,26,40,16,6,4,34,3,4,43,42,2,1,9,21,18,15,14,8,3,5,6,7,4,10,10,21,2,17,6,17,7,7,5,12,8,4,12,17,17,9,5,11,8,8,39,3,0.04,0.023,0.02,0.018,0.033,0.03,0.022,0.031,0.051,0.03,0.059,0.034,0.037,0.044,0.03,0.031,0.03,0.045,0.032,0.031,0.016,0.031,0.023,0.034,0.032,0.028,0.025,0.024,0.029,0.029,0.024,0.034,0.019,0.029,0.021,0.014,0.035,0.035,0.01,0.015,0.023,0.032,0.032,0.024,0.02,0.016,0.026,0.013,0.014,0.024,0.032,0.014,0.027,0.022,0.012,0.015,0.017,0.019,0.016,0.015,0.018,0.026,0.044,0.013,0.016,0.019,0.022,0.019,0.012,0.026,0.025,0.019,0.016,0.021,1680,5552,2567,2445,1837,3027,3318,3000,1740,1558,565.0,2756,3684,1138,3113,11643,18528,2425,4841,4682,2775,4355,2058,6283,6161,8729,6022,3571,6043,6287,2666,1474,1416,7961,2049,2140,7958,8501,412,632,1887,2984,5228,2353,3298,1818,814,2919,2272,1473,656,3275,1843,6340,711,4488,1759,3369,1146,1611,1382,2675,756,924,3138,1449,3631,2337,1784,1631,1622,2439,11848,570,0.108,0.116,0.107,0.101,0.141,0.15,0.113,0.131,0.157,0.142,0.11,0.149,0.152,0.161,0.133,0.141,0.134,0.149,0.133,0.132,0.071,0.144,0.123,0.141,0.135,0.134,0.121,0.112,0.119,0.137,0.114,0.104,0.099,0.129,0.094,0.086,0.148,0.143,0.098,0.088,0.113,0.141,0.138,0.117,0.104,0.11,0.115,0.078,0.085,0.109,0.139,0.089,0.122,0.108,0.09,0.097,0.107,0.106,0.116,0.09,0.105,0.129,0.181,0.098,0.092,0.121,0.115,0.103,0.089,0.134,0.121,0.121,0.096,0.119,414,1711,845,916,753,1127,1177,973,505,384,176.0,1220,1005,277,787,3182,4834,489,1329,1957,823,1354,820,1638,1707,2479,2044,1251,1516,1879,696,527,432,1730,477,715,2081,1923,202,204,855,1233,1125,1335,1892,874,330,987,1062,536,357,1487,854,2458,360,2143,753,1623,491,810,604,932,320,474,1550,886,1728,1063,777,640,764,823,4564,298,3.643,2.852,2.824,2.636,2.276,2.471,2.38,2.702,2.662,3.223,2.811,1.976,2.951,2.905,2.912,2.811,3.07,3.73,2.993,2.033,2.668,2.542,2.181,2.941,2.796,2.912,2.395,2.278,2.985,2.656,2.767,2.714,2.706,3.223,3.632,2.768,3.072,3.147,2.437,2.76,2.73,2.083,3.385,1.983,2.011,2.307,3.073,3.343,2.638,2.799,2.231,2.324,2.373,2.705,2.297,2.271,2.552,2.418,2.183,2.245,2.585,2.815,2.405,2.324,2.169,1.991,2.354,2.56,2.501,2.725,2.598,3.211,2.605,2.55,0.794,0.579,0.563,0.371,0.444,0.546,0.623,0.603,0.462,0.452,0.885,0.518,0.466,0.387,0.612,0.489,0.543,0.717,0.617,0.58,0.737,0.524,0.414,0.734,0.554,0.477,0.448,0.517,0.536,0.488,0.609,1.194,0.385,0.622,0.677,0.448,0.787,0.717,0.263,0.631,0.525,0.565,0.716,0.743,0.628,0.477,0.748,0.874,0.471,0.824,0.448,0.499,0.449,0.491,0.289,0.45,0.473,0.596,0.45,0.297,0.473,0.74,0.553,0.77,0.499,0.679,0.433,0.454,0.411,0.484,0.403,0.784,0.515,0.548 -363,Epileptic,M,37.0,0.7,2.2,0.9,1.4,1.8,1.8,1.6,1.8,1.5,0.5,0.2,2.4,1.5,0.4,1.9,6.0,9.5,1.1,2.1,4.2,1.0,3.2,1.8,3.1,3.4,3.4,3.5,2.5,3.4,3.4,1.4,1.4,0.8,2.5,0.2,1.1,3.4,4.0,0.1,0.2,1.1,3.2,2.4,2.3,3.3,1.0,0.5,1.9,1.3,0.7,0.7,2.1,1.9,2.5,0.4,1.8,0.7,1.6,1.0,1.3,0.5,0.9,0.3,0.3,1.7,1.0,2.3,1.5,1.1,0.6,0.9,1.4,4.4,0.3,6,24,9,11,21,16,14,19,17,5,2.0,24,15,6,20,61,89,9,27,33,8,38,19,32,42,36,34,24,26,37,13,13,8,29,2,10,35,42,1,1,6,27,22,16,19,7,2,9,7,6,5,15,15,15,2,17,5,14,8,10,5,6,2,4,12,11,20,10,6,7,5,8,32,2,0.034,0.022,0.015,0.024,0.035,0.031,0.027,0.027,0.047,0.033,0.023,0.03,0.027,0.03,0.031,0.034,0.03,0.034,0.033,0.036,0.02,0.037,0.029,0.032,0.038,0.028,0.028,0.03,0.026,0.035,0.033,0.06,0.034,0.027,0.013,0.021,0.041,0.031,0.014,0.015,0.02,0.039,0.04,0.026,0.023,0.023,0.023,0.022,0.016,0.016,0.03,0.026,0.033,0.021,0.017,0.017,0.017,0.019,0.027,0.028,0.018,0.018,0.015,0.014,0.019,0.02,0.018,0.021,0.018,0.023,0.029,0.023,0.019,0.024,1384,4708,2186,2546,2287,2443,2686,3698,2130,1199,599.0,2642,3265,1033,3353,10532,19400,2615,4018,3874,2864,4293,2256,5400,5383,6547,5760,3927,6809,5028,1901,1315,1210,5998,1347,2401,4479,8169,353,482,1679,3034,4936,2324,3816,1346,719,2505,2623,1242,596,3330,2439,4413,654,3259,1148,2857,1144,1367,1029,2035,382,807,2638,1465,3863,2523,1757,1278,1034,1883,8739,455,0.119,0.117,0.095,0.11,0.141,0.14,0.114,0.133,0.159,0.126,0.105,0.133,0.122,0.127,0.142,0.143,0.13,0.12,0.134,0.131,0.096,0.149,0.135,0.129,0.152,0.127,0.131,0.124,0.114,0.147,0.118,0.144,0.146,0.122,0.069,0.105,0.132,0.127,0.088,0.093,0.101,0.15,0.139,0.119,0.107,0.11,0.107,0.101,0.091,0.104,0.127,0.112,0.127,0.102,0.105,0.107,0.101,0.105,0.123,0.127,0.101,0.094,0.107,0.1,0.105,0.105,0.107,0.104,0.1,0.118,0.13,0.109,0.098,0.106,396,1660,842,977,926,934,954,1175,574,311,177.0,1243,940,260,983,3135,5480,514,1099,1917,806,1481,992,1585,1662,1992,2081,1397,1970,1687,630,547,384,1526,352,852,1502,2064,209,258,843,1326,1080,1428,2193,687,320,1102,1176,584,346,1384,1021,1809,336,1686,600,1382,661,764,471,796,231,429,1317,702,1982,1137,851,468,481,929,3823,230,3.526,2.651,2.514,2.571,2.22,2.321,2.309,2.89,2.742,3.136,2.874,1.919,2.731,2.792,2.594,2.606,2.826,3.65,2.892,1.829,2.804,2.354,2.019,2.559,2.525,2.752,2.256,2.226,2.703,2.473,2.357,2.408,2.508,2.885,3.35,2.578,2.499,3.02,2.008,2.143,2.43,2.09,3.158,1.905,1.965,2.269,2.855,2.787,2.608,2.296,2.105,2.364,2.21,2.562,2.364,2.128,2.267,2.315,2.007,1.957,2.181,2.595,1.902,1.913,2.282,2.407,2.131,2.546,2.427,2.908,2.631,2.588,2.47,2.344,0.782,0.718,0.475,0.412,0.553,0.434,0.483,0.507,0.659,0.447,0.707,0.524,0.402,0.463,0.483,0.565,0.587,0.815,0.518,0.466,0.841,0.54,0.377,0.634,0.549,0.527,0.41,0.495,0.462,0.454,0.831,0.933,0.443,0.621,0.541,0.523,0.632,0.629,0.35,0.384,0.419,0.46,0.649,0.733,0.523,0.391,0.321,0.694,0.556,0.424,0.432,0.527,0.566,0.556,0.526,0.44,0.433,0.489,0.344,0.386,0.483,0.624,0.311,0.897,0.489,0.674,0.457,0.419,0.406,0.982,0.489,0.564,0.496,0.44 -364,Epileptic,F,52.0,0.9,2.8,0.9,1.1,1.7,2.0,2.7,2.4,1.8,0.7,0.3,3.2,1.5,0.5,0.9,6.9,13.4,0.9,2.8,4.0,2.0,4.7,2.3,3.5,8.0,3.0,3.9,3.7,4.0,3.9,2.0,1.0,0.6,2.7,0.4,0.7,4.5,2.7,0.1,0.1,1.1,3.1,3.3,2.8,4.0,0.8,0.4,1.2,1.4,0.6,0.5,1.6,1.7,2.5,0.6,2.6,0.6,1.9,1.5,1.0,1.0,1.3,0.3,0.5,2.5,1.3,2.8,2.0,1.6,0.8,0.7,1.6,5.6,0.4,8,23,7,7,16,18,19,18,16,7,4.0,30,16,4,11,63,112,8,31,35,15,55,22,35,81,33,38,26,27,41,19,8,6,32,2,7,50,35,1,1,6,27,35,25,23,5,2,8,6,6,3,9,13,16,4,21,4,13,13,9,8,9,2,5,19,16,19,13,9,10,4,12,51,4,0.038,0.029,0.019,0.022,0.035,0.033,0.041,0.032,0.049,0.031,0.033,0.036,0.035,0.025,0.032,0.047,0.04,0.037,0.035,0.034,0.033,0.04,0.033,0.041,0.055,0.029,0.032,0.037,0.034,0.036,0.051,0.046,0.027,0.032,0.017,0.02,0.039,0.029,0.012,0.016,0.022,0.034,0.054,0.029,0.028,0.017,0.016,0.02,0.02,0.012,0.022,0.022,0.031,0.021,0.03,0.02,0.012,0.02,0.023,0.018,0.018,0.023,0.024,0.015,0.026,0.035,0.018,0.024,0.024,0.03,0.022,0.017,0.017,0.019,1739,4737,1907,2167,2074,3001,2637,4049,2020,1359,654.0,3131,2864,1077,2299,8971,20456,2142,5257,4813,4073,5766,2921,5205,7175,6599,6241,4312,6883,5714,1931,1035,1117,5653,1825,1992,8724,7276,326,310,1654,2779,5455,2668,3633,1436,839,2312,2211,1690,607,2241,1459,3632,524,4190,1427,3385,1621,1370,2000,2458,327,811,3197,1028,4638,2687,2140,1093,1145,2720,11989,477,0.126,0.124,0.099,0.102,0.13,0.128,0.118,0.127,0.158,0.144,0.119,0.149,0.133,0.108,0.131,0.151,0.144,0.141,0.14,0.142,0.117,0.126,0.136,0.14,0.142,0.126,0.128,0.114,0.116,0.148,0.144,0.11,0.104,0.13,0.075,0.093,0.151,0.129,0.085,0.096,0.106,0.127,0.16,0.132,0.119,0.098,0.09,0.095,0.099,0.088,0.111,0.103,0.137,0.108,0.142,0.111,0.088,0.111,0.118,0.114,0.099,0.113,0.116,0.105,0.124,0.122,0.101,0.112,0.11,0.14,0.114,0.103,0.099,0.122,463,1629,798,830,846,1052,963,1202,673,330,198.0,1522,887,284,553,2689,5793,439,1336,1936,995,1880,1119,1577,2266,1889,1950,1592,1876,1852,608,445,398,1433,437,631,2181,1688,192,171,746,1278,1294,1583,2251,718,364,936,1039,765,352,1121,834,1808,275,2058,667,1397,876,739,846,913,184,457,1584,565,2274,1248,1042,471,547,1328,4962,294,3.494,2.532,2.363,2.665,1.904,2.421,2.308,2.842,2.289,3.151,2.72,1.882,2.532,2.627,2.852,2.423,2.784,3.687,2.978,2.091,3.069,2.47,2.225,2.558,2.498,2.796,2.484,2.186,2.759,2.462,2.341,2.362,2.285,2.871,3.593,2.683,3.022,3.068,2.061,1.976,2.751,1.954,2.978,1.964,1.866,2.381,2.833,2.882,2.676,2.406,2.181,2.167,1.867,2.198,2.301,2.228,2.398,2.668,1.964,2.158,2.418,2.83,1.872,2.092,2.245,2.102,2.188,2.247,2.35,2.316,2.529,2.412,2.533,2.025,0.915,0.724,0.578,0.486,0.738,0.565,0.642,0.505,0.779,0.497,0.883,0.516,0.544,0.608,0.713,0.7,0.711,0.735,0.473,0.672,0.867,0.555,0.517,0.765,0.707,0.601,0.612,0.608,0.607,0.588,0.639,0.792,0.452,0.619,0.737,0.528,0.716,0.648,0.312,0.453,0.599,0.483,0.76,0.598,0.532,0.522,0.5,0.596,0.407,0.439,0.364,0.446,0.421,0.465,0.428,0.454,0.402,0.6,0.452,0.348,0.626,0.769,0.627,0.516,0.468,0.595,0.487,0.402,0.401,0.801,0.451,0.43,0.475,0.389 -365,Epileptic,F,47.0,0.7,1.9,0.9,1.3,2.1,1.5,1.9,1.5,1.2,0.7,0.4,2.7,1.8,0.3,1.1,4.4,8.0,1.6,2.2,4.0,1.0,1.7,2.1,4.0,5.3,3.0,3.3,2.0,2.7,2.9,2.3,0.8,0.3,2.1,0.6,0.8,4.1,3.6,0.2,0.2,0.9,2.1,2.0,2.5,2.5,0.6,0.3,0.8,1.4,0.6,0.4,1.6,1.3,3.7,0.5,2.4,0.7,1.4,0.6,1.3,0.8,1.9,0.5,0.6,1.6,1.1,2.3,1.1,0.6,0.3,0.8,1.2,4.4,0.3,6,22,7,10,17,16,14,17,13,8,6.0,32,18,5,16,56,79,14,28,36,11,25,23,40,48,31,36,21,23,34,23,5,3,25,3,6,52,41,1,2,5,23,22,21,12,5,2,4,7,4,3,11,8,30,3,21,6,10,4,9,6,16,4,5,13,17,17,8,3,3,6,8,39,2,0.037,0.025,0.017,0.027,0.043,0.031,0.033,0.031,0.038,0.034,0.028,0.04,0.032,0.026,0.031,0.029,0.03,0.046,0.029,0.039,0.024,0.027,0.037,0.042,0.04,0.034,0.033,0.027,0.03,0.031,0.048,0.038,0.032,0.03,0.019,0.023,0.035,0.034,0.014,0.017,0.021,0.033,0.032,0.022,0.022,0.019,0.013,0.012,0.021,0.011,0.027,0.021,0.019,0.024,0.024,0.021,0.026,0.02,0.018,0.019,0.022,0.027,0.02,0.021,0.02,0.024,0.017,0.018,0.013,0.013,0.021,0.014,0.018,0.024,1607,4208,1929,2191,2491,2911,2585,2744,2016,1497,755.0,3016,3871,974,2670,9983,17127,2644,4944,4582,3634,4444,3051,6458,6950,5792,5674,3082,4873,5966,2703,797,781,6029,1842,1805,8505,8038,364,395,1340,2526,6775,3234,2755,1063,859,2542,2045,1639,376,2494,2134,6654,690,3684,963,2845,914,1991,1080,3028,539,1082,2473,1010,3699,2216,1121,838,1239,2567,9139,416,0.109,0.123,0.105,0.12,0.144,0.144,0.122,0.139,0.153,0.16,0.146,0.152,0.14,0.126,0.139,0.132,0.132,0.162,0.13,0.145,0.103,0.126,0.126,0.144,0.143,0.136,0.121,0.107,0.117,0.135,0.149,0.103,0.104,0.126,0.088,0.103,0.133,0.144,0.091,0.112,0.104,0.139,0.139,0.113,0.105,0.109,0.092,0.072,0.103,0.091,0.138,0.107,0.106,0.116,0.117,0.116,0.117,0.102,0.109,0.101,0.11,0.134,0.129,0.117,0.115,0.109,0.099,0.096,0.088,0.091,0.108,0.093,0.106,0.128,445,1450,845,819,905,946,915,907,564,402,261.0,1257,1019,233,738,2936,5027,600,1311,2020,769,1274,1199,1702,2343,1682,1923,1258,1433,1798,801,438,227,1348,510,645,2124,1902,194,214,652,1139,1307,1916,1665,540,360,992,998,716,225,1160,1004,2650,369,1904,450,1242,506,1031,566,1084,307,489,1182,732,2023,998,567,388,655,1157,3708,184,3.466,2.729,2.373,2.471,2.634,2.555,2.283,2.602,2.756,2.941,2.685,2.055,2.891,2.886,2.746,2.646,2.758,3.243,3.054,2.016,3.383,2.62,2.164,2.837,2.492,2.809,2.313,2.001,2.609,2.613,2.551,1.99,2.753,3.2,3.238,2.666,2.951,3.134,2.157,1.989,2.54,1.924,3.557,1.946,1.886,2.026,2.88,3.179,2.508,2.634,2.079,2.248,2.341,2.415,2.315,2.066,2.4,2.606,2.065,2.098,2.297,2.812,2.107,2.654,2.266,1.765,1.963,2.481,2.118,2.506,2.195,2.509,2.547,2.654,1.068,0.512,0.492,0.547,0.532,0.658,0.614,0.506,0.536,0.72,0.838,0.532,0.487,0.529,0.486,0.474,0.493,0.913,0.49,0.643,0.813,0.533,0.501,0.675,0.593,0.649,0.653,0.576,0.589,0.562,0.748,0.825,0.421,0.592,0.543,0.427,0.795,0.581,0.296,0.535,0.386,0.563,0.623,0.584,0.487,0.452,0.516,0.796,0.353,0.401,0.453,0.406,0.428,0.427,0.519,0.417,0.436,0.611,0.353,0.358,0.412,0.607,0.363,0.496,0.46,0.552,0.433,0.414,0.403,0.698,0.362,0.501,0.435,0.36 -366,Epileptic,M,32.0,0.9,2.3,0.7,0.9,1.4,2.2,1.8,2.4,1.4,0.7,0.4,3.0,1.9,0.6,1.6,7.0,10.5,0.5,2.7,5.5,4.3,3.2,1.5,3.4,3.4,4.3,3.4,2.4,3.0,4.5,1.6,1.6,0.8,3.9,0.4,1.9,4.0,3.5,0.2,0.3,1.1,3.6,2.2,5.5,3.8,0.7,0.4,0.9,1.0,0.7,1.8,2.3,1.3,2.8,0.7,2.8,1.1,6.6,1.5,1.0,2.1,1.5,0.5,0.8,2.0,0.4,2.4,1.7,1.6,0.3,1.0,2.4,6.2,0.3,6,24,6,6,16,16,13,19,14,6,3.0,27,20,8,17,76,89,3,14,31,33,28,13,40,35,39,38,23,27,45,25,9,7,36,2,13,35,30,2,2,7,29,21,32,21,5,2,5,5,5,6,17,6,20,3,22,5,33,10,8,9,12,4,5,13,7,22,11,10,3,7,12,46,2,0.029,0.022,0.011,0.016,0.03,0.039,0.025,0.03,0.04,0.031,0.044,0.029,0.029,0.027,0.029,0.031,0.029,0.016,0.039,0.046,0.045,0.035,0.028,0.039,0.024,0.028,0.026,0.024,0.024,0.036,0.036,0.057,0.026,0.035,0.012,0.029,0.042,0.03,0.016,0.018,0.018,0.033,0.039,0.038,0.024,0.015,0.017,0.013,0.011,0.017,0.066,0.02,0.016,0.019,0.028,0.017,0.032,0.053,0.024,0.018,0.072,0.023,0.026,0.028,0.021,0.017,0.017,0.018,0.021,0.011,0.022,0.038,0.026,0.014,2237,6275,2148,2489,2491,2484,3123,4815,2162,1577,492.0,3278,4212,1416,3811,15662,25592,2756,2411,3688,5029,5419,2038,6559,6738,7604,7131,4265,7295,6959,2917,1052,1690,7138,2093,2856,7471,6259,476,912,2456,4373,6889,3726,4193,1885,951,2830,3160,1815,688,4521,2502,6298,658,5430,1359,3470,2190,1863,956,2735,926,910,3413,851,4430,3478,2524,949,1951,2212,9725,648,0.095,0.1,0.084,0.09,0.125,0.142,0.106,0.117,0.147,0.101,0.136,0.125,0.114,0.132,0.122,0.124,0.121,0.069,0.131,0.137,0.134,0.13,0.123,0.126,0.107,0.107,0.115,0.101,0.092,0.129,0.117,0.146,0.096,0.103,0.062,0.102,0.128,0.11,0.098,0.083,0.095,0.13,0.127,0.129,0.112,0.091,0.093,0.076,0.074,0.1,0.202,0.103,0.09,0.099,0.117,0.1,0.106,0.172,0.117,0.103,0.246,0.115,0.122,0.119,0.106,0.103,0.1,0.102,0.111,0.086,0.108,0.137,0.11,0.089,492,1737,907,859,805,968,1003,1230,602,333,162.0,1571,1073,363,904,3751,6090,468,1025,1974,1650,1468,842,1485,2053,2299,2139,1454,1763,2064,654,478,459,1466,527,878,1620,1579,232,356,1014,1685,1095,2167,2385,787,354,1084,1315,691,480,1923,1156,2432,357,2728,598,1878,1015,911,610,983,326,403,1442,463,2161,1448,1134,500,834,1016,4015,321,3.868,2.925,2.464,2.804,2.517,2.426,2.55,3.439,2.661,3.553,2.668,1.821,3.018,2.8,3.101,2.99,3.244,4.051,2.166,1.796,2.816,2.807,2.14,3.046,2.556,2.789,2.468,2.296,2.987,2.654,2.981,2.3,2.698,3.281,3.4,2.951,3.264,2.944,2.598,2.695,2.975,2.271,3.636,1.917,2.018,2.64,3.557,3.15,2.827,2.797,1.983,2.477,2.479,2.836,2.264,2.256,2.628,2.041,2.533,2.256,2.102,2.538,2.518,2.414,2.627,2.217,2.201,2.785,2.555,2.036,2.826,2.696,2.68,2.435,1.099,0.785,0.605,0.683,0.674,0.69,0.706,0.635,0.674,0.628,0.974,0.496,0.566,0.615,0.602,0.555,0.683,0.802,0.628,0.688,0.923,0.497,0.456,0.814,0.515,0.518,0.501,0.549,0.498,0.563,0.74,0.926,0.666,0.882,0.72,0.578,0.876,0.791,0.378,0.719,0.694,0.634,0.873,0.63,0.594,0.781,0.618,0.662,0.916,0.62,0.447,0.59,0.528,0.545,0.395,0.494,0.743,0.743,0.467,0.44,0.613,0.849,0.716,1.0,0.7,0.778,0.468,0.471,0.494,0.642,0.419,0.676,0.621,0.402 -367,Epileptic,F,27.0,0.9,3.4,0.9,1.1,1.9,2.0,1.5,1.9,0.8,0.7,0.2,3.0,1.8,0.7,0.9,6.3,9.0,0.9,2.8,4.2,1.8,2.3,1.5,2.7,3.2,2.9,3.2,3.1,2.8,3.2,0.8,0.9,0.6,2.5,0.5,0.5,2.3,3.2,0.2,0.1,0.8,2.4,2.0,3.0,2.9,0.8,0.3,0.8,1.4,0.4,1.0,1.8,1.9,2.8,0.4,2.1,1.1,1.4,0.9,1.1,0.7,1.5,0.2,0.4,1.5,1.7,2.9,1.1,0.7,0.3,1.0,1.1,4.6,0.3,7,34,8,10,22,18,13,18,11,8,3.0,25,18,8,10,75,84,7,28,37,17,25,13,34,40,31,32,32,19,36,12,10,6,32,5,7,26,39,1,1,4,23,25,24,19,6,2,7,8,4,6,15,15,22,2,16,8,11,7,9,7,12,3,5,10,22,23,9,5,4,6,10,42,3,0.037,0.027,0.014,0.02,0.034,0.026,0.021,0.024,0.035,0.027,0.023,0.035,0.028,0.034,0.02,0.029,0.028,0.033,0.031,0.034,0.028,0.028,0.025,0.028,0.031,0.029,0.026,0.025,0.023,0.032,0.024,0.028,0.03,0.029,0.026,0.018,0.029,0.027,0.015,0.013,0.018,0.029,0.035,0.029,0.021,0.019,0.015,0.016,0.017,0.013,0.037,0.017,0.026,0.017,0.022,0.017,0.023,0.018,0.022,0.018,0.022,0.024,0.015,0.013,0.018,0.025,0.017,0.018,0.013,0.012,0.019,0.018,0.018,0.014,1446,5246,2765,2231,2469,3096,3349,3721,1590,1549,525.0,2712,4162,1265,1981,12524,18811,2286,5106,4267,4394,4127,2347,5467,5928,5671,5350,5248,5988,5131,2047,1310,1018,6117,1228,1873,4784,7158,321,221,1413,2507,4809,2631,3944,1155,911,2189,2630,1138,601,3216,2196,5779,408,3534,1653,2797,1058,1550,1353,2714,419,891,2393,1639,4630,2225,1970,687,1437,2284,9786,638,0.134,0.123,0.088,0.103,0.144,0.136,0.105,0.118,0.128,0.123,0.106,0.136,0.131,0.143,0.11,0.135,0.128,0.121,0.132,0.14,0.099,0.129,0.118,0.127,0.138,0.134,0.114,0.119,0.099,0.14,0.104,0.116,0.131,0.128,0.089,0.087,0.126,0.134,0.101,0.083,0.094,0.136,0.146,0.126,0.102,0.108,0.085,0.096,0.096,0.085,0.15,0.101,0.119,0.103,0.139,0.105,0.12,0.1,0.117,0.104,0.117,0.117,0.101,0.103,0.096,0.128,0.104,0.105,0.085,0.111,0.106,0.113,0.104,0.119,387,1879,1035,877,1016,1260,1067,1305,489,404,166.0,1356,1141,362,672,3753,5312,478,1486,1992,1061,1330,884,1653,1841,1826,1915,1874,1676,1851,585,564,341,1449,394,623,1305,1942,159,122,710,1218,1118,1727,2318,640,387,886,1213,507,397,1696,1125,2518,231,1864,741,1324,657,935,530,995,247,508,1261,986,2356,1000,907,370,741,987,4283,269,3.403,2.56,2.496,2.513,2.261,2.258,2.591,2.612,2.52,2.804,2.608,1.825,2.893,2.636,2.321,2.599,2.912,3.611,2.831,1.933,3.032,2.422,2.219,2.599,2.498,2.638,2.259,2.272,2.777,2.315,2.483,2.309,2.479,2.907,2.449,2.577,2.769,2.744,2.465,2.121,2.606,1.883,2.906,1.738,1.931,1.965,2.957,3.099,2.615,2.499,1.865,2.115,2.055,2.374,2.36,2.098,2.603,2.457,1.815,1.873,2.381,2.643,1.761,2.042,2.128,2.076,2.122,2.417,2.587,1.993,2.321,2.548,2.435,2.889,1.061,0.622,0.627,0.397,0.561,0.519,0.642,0.617,0.622,0.487,0.652,0.455,0.464,0.361,0.447,0.485,0.557,0.756,0.602,0.539,0.81,0.475,0.526,0.677,0.477,0.52,0.532,0.563,0.541,0.502,0.66,0.9,0.414,0.637,0.604,0.5,0.74,0.548,0.261,0.469,0.597,0.534,0.729,0.533,0.59,0.497,0.348,0.803,0.517,0.522,0.418,0.44,0.472,0.473,0.43,0.464,0.491,0.486,0.339,0.375,0.496,0.715,0.382,0.901,0.481,0.728,0.425,0.491,0.467,0.395,0.476,0.525,0.484,0.375 -368,Epileptic,M,42.0,0.8,2.4,0.6,1.1,1.4,1.7,1.3,1.6,1.3,0.7,0.4,2.2,1.4,0.6,1.0,4.8,7.6,0.6,2.3,4.8,1.4,2.8,1.6,2.8,2.4,3.6,3.3,2.1,2.1,4.2,1.2,2.7,0.6,2.1,0.2,0.8,3.8,2.1,0.1,0.1,0.8,4.1,2.2,2.8,2.5,0.6,0.4,0.7,1.1,1.0,0.7,1.7,1.6,3.0,0.2,2.9,0.6,2.2,1.0,1.3,0.5,1.1,0.3,0.5,1.2,1.4,3.0,1.4,0.5,0.3,1.1,2.0,3.5,0.3,4,29,8,8,11,13,11,14,8,6,5.0,15,15,6,12,44,70,5,19,31,9,30,15,31,29,32,34,17,22,38,13,14,4,23,1,6,40,27,1,1,5,29,20,18,17,5,2,4,5,9,4,12,13,24,1,22,4,16,9,13,4,8,2,4,9,13,22,10,4,4,8,12,30,2,0.048,0.03,0.014,0.026,0.033,0.034,0.023,0.037,0.045,0.045,0.037,0.03,0.03,0.029,0.027,0.033,0.03,0.03,0.036,0.049,0.027,0.033,0.034,0.032,0.031,0.033,0.026,0.023,0.024,0.033,0.039,0.072,0.031,0.026,0.01,0.021,0.041,0.026,0.014,0.014,0.019,0.043,0.037,0.039,0.021,0.014,0.022,0.015,0.017,0.02,0.033,0.021,0.032,0.027,0.035,0.02,0.016,0.032,0.024,0.022,0.02,0.021,0.025,0.028,0.022,0.038,0.026,0.017,0.014,0.013,0.029,0.031,0.019,0.016,1181,4345,1565,1938,2125,2426,1958,2947,1615,1120,616.0,2319,3010,1127,2601,8749,14671,1801,3106,3312,2038,3986,2425,5016,4335,5952,5484,3008,4683,5998,2115,1544,993,4267,1077,1983,5180,4901,337,399,1692,2993,3493,2019,3211,1206,744,1594,2093,1428,547,2644,2205,4890,147,4106,1192,2086,1139,1646,897,2345,412,705,2108,1043,3626,3102,1119,710,1333,2458,7579,554,0.13,0.134,0.109,0.121,0.136,0.129,0.097,0.138,0.151,0.165,0.161,0.13,0.127,0.143,0.12,0.13,0.132,0.11,0.126,0.151,0.095,0.143,0.134,0.13,0.132,0.127,0.12,0.111,0.106,0.137,0.132,0.175,0.112,0.115,0.056,0.096,0.129,0.118,0.097,0.091,0.091,0.162,0.137,0.144,0.102,0.099,0.111,0.085,0.092,0.118,0.141,0.106,0.134,0.113,0.152,0.108,0.101,0.124,0.129,0.127,0.117,0.114,0.134,0.139,0.107,0.154,0.118,0.099,0.09,0.12,0.13,0.133,0.1,0.097,297,1299,678,727,690,865,776,813,414,279,201.0,1027,837,304,675,2286,4190,338,1003,1636,741,1355,887,1406,1305,1733,2029,1228,1417,1928,551,556,305,1159,379,674,1620,1311,195,193,752,1397,928,1225,1950,640,308,746,952,686,343,1272,869,1871,74,2227,608,1180,669,896,391,813,187,339,1011,521,1891,1260,559,376,638,1082,3204,230,3.786,2.93,2.231,2.693,2.666,2.405,2.143,3.012,2.798,3.297,2.552,1.98,2.751,2.612,2.837,2.778,2.759,3.737,2.502,1.86,2.363,2.395,2.329,2.78,2.666,2.771,2.244,2.012,2.551,2.413,2.717,2.816,2.731,2.675,2.409,2.786,2.577,2.829,2.118,2.488,2.723,1.983,2.795,1.953,1.903,2.134,2.886,2.506,2.78,2.338,1.959,2.311,2.292,2.484,2.458,2.078,2.365,2.064,1.879,2.095,2.425,2.723,2.481,2.324,2.281,2.512,2.082,2.797,2.397,2.085,2.506,2.763,2.525,2.924,0.916,0.617,0.597,0.557,0.624,0.725,0.56,0.682,0.519,0.611,0.841,0.476,0.367,0.524,0.532,0.573,0.59,0.717,0.58,0.62,0.754,0.527,0.56,0.611,0.51,0.632,0.521,0.512,0.494,0.552,0.811,1.194,0.704,0.507,0.726,0.566,0.718,0.527,0.274,0.49,0.587,0.622,0.678,0.686,0.552,0.505,0.475,0.725,0.67,0.513,0.653,0.525,0.658,0.52,0.4,0.525,0.536,0.581,0.373,0.433,0.49,0.811,0.586,0.997,0.58,0.746,0.506,0.453,0.426,0.495,0.543,0.522,0.536,0.669 -369,Epileptic,F,37.0,1.2,1.9,1.3,0.8,2.3,2.2,1.4,1.3,1.5,0.7,0.2,4.0,1.3,0.5,1.6,5.9,8.4,0.9,2.8,5.4,2.0,3.2,2.0,3.6,2.4,2.8,2.8,2.0,3.1,2.6,1.5,2.1,0.4,1.9,0.5,0.5,3.2,3.2,0.2,0.2,1.0,3.5,2.4,3.4,2.5,0.5,0.4,1.6,1.7,0.7,0.5,1.6,1.1,2.7,0.2,2.5,0.7,1.8,1.5,1.3,1.0,1.2,0.7,0.8,2.5,1.4,2.7,1.4,0.8,0.5,0.7,1.5,5.0,0.3,8,17,13,5,17,21,11,10,13,5,2.0,34,15,6,15,51,66,7,25,45,15,37,22,37,30,25,28,20,21,29,13,14,3,19,2,4,29,37,2,2,6,31,21,30,13,4,2,10,8,5,4,12,7,20,1,19,5,12,10,10,6,8,4,6,21,17,18,9,5,4,5,12,34,2,0.041,0.023,0.024,0.02,0.042,0.027,0.027,0.032,0.041,0.038,0.028,0.037,0.027,0.04,0.034,0.036,0.032,0.033,0.033,0.037,0.043,0.029,0.033,0.045,0.028,0.029,0.033,0.027,0.03,0.034,0.039,0.07,0.024,0.026,0.019,0.017,0.036,0.03,0.015,0.021,0.026,0.032,0.043,0.03,0.021,0.015,0.018,0.026,0.021,0.014,0.024,0.024,0.023,0.025,0.044,0.02,0.016,0.022,0.026,0.021,0.026,0.028,0.047,0.026,0.026,0.033,0.026,0.023,0.018,0.019,0.025,0.019,0.021,0.026,1532,4097,2261,1442,2210,2669,2137,2389,1943,1178,624.0,2914,2668,985,3061,8755,15796,2312,4919,5562,3476,4778,2049,5290,4860,5016,4473,3481,5364,4144,2139,899,843,5487,1800,1310,6072,7661,368,532,1140,2311,5451,2867,2825,988,762,2087,2436,1644,443,2217,1453,4514,244,3299,1454,2957,1162,1675,1047,1761,401,754,3031,1087,2991,1802,1218,1067,1023,2180,8542,472,0.142,0.11,0.117,0.095,0.145,0.119,0.1,0.12,0.149,0.135,0.087,0.145,0.119,0.135,0.135,0.138,0.127,0.117,0.124,0.147,0.13,0.116,0.144,0.136,0.113,0.12,0.118,0.098,0.1,0.139,0.147,0.163,0.102,0.116,0.077,0.087,0.124,0.128,0.09,0.109,0.115,0.131,0.143,0.132,0.101,0.099,0.097,0.105,0.104,0.094,0.111,0.113,0.106,0.113,0.149,0.104,0.098,0.112,0.12,0.111,0.12,0.115,0.158,0.134,0.126,0.134,0.118,0.114,0.098,0.104,0.12,0.114,0.104,0.112,494,1397,895,662,938,1275,759,768,649,302,173.0,1655,770,290,822,2770,4577,465,1483,2363,858,1735,1043,1536,1461,1440,1581,1206,1365,1406,650,452,291,1194,527,485,1541,1884,226,257,615,1619,1138,1985,1793,521,331,895,1189,702,338,1143,859,1891,101,1950,657,1314,839,976,600,734,193,419,1613,626,1624,938,647,421,523,1079,3905,201,2.985,2.756,2.54,2.056,2.223,1.912,2.337,2.607,2.408,3.073,2.865,1.645,2.574,2.475,2.792,2.442,2.779,3.479,2.63,2.023,3.085,2.269,1.747,2.715,2.545,2.751,2.265,2.239,2.909,2.362,2.628,2.291,2.696,3.167,2.96,2.389,3.0,2.931,2.075,2.335,2.269,1.423,3.208,1.708,1.811,2.055,2.846,2.967,2.509,2.668,1.433,2.109,1.872,2.287,2.676,1.902,2.493,2.648,1.6,1.911,2.223,2.505,2.28,2.148,1.976,2.085,1.996,2.177,2.115,2.722,2.246,2.431,2.335,2.616,0.869,0.614,0.426,0.541,0.672,0.539,0.663,0.526,0.624,0.427,0.785,0.425,0.504,0.649,0.639,0.696,0.682,0.89,0.549,0.704,0.74,0.559,0.46,0.656,0.629,0.533,0.664,0.641,0.635,0.636,0.754,0.758,0.433,0.624,0.672,0.474,0.685,0.646,0.623,0.549,0.445,0.382,0.824,0.549,0.575,0.6,0.697,0.723,0.572,0.589,0.274,0.435,0.476,0.586,0.288,0.452,0.399,0.689,0.398,0.412,0.457,0.547,0.366,0.366,0.457,0.674,0.496,0.437,0.48,0.9,0.489,0.505,0.55,0.542 -370,Epileptic,M,37.0,1.1,1.7,1.4,1.4,2.1,2.0,1.8,1.8,0.9,0.9,0.4,3.4,1.1,0.6,1.7,6.8,9.6,1.2,2.8,4.5,0.8,3.7,2.0,3.9,8.4,5.9,4.8,3.3,2.8,2.8,1.4,1.2,0.7,2.7,1.0,1.6,4.4,5.3,0.5,0.1,1.2,3.3,2.8,3.5,2.2,0.9,0.5,1.1,1.7,0.7,0.7,1.8,1.1,2.5,0.6,3.0,0.9,2.2,1.0,1.6,0.9,2.2,0.2,0.6,2.2,1.2,3.0,1.1,0.9,0.7,0.9,1.5,6.6,0.4,8,14,11,11,20,18,17,20,8,10,5.0,30,15,5,15,67,85,10,26,40,8,35,18,39,60,50,48,28,31,33,14,10,6,32,8,13,40,44,3,1,9,27,30,23,14,5,2,6,10,5,6,13,6,17,4,22,7,16,8,10,7,12,1,5,19,12,29,7,6,7,8,10,50,3,0.039,0.024,0.03,0.023,0.043,0.041,0.024,0.031,0.042,0.04,0.034,0.038,0.023,0.035,0.033,0.039,0.034,0.039,0.038,0.044,0.025,0.043,0.034,0.048,0.05,0.034,0.028,0.029,0.027,0.03,0.042,0.053,0.025,0.034,0.036,0.027,0.043,0.043,0.035,0.012,0.02,0.041,0.039,0.031,0.015,0.015,0.021,0.015,0.025,0.02,0.035,0.022,0.024,0.022,0.016,0.019,0.024,0.02,0.024,0.028,0.02,0.036,0.021,0.019,0.023,0.024,0.017,0.019,0.015,0.025,0.023,0.019,0.022,0.024,1374,3552,2075,2367,2162,2065,2783,3254,1401,1515,631.0,2420,2566,1002,2563,10081,16920,2205,4382,3891,2430,3950,2301,5403,5307,7665,5466,3563,5946,4712,2428,1026,1250,5458,1555,2508,6361,6752,570,471,1579,2461,6191,2429,3594,1464,759,2395,2193,1275,561,2620,1460,3457,754,3935,1281,3097,963,1413,1089,2058,271,961,3032,1236,4733,1962,1756,1186,1150,2489,9383,406,0.126,0.116,0.128,0.115,0.159,0.148,0.097,0.131,0.156,0.156,0.132,0.149,0.116,0.129,0.129,0.145,0.135,0.148,0.146,0.16,0.093,0.139,0.138,0.15,0.141,0.121,0.102,0.099,0.101,0.13,0.147,0.125,0.103,0.134,0.109,0.114,0.153,0.14,0.122,0.08,0.106,0.154,0.153,0.131,0.088,0.089,0.099,0.088,0.114,0.103,0.15,0.11,0.11,0.114,0.102,0.109,0.12,0.107,0.123,0.124,0.114,0.138,0.109,0.107,0.11,0.113,0.103,0.098,0.09,0.128,0.117,0.11,0.112,0.125,460,1220,752,947,899,931,1049,1094,415,435,235.0,1308,804,313,833,3137,4908,519,1262,1814,694,1412,1012,1649,2257,2651,2234,1588,1716,1628,723,453,404,1395,495,984,1737,1887,241,254,885,1308,1411,1600,2126,846,363,1045,1077,578,379,1391,756,1654,418,2336,623,1673,641,854,600,889,168,490,1639,728,2668,895,904,485,643,1184,4450,270,3.001,2.731,2.756,2.476,2.124,2.079,2.206,2.529,2.459,2.784,2.457,1.676,2.526,2.524,2.38,2.503,2.759,3.422,2.79,1.843,2.611,2.297,1.992,2.562,2.108,2.432,2.045,1.877,2.677,2.264,2.564,2.245,2.465,2.855,2.742,2.278,2.746,2.64,2.129,2.133,2.174,1.653,2.945,1.747,1.883,1.868,2.715,2.79,2.575,2.488,1.799,2.015,2.015,2.28,2.168,1.86,2.283,2.021,1.764,1.758,2.124,2.337,1.785,2.279,1.971,2.057,1.881,2.573,2.189,2.637,2.11,2.453,2.222,1.849,0.656,0.522,0.523,0.507,0.545,0.466,0.531,0.499,0.562,0.484,0.637,0.369,0.374,0.581,0.507,0.561,0.549,0.604,0.573,0.558,0.658,0.636,0.46,0.608,0.556,0.56,0.532,0.475,0.458,0.592,0.666,0.766,0.593,0.592,0.774,0.496,0.695,0.751,0.481,0.381,0.484,0.471,0.811,0.502,0.56,0.405,0.476,0.773,0.437,0.437,0.376,0.347,0.472,0.438,0.37,0.438,0.43,0.485,0.354,0.362,0.437,0.568,0.373,0.689,0.449,0.659,0.434,0.406,0.437,0.686,0.477,0.429,0.484,0.39 -371,Epileptic,F,27.0,1.5,2.8,1.0,1.4,1.1,2.6,1.4,1.4,1.0,0.8,0.2,2.7,1.3,0.4,1.0,5.6,6.6,0.8,2.5,3.7,1.6,2.6,1.7,2.5,2.7,2.8,3.8,1.6,2.5,3.6,0.9,0.8,0.5,2.0,0.4,0.3,3.8,2.6,0.1,0.2,0.8,3.1,4.0,1.6,2.4,0.9,0.4,0.7,0.9,0.7,0.7,1.4,1.4,1.9,0.2,2.3,0.4,1.1,0.8,1.2,0.4,1.5,0.2,0.4,1.2,1.5,2.4,1.1,1.0,0.5,1.1,1.6,3.6,0.4,12,28,10,14,14,25,12,15,14,9,3.0,25,15,6,11,61,67,8,23,33,11,33,15,33,31,33,47,20,24,44,15,6,6,24,4,2,53,29,1,1,5,32,29,43,15,7,2,5,5,6,4,12,11,15,2,19,4,11,7,8,3,16,2,4,9,20,19,10,6,3,7,11,27,4,0.05,0.024,0.017,0.027,0.027,0.029,0.026,0.024,0.037,0.038,0.036,0.039,0.025,0.03,0.026,0.03,0.028,0.034,0.033,0.038,0.023,0.032,0.028,0.029,0.029,0.028,0.027,0.024,0.024,0.028,0.027,0.035,0.027,0.024,0.012,0.011,0.036,0.026,0.012,0.022,0.022,0.035,0.053,0.023,0.019,0.017,0.019,0.01,0.014,0.014,0.032,0.017,0.022,0.019,0.012,0.016,0.022,0.013,0.021,0.022,0.017,0.022,0.013,0.016,0.016,0.023,0.02,0.016,0.021,0.015,0.024,0.025,0.015,0.017,1600,5010,2679,2366,1777,4209,2230,3307,1762,1500,403.0,2367,3501,879,2503,11351,16027,2181,3803,3714,4200,4505,2491,6467,5465,6393,6930,2997,6234,6215,2233,1319,1077,6318,2388,1238,7051,7272,342,399,1339,2664,4320,2033,3655,1310,936,2583,2218,1857,743,2795,2025,3868,548,4390,1127,3177,990,1501,653,2836,422,1027,2293,1571,3912,2538,1633,1016,1579,2461,8942,801,0.149,0.117,0.099,0.126,0.129,0.139,0.112,0.124,0.132,0.137,0.133,0.151,0.116,0.138,0.126,0.139,0.126,0.127,0.133,0.15,0.088,0.139,0.124,0.128,0.136,0.133,0.134,0.112,0.119,0.136,0.116,0.11,0.126,0.114,0.083,0.068,0.122,0.125,0.088,0.097,0.109,0.146,0.146,0.111,0.099,0.108,0.105,0.075,0.085,0.097,0.134,0.097,0.116,0.1,0.107,0.097,0.12,0.086,0.12,0.119,0.1,0.122,0.119,0.109,0.099,0.12,0.105,0.099,0.105,0.119,0.117,0.12,0.09,0.134,458,1754,905,921,717,1424,833,982,546,357,131.0,1145,854,206,601,3137,4102,424,1174,1507,1040,1415,885,1603,1552,1752,2420,1150,1611,2125,587,444,336,1293,555,442,1870,1575,195,180,620,1356,1134,1248,1967,729,345,1023,1014,726,380,1293,959,1645,238,2182,395,1465,595,806,342,1065,204,439,1142,937,1873,1108,743,383,753,1037,3767,310,3.444,2.708,2.703,2.56,2.27,2.498,2.326,2.916,2.509,3.151,2.463,1.87,3.007,2.953,3.107,2.702,3.027,3.688,2.765,2.101,3.052,2.408,2.343,3.121,2.654,2.924,2.323,2.113,2.946,2.461,2.734,2.778,2.779,3.313,3.799,2.555,2.803,3.289,2.061,2.714,2.729,1.822,3.056,1.803,2.13,1.958,3.306,2.905,2.716,2.856,2.408,2.353,2.33,2.505,2.343,2.251,2.709,2.435,1.854,2.039,2.39,2.674,2.428,2.89,2.306,1.986,2.155,2.667,2.594,2.984,2.549,2.776,2.584,2.937,0.742,0.48,0.604,0.512,0.449,0.566,0.547,0.525,0.517,0.825,0.807,0.487,0.449,0.49,0.435,0.573,0.586,0.726,0.584,0.604,0.69,0.468,0.436,0.613,0.477,0.53,0.425,0.501,0.395,0.484,0.559,0.915,0.368,0.665,0.698,0.513,0.687,0.63,0.213,0.288,0.559,0.482,0.956,0.562,0.6,0.495,0.512,0.753,0.425,0.488,0.5,0.383,0.441,0.403,0.306,0.442,0.59,0.437,0.362,0.407,0.477,0.744,0.497,0.864,0.558,0.654,0.434,0.425,0.439,0.783,0.38,0.537,0.511,0.326 -372,Epileptic,M,52.0,0.5,2.0,0.8,1.2,1.1,1.7,1.2,1.5,1.3,0.6,0.3,2.2,1.8,0.7,1.8,5.1,7.8,0.5,2.3,3.3,0.8,2.6,1.4,2.1,2.8,2.8,1.5,2.6,2.6,1.8,0.8,0.6,0.7,3.0,0.3,0.4,2.0,3.3,0.2,0.2,1.1,2.7,1.8,1.8,2.4,0.5,0.4,0.6,0.9,0.4,0.4,2.9,1.1,1.6,0.3,1.6,0.8,1.7,1.3,0.6,0.9,1.0,0.2,0.6,1.9,1.4,2.4,1.8,0.7,0.5,1.1,1.0,3.4,0.2,5,20,6,11,10,13,10,11,10,5,3.0,20,15,6,16,42,65,5,24,26,6,26,12,20,28,25,18,21,20,18,9,3,6,26,1,3,26,34,1,1,5,23,19,16,14,3,2,4,4,5,4,19,7,11,3,14,5,14,10,6,5,5,2,3,17,10,16,12,4,5,7,8,24,2,0.029,0.028,0.015,0.027,0.031,0.035,0.023,0.027,0.05,0.048,0.033,0.031,0.03,0.044,0.045,0.037,0.033,0.028,0.033,0.033,0.021,0.035,0.029,0.039,0.034,0.034,0.021,0.032,0.028,0.027,0.04,0.04,0.028,0.037,0.015,0.016,0.032,0.043,0.018,0.017,0.021,0.036,0.043,0.023,0.02,0.014,0.027,0.012,0.014,0.022,0.023,0.025,0.023,0.016,0.025,0.017,0.023,0.022,0.034,0.02,0.035,0.028,0.034,0.035,0.023,0.034,0.023,0.024,0.015,0.025,0.038,0.026,0.018,0.018,1180,4046,1935,1789,1536,2084,1845,3091,1781,1023,721.0,2240,3504,932,2343,7717,14624,1902,3873,3809,2519,3590,1882,4068,4639,5332,2829,3243,5163,3296,2095,563,1251,5342,1533,1262,3790,6267,279,357,1551,2601,6020,1996,3005,942,632,1857,1883,992,447,4179,1664,3672,368,2579,1325,2542,1190,916,785,1448,302,815,2471,1128,3188,2850,1180,878,1049,1544,6779,356,0.107,0.122,0.095,0.119,0.128,0.137,0.091,0.107,0.167,0.142,0.136,0.136,0.121,0.165,0.151,0.13,0.122,0.101,0.128,0.125,0.093,0.145,0.123,0.137,0.137,0.137,0.108,0.125,0.112,0.118,0.129,0.11,0.119,0.131,0.067,0.073,0.131,0.153,0.093,0.1,0.108,0.136,0.148,0.11,0.1,0.09,0.113,0.073,0.082,0.118,0.124,0.111,0.106,0.087,0.13,0.099,0.101,0.105,0.14,0.106,0.141,0.113,0.101,0.124,0.121,0.121,0.109,0.112,0.089,0.115,0.154,0.121,0.092,0.112,326,1297,761,760,607,875,739,930,426,272,164.0,1046,1031,239,720,2263,4000,324,1120,1588,596,1188,773,985,1321,1484,1183,1241,1438,1052,417,259,343,1168,382,478,1026,1423,175,219,693,1161,847,1271,1906,509,246,747,920,394,314,1762,788,1594,223,1428,559,1261,642,571,402,529,126,231,1288,559,1605,1294,641,333,434,662,3091,187,3.545,2.693,2.562,2.395,2.349,2.16,2.09,2.903,2.91,3.349,3.111,1.883,2.615,2.583,2.647,2.555,2.778,3.997,2.781,2.016,2.874,2.351,2.102,2.931,2.597,2.924,1.94,2.098,2.719,2.455,3.265,2.121,3.141,3.078,3.43,2.266,2.701,3.057,1.801,1.989,2.753,1.994,3.614,1.739,1.835,1.981,2.855,2.72,2.397,2.613,1.746,2.149,2.054,2.324,2.14,1.918,2.436,2.114,1.992,1.816,2.23,2.41,2.406,2.969,2.074,2.39,2.101,2.349,2.135,2.528,2.523,2.561,2.358,2.36,0.785,0.767,0.652,0.56,0.669,0.614,0.548,0.754,0.643,0.521,0.979,0.475,0.543,0.598,0.556,0.663,0.624,0.75,0.619,0.655,0.885,0.586,0.419,0.816,0.648,0.762,0.563,0.481,0.515,0.487,0.755,0.985,1.011,0.725,1.061,0.445,0.63,0.668,0.328,0.367,0.853,0.553,0.885,0.694,0.518,0.777,0.533,0.911,0.475,0.839,0.537,0.722,0.504,0.618,0.397,0.529,0.622,0.56,0.485,0.391,0.447,0.812,0.627,1.039,0.613,0.726,0.531,0.455,0.459,0.69,0.59,0.564,0.675,0.568 -373,Epileptic,M,27.0,0.5,2.4,0.9,1.0,1.6,1.6,1.6,2.0,1.6,0.6,0.2,3.6,2.0,0.6,1.4,6.9,7.8,0.5,2.9,5.4,0.9,2.1,1.5,3.1,3.0,4.0,3.0,3.4,2.8,3.0,1.0,1.7,0.8,2.2,0.3,0.7,4.3,3.3,0.1,0.1,1.3,2.7,2.5,2.7,3.0,0.7,0.4,0.8,1.1,0.7,0.6,2.5,1.3,3.2,0.6,3.2,0.8,1.6,1.1,0.8,0.4,1.4,0.7,0.3,2.3,1.2,2.6,1.2,1.6,0.7,0.9,1.3,4.7,0.3,4,25,8,11,17,15,15,18,20,7,3.0,29,20,6,14,80,72,6,37,42,13,23,15,40,37,44,39,29,23,36,19,12,7,27,2,5,47,42,1,1,9,22,26,23,20,5,2,5,6,7,4,18,11,23,4,26,5,13,8,6,4,10,3,3,16,17,24,9,12,12,7,10,42,3,0.023,0.024,0.014,0.019,0.029,0.026,0.027,0.024,0.035,0.031,0.022,0.038,0.029,0.03,0.026,0.03,0.025,0.024,0.029,0.036,0.019,0.028,0.027,0.029,0.029,0.027,0.024,0.029,0.023,0.028,0.031,0.054,0.031,0.025,0.014,0.014,0.032,0.035,0.014,0.007,0.024,0.027,0.035,0.027,0.02,0.012,0.016,0.011,0.016,0.016,0.023,0.019,0.019,0.02,0.02,0.021,0.015,0.018,0.025,0.017,0.018,0.025,0.024,0.015,0.021,0.028,0.019,0.018,0.02,0.02,0.023,0.018,0.019,0.016,1384,5518,2096,2364,2584,3123,2606,4226,2128,1474,596.0,3542,4849,1285,3549,14534,20164,2262,6289,5961,3577,3748,2106,7297,5909,8597,5902,4754,6436,6163,2031,1263,1417,6402,1808,2276,8698,7512,349,540,1523,3784,6806,3276,3697,1709,878,2275,2310,1816,780,4944,2640,6174,735,4258,1840,3393,1154,1186,941,2793,723,976,3733,935,4806,2691,2794,1453,1426,2328,9631,388,0.105,0.118,0.101,0.103,0.119,0.122,0.119,0.127,0.138,0.141,0.12,0.145,0.128,0.132,0.12,0.129,0.115,0.11,0.134,0.143,0.087,0.129,0.127,0.13,0.133,0.121,0.123,0.111,0.1,0.134,0.118,0.145,0.133,0.12,0.07,0.084,0.133,0.141,0.09,0.064,0.12,0.118,0.149,0.121,0.102,0.085,0.103,0.084,0.091,0.105,0.118,0.103,0.1,0.103,0.109,0.119,0.091,0.099,0.118,0.106,0.109,0.108,0.118,0.1,0.108,0.133,0.107,0.096,0.11,0.13,0.113,0.102,0.105,0.126,367,1598,880,887,966,1075,973,1244,721,372,170.0,1429,1191,290,861,3736,5164,430,1654,2391,916,1178,870,1701,1728,2490,2021,1717,1809,1841,559,501,443,1417,402,786,2163,1759,183,188,796,1486,1324,1740,2276,785,326,969,994,646,393,2041,1218,2441,418,2134,792,1493,663,658,385,961,402,367,1652,676,2121,1018,1238,567,681,1169,4059,216,3.605,2.959,2.349,2.723,2.282,2.519,2.372,2.965,2.302,3.098,2.918,2.046,3.169,3.172,3.082,2.94,3.211,3.965,2.99,2.113,3.067,2.551,2.132,3.187,2.717,2.815,2.376,2.242,2.714,2.656,2.705,2.655,2.727,3.321,3.704,2.773,2.945,3.097,2.279,2.807,2.477,1.984,3.383,2.129,1.87,2.415,3.325,3.043,3.011,3.107,2.151,2.547,2.308,2.678,2.293,2.286,2.791,2.558,2.075,2.046,2.318,2.784,2.233,2.749,2.511,1.836,2.41,2.806,2.566,2.616,2.495,2.485,2.565,2.301,0.618,0.702,0.69,0.393,0.623,0.569,0.634,0.532,0.509,0.753,0.872,0.529,0.505,0.456,0.538,0.534,0.621,0.581,0.59,0.661,0.73,0.441,0.478,0.723,0.441,0.531,0.467,0.595,0.682,0.536,0.725,1.007,0.45,0.558,0.719,0.532,0.664,0.542,0.346,0.331,0.473,0.85,0.758,0.657,0.545,0.437,0.553,0.604,0.46,0.718,0.423,0.525,0.512,0.439,0.269,0.431,0.597,0.514,0.348,0.362,0.535,0.9,0.397,1.208,0.598,0.508,0.531,0.425,0.331,0.969,0.436,0.466,0.511,0.499 -374,Epileptic,M,27.0,0.7,2.7,1.2,1.6,1.8,2.8,1.5,1.7,1.0,1.4,0.3,3.3,1.4,0.6,2.0,4.7,8.1,1.3,2.1,5.5,1.4,4.7,3.0,4.1,5.7,4.8,3.8,2.2,2.6,3.5,1.2,1.7,0.5,2.6,0.4,0.6,4.6,3.7,0.2,0.2,1.1,4.1,2.7,3.3,2.6,0.8,0.3,1.3,1.5,0.8,0.7,2.5,1.2,2.3,0.3,3.0,1.0,1.7,1.4,1.5,0.9,2.4,0.6,0.7,1.8,1.4,2.7,1.6,1.0,0.8,1.5,1.6,5.5,0.3,7,24,15,13,18,21,15,19,15,14,9.0,29,17,7,21,62,81,13,27,48,14,35,26,44,45,45,47,25,27,47,16,8,6,28,2,7,56,37,1,2,6,30,32,25,17,6,2,9,8,6,5,22,8,16,1,25,11,16,11,10,7,20,5,9,13,22,22,13,8,6,12,12,37,3,0.03,0.027,0.019,0.029,0.027,0.031,0.024,0.027,0.036,0.039,0.037,0.035,0.024,0.032,0.031,0.032,0.029,0.04,0.029,0.037,0.022,0.045,0.042,0.039,0.042,0.035,0.029,0.026,0.026,0.031,0.031,0.049,0.033,0.03,0.012,0.013,0.035,0.028,0.011,0.014,0.021,0.03,0.036,0.028,0.018,0.023,0.016,0.017,0.018,0.018,0.022,0.022,0.016,0.022,0.023,0.018,0.018,0.019,0.026,0.02,0.022,0.028,0.022,0.025,0.026,0.018,0.021,0.02,0.019,0.02,0.025,0.019,0.017,0.017,1547,4424,2559,2616,2362,3879,2747,3684,1967,2483,671.0,2994,3588,1244,3957,10337,18404,2672,5209,5884,4148,3954,2293,7205,6352,7808,6796,4193,7649,6336,2493,1002,880,6864,2253,2174,8184,9238,393,597,1449,2528,6829,2872,3841,1210,816,2410,2481,1854,709,4053,2220,3623,442,4764,1961,3451,1432,1860,1242,3063,794,1025,1898,1598,3952,2945,1817,1408,1934,2356,11526,569,0.117,0.133,0.122,0.124,0.132,0.117,0.113,0.131,0.142,0.155,0.122,0.14,0.115,0.139,0.131,0.136,0.132,0.145,0.132,0.143,0.102,0.137,0.137,0.146,0.134,0.143,0.124,0.106,0.112,0.144,0.135,0.127,0.124,0.127,0.065,0.088,0.133,0.124,0.083,0.109,0.112,0.124,0.156,0.122,0.097,0.116,0.095,0.088,0.1,0.111,0.116,0.116,0.096,0.11,0.104,0.106,0.105,0.109,0.122,0.109,0.113,0.134,0.123,0.122,0.109,0.108,0.108,0.107,0.107,0.113,0.124,0.107,0.091,0.123,473,1533,959,966,1062,1315,1037,1145,547,624,201.0,1475,1032,316,1080,2860,4976,560,1283,2518,1042,1441,1108,1861,2204,2181,2361,1440,1810,1995,751,467,292,1487,564,759,2457,2041,202,260,764,1693,1470,1846,2202,596,334,1100,1148,653,492,1819,1104,1686,222,2493,868,1518,883,1015,656,1281,425,508,979,1134,2063,1268,852,635,968,1207,4871,273,3.333,2.69,2.52,2.533,1.976,2.482,2.267,2.764,2.605,2.914,2.848,1.771,2.723,2.788,2.775,2.674,2.834,3.527,3.019,2.005,2.927,2.328,1.923,2.909,2.356,2.769,2.255,2.203,2.956,2.504,2.587,2.362,2.56,3.227,3.452,2.563,2.518,3.138,2.111,2.618,2.492,1.441,3.351,1.741,1.971,2.151,2.808,2.675,2.738,2.918,1.88,2.172,2.18,2.383,2.353,2.062,2.388,2.499,1.947,2.073,2.215,2.246,1.954,2.234,2.062,1.672,2.067,2.524,2.358,2.276,2.258,2.274,2.549,2.381,0.756,0.618,0.503,0.601,0.588,0.814,0.524,0.585,0.601,0.685,0.781,0.562,0.598,0.566,0.564,0.7,0.612,0.752,0.596,0.689,0.911,0.571,0.476,0.78,0.653,0.625,0.513,0.631,0.68,0.604,0.563,0.854,0.435,0.596,0.692,0.474,0.723,0.692,0.492,0.446,0.573,0.457,0.691,0.534,0.541,0.445,0.559,0.519,0.436,0.62,0.43,0.54,0.46,0.471,0.484,0.407,0.425,0.476,0.376,0.417,0.319,0.599,0.48,0.572,0.478,0.635,0.427,0.419,0.434,0.694,0.381,0.394,0.455,0.345 -375,Epileptic,F,27.0,0.7,1.7,1.4,1.9,1.4,1.6,1.4,1.6,1.0,0.5,0.2,1.6,1.0,0.6,0.9,6.0,8.4,1.0,2.5,4.3,1.9,3.3,1.5,3.2,3.0,3.7,2.8,2.5,2.1,2.8,1.0,1.4,0.5,2.8,0.3,0.3,5.0,3.4,0.1,0.2,1.0,2.7,2.9,1.8,2.8,0.9,0.4,0.9,1.4,0.9,0.7,1.3,1.3,2.7,0.3,2.1,1.2,2.1,1.1,1.0,1.1,1.6,0.3,0.7,1.4,1.2,2.3,1.3,1.0,0.5,0.5,2.2,4.2,0.4,28,16,15,16,16,13,13,14,9,5,3.0,13,11,5,10,65,287,7,24,46,11,39,14,30,39,37,38,25,23,33,15,7,6,30,2,2,44,35,1,1,5,23,20,14,17,7,2,6,8,7,5,12,10,19,2,19,8,17,8,7,9,13,3,3,13,15,21,8,5,4,4,15,28,2,0.029,0.02,0.018,0.029,0.029,0.025,0.02,0.023,0.038,0.032,0.025,0.028,0.028,0.031,0.033,0.039,0.036,0.036,0.034,0.037,0.033,0.033,0.03,0.034,0.03,0.032,0.027,0.027,0.021,0.028,0.031,0.062,0.033,0.03,0.01,0.012,0.038,0.031,0.011,0.016,0.021,0.039,0.044,0.027,0.018,0.019,0.022,0.015,0.021,0.027,0.031,0.016,0.028,0.02,0.016,0.017,0.022,0.024,0.026,0.02,0.026,0.024,0.025,0.026,0.019,0.027,0.016,0.022,0.017,0.018,0.016,0.025,0.017,0.017,1559,4813,3145,3011,2258,2414,2519,3467,2062,1148,497.0,1894,2643,1036,1978,9706,16777,2466,4812,4975,3019,5383,1954,6021,6012,6503,5480,4326,5642,4908,2271,783,1033,6166,1702,1597,7772,7168,326,418,1576,2253,4225,2036,4023,1497,720,2174,2289,1754,537,2607,1992,5598,496,3678,1956,3480,1027,1486,1503,2619,451,872,2484,1422,4091,2184,1668,1105,884,2497,9676,738,0.109,0.102,0.106,0.126,0.124,0.123,0.106,0.116,0.148,0.124,0.123,0.131,0.118,0.132,0.128,0.152,0.134,0.133,0.129,0.145,0.103,0.143,0.128,0.13,0.135,0.136,0.127,0.119,0.106,0.135,0.121,0.149,0.144,0.133,0.062,0.065,0.127,0.125,0.082,0.124,0.104,0.15,0.132,0.116,0.097,0.107,0.11,0.085,0.09,0.109,0.142,0.095,0.112,0.097,0.113,0.104,0.113,0.102,0.122,0.107,0.123,0.114,0.131,0.127,0.105,0.115,0.097,0.113,0.097,0.113,0.106,0.127,0.095,0.103,443,1444,1196,1075,822,971,922,1046,463,292,161.0,832,690,285,558,2705,4504,469,1345,1957,842,1764,834,1577,1834,1937,1989,1509,1541,1634,589,351,315,1402,481,571,2159,1860,163,172,766,1115,1151,1076,2360,764,286,951,1062,741,356,1317,923,2249,274,1931,840,1552,653,831,692,1027,234,358,1191,730,2158,959,850,438,487,1248,3791,326,3.274,3.075,2.607,2.613,2.264,2.249,2.245,2.834,2.862,3.05,2.63,1.934,2.859,2.665,2.656,2.624,2.922,3.776,2.833,2.158,2.909,2.381,2.034,2.795,2.562,2.77,2.212,2.254,2.774,2.434,2.742,2.538,2.592,3.14,3.113,2.547,2.743,2.892,2.404,2.699,2.57,1.842,2.946,2.072,1.908,2.162,3.054,2.705,2.501,2.871,1.885,2.072,2.182,2.388,2.35,2.046,2.401,2.575,1.769,1.899,2.266,2.413,2.091,2.572,2.107,2.278,1.944,2.521,2.339,2.925,2.072,2.4,2.611,2.583,1.046,0.633,0.456,0.561,0.574,0.552,0.558,0.639,0.716,0.471,0.809,0.403,0.575,0.471,0.551,0.551,0.626,0.724,0.524,0.596,0.745,0.48,0.422,0.63,0.548,0.46,0.514,0.495,0.475,0.583,0.737,0.927,0.403,0.519,0.533,0.496,0.761,0.7,0.326,0.71,0.535,0.417,0.684,0.764,0.603,0.484,0.497,0.659,0.596,0.568,0.445,0.505,0.599,0.475,0.351,0.442,0.553,0.721,0.331,0.445,0.406,0.666,0.408,0.806,0.659,0.688,0.442,0.44,0.389,0.811,0.486,0.499,0.643,0.71 -376,Epileptic,F,32.0,1.5,2.6,0.6,0.5,1.6,2.1,1.4,1.3,1.3,0.6,0.2,2.7,1.1,0.7,1.6,7.2,7.2,0.7,1.9,4.6,0.7,2.3,1.4,3.2,2.1,3.4,3.4,2.0,2.0,3.1,1.3,0.5,0.3,2.5,0.4,0.3,3.8,3.1,0.2,0.2,0.8,2.5,1.7,2.5,1.6,0.4,0.4,0.6,1.1,0.7,0.5,1.3,1.6,1.4,0.2,2.1,0.6,1.3,1.0,0.8,0.4,1.4,0.5,0.3,1.5,1.2,2.2,1.1,0.9,0.4,1.1,1.3,3.8,0.2,10,28,7,5,16,20,13,14,14,6,4.0,25,12,9,11,71,67,4,23,40,8,30,16,31,28,32,40,22,19,37,19,4,4,27,2,3,46,35,1,2,5,23,24,16,11,4,2,4,5,6,3,8,10,13,1,14,4,10,6,6,4,10,3,3,14,9,17,9,6,3,6,8,33,2,0.05,0.031,0.014,0.013,0.045,0.033,0.027,0.037,0.047,0.031,0.022,0.039,0.031,0.038,0.049,0.045,0.03,0.033,0.032,0.039,0.021,0.037,0.033,0.041,0.031,0.042,0.029,0.027,0.024,0.036,0.034,0.043,0.023,0.037,0.014,0.011,0.036,0.032,0.021,0.023,0.02,0.032,0.031,0.027,0.016,0.013,0.017,0.011,0.017,0.035,0.028,0.021,0.028,0.016,0.019,0.021,0.017,0.022,0.028,0.022,0.016,0.03,0.044,0.018,0.022,0.043,0.026,0.021,0.017,0.02,0.029,0.023,0.02,0.017,1364,4372,1572,1553,2050,3415,2417,2903,2150,1258,493.0,2555,2499,1412,2129,10927,15314,1980,3613,4963,3021,4128,1932,5560,4437,5866,5768,3293,4604,5168,2065,832,933,5293,1798,1615,7718,6269,257,601,1389,2693,5212,3029,2572,1186,824,1836,2189,914,464,2364,1977,3995,271,2822,1325,2570,1048,1281,937,2360,405,694,2176,593,3108,2001,1497,835,1332,2319,7345,330,0.139,0.134,0.102,0.087,0.15,0.155,0.124,0.141,0.174,0.146,0.12,0.153,0.134,0.157,0.162,0.16,0.13,0.102,0.14,0.155,0.093,0.152,0.148,0.154,0.144,0.161,0.139,0.125,0.109,0.153,0.138,0.104,0.113,0.146,0.08,0.071,0.148,0.134,0.119,0.113,0.111,0.135,0.142,0.114,0.094,0.086,0.09,0.077,0.094,0.131,0.123,0.101,0.127,0.094,0.135,0.11,0.098,0.106,0.128,0.117,0.099,0.132,0.153,0.11,0.118,0.141,0.125,0.109,0.098,0.111,0.128,0.113,0.103,0.112,358,1402,723,644,670,1074,806,773,514,326,169.0,1151,704,352,558,2925,4127,390,1042,2013,625,1243,727,1353,1214,1460,2030,1148,1316,1608,557,261,312,1094,423,544,1866,1569,140,174,602,1288,1084,1614,1545,548,334,798,923,407,280,1064,870,1599,141,1401,579,1147,573,600,462,776,175,318,1053,374,1376,866,741,325,557,976,2990,190,3.527,2.809,2.299,2.334,2.565,2.548,2.666,3.372,2.93,3.029,2.422,1.966,2.7,3.073,2.961,2.769,2.937,3.737,2.827,2.178,3.343,2.564,2.251,3.061,2.773,3.219,2.335,2.255,2.72,2.589,2.795,2.794,2.327,3.293,3.637,2.618,3.114,2.968,2.332,3.005,2.901,1.893,3.565,2.049,1.854,2.26,3.186,2.679,2.808,2.726,2.053,2.291,2.378,2.431,2.356,2.379,2.769,2.616,2.322,2.302,2.324,2.826,2.29,2.31,2.181,2.046,2.443,2.547,2.419,2.679,2.605,2.808,2.532,2.249,0.898,0.78,0.596,0.412,0.637,0.589,0.644,0.83,0.702,0.564,0.655,0.555,0.517,0.453,0.606,0.629,0.603,0.871,0.482,0.596,0.828,0.589,0.366,0.653,0.546,0.753,0.472,0.562,0.445,0.615,0.719,1.039,0.497,0.708,0.786,0.552,0.631,0.663,0.628,0.486,0.775,0.477,0.673,0.689,0.509,0.618,0.602,0.681,0.6,0.592,0.362,0.567,0.615,0.593,0.346,0.456,0.434,0.525,0.455,0.32,0.331,0.739,0.656,0.917,0.568,0.494,0.6,0.539,0.382,0.817,0.595,0.508,0.542,0.643 -377,Epileptic,F,32.0,0.7,2.3,1.3,0.9,1.9,1.7,1.4,1.5,1.1,0.8,0.2,2.5,1.9,0.3,1.2,4.1,8.3,1.1,1.9,4.2,0.5,2.7,1.5,3.5,2.8,2.9,4.7,2.1,3.6,3.8,1.3,0.9,0.5,1.7,0.2,0.8,3.2,2.9,0.2,0.3,1.0,2.9,2.5,2.0,3.4,0.5,0.3,0.9,1.4,0.7,0.6,1.7,1.1,1.7,0.1,3.0,0.4,1.4,1.1,1.1,0.7,1.9,0.3,0.4,1.7,1.0,1.9,1.6,1.4,1.0,0.7,1.0,3.6,0.6,6,24,13,9,16,18,12,27,9,7,4.0,25,20,7,12,48,75,8,22,38,5,33,14,43,36,32,48,19,30,41,18,8,5,25,2,8,37,32,2,2,7,25,24,16,22,5,2,7,9,7,4,14,9,11,1,25,5,10,8,11,8,14,1,5,17,14,20,13,10,9,6,9,32,5,0.037,0.022,0.02,0.019,0.029,0.027,0.022,0.025,0.039,0.031,0.019,0.034,0.033,0.028,0.03,0.028,0.026,0.036,0.026,0.037,0.013,0.034,0.026,0.032,0.032,0.031,0.03,0.024,0.024,0.029,0.035,0.039,0.03,0.024,0.008,0.017,0.031,0.031,0.013,0.02,0.022,0.038,0.03,0.023,0.025,0.012,0.014,0.016,0.02,0.017,0.034,0.021,0.02,0.017,0.024,0.018,0.021,0.018,0.021,0.018,0.024,0.024,0.021,0.017,0.02,0.034,0.018,0.019,0.019,0.021,0.018,0.013,0.019,0.029,1620,4782,2075,1863,2710,2532,2607,3055,1829,1431,499.0,2734,3668,877,2224,8828,17203,2302,3804,5014,2328,4166,1882,5930,4905,4986,7323,3455,7213,6404,1969,905,915,4481,2123,1878,6920,6710,592,545,1432,2550,5811,2604,3474,1511,698,1997,2583,1761,512,2919,2015,3714,173,4754,1020,2799,1301,1671,1038,3233,393,786,2720,838,3360,3222,2499,1627,1521,2402,7275,566,0.123,0.117,0.123,0.1,0.13,0.144,0.103,0.127,0.152,0.136,0.129,0.144,0.133,0.147,0.14,0.131,0.126,0.13,0.131,0.144,0.074,0.144,0.122,0.133,0.144,0.139,0.136,0.112,0.108,0.141,0.132,0.12,0.123,0.126,0.05,0.096,0.126,0.141,0.1,0.107,0.115,0.15,0.14,0.115,0.114,0.085,0.094,0.087,0.106,0.109,0.134,0.112,0.113,0.09,0.15,0.106,0.113,0.1,0.108,0.114,0.13,0.115,0.117,0.12,0.115,0.14,0.11,0.104,0.106,0.119,0.109,0.09,0.107,0.156,431,1670,904,782,1040,961,950,1054,457,386,187.0,1213,1085,265,657,2441,5137,485,1127,2021,617,1448,886,1856,1611,1774,2572,1295,2106,2121,679,425,321,1170,579,698,1796,1638,220,239,710,1195,1325,1420,2244,742,318,914,1128,619,309,1332,905,1726,59,2498,407,1271,797,939,475,1282,186,435,1313,447,1696,1364,1117,667,658,1208,3085,317,3.622,2.711,2.265,2.332,2.25,2.378,2.301,2.646,2.815,3.018,2.435,1.983,2.694,2.72,2.706,2.726,2.841,3.681,2.735,2.145,2.947,2.334,1.914,2.553,2.457,2.566,2.346,2.116,2.707,2.497,2.337,2.263,2.317,2.789,3.221,2.513,2.868,3.04,2.451,2.575,2.637,1.929,3.164,2.056,1.796,2.227,2.992,2.732,2.851,3.058,2.004,2.295,2.264,2.351,2.819,2.164,2.583,2.52,1.873,1.997,2.294,2.62,2.57,1.933,2.291,2.328,2.122,2.6,2.609,2.566,2.541,2.345,2.513,2.003,0.785,0.564,0.548,0.493,0.585,0.371,0.609,0.503,0.525,0.38,0.727,0.532,0.483,0.388,0.334,0.469,0.502,0.643,0.408,0.609,0.789,0.393,0.428,0.66,0.472,0.382,0.443,0.531,0.61,0.438,0.717,0.808,0.423,0.597,0.745,0.46,0.704,0.537,0.381,0.43,0.346,0.439,0.742,0.559,0.57,0.394,0.424,0.637,0.443,0.547,0.362,0.548,0.469,0.392,0.324,0.359,0.403,0.63,0.322,0.339,0.325,0.637,0.475,0.79,0.481,0.522,0.392,0.401,0.378,0.783,0.414,0.456,0.453,0.445 -378,Epileptic,M,17.5,0.7,2.8,1.1,1.2,1.3,1.7,1.8,2.1,0.8,0.8,0.2,2.0,2.3,0.6,1.9,5.8,9.2,1.1,1.9,3.5,3.1,2.6,1.6,4.0,4.1,3.4,4.1,3.0,4.1,4.5,1.2,0.4,0.6,3.0,1.0,0.4,2.7,3.2,0.3,0.2,1.1,2.8,2.3,1.7,2.8,0.8,0.6,0.9,1.0,0.9,0.6,1.6,1.1,2.7,0.4,2.7,0.6,1.7,0.9,1.0,0.5,1.4,0.7,0.6,1.2,1.0,2.8,1.8,0.8,0.4,1.6,1.0,3.6,0.3,3,25,10,9,14,17,13,18,10,8,3.0,19,21,7,20,65,82,6,18,31,37,23,13,36,42,33,42,25,34,42,15,4,5,27,7,4,28,38,2,2,6,25,20,15,18,6,2,5,5,7,4,10,7,22,2,21,5,20,6,7,3,10,4,6,10,11,23,13,6,3,10,8,29,3,0.033,0.028,0.026,0.026,0.032,0.034,0.028,0.031,0.043,0.047,0.032,0.034,0.035,0.036,0.04,0.037,0.031,0.039,0.033,0.037,0.047,0.034,0.033,0.044,0.038,0.03,0.028,0.031,0.032,0.041,0.036,0.033,0.022,0.041,0.04,0.01,0.036,0.037,0.026,0.017,0.022,0.033,0.048,0.032,0.021,0.021,0.026,0.014,0.015,0.019,0.034,0.019,0.021,0.022,0.026,0.019,0.019,0.022,0.026,0.02,0.032,0.024,0.045,0.031,0.022,0.022,0.022,0.019,0.016,0.013,0.031,0.02,0.016,0.013,1279,5894,2416,2546,2141,2749,2801,4318,1830,1528,648.0,2011,4549,1013,3300,11413,20133,2310,3748,4068,3040,4487,2236,7099,6766,7064,7494,4392,7717,6302,2567,925,1257,6193,1757,2055,6802,7983,390,463,1674,2514,4934,1794,3652,1463,839,2494,2483,1947,611,3148,2005,5398,636,4531,1186,3222,1121,1472,470,2685,579,897,1900,1399,4442,3697,1858,891,1900,1705,8881,484,0.105,0.123,0.114,0.11,0.136,0.148,0.118,0.134,0.139,0.168,0.15,0.147,0.14,0.158,0.162,0.143,0.134,0.121,0.139,0.139,0.128,0.139,0.133,0.144,0.137,0.122,0.124,0.124,0.127,0.162,0.134,0.093,0.106,0.14,0.117,0.07,0.14,0.14,0.118,0.11,0.111,0.145,0.156,0.12,0.101,0.112,0.114,0.081,0.086,0.104,0.127,0.101,0.106,0.112,0.117,0.101,0.105,0.108,0.119,0.109,0.133,0.117,0.152,0.121,0.114,0.105,0.111,0.1,0.096,0.094,0.133,0.115,0.097,0.095,296,1601,710,744,752,907,977,1162,436,324,142.0,966,1111,263,807,2711,4975,474,932,1574,929,1218,800,1682,1827,1798,2540,1491,1968,1778,598,324,407,1141,464,649,1337,1617,186,214,715,1253,938,948,2072,613,330,840,979,690,328,1285,846,2069,209,2210,547,1430,582,760,264,887,216,368,910,743,1990,1485,763,443,761,765,3387,280,3.613,3.285,3.197,3.157,2.447,2.614,2.461,3.219,3.03,3.565,3.758,1.914,3.179,2.781,3.051,3.045,3.298,3.468,3.02,2.139,2.72,2.766,2.504,3.138,2.807,3.2,2.389,2.354,2.926,2.838,3.026,2.562,2.407,3.414,3.118,2.798,3.401,3.387,2.669,2.666,3.275,1.914,3.519,2.19,2.063,2.769,3.149,3.585,3.177,3.078,2.369,2.72,2.674,2.702,3.066,2.313,2.604,2.395,2.391,2.209,2.392,3.126,2.793,2.947,2.395,2.325,2.375,2.789,2.712,2.328,2.887,2.661,2.874,2.094,1.2,0.747,0.639,0.657,0.571,0.607,0.591,0.549,0.665,0.714,0.785,0.485,0.394,0.66,0.585,0.607,0.619,1.198,0.584,0.733,1.102,0.537,0.467,0.725,0.639,0.681,0.597,0.698,0.655,0.698,0.828,1.037,0.536,0.885,1.015,0.401,0.731,0.641,0.396,0.479,0.475,0.531,0.944,0.743,0.529,0.552,0.52,0.778,0.505,0.718,0.407,0.53,0.483,0.411,0.691,0.459,0.618,0.747,0.463,0.44,0.388,0.872,0.555,0.895,0.468,0.749,0.467,0.404,0.424,0.394,0.687,0.57,0.485,0.437 -379,Epileptic,F,52.0,0.8,2.7,1.0,1.3,2.0,3.0,1.5,1.2,1.2,0.6,0.4,2.5,1.3,0.6,1.2,5.5,9.9,0.5,1.4,3.9,2.0,2.7,1.1,3.6,2.8,3.8,3.3,2.8,2.8,4.0,1.5,1.0,0.7,2.8,0.6,0.5,2.5,2.8,0.1,0.2,0.9,3.4,4.4,1.9,2.9,0.6,0.5,1.2,1.1,0.9,0.6,1.6,1.4,2.6,0.2,1.8,0.4,1.4,1.1,0.8,0.5,1.2,0.3,0.4,1.3,1.4,2.9,1.3,1.2,0.3,0.9,1.2,3.9,0.5,5,28,9,11,21,24,15,11,13,7,4.0,25,13,6,13,62,89,7,20,36,14,29,12,42,32,39,37,24,20,42,18,8,7,31,3,5,29,30,2,1,5,33,26,17,19,5,2,6,5,7,4,14,9,17,1,18,4,14,7,7,4,8,2,5,13,14,21,10,8,5,8,9,36,3,0.038,0.03,0.014,0.026,0.038,0.033,0.022,0.026,0.045,0.025,0.036,0.027,0.027,0.031,0.032,0.037,0.029,0.026,0.022,0.031,0.035,0.033,0.024,0.041,0.032,0.04,0.031,0.027,0.024,0.033,0.043,0.041,0.03,0.029,0.025,0.014,0.039,0.036,0.012,0.012,0.019,0.037,0.069,0.026,0.022,0.013,0.027,0.022,0.015,0.027,0.029,0.02,0.031,0.023,0.026,0.016,0.022,0.016,0.027,0.016,0.019,0.02,0.023,0.017,0.014,0.037,0.024,0.023,0.019,0.015,0.021,0.019,0.017,0.019,1765,4763,2074,1970,2006,4329,2744,2695,1759,1310,630.0,2845,3025,1308,2604,9715,18853,1939,3514,4559,2908,4111,1996,4961,4888,7079,5580,4461,5737,5812,2128,1119,1222,5912,1667,1653,4640,5733,380,502,1770,3152,3517,2353,3629,1303,788,2132,2078,1073,632,3023,1816,4487,229,3098,1012,3279,1160,1352,874,2541,370,786,2819,1080,4084,2325,2052,850,1377,1584,8697,897,0.114,0.127,0.104,0.125,0.144,0.132,0.109,0.12,0.155,0.131,0.145,0.122,0.124,0.121,0.132,0.152,0.13,0.098,0.124,0.123,0.113,0.137,0.118,0.145,0.147,0.153,0.132,0.118,0.103,0.143,0.127,0.125,0.143,0.129,0.085,0.084,0.129,0.128,0.091,0.081,0.104,0.155,0.164,0.123,0.106,0.087,0.113,0.093,0.091,0.126,0.135,0.105,0.13,0.109,0.113,0.104,0.1,0.1,0.12,0.099,0.108,0.102,0.139,0.121,0.089,0.139,0.119,0.111,0.109,0.111,0.122,0.117,0.098,0.105,419,1598,887,753,849,1320,1018,861,488,376,184.0,1302,859,359,713,2717,5369,363,988,1977,882,1243,795,1556,1442,1878,1904,1546,1628,2041,607,451,379,1483,410,598,1308,1436,199,243,719,1422,1120,1388,2147,686,322,848,959,510,358,1401,723,1936,105,1766,467,1497,655,766,460,896,170,416,1507,568,1845,1024,978,413,627,877,3587,361,3.652,2.608,2.237,2.757,1.98,2.528,2.249,2.82,2.744,3.072,3.109,1.914,2.694,2.741,2.707,2.81,2.888,3.752,2.825,1.989,2.759,2.405,2.145,2.469,2.601,3.094,2.325,2.339,2.706,2.363,2.614,2.531,2.64,2.981,3.518,2.505,2.649,2.847,2.114,2.435,2.884,1.987,2.678,1.98,1.955,1.996,3.193,2.952,2.47,2.359,2.182,2.277,2.567,2.433,2.338,1.954,2.449,2.4,2.124,1.933,2.449,2.939,2.383,2.208,2.107,2.262,2.504,2.574,2.433,2.368,2.292,2.258,2.417,2.923,1.103,0.712,0.752,0.541,0.571,0.637,0.494,0.544,0.668,0.609,0.936,0.431,0.355,0.531,0.552,0.59,0.614,0.799,0.399,0.544,0.831,0.539,0.49,0.756,0.596,0.611,0.538,0.466,0.442,0.599,0.761,0.809,0.562,0.585,0.621,0.507,0.658,0.637,0.511,0.38,0.756,0.511,0.664,0.641,0.657,0.517,0.453,0.865,0.684,0.558,0.475,0.496,0.706,0.468,0.518,0.468,0.448,0.559,0.444,0.311,0.448,0.762,0.709,0.646,0.585,0.696,0.584,0.357,0.339,0.468,0.536,0.436,0.609,0.57 -380,Epileptic,M,52.0,1.6,2.4,0.8,1.2,1.3,1.9,1.5,1.6,0.9,0.6,0.2,3.2,1.7,0.7,1.4,5.0,8.5,1.2,1.9,5.0,1.2,2.7,1.4,2.8,2.7,2.8,2.0,2.4,2.0,2.5,1.0,1.2,0.6,2.2,0.4,1.1,3.3,2.7,0.3,0.3,1.0,2.8,2.9,3.8,2.5,0.8,0.2,0.9,1.6,0.5,0.6,2.0,1.2,2.6,0.3,2.0,0.8,1.4,1.3,0.6,0.8,1.5,0.4,0.4,1.8,1.3,2.1,1.4,1.3,0.4,0.9,1.3,4.6,0.2,10,25,8,9,16,17,13,14,11,5,2.0,31,17,7,16,56,76,9,21,37,9,29,12,29,26,25,28,24,18,27,16,8,4,24,2,9,37,29,3,2,6,26,26,22,16,6,1,6,8,4,4,16,8,20,2,15,7,12,10,6,7,12,2,4,13,15,18,11,8,4,7,10,33,3,0.045,0.026,0.016,0.022,0.029,0.032,0.026,0.031,0.032,0.027,0.02,0.034,0.027,0.03,0.023,0.033,0.028,0.039,0.033,0.036,0.025,0.034,0.026,0.031,0.033,0.03,0.023,0.024,0.02,0.025,0.027,0.049,0.025,0.026,0.014,0.027,0.038,0.031,0.019,0.013,0.021,0.034,0.039,0.034,0.017,0.019,0.012,0.015,0.019,0.012,0.032,0.019,0.02,0.021,0.015,0.017,0.023,0.018,0.024,0.014,0.027,0.026,0.021,0.021,0.02,0.034,0.022,0.02,0.018,0.014,0.024,0.025,0.021,0.015,1436,4175,2253,2177,2104,2654,2188,2638,1577,1072,538.0,2656,3372,1389,2914,9051,16213,2465,3321,4356,3643,4090,1897,5334,4820,4821,4482,4014,4867,4361,1749,1190,1048,5575,2204,2000,6571,6127,573,698,1276,3041,6323,2220,3551,1494,752,2350,2640,1451,447,3002,1677,4698,466,3336,1305,2371,1451,1110,1197,2349,513,1021,2758,924,3173,2282,1924,821,1192,1799,7940,357,0.133,0.129,0.104,0.109,0.135,0.143,0.111,0.138,0.144,0.132,0.093,0.14,0.13,0.122,0.128,0.147,0.131,0.139,0.133,0.129,0.096,0.143,0.119,0.132,0.141,0.134,0.117,0.11,0.092,0.127,0.12,0.134,0.105,0.123,0.072,0.115,0.142,0.136,0.121,0.085,0.111,0.144,0.157,0.133,0.096,0.097,0.075,0.084,0.104,0.085,0.136,0.106,0.108,0.106,0.117,0.102,0.119,0.101,0.123,0.094,0.136,0.125,0.126,0.122,0.11,0.148,0.117,0.111,0.101,0.121,0.115,0.131,0.109,0.104,424,1460,863,856,811,1020,854,871,482,313,179.0,1416,1018,375,924,2650,4965,492,967,2062,719,1322,895,1492,1424,1590,1577,1455,1466,1582,528,467,351,1279,547,711,1519,1445,265,394,696,1266,1209,1632,2132,739,304,969,1143,627,305,1541,902,2080,253,1743,606,1232,807,676,533,911,241,370,1372,526,1560,1088,1031,425,611,765,3455,231,3.364,2.795,2.603,2.558,2.284,2.274,2.244,2.702,2.599,2.786,2.518,1.712,2.653,2.718,2.447,2.629,2.698,3.625,2.784,1.808,3.366,2.441,1.838,2.786,2.622,2.596,2.267,2.218,2.592,2.315,2.506,2.731,2.426,3.07,3.431,2.468,3.098,2.999,2.327,2.164,2.333,2.075,3.617,1.639,1.855,2.193,3.066,2.993,2.783,2.553,2.052,2.094,2.076,2.367,2.316,2.139,2.46,2.209,1.956,1.825,2.414,2.481,2.494,3.038,2.195,2.132,2.187,2.425,2.176,2.207,2.275,2.704,2.504,1.714,0.725,0.551,0.418,0.418,0.539,0.491,0.518,0.541,0.433,0.33,0.677,0.431,0.383,0.56,0.363,0.455,0.465,0.83,0.707,0.638,0.818,0.581,0.46,0.601,0.45,0.468,0.418,0.531,0.436,0.416,0.532,0.983,0.374,0.586,0.797,0.425,0.709,0.641,0.344,0.4,0.511,0.61,0.766,0.607,0.567,0.422,0.568,0.793,0.614,0.574,0.449,0.341,0.382,0.387,0.35,0.491,0.381,0.585,0.353,0.407,0.6,0.484,0.667,0.846,0.585,0.544,0.469,0.33,0.473,0.485,0.398,0.586,0.509,0.303 -381,Epileptic,F,42.0,0.7,2.6,1.5,1.2,1.1,2.2,1.3,1.2,1.4,0.8,0.3,3.4,1.9,0.6,1.3,5.4,7.3,1.2,3.5,5.3,1.8,2.5,1.8,2.6,2.4,2.7,2.9,3.1,3.1,3.0,0.9,0.9,0.4,2.8,0.7,0.8,2.6,3.0,0.1,0.2,1.3,3.2,2.1,3.7,2.9,0.7,0.4,0.9,1.6,0.8,0.5,1.5,1.1,2.4,0.4,2.6,0.7,3.1,1.2,1.2,0.7,1.6,0.3,0.3,1.5,1.0,2.0,0.9,1.0,0.4,0.8,1.2,5.5,0.4,4,22,15,8,11,18,10,11,12,7,2.0,32,19,5,13,57,65,8,26,38,11,23,18,23,32,29,34,29,29,30,11,6,4,26,3,5,30,28,1,1,8,24,19,26,19,5,3,5,9,7,3,11,7,20,3,22,6,22,9,9,6,13,2,2,14,9,15,7,6,3,6,9,40,4,0.035,0.03,0.031,0.024,0.032,0.034,0.023,0.025,0.038,0.037,0.027,0.034,0.034,0.031,0.028,0.03,0.029,0.041,0.036,0.041,0.029,0.031,0.027,0.032,0.031,0.026,0.026,0.027,0.027,0.031,0.037,0.07,0.027,0.033,0.02,0.02,0.037,0.039,0.013,0.019,0.026,0.038,0.037,0.031,0.02,0.017,0.022,0.015,0.023,0.025,0.034,0.021,0.021,0.018,0.016,0.021,0.024,0.033,0.029,0.027,0.024,0.031,0.015,0.023,0.02,0.025,0.019,0.015,0.017,0.019,0.024,0.02,0.023,0.019,1137,4152,1945,1637,1685,2542,2278,2501,1974,1288,516.0,2780,2733,885,2254,9726,14587,2000,4311,4034,3264,3283,2074,4332,3791,5133,5036,4324,5627,4283,2476,464,839,5165,1835,1558,4982,4954,257,296,1494,2696,4908,2999,3628,1096,621,2062,2134,1163,289,2468,1655,4989,532,3456,1198,2736,1061,1207,1050,1973,485,691,1904,926,2863,1860,1657,1352,1128,1615,8094,509,0.103,0.125,0.132,0.114,0.128,0.14,0.109,0.111,0.147,0.15,0.1,0.133,0.136,0.121,0.132,0.133,0.123,0.13,0.13,0.138,0.099,0.129,0.125,0.12,0.131,0.119,0.121,0.122,0.106,0.134,0.12,0.146,0.095,0.131,0.093,0.089,0.139,0.14,0.088,0.109,0.118,0.141,0.152,0.128,0.107,0.103,0.113,0.09,0.12,0.135,0.14,0.108,0.109,0.1,0.105,0.117,0.11,0.135,0.132,0.129,0.113,0.14,0.106,0.117,0.108,0.127,0.106,0.097,0.094,0.106,0.123,0.122,0.113,0.121,371,1475,812,753,618,1030,854,863,570,352,200.0,1409,833,278,704,2949,4248,455,1518,2043,880,1281,992,1231,1315,1682,1835,1626,1662,1585,493,269,305,1350,498,650,1319,1344,164,180,810,1255,1066,1961,2127,597,291,886,1083,502,232,1237,832,2217,334,1971,546,1602,725,678,540,842,294,246,1231,514,1640,898,870,365,582,847,3781,292,2.932,2.571,2.467,2.135,2.373,2.283,2.214,2.473,2.523,2.943,2.556,1.78,2.567,2.36,2.433,2.512,2.654,3.189,2.356,1.792,2.932,2.137,1.933,2.656,2.293,2.491,2.174,2.188,2.608,2.249,3.384,2.078,2.209,2.796,3.179,2.221,2.706,2.718,1.921,1.753,2.229,1.939,3.364,1.738,1.931,2.023,2.516,2.822,2.334,2.691,1.592,2.2,2.211,2.239,2.0,2.022,2.395,1.947,1.83,1.916,2.252,2.356,1.97,2.614,1.688,2.108,1.89,2.283,2.224,3.404,2.207,2.391,2.306,2.219,1.053,0.712,0.533,0.432,0.585,0.499,0.519,0.406,0.625,0.412,0.651,0.459,0.442,0.458,0.512,0.553,0.577,0.911,0.561,0.551,0.787,0.455,0.432,0.566,0.447,0.472,0.569,0.495,0.513,0.552,0.774,0.748,0.408,0.655,0.888,0.399,0.608,0.599,0.428,0.407,0.468,0.532,0.714,0.497,0.573,0.436,0.414,0.804,0.439,0.563,0.284,0.416,0.645,0.431,0.45,0.455,0.343,0.566,0.37,0.392,0.552,0.561,0.266,0.72,0.469,0.646,0.46,0.473,0.476,1.127,0.472,0.492,0.508,0.507 -382,Epileptic,M,32.0,0.5,1.9,0.8,1.0,1.9,2.6,1.6,1.8,1.1,0.9,0.3,2.7,1.7,0.6,2.0,5.5,9.8,1.2,2.3,4.1,1.3,2.4,2.3,3.1,2.8,3.1,3.2,3.2,2.7,3.3,1.4,0.4,0.5,2.3,0.5,0.5,3.4,2.8,0.2,0.1,0.9,3.1,1.8,3.5,2.5,0.7,0.5,0.8,1.1,0.8,0.9,2.5,1.5,2.3,0.3,2.8,0.5,1.9,1.1,1.2,0.3,1.3,0.4,0.7,2.0,1.2,2.6,2.1,0.7,0.7,1.4,1.2,4.8,0.3,5,18,7,10,21,21,15,16,13,6,3.0,22,17,10,22,61,78,9,23,31,12,24,18,40,29,30,32,27,21,33,20,4,6,25,3,6,39,33,2,1,7,25,21,23,15,5,3,5,6,6,6,18,9,16,3,22,4,16,8,9,2,11,3,5,21,13,22,15,6,6,9,10,43,3,0.024,0.022,0.012,0.022,0.035,0.037,0.024,0.023,0.034,0.041,0.026,0.035,0.029,0.035,0.033,0.033,0.032,0.036,0.032,0.033,0.025,0.032,0.033,0.032,0.03,0.026,0.027,0.027,0.021,0.03,0.036,0.022,0.02,0.031,0.014,0.019,0.034,0.031,0.018,0.019,0.019,0.037,0.037,0.026,0.018,0.015,0.031,0.012,0.014,0.02,0.034,0.021,0.025,0.019,0.023,0.022,0.015,0.019,0.033,0.022,0.016,0.023,0.029,0.028,0.018,0.025,0.021,0.017,0.014,0.024,0.039,0.021,0.023,0.018,1259,5210,2157,2623,2956,3758,2504,3675,2300,1151,786.0,2520,3898,1161,3427,10608,18983,2467,3844,3286,3057,4148,2742,5943,4985,6196,5302,3732,5333,4858,2665,1023,1182,5694,1994,1441,7644,6442,358,388,1568,4063,5564,3122,3674,1490,774,2542,2540,1702,609,4040,2209,4484,438,3848,1170,2918,1042,1554,543,2433,479,909,3306,1678,3846,4176,1297,1590,1307,1850,8072,387,0.108,0.107,0.095,0.104,0.133,0.151,0.091,0.113,0.139,0.149,0.114,0.129,0.126,0.157,0.149,0.127,0.124,0.12,0.133,0.128,0.092,0.139,0.127,0.138,0.134,0.115,0.112,0.097,0.087,0.121,0.147,0.077,0.11,0.131,0.076,0.08,0.137,0.13,0.117,0.111,0.112,0.14,0.14,0.118,0.095,0.092,0.133,0.084,0.085,0.101,0.147,0.109,0.111,0.1,0.118,0.118,0.095,0.097,0.136,0.111,0.09,0.116,0.125,0.133,0.103,0.116,0.109,0.099,0.097,0.131,0.155,0.121,0.112,0.115,394,1489,856,854,984,1124,920,1175,549,333,193.0,1132,1075,324,949,2898,4958,496,1116,1769,904,1256,1049,1732,1581,1960,1826,1517,1644,1606,658,408,378,1202,504,502,1666,1519,181,145,716,1369,1057,1985,2116,768,329,995,1104,625,370,1804,977,1987,230,1962,516,1589,594,836,304,871,236,443,1648,749,1884,1757,676,497,579,879,3383,251,3.181,3.126,2.452,2.948,2.467,2.697,2.282,2.804,2.95,2.907,3.002,1.968,2.858,2.703,2.787,2.759,3.014,3.616,2.81,1.673,2.749,2.6,2.262,2.698,2.569,2.654,2.351,2.055,2.607,2.365,2.976,2.359,2.465,3.162,3.498,2.424,3.032,2.959,2.427,2.928,2.861,2.31,3.504,1.832,1.983,2.155,2.951,3.259,2.711,3.072,1.961,2.338,2.457,2.445,2.289,2.163,2.63,2.089,1.973,1.964,2.182,2.795,2.462,2.481,1.975,2.266,2.085,2.583,2.241,3.219,2.427,2.59,2.407,1.978,1.013,0.715,0.521,0.788,0.628,0.677,0.524,0.641,0.727,0.78,0.765,0.54,0.442,0.49,0.625,0.549,0.672,0.955,0.658,0.461,0.89,0.575,0.52,0.613,0.514,0.542,0.585,0.584,0.592,0.618,0.725,1.068,0.435,0.805,0.759,0.449,0.696,0.742,0.509,0.458,0.537,0.761,0.844,0.65,0.607,0.582,0.529,0.78,0.621,0.619,0.45,0.49,0.471,0.489,0.66,0.588,0.451,0.642,0.373,0.451,0.543,0.756,0.498,0.839,0.49,0.839,0.499,0.421,0.463,0.77,0.511,0.629,0.581,0.3 -383,Epileptic,M,22.0,1.1,2.7,0.8,1.3,1.4,1.7,2.0,1.9,1.8,1.0,0.3,4.3,1.3,0.5,1.4,6.1,10.9,1.1,2.5,5.4,1.6,2.8,2.4,3.3,3.2,3.5,7.1,3.4,3.1,3.3,1.9,1.4,0.8,2.6,0.4,1.3,3.1,2.8,0.1,0.1,1.4,3.4,2.1,5.7,3.6,0.8,0.5,1.0,1.6,1.0,0.7,1.4,1.6,3.2,0.1,2.5,0.8,1.6,0.8,1.4,0.5,1.9,0.3,0.5,2.8,1.4,2.6,1.6,1.1,1.0,1.1,1.5,4.2,0.6,11,28,6,10,14,18,18,26,18,10,5.0,41,16,7,21,70,123,11,33,52,13,33,27,35,46,42,75,36,29,42,24,14,5,34,2,14,38,39,1,1,9,33,24,42,21,7,2,6,8,11,4,10,16,28,1,20,6,10,6,10,5,12,3,5,22,23,24,14,7,10,7,11,38,3,0.045,0.025,0.014,0.022,0.029,0.032,0.03,0.03,0.044,0.041,0.042,0.046,0.03,0.032,0.032,0.034,0.031,0.036,0.033,0.044,0.028,0.037,0.039,0.037,0.037,0.03,0.045,0.039,0.029,0.031,0.046,0.048,0.026,0.03,0.011,0.022,0.029,0.037,0.012,0.014,0.024,0.046,0.032,0.04,0.026,0.019,0.018,0.015,0.021,0.021,0.032,0.018,0.025,0.022,0.022,0.019,0.015,0.021,0.027,0.023,0.019,0.027,0.021,0.02,0.022,0.024,0.018,0.021,0.016,0.024,0.031,0.016,0.021,0.023,1796,5615,2395,2589,2643,3425,3371,4047,2041,1945,866.0,3723,3543,1179,3166,12414,25559,2895,4816,5749,4477,3986,2550,6464,6180,8277,7338,5151,7157,6980,2648,1969,1294,6647,2824,2714,7453,6684,446,483,1811,2701,6627,4126,3686,1622,991,2668,2521,2273,602,2879,2237,6247,213,3945,1462,2685,891,1703,979,3121,375,1051,4209,1339,4986,2769,2290,1752,1340,2529,8268,749,0.135,0.116,0.095,0.105,0.127,0.137,0.117,0.143,0.166,0.152,0.123,0.183,0.129,0.134,0.153,0.143,0.132,0.132,0.14,0.165,0.099,0.142,0.145,0.137,0.141,0.131,0.149,0.138,0.119,0.137,0.151,0.124,0.105,0.136,0.065,0.123,0.127,0.141,0.084,0.084,0.107,0.151,0.134,0.154,0.11,0.103,0.098,0.082,0.095,0.114,0.14,0.099,0.118,0.109,0.133,0.108,0.097,0.103,0.14,0.118,0.097,0.12,0.128,0.114,0.116,0.121,0.104,0.111,0.094,0.125,0.133,0.103,0.106,0.107,536,1842,866,901,871,947,1161,1224,708,414,242.0,1679,842,291,805,3168,6639,593,1379,2410,1010,1383,1084,1684,1721,2235,2556,1804,1903,2088,812,633,470,1523,691,935,1837,1557,208,225,930,1431,1379,2390,2231,726,394,993,1188,804,339,1237,1078,2548,75,2018,772,1251,469,938,447,1053,212,473,1872,958,2274,1181,1028,619,602,1236,3342,363,3.328,2.771,2.696,2.741,2.554,2.63,2.451,2.782,2.321,3.526,2.69,1.975,3.055,2.903,2.983,2.866,2.975,3.642,2.785,2.053,3.243,2.288,2.08,2.855,2.762,2.843,2.297,2.289,2.797,2.602,2.471,2.961,2.263,3.15,3.481,2.693,3.012,3.067,2.449,2.571,2.499,1.708,3.467,1.931,1.911,2.593,2.663,3.379,2.551,2.86,2.159,2.434,2.181,2.467,2.724,2.187,2.227,2.505,1.883,1.921,2.274,2.857,1.892,2.514,2.46,1.602,2.333,2.607,2.566,2.599,2.578,2.437,2.529,2.552,0.79,0.675,0.5,0.442,0.686,0.779,0.68,0.508,0.638,0.554,0.656,0.534,0.443,0.509,0.456,0.658,0.683,0.829,0.571,0.727,0.826,0.585,0.495,0.804,0.612,0.602,0.645,0.618,0.692,0.604,0.756,0.883,0.467,0.7,0.78,0.479,0.69,0.639,0.285,0.428,0.457,0.532,0.599,0.695,0.619,0.461,0.685,0.824,0.486,0.565,0.28,0.462,0.388,0.473,0.529,0.427,0.471,0.47,0.557,0.39,0.412,0.693,0.36,0.815,0.498,0.577,0.47,0.386,0.426,0.76,0.467,0.533,0.508,0.404 -384,Epileptic,M,42.0,0.4,2.2,0.7,0.9,1.6,2.0,1.6,1.4,1.0,0.7,0.3,2.5,1.4,0.6,1.0,5.9,9.3,1.0,2.5,5.7,0.7,3.1,1.5,2.7,4.2,4.0,4.5,2.7,2.8,3.8,1.5,1.1,0.4,2.0,0.4,0.5,2.9,3.5,0.2,0.1,1.0,3.0,2.4,2.4,3.1,0.6,0.5,0.8,1.1,0.3,0.8,1.7,1.7,2.3,0.4,3.4,1.0,1.7,1.0,1.0,0.7,1.8,0.2,0.4,1.8,1.0,4.6,0.9,0.8,0.7,1.1,1.0,5.7,0.4,3,24,8,10,16,17,13,14,10,8,3.0,19,13,8,12,58,78,7,24,41,9,31,13,36,44,41,43,23,21,41,19,7,4,22,2,5,31,41,2,1,7,21,23,16,21,4,3,5,6,4,6,14,12,14,3,25,9,16,8,9,5,13,2,4,11,11,38,7,6,9,8,10,43,3,0.022,0.024,0.014,0.02,0.033,0.032,0.022,0.031,0.04,0.033,0.035,0.036,0.027,0.036,0.032,0.034,0.03,0.04,0.03,0.039,0.016,0.032,0.032,0.033,0.034,0.036,0.035,0.034,0.028,0.037,0.043,0.04,0.032,0.03,0.012,0.022,0.032,0.038,0.016,0.017,0.021,0.038,0.037,0.03,0.028,0.016,0.02,0.016,0.016,0.014,0.039,0.019,0.03,0.021,0.03,0.022,0.023,0.02,0.024,0.022,0.024,0.031,0.022,0.018,0.032,0.031,0.031,0.016,0.019,0.026,0.027,0.018,0.022,0.017,1545,4673,1694,2081,2314,2742,2564,3253,1420,1353,634.0,2308,3105,1268,2397,11404,18146,2201,4835,4841,2941,4586,1771,6185,6974,6964,5743,3303,5316,5666,2372,1637,742,5674,1908,1505,6760,6522,352,253,1569,2420,5807,2372,2529,1304,902,1906,2193,1277,482,3179,2623,5101,445,4774,1756,2968,1070,1502,853,2386,442,884,2023,845,4382,2028,1427,1080,1647,2381,10877,655,0.09,0.122,0.102,0.102,0.137,0.137,0.108,0.136,0.142,0.135,0.131,0.14,0.134,0.147,0.131,0.139,0.127,0.135,0.132,0.152,0.088,0.139,0.135,0.141,0.143,0.146,0.136,0.137,0.121,0.15,0.144,0.118,0.14,0.125,0.078,0.109,0.136,0.151,0.118,0.096,0.113,0.136,0.145,0.119,0.121,0.096,0.11,0.09,0.089,0.09,0.153,0.107,0.125,0.103,0.127,0.111,0.118,0.102,0.12,0.118,0.124,0.133,0.112,0.113,0.123,0.124,0.133,0.098,0.106,0.141,0.124,0.109,0.109,0.101,359,1541,692,780,820,1051,1007,890,476,357,193.0,1034,799,311,634,3070,5127,447,1271,2244,726,1475,782,1545,2088,1956,2198,1313,1467,1849,589,532,252,1187,459,469,1593,1669,188,110,704,1106,1094,1353,1805,592,357,795,990,474,342,1420,1016,1815,232,2380,689,1481,661,799,466,845,201,385,947,505,2218,900,707,454,716,985,4300,299,3.767,2.84,2.345,2.574,2.374,2.43,2.177,3.177,2.392,3.039,2.651,1.94,3.006,2.951,2.761,2.774,2.933,3.653,3.009,1.913,2.958,2.424,2.008,2.984,2.604,2.95,2.235,2.051,2.767,2.424,2.963,2.905,2.389,3.295,3.553,2.847,3.179,2.889,2.132,2.499,2.835,2.022,3.464,2.065,1.654,2.413,3.057,3.068,2.793,2.802,1.938,2.42,2.556,2.921,2.328,2.288,2.655,2.366,1.952,2.055,2.075,3.031,2.348,2.466,2.355,2.149,2.185,2.73,2.465,2.729,2.74,2.545,2.677,2.521,0.815,0.518,0.763,0.519,0.671,0.67,0.65,0.597,0.562,0.502,0.584,0.463,0.491,0.466,0.667,0.647,0.678,0.807,0.604,0.694,0.849,0.553,0.469,0.706,0.546,0.695,0.532,0.585,0.622,0.602,0.615,0.992,0.482,0.66,0.662,0.607,0.766,0.596,0.376,0.405,0.603,0.643,0.796,0.888,0.515,0.478,0.687,0.71,0.529,0.672,0.506,0.534,0.581,0.577,0.494,0.49,0.442,0.527,0.49,0.467,0.425,0.754,0.532,1.06,0.568,0.649,0.539,0.417,0.475,0.514,0.549,0.547,0.508,0.424 -385,Epileptic,F,57.0,0.3,1.8,0.7,1.7,1.5,1.7,1.6,1.6,1.0,0.8,0.3,2.7,1.2,0.7,1.1,4.0,9.1,0.4,2.1,4.6,0.8,2.5,1.2,2.4,2.8,2.3,3.0,2.5,2.8,2.5,1.1,2.3,0.5,1.7,0.3,0.7,2.1,2.8,0.2,0.2,0.7,2.7,2.3,2.8,3.0,0.6,0.6,0.6,1.5,0.8,0.5,1.1,0.9,2.0,0.3,2.3,0.6,1.8,1.4,0.9,0.7,1.0,0.4,0.8,1.1,0.4,2.8,1.4,1.1,0.6,0.9,1.2,3.3,0.3,2,19,11,15,16,13,13,13,11,7,2.0,19,11,8,11,44,75,3,25,36,8,23,11,27,30,22,29,22,21,27,17,9,6,19,2,6,26,31,1,1,4,20,22,20,21,5,3,5,7,7,5,6,6,11,3,16,3,14,8,7,5,5,2,5,10,4,23,11,7,5,5,9,22,2,0.017,0.023,0.015,0.03,0.033,0.03,0.026,0.032,0.041,0.032,0.03,0.043,0.028,0.036,0.032,0.028,0.031,0.017,0.025,0.036,0.017,0.032,0.031,0.03,0.029,0.029,0.031,0.028,0.024,0.03,0.038,0.079,0.032,0.028,0.011,0.022,0.031,0.031,0.014,0.015,0.016,0.039,0.036,0.032,0.025,0.012,0.025,0.01,0.022,0.028,0.032,0.015,0.023,0.019,0.022,0.02,0.016,0.021,0.032,0.019,0.028,0.02,0.025,0.033,0.021,0.016,0.025,0.019,0.02,0.017,0.028,0.022,0.017,0.018,1210,3964,1402,2314,2186,2191,2947,2832,1923,988,390.0,2083,2767,1326,2083,8524,16874,1809,4246,4161,2596,3717,1723,5551,5064,5131,4824,3446,5563,4599,1672,697,860,4735,1593,1440,4689,5613,353,410,1287,2455,5429,1944,3162,1519,829,1905,2214,1106,350,2424,1500,3746,547,3341,1347,2780,1152,1345,832,2095,554,682,1718,686,3769,2797,1993,962,1269,1727,7258,553,0.07,0.115,0.119,0.125,0.139,0.137,0.114,0.134,0.159,0.15,0.127,0.15,0.122,0.156,0.136,0.129,0.125,0.087,0.111,0.133,0.095,0.142,0.125,0.127,0.138,0.128,0.132,0.115,0.104,0.129,0.123,0.162,0.153,0.13,0.07,0.112,0.117,0.135,0.102,0.098,0.097,0.145,0.137,0.136,0.114,0.089,0.113,0.077,0.097,0.128,0.14,0.088,0.104,0.1,0.147,0.111,0.084,0.116,0.135,0.107,0.13,0.105,0.122,0.141,0.107,0.09,0.118,0.106,0.104,0.113,0.131,0.123,0.094,0.108,375,1383,700,948,842,893,959,848,495,323,140.0,1012,734,320,596,2391,4637,383,1312,1968,722,1208,661,1332,1638,1404,1638,1357,1635,1438,489,390,312,1053,433,473,1280,1356,184,188,642,1178,1132,1378,2036,734,385,894,1042,496,234,1120,680,1641,217,1702,597,1397,702,697,422,768,279,346,886,427,1902,1186,826,461,518,884,3093,229,3.11,2.774,2.039,2.399,2.353,2.189,2.527,2.962,2.793,2.696,2.477,1.886,2.837,2.871,2.728,2.713,2.98,3.603,2.674,1.86,2.773,2.441,2.307,2.969,2.527,2.92,2.449,2.055,2.63,2.602,2.511,2.035,2.258,3.172,3.192,2.653,2.663,2.923,2.251,2.386,2.552,1.878,3.322,1.612,1.803,2.27,2.613,2.614,2.463,2.541,1.661,2.368,2.355,2.561,3.019,2.236,2.559,2.292,1.982,2.194,2.208,2.729,2.308,2.119,2.221,2.008,2.095,2.511,2.536,2.325,2.665,2.39,2.514,2.807,0.679,0.73,0.489,0.629,0.588,0.445,0.56,0.651,0.571,0.379,0.758,0.542,0.335,0.449,0.412,0.475,0.53,0.92,0.553,0.555,0.845,0.433,0.48,0.577,0.452,0.57,0.447,0.5,0.588,0.457,0.66,0.841,0.519,0.681,0.604,0.502,0.801,0.558,0.269,0.553,0.642,0.439,0.785,0.54,0.607,0.454,0.506,0.645,0.557,0.536,0.265,0.439,0.476,0.464,0.588,0.401,0.77,0.573,0.357,0.453,0.381,0.769,0.378,0.785,0.538,0.796,0.468,0.399,0.452,0.732,0.663,0.538,0.509,0.405 -387,Epileptic,F,32.0,1.3,1.7,1.2,0.9,1.4,2.2,1.5,2.0,0.7,0.8,0.3,2.8,1.7,0.5,1.2,5.6,8.0,1.0,1.9,4.8,0.9,2.0,2.4,3.5,2.3,3.6,3.7,2.8,2.5,3.3,1.6,2.0,0.5,2.8,0.8,0.5,3.5,2.9,0.3,0.3,1.0,3.1,2.0,2.6,2.7,0.6,0.5,0.9,1.4,0.7,0.6,2.4,1.4,2.3,0.5,2.8,0.8,1.3,0.7,1.5,0.9,1.8,0.5,0.7,1.7,1.5,2.7,1.0,1.5,1.0,1.3,1.5,4.4,0.2,9,15,13,8,18,22,11,19,11,8,4.0,26,19,6,14,62,75,9,23,43,8,27,22,44,33,40,43,30,25,39,22,13,6,35,3,5,38,40,2,2,7,27,19,20,15,4,3,5,9,8,5,16,12,16,3,26,7,10,6,11,8,15,3,5,18,21,23,6,9,6,9,11,41,2,0.049,0.019,0.022,0.02,0.03,0.029,0.025,0.026,0.033,0.03,0.035,0.035,0.025,0.026,0.027,0.031,0.03,0.036,0.023,0.043,0.021,0.025,0.027,0.033,0.024,0.029,0.028,0.029,0.025,0.026,0.041,0.064,0.019,0.03,0.026,0.011,0.03,0.032,0.019,0.021,0.022,0.034,0.034,0.026,0.02,0.012,0.014,0.015,0.016,0.023,0.026,0.022,0.024,0.017,0.018,0.021,0.019,0.017,0.018,0.022,0.022,0.026,0.028,0.019,0.021,0.024,0.02,0.015,0.023,0.028,0.024,0.019,0.018,0.011,1707,4208,2401,2084,2278,3136,2557,3734,1221,1679,771.0,2507,3952,1165,2625,10164,16400,2073,4666,4231,2686,4118,3424,6571,6372,7352,6574,4819,5939,6720,2540,1404,1430,5151,1616,1867,7312,7120,382,471,1521,2275,5410,2617,3241,1373,1040,2076,2413,1544,717,3973,1737,4618,633,3911,1261,2614,1005,1795,1603,2711,480,981,2810,1713,3679,2064,1961,1139,1807,2729,9608,626,0.148,0.099,0.114,0.097,0.141,0.136,0.098,0.131,0.132,0.132,0.123,0.141,0.129,0.129,0.13,0.141,0.132,0.129,0.107,0.164,0.089,0.115,0.11,0.139,0.121,0.132,0.128,0.111,0.102,0.131,0.143,0.15,0.098,0.126,0.099,0.079,0.136,0.14,0.105,0.105,0.108,0.133,0.145,0.123,0.101,0.084,0.093,0.082,0.097,0.124,0.118,0.108,0.124,0.098,0.117,0.115,0.109,0.099,0.103,0.114,0.119,0.123,0.122,0.109,0.117,0.118,0.106,0.089,0.111,0.136,0.115,0.104,0.099,0.087,476,1438,911,777,834,1169,887,1225,480,442,199.0,1368,1155,319,841,3170,4777,495,1256,1991,666,1200,1258,1899,1735,2165,2318,1686,1554,2134,802,562,435,1394,433,700,1945,1781,222,251,775,1356,1145,1616,2010,725,452,860,1198,560,353,1747,889,2085,316,2046,657,1218,567,999,635,1137,295,544,1376,988,2129,958,949,486,874,1231,3966,340,3.562,2.688,2.528,2.606,2.165,2.351,2.419,2.746,2.061,2.975,2.853,1.708,2.68,2.688,2.478,2.466,2.755,3.396,2.757,1.903,2.944,2.582,2.281,2.572,2.753,2.689,2.221,2.22,2.814,2.537,2.44,2.547,2.497,2.709,3.281,2.423,2.791,2.861,1.948,2.095,2.514,1.631,3.175,1.862,1.872,2.023,2.649,2.762,2.429,2.693,2.081,2.197,1.879,2.285,2.194,2.068,2.203,2.406,1.929,1.919,2.55,2.281,1.854,2.168,2.141,2.156,1.928,2.384,2.466,2.304,2.299,2.484,2.448,2.303,0.814,0.505,0.377,0.421,0.715,0.568,0.498,0.49,0.606,0.563,0.822,0.51,0.462,0.369,0.445,0.608,0.553,0.912,0.55,0.573,0.699,0.485,0.578,0.661,0.659,0.504,0.635,0.566,0.558,0.471,0.536,0.819,0.365,0.63,0.649,0.426,0.686,0.665,0.436,0.314,0.441,0.389,0.809,0.609,0.557,0.42,0.498,0.825,0.445,0.595,0.529,0.49,0.445,0.468,0.572,0.326,0.373,0.462,0.393,0.339,0.637,0.613,0.419,0.591,0.479,0.826,0.41,0.404,0.349,0.643,0.399,0.448,0.435,0.319 -388,Epileptic,F,27.0,0.9,2.3,1.0,1.2,1.3,2.2,1.4,2.0,1.0,0.7,0.2,2.8,1.6,0.4,1.8,6.9,9.0,1.2,3.4,4.7,1.2,3.0,1.9,2.7,3.0,3.4,2.6,2.5,2.9,3.2,1.3,1.2,0.7,2.7,0.3,0.5,4.8,4.5,0.1,0.1,1.5,2.5,2.6,2.0,3.5,0.7,0.4,0.9,1.5,1.0,0.5,1.8,1.8,2.4,0.5,2.8,1.1,2.2,1.2,0.8,1.0,1.7,0.5,0.3,2.0,1.1,3.1,1.4,1.4,0.3,1.3,2.3,4.0,0.3,10,22,10,9,9,17,11,16,10,8,2.0,28,15,5,21,67,77,9,30,40,9,38,17,32,37,33,30,26,21,42,19,11,8,32,2,5,58,44,2,1,8,23,26,21,20,6,2,7,8,10,4,15,18,17,3,24,7,20,11,6,10,14,4,3,17,15,25,11,11,4,8,16,30,4,0.035,0.022,0.016,0.019,0.028,0.026,0.024,0.031,0.033,0.028,0.021,0.033,0.025,0.022,0.03,0.031,0.027,0.041,0.034,0.037,0.021,0.03,0.025,0.029,0.028,0.029,0.022,0.023,0.024,0.029,0.037,0.045,0.024,0.032,0.011,0.013,0.037,0.03,0.01,0.016,0.029,0.029,0.04,0.029,0.023,0.014,0.021,0.013,0.017,0.024,0.02,0.014,0.024,0.019,0.024,0.016,0.023,0.021,0.022,0.013,0.019,0.031,0.028,0.014,0.019,0.021,0.018,0.02,0.023,0.012,0.021,0.031,0.016,0.017,1715,5338,2411,2417,1928,3480,2831,3621,1517,1791,623.0,2773,3869,1102,3122,12325,18205,2365,4717,4140,2382,6057,2364,5964,6183,6541,5537,5077,6136,6405,2123,1419,1368,5552,1517,1692,8189,7216,369,274,1760,3147,5011,2307,3842,1767,766,2216,3143,1824,639,3650,3063,4842,640,5192,1994,3185,1748,1965,1808,2253,578,879,3319,1961,5164,2363,2008,867,2004,2554,8368,511,0.122,0.115,0.101,0.1,0.123,0.125,0.105,0.134,0.125,0.125,0.102,0.14,0.125,0.127,0.14,0.138,0.129,0.134,0.137,0.141,0.084,0.143,0.128,0.129,0.135,0.133,0.116,0.113,0.104,0.131,0.118,0.143,0.129,0.135,0.074,0.079,0.128,0.126,0.081,0.092,0.119,0.136,0.134,0.13,0.109,0.092,0.103,0.086,0.096,0.107,0.119,0.089,0.127,0.1,0.121,0.098,0.105,0.102,0.124,0.081,0.101,0.138,0.138,0.093,0.108,0.11,0.106,0.112,0.117,0.094,0.115,0.129,0.092,0.093,534,1768,931,990,731,1343,899,1138,477,454,196.0,1346,1078,296,975,3736,5392,501,1631,2072,878,1824,1106,1623,1817,2020,1882,1765,1792,1971,652,546,447,1355,456,631,2379,2364,212,133,828,1363,1197,1257,2261,855,338,1080,1376,817,398,1962,1251,2115,346,2562,896,1827,877,1054,823,909,279,452,1741,929,2588,1142,1016,490,945,1298,3811,323,2.949,2.84,2.501,2.423,2.463,2.3,2.586,2.756,2.573,3.144,3.05,1.803,2.791,2.728,2.558,2.655,2.746,3.496,2.417,1.819,2.32,2.525,1.997,2.78,2.63,2.726,2.31,2.344,2.696,2.602,2.399,2.538,2.438,2.994,3.092,2.434,2.717,2.543,1.988,2.321,2.525,2.115,3.224,2.028,1.931,2.186,2.783,2.529,2.733,2.437,2.003,1.999,2.401,2.411,2.406,2.112,2.691,2.035,2.257,2.088,2.312,2.546,2.597,2.176,2.119,2.382,2.18,2.343,2.279,2.001,2.56,2.301,2.325,1.817,0.839,0.53,0.508,0.459,0.595,0.541,0.49,0.554,0.791,0.505,0.788,0.455,0.501,0.541,0.456,0.499,0.525,0.771,0.612,0.604,0.73,0.492,0.438,0.545,0.456,0.585,0.485,0.488,0.5,0.573,0.636,1.121,0.436,0.636,0.815,0.474,0.76,0.605,0.317,0.285,0.578,0.535,0.826,0.893,0.617,0.604,0.53,0.616,0.674,0.574,0.31,0.488,0.664,0.603,0.513,0.471,0.561,0.614,0.361,0.515,0.63,0.629,0.481,1.067,0.651,0.825,0.49,0.38,0.477,0.527,0.524,0.636,0.557,0.611 -389,Epileptic,M,32.0,0.9,3.3,1.6,1.9,1.4,2.8,1.7,2.0,1.0,1.2,0.4,3.6,1.7,0.6,1.7,4.9,9.2,1.2,2.8,4.8,0.9,4.5,3.6,3.3,5.1,5.1,5.2,3.3,2.7,3.4,1.7,1.1,0.8,2.7,0.4,0.8,3.0,3.0,0.3,0.3,1.2,3.6,2.6,2.8,2.3,0.9,0.6,1.0,1.7,0.7,0.9,2.9,2.3,2.7,0.3,2.7,1.0,2.3,1.1,1.7,0.5,2.1,0.2,0.5,2.6,2.4,3.3,1.5,1.4,0.5,1.0,1.5,5.1,0.2,8,67,17,17,16,27,18,22,9,14,5.0,38,17,9,22,58,89,10,35,43,8,49,31,36,52,58,56,33,28,44,19,14,8,36,2,9,40,42,2,2,10,38,28,22,15,7,3,6,9,10,5,26,18,21,2,23,9,23,12,12,6,16,1,5,26,26,27,13,11,5,9,13,49,2,0.04,0.035,0.024,0.026,0.028,0.028,0.027,0.03,0.039,0.047,0.031,0.04,0.031,0.024,0.036,0.031,0.035,0.041,0.031,0.038,0.022,0.04,0.041,0.038,0.044,0.036,0.038,0.029,0.023,0.03,0.037,0.062,0.032,0.031,0.011,0.018,0.029,0.033,0.017,0.022,0.021,0.034,0.038,0.025,0.018,0.017,0.028,0.015,0.02,0.022,0.033,0.023,0.03,0.024,0.015,0.017,0.024,0.021,0.023,0.022,0.018,0.031,0.016,0.016,0.021,0.042,0.02,0.018,0.02,0.023,0.021,0.016,0.02,0.01,1554,5414,2952,3149,2326,5104,3275,3895,1647,1909,1032.0,3443,3390,1440,3564,8256,16595,2580,6135,5658,3137,4957,3056,6097,5954,8581,5956,4422,6580,6120,2660,1111,1216,6982,2343,2420,7973,8316,456,506,1946,3978,5753,3309,3414,1782,912,2765,2673,1725,688,4606,3006,4557,505,4357,1502,3358,1503,2125,1280,2758,391,1013,4505,1104,5149,2878,2338,1098,1844,2852,9351,629,0.128,0.137,0.125,0.128,0.143,0.132,0.12,0.133,0.159,0.176,0.125,0.171,0.125,0.128,0.152,0.143,0.143,0.148,0.134,0.147,0.087,0.129,0.136,0.149,0.136,0.146,0.133,0.118,0.109,0.132,0.15,0.134,0.121,0.134,0.065,0.101,0.128,0.15,0.094,0.131,0.115,0.135,0.155,0.113,0.099,0.097,0.108,0.077,0.103,0.11,0.127,0.117,0.132,0.111,0.11,0.1,0.131,0.096,0.114,0.115,0.108,0.14,0.096,0.113,0.107,0.15,0.105,0.101,0.107,0.121,0.107,0.105,0.104,0.093,459,1817,1063,1133,886,1649,1130,1258,438,502,273.0,1592,1038,379,1008,2887,4787,532,1581,2377,740,1841,1335,1743,1914,2451,2279,1747,1862,2116,805,431,362,1628,586,837,1847,1750,270,209,907,1699,1185,1837,1969,850,393,1015,1198,636,429,2121,1222,1960,275,2398,696,1692,890,1149,522,1019,206,525,2096,808,2626,1293,1075,454,915,1365,4141,336,3.429,2.807,2.52,2.663,2.505,2.561,2.314,2.684,2.793,3.086,2.796,1.89,2.615,2.74,2.774,2.317,2.728,3.676,3.048,2.035,2.976,2.217,2.069,2.677,2.487,2.702,2.157,2.048,2.714,2.361,2.631,2.456,2.638,3.001,3.625,2.732,2.998,3.265,1.966,2.657,2.787,1.996,3.341,2.023,1.95,2.289,2.786,3.179,2.738,3.092,1.998,2.193,2.452,2.374,2.069,1.998,2.409,2.213,1.963,2.055,2.328,2.7,2.057,2.391,2.249,1.718,2.063,2.485,2.346,2.506,2.251,2.411,2.433,2.336,0.837,0.543,0.566,0.503,0.529,0.65,0.652,0.6,0.558,0.681,0.716,0.541,0.551,0.494,0.512,0.62,0.611,0.785,0.605,0.645,0.846,0.56,0.573,0.737,0.615,0.642,0.523,0.569,0.503,0.537,0.582,0.988,0.409,0.639,0.756,0.461,0.748,0.687,0.405,0.444,0.542,0.643,0.766,0.544,0.622,0.589,0.484,1.022,0.583,0.557,0.38,0.475,0.585,0.496,0.418,0.44,0.462,0.555,0.364,0.508,0.498,0.597,0.401,0.561,0.57,0.587,0.574,0.384,0.442,0.692,0.507,0.436,0.449,0.274 -390,Epileptic,M,22.0,0.8,2.1,1.1,1.3,1.1,2.3,1.6,1.8,0.8,0.7,0.3,3.3,1.6,0.7,1.8,5.8,8.9,1.2,1.9,4.8,1.7,2.6,1.6,3.4,2.3,4.0,2.2,2.4,2.9,2.7,1.5,1.1,0.5,2.5,0.5,0.9,2.8,3.5,0.3,0.3,1.0,3.5,2.3,2.7,2.9,0.5,0.7,1.0,1.4,0.8,0.7,2.7,1.2,3.6,0.3,2.4,0.6,1.6,1.0,0.9,0.4,1.2,0.4,0.6,1.8,1.5,2.2,1.1,0.9,0.5,0.7,0.8,4.6,0.4,6,15,10,10,11,18,12,15,9,8,3.0,36,17,8,18,64,84,10,25,40,16,33,16,38,31,38,29,21,25,39,25,8,4,28,3,7,32,38,2,2,6,30,22,23,18,4,2,6,6,5,5,21,9,24,2,20,6,14,8,7,3,9,2,4,15,19,19,7,5,4,5,6,40,3,0.034,0.022,0.017,0.027,0.03,0.033,0.026,0.031,0.037,0.038,0.033,0.03,0.027,0.031,0.032,0.03,0.029,0.034,0.029,0.038,0.032,0.03,0.027,0.04,0.027,0.029,0.025,0.026,0.028,0.028,0.042,0.046,0.026,0.035,0.019,0.02,0.035,0.029,0.019,0.013,0.021,0.033,0.041,0.022,0.022,0.012,0.025,0.014,0.018,0.014,0.03,0.023,0.023,0.022,0.024,0.02,0.02,0.022,0.021,0.016,0.015,0.022,0.022,0.022,0.022,0.023,0.024,0.017,0.013,0.023,0.019,0.014,0.017,0.019,1814,4926,2823,2445,1791,3401,2636,3171,1497,1375,724.0,4016,3970,1794,4065,12410,19596,3152,3993,5017,4802,4967,2282,5810,5292,7555,4488,3808,6704,5230,2290,993,892,5822,1484,2140,7114,8753,421,736,1448,2869,5471,3797,3920,1243,990,2242,2276,1840,619,4056,1827,6687,411,3376,1242,3257,1204,1488,866,2354,508,765,3030,1240,3598,2504,1888,954,1138,2440,9671,617,0.105,0.112,0.095,0.117,0.125,0.135,0.102,0.137,0.135,0.154,0.127,0.138,0.122,0.137,0.131,0.133,0.129,0.126,0.138,0.139,0.111,0.137,0.125,0.139,0.132,0.135,0.113,0.109,0.112,0.132,0.135,0.13,0.102,0.128,0.09,0.111,0.135,0.129,0.089,0.082,0.109,0.13,0.154,0.112,0.107,0.087,0.103,0.087,0.096,0.085,0.138,0.11,0.116,0.106,0.128,0.116,0.117,0.111,0.117,0.095,0.098,0.11,0.126,0.122,0.118,0.119,0.111,0.098,0.083,0.122,0.117,0.09,0.099,0.116,459,1407,969,857,650,1204,922,1014,368,357,167.0,1789,1026,382,1019,3200,4994,592,1161,2051,993,1516,1022,1512,1553,2196,1568,1334,1665,1761,637,464,289,1321,375,708,1511,1973,258,365,759,1481,1053,2131,2116,647,374,996,1080,814,379,1787,776,2495,171,1757,533,1299,710,822,433,813,248,363,1364,885,1672,1035,902,348,534,953,4185,292,3.515,3.049,2.739,2.82,2.331,2.46,2.41,2.747,2.816,2.868,3.076,1.948,2.871,3.046,2.977,2.773,3.048,3.961,2.715,2.084,3.395,2.472,2.035,2.874,2.601,2.789,2.291,2.237,3.023,2.375,2.66,2.295,2.415,2.982,3.497,2.785,3.266,3.082,1.966,2.413,2.389,1.769,3.622,2.051,2.103,2.17,3.097,2.835,2.683,2.704,2.08,2.364,2.599,2.726,2.768,2.07,2.561,2.55,1.977,1.995,2.347,2.775,2.451,2.227,2.332,1.684,2.207,2.773,2.495,2.714,2.497,2.87,2.414,2.637,0.915,0.769,0.613,0.604,0.615,0.533,0.626,0.515,0.672,0.606,0.893,0.51,0.375,0.611,0.485,0.618,0.65,0.687,0.633,0.626,0.794,0.508,0.48,0.668,0.528,0.564,0.527,0.606,0.528,0.562,0.832,0.942,0.387,0.64,0.771,0.471,0.759,0.649,0.44,0.329,0.364,0.451,0.635,0.644,0.583,0.404,0.492,0.545,0.427,0.48,0.408,0.547,0.577,0.553,0.434,0.458,0.353,0.74,0.349,0.418,0.415,0.803,0.476,0.94,0.549,0.487,0.512,0.416,0.418,0.617,0.596,0.736,0.483,0.402 -391,Epileptic,M,42.0,1.2,3.7,1.4,2.1,2.3,1.8,2.6,2.1,1.1,1.4,0.4,3.4,1.5,0.8,1.8,9.8,12.7,1.3,2.4,5.6,1.7,3.5,1.6,4.0,2.7,4.3,4.3,3.7,4.1,2.7,1.6,1.1,0.6,2.7,0.7,0.6,4.0,4.0,0.3,0.3,1.2,3.8,1.9,3.3,4.0,1.0,0.7,1.4,1.5,0.8,0.3,2.7,1.7,3.6,0.1,3.4,1.1,1.8,1.2,1.1,0.8,2.2,0.5,0.4,2.7,1.3,3.9,2.0,1.5,1.1,1.2,1.8,5.4,0.4,11,36,13,15,22,14,18,17,11,11,5.0,31,16,8,15,85,98,11,25,46,16,34,15,40,32,41,44,29,28,27,25,8,5,25,4,4,44,40,3,1,7,30,21,26,22,7,4,8,8,5,2,18,10,21,1,22,6,14,8,9,7,17,4,3,19,11,28,12,7,14,11,11,42,4,0.038,0.031,0.021,0.031,0.044,0.033,0.032,0.031,0.034,0.047,0.041,0.034,0.03,0.034,0.032,0.041,0.037,0.039,0.036,0.04,0.023,0.033,0.029,0.037,0.028,0.032,0.027,0.034,0.032,0.026,0.041,0.033,0.023,0.031,0.016,0.016,0.035,0.033,0.021,0.02,0.025,0.041,0.038,0.03,0.024,0.022,0.025,0.02,0.018,0.013,0.033,0.024,0.026,0.024,0.014,0.022,0.023,0.02,0.025,0.018,0.02,0.035,0.025,0.017,0.024,0.032,0.022,0.025,0.025,0.025,0.033,0.02,0.018,0.017,2122,5816,3037,2595,2533,3029,2656,3829,1926,1838,701.0,3407,3248,1265,3313,14733,21391,3019,4654,5847,6309,6299,2150,7743,5331,7596,7822,4064,6757,5037,2409,1555,1165,6321,2720,1956,9149,9529,515,423,1487,3641,5649,3289,4292,1494,1097,2481,2671,1983,341,4432,2143,6432,417,4779,2013,3218,1488,1860,1313,3026,682,1004,3648,1405,5501,2885,1851,1700,1445,2842,11079,522,0.126,0.128,0.104,0.122,0.142,0.127,0.125,0.132,0.141,0.17,0.132,0.131,0.131,0.134,0.123,0.141,0.132,0.13,0.151,0.137,0.103,0.127,0.125,0.136,0.123,0.131,0.117,0.109,0.107,0.125,0.156,0.106,0.102,0.121,0.084,0.078,0.133,0.133,0.109,0.113,0.113,0.142,0.132,0.127,0.107,0.105,0.117,0.09,0.094,0.083,0.127,0.106,0.113,0.102,0.109,0.106,0.1,0.106,0.116,0.102,0.113,0.132,0.121,0.107,0.112,0.122,0.105,0.116,0.11,0.125,0.131,0.105,0.099,0.109,584,2041,1141,1118,962,1073,1189,1154,560,503,191.0,1565,913,374,964,4211,6142,628,1255,2365,1316,1802,935,2007,1703,2229,2634,1681,1972,1695,637,606,411,1429,683,668,2044,2219,250,210,769,1560,1165,1916,2541,748,450,1073,1245,886,169,1919,998,2497,150,2508,834,1444,793,972,648,1106,331,447,1800,724,2910,1302,902,739,711,1345,4739,332,3.418,2.653,2.689,2.366,2.411,2.415,2.033,2.947,2.567,2.872,2.802,1.916,2.817,2.624,2.654,2.69,2.815,3.601,3.002,2.04,3.412,2.715,2.034,2.826,2.593,2.76,2.362,2.023,2.652,2.458,2.721,2.386,2.335,3.136,3.543,2.782,3.176,3.141,2.241,2.512,2.403,1.983,3.241,1.866,1.953,2.243,3.045,2.883,2.677,2.4,2.268,2.431,2.305,2.633,2.564,2.143,2.767,2.542,2.233,2.148,2.214,2.697,2.271,2.357,2.222,2.203,2.057,2.562,2.463,2.218,2.295,2.603,2.536,1.919,0.659,0.622,0.51,0.472,0.565,0.586,0.434,0.56,0.66,0.446,0.624,0.494,0.45,0.53,0.489,0.618,0.642,0.636,0.551,0.684,0.849,0.466,0.462,0.67,0.521,0.537,0.461,0.49,0.601,0.498,0.747,1.132,0.368,0.639,0.864,0.481,0.708,0.633,0.528,0.402,0.45,0.582,0.81,0.511,0.572,0.436,0.58,0.616,0.616,0.468,0.382,0.589,0.58,0.628,0.384,0.396,0.56,0.711,0.434,0.427,0.347,0.77,0.378,0.953,0.492,0.644,0.396,0.446,0.385,0.58,0.377,0.544,0.448,0.431 -392,Epileptic,M,52.0,0.5,2.2,0.7,1.1,2.0,1.8,1.5,1.8,1.2,0.6,0.3,3.3,1.5,0.8,1.5,5.5,8.2,0.8,3.1,3.9,1.1,2.9,2.1,4.1,2.9,2.9,3.1,2.5,2.6,3.9,1.0,1.5,0.6,2.9,0.3,0.9,3.6,2.7,0.1,0.3,1.3,3.2,3.0,2.8,2.9,0.5,0.4,1.0,1.3,0.9,0.7,1.8,1.2,2.4,0.4,2.4,1.2,3.2,1.1,1.5,0.5,1.5,0.6,0.4,3.0,1.8,2.4,2.0,0.8,0.4,1.2,1.4,3.4,0.4,5,18,8,12,18,18,12,18,13,5,2.0,27,15,8,15,53,74,8,32,41,11,31,18,41,36,31,34,26,21,43,12,10,5,34,2,7,48,32,1,2,6,29,30,23,16,4,2,5,6,8,6,13,9,14,3,20,10,24,7,11,5,9,3,5,23,19,18,12,7,5,8,10,27,3,0.025,0.024,0.015,0.024,0.035,0.031,0.023,0.032,0.038,0.031,0.032,0.032,0.027,0.037,0.03,0.031,0.028,0.023,0.039,0.031,0.018,0.034,0.029,0.038,0.028,0.025,0.026,0.026,0.023,0.028,0.029,0.042,0.03,0.03,0.013,0.019,0.032,0.031,0.009,0.022,0.024,0.032,0.042,0.026,0.02,0.012,0.023,0.014,0.017,0.033,0.027,0.021,0.019,0.022,0.022,0.02,0.024,0.028,0.022,0.024,0.018,0.026,0.023,0.019,0.027,0.044,0.018,0.027,0.02,0.012,0.029,0.022,0.017,0.018,1491,4148,1968,2045,2352,2799,2347,3360,2174,1211,596.0,2910,3021,1298,2640,9088,16305,2676,5127,3937,3462,4335,2427,6173,5510,6428,5440,3695,4539,5919,1959,1957,1203,6001,1827,2141,7251,6460,434,497,1472,3625,6806,2557,3521,1161,824,1995,2211,1433,602,2598,1891,3652,587,3420,1567,3245,1210,1574,922,2378,636,869,3263,1070,3791,2313,1238,784,1384,1821,7705,433,0.099,0.113,0.099,0.117,0.145,0.143,0.099,0.133,0.152,0.129,0.115,0.132,0.13,0.15,0.138,0.132,0.125,0.111,0.156,0.144,0.086,0.154,0.127,0.146,0.131,0.119,0.124,0.103,0.086,0.133,0.12,0.111,0.105,0.14,0.072,0.103,0.141,0.135,0.077,0.104,0.109,0.142,0.167,0.124,0.102,0.087,0.1,0.079,0.092,0.129,0.133,0.102,0.106,0.106,0.115,0.111,0.128,0.122,0.111,0.126,0.104,0.116,0.118,0.113,0.129,0.145,0.106,0.116,0.109,0.108,0.131,0.119,0.098,0.118,398,1418,719,830,979,1036,906,1062,594,326,200.0,1506,885,353,846,2825,4677,547,1406,1971,931,1398,1033,1937,1931,1970,1932,1433,1412,2169,645,629,405,1603,426,783,1919,1601,193,279,777,1594,1353,1714,2079,653,363,945,1066,533,399,1433,948,1651,262,1840,733,1752,740,915,461,923,376,426,1668,742,1951,1151,663,449,693,948,3174,283,3.408,2.781,2.528,2.409,2.305,2.334,2.191,2.799,2.723,3.186,2.775,1.722,2.643,2.745,2.481,2.562,2.918,3.719,2.926,1.744,2.706,2.429,2.07,2.452,2.395,2.639,2.227,2.095,2.519,2.267,2.291,2.795,2.307,2.861,3.302,2.588,2.858,2.969,2.429,2.065,2.434,1.997,3.321,1.698,1.922,1.862,2.837,2.599,2.566,2.829,1.76,1.98,2.03,2.447,2.477,2.031,2.341,2.085,1.966,1.92,2.211,2.604,1.905,2.428,2.048,1.873,2.127,2.327,2.127,2.029,2.365,2.285,2.518,1.985,0.785,0.653,0.523,0.515,0.557,0.545,0.584,0.555,0.474,0.546,0.664,0.441,0.455,0.404,0.464,0.454,0.54,0.808,0.541,0.643,0.823,0.468,0.633,0.726,0.475,0.467,0.472,0.516,0.512,0.569,0.699,1.053,0.581,0.643,0.774,0.529,0.741,0.644,0.296,0.572,0.409,0.527,0.869,0.606,0.6,0.374,0.584,0.786,0.556,0.603,0.308,0.387,0.504,0.432,0.558,0.508,0.421,0.566,0.412,0.435,0.46,0.635,0.453,0.827,0.496,0.609,0.485,0.421,0.527,0.354,0.447,0.474,0.517,0.559 -393,Epileptic,F,17.5,1.0,2.3,0.6,0.7,1.4,1.8,1.7,1.5,0.7,0.4,0.1,2.5,1.6,0.5,1.3,5.2,7.0,0.6,2.1,4.1,1.0,2.3,1.2,1.8,2.5,2.4,2.3,2.0,3.1,2.6,1.0,1.1,0.6,2.3,0.9,0.7,2.3,1.9,0.1,0.2,0.6,2.5,1.9,2.3,2.8,0.5,0.6,1.0,0.9,0.6,0.6,1.4,0.8,1.6,0.4,2.4,0.6,1.4,0.9,0.8,0.8,0.8,0.2,0.3,1.6,1.0,2.3,1.2,1.0,0.3,0.7,1.0,2.9,0.3,7,19,5,6,14,13,12,12,10,4,1.0,21,16,6,12,44,58,5,19,37,8,25,12,24,29,20,27,17,22,31,15,7,4,23,7,5,25,24,1,1,3,22,14,15,16,5,2,6,5,8,3,8,4,10,2,19,4,11,5,6,8,5,1,3,12,11,18,7,5,3,4,7,19,3,0.043,0.026,0.015,0.015,0.039,0.037,0.027,0.031,0.038,0.024,0.018,0.035,0.038,0.035,0.03,0.038,0.028,0.023,0.029,0.035,0.022,0.033,0.028,0.028,0.026,0.029,0.026,0.028,0.035,0.028,0.041,0.056,0.023,0.029,0.023,0.019,0.035,0.027,0.01,0.014,0.017,0.033,0.038,0.027,0.026,0.01,0.03,0.017,0.015,0.018,0.03,0.016,0.019,0.017,0.023,0.019,0.015,0.021,0.022,0.017,0.029,0.018,0.015,0.018,0.02,0.033,0.022,0.02,0.017,0.014,0.027,0.019,0.015,0.018,1339,4733,1903,1869,1946,2352,2643,2596,1683,1063,510.0,2692,3241,1105,2666,10072,17450,2471,4311,4621,2713,3617,1867,4632,5637,5251,4925,3322,5650,5301,2011,794,1053,5896,1815,1547,4839,5766,324,515,1478,2600,4113,2508,2795,1411,695,2289,2068,1447,580,2740,1194,3707,439,3702,1147,2919,1090,1316,911,1547,288,709,2567,916,3167,2499,1889,677,1302,1944,7665,431,0.137,0.117,0.089,0.089,0.129,0.138,0.117,0.136,0.144,0.119,0.079,0.141,0.135,0.128,0.13,0.14,0.125,0.103,0.122,0.134,0.089,0.141,0.126,0.118,0.136,0.123,0.114,0.106,0.119,0.134,0.141,0.131,0.112,0.128,0.088,0.092,0.119,0.121,0.07,0.083,0.089,0.137,0.128,0.117,0.115,0.083,0.127,0.081,0.089,0.101,0.127,0.092,0.109,0.09,0.135,0.105,0.099,0.107,0.111,0.101,0.137,0.096,0.116,0.113,0.106,0.139,0.115,0.099,0.094,0.105,0.118,0.105,0.084,0.101,426,1369,606,705,631,847,856,815,377,272,162.0,1182,845,245,730,2351,4197,420,1153,1802,770,1193,740,1152,1549,1481,1563,1175,1539,1621,472,356,363,1257,510,570,1211,1227,142,258,642,1219,911,1366,1743,694,279,895,884,609,300,1260,582,1510,227,1924,554,1207,617,698,439,657,153,296,1233,454,1589,996,844,359,505,843,3112,258,2.974,3.143,2.942,2.578,2.489,2.481,2.687,2.937,2.944,3.421,2.652,1.992,2.856,3.158,2.835,3.086,3.279,3.898,2.937,2.142,3.009,2.274,2.189,2.868,2.817,2.829,2.485,2.223,2.874,2.664,2.826,2.496,2.38,3.306,3.158,2.445,2.873,3.211,2.353,2.469,2.956,1.914,3.217,2.082,1.861,2.314,3.145,3.003,2.779,2.491,2.101,2.302,2.224,2.674,2.483,2.186,2.553,2.755,2.172,2.219,2.337,2.479,2.003,2.398,2.391,2.448,2.278,2.747,2.625,2.281,2.865,2.688,2.721,1.927,1.225,0.702,0.718,0.502,0.64,0.58,0.542,0.531,0.618,0.532,0.742,0.443,0.498,0.563,0.522,0.639,0.585,0.838,0.618,0.626,0.803,0.515,0.434,0.708,0.468,0.532,0.486,0.569,0.585,0.524,0.741,0.977,0.402,0.641,0.822,0.38,0.707,0.595,0.292,0.369,0.612,0.43,0.673,0.694,0.641,0.521,0.617,0.855,0.542,0.48,0.442,0.508,0.542,0.545,0.36,0.467,0.543,0.754,0.449,0.444,0.354,0.58,0.274,1.008,0.569,0.637,0.471,0.438,0.477,0.446,0.523,0.485,0.587,0.399 -394,Epileptic,F,22.0,0.7,2.7,0.8,1.0,1.2,2.4,1.3,2.0,0.9,0.7,0.4,2.9,1.7,0.6,1.4,5.3,9.7,0.9,2.8,5.3,1.1,3.5,1.4,2.9,3.2,3.1,2.5,1.8,2.4,2.2,1.5,1.0,0.4,1.6,0.3,0.4,4.0,2.4,0.2,0.1,1.2,2.8,2.4,3.6,2.4,0.5,0.4,1.0,1.3,0.7,0.8,1.7,1.1,1.9,0.4,1.5,1.0,1.9,1.2,1.0,0.6,1.0,0.5,0.4,2.0,1.2,2.3,1.8,0.8,0.5,0.6,1.2,3.4,0.2,6,19,7,8,10,19,12,15,9,8,4.0,23,15,5,12,51,78,6,22,40,8,31,15,23,29,29,24,18,16,24,13,9,3,16,2,2,40,22,2,1,8,26,19,28,17,4,2,6,7,6,7,13,7,12,1,13,9,14,8,8,5,7,2,3,19,11,21,13,6,6,5,9,29,2,0.031,0.027,0.015,0.023,0.034,0.035,0.02,0.031,0.045,0.04,0.032,0.036,0.029,0.036,0.036,0.034,0.035,0.028,0.039,0.041,0.023,0.034,0.023,0.042,0.038,0.031,0.023,0.021,0.026,0.03,0.04,0.049,0.016,0.024,0.011,0.011,0.039,0.031,0.033,0.016,0.023,0.035,0.04,0.034,0.018,0.01,0.023,0.015,0.017,0.017,0.049,0.019,0.024,0.018,0.048,0.015,0.024,0.027,0.028,0.02,0.024,0.025,0.034,0.018,0.022,0.033,0.02,0.022,0.016,0.021,0.02,0.025,0.017,0.013,1219,3960,1607,1664,1693,2855,1917,2788,1123,913,629.0,2360,2998,907,2914,8371,13877,2033,3603,4142,3218,4682,1502,4613,4160,4587,3879,2745,3888,3506,1475,632,637,3659,1446,1157,6325,4672,304,387,1446,2329,5730,2320,2573,1166,691,2220,2203,1417,434,2617,1335,3623,302,2551,1485,2589,1179,1382,812,1951,473,724,2449,1284,2930,2500,1192,737,884,2103,6409,291,0.118,0.111,0.092,0.112,0.132,0.14,0.099,0.133,0.136,0.146,0.119,0.141,0.125,0.139,0.129,0.126,0.123,0.113,0.148,0.15,0.087,0.14,0.127,0.141,0.148,0.137,0.112,0.102,0.105,0.13,0.135,0.152,0.085,0.108,0.065,0.065,0.133,0.123,0.127,0.089,0.118,0.142,0.141,0.145,0.098,0.086,0.108,0.088,0.094,0.098,0.181,0.1,0.116,0.089,0.164,0.093,0.126,0.122,0.128,0.105,0.123,0.12,0.144,0.1,0.129,0.119,0.112,0.115,0.099,0.113,0.128,0.114,0.1,0.095,404,1547,764,739,614,1156,921,1041,336,336,205.0,1248,878,296,722,2640,4269,445,1215,1975,823,1561,871,1129,1354,1555,1623,1265,1352,1237,594,334,332,1051,465,544,1793,1323,125,174,763,1271,1026,1688,2011,660,302,1015,1114,638,323,1377,736,1729,105,1561,641,1246,713,786,419,625,224,378,1328,617,1844,1221,705,443,503,979,3145,213,2.993,2.397,2.14,2.258,2.353,2.247,1.858,2.457,2.519,2.462,2.482,1.826,2.644,2.389,2.774,2.396,2.594,3.458,2.473,1.844,3.071,2.396,1.688,2.965,2.473,2.555,2.033,1.824,2.278,2.353,2.02,2.084,1.676,2.554,2.734,2.057,2.738,2.66,2.698,2.361,2.277,1.753,3.472,1.601,1.465,1.969,2.878,2.718,2.355,2.41,1.745,1.924,1.92,2.194,3.379,1.821,2.466,2.322,1.926,2.012,2.191,2.836,2.301,2.21,2.039,2.346,1.777,2.356,1.948,2.094,2.038,2.342,2.217,1.752,0.787,0.629,0.47,0.491,0.737,0.544,0.449,0.518,0.736,0.38,0.604,0.383,0.522,0.65,0.813,0.669,0.737,1.052,0.583,0.606,0.829,0.412,0.357,0.774,0.512,0.522,0.48,0.457,0.55,0.404,0.697,1.053,0.421,0.788,1.056,0.538,0.855,0.648,0.477,0.415,0.544,0.375,0.851,0.391,0.34,0.519,0.482,0.992,0.547,0.662,0.325,0.548,0.525,0.58,0.389,0.444,0.546,0.765,0.395,0.37,0.346,0.831,0.838,0.931,0.432,0.647,0.511,0.536,0.529,0.744,0.489,0.592,0.627,0.422 -395,Epileptic,F,27.0,1.0,2.1,0.8,0.8,2.1,2.1,1.5,1.4,1.2,0.8,0.3,3.6,1.2,0.5,1.3,5.0,8.7,0.5,1.6,4.6,1.4,2.8,3.1,2.9,3.6,3.6,2.8,2.2,2.8,3.5,1.1,1.8,0.6,2.3,0.5,0.8,3.4,2.9,0.3,0.2,1.1,2.7,1.8,1.9,2.2,0.8,0.4,1.0,1.3,0.7,0.6,1.8,1.5,2.3,0.4,2.9,0.6,1.6,1.0,1.5,0.4,1.4,0.7,0.5,2.1,1.0,2.7,1.5,1.1,0.4,1.4,1.4,5.3,0.4,7,28,9,9,19,18,13,16,15,8,3.0,35,15,7,14,62,92,6,24,41,23,40,33,38,49,42,38,22,26,41,13,12,6,28,4,6,40,40,2,1,6,27,21,13,12,7,3,6,7,7,5,12,9,16,2,22,4,18,7,13,4,13,5,5,18,18,18,11,8,4,9,10,47,3,0.039,0.024,0.014,0.017,0.04,0.033,0.028,0.025,0.043,0.044,0.039,0.045,0.031,0.031,0.027,0.031,0.03,0.024,0.035,0.045,0.025,0.037,0.041,0.035,0.034,0.028,0.032,0.027,0.031,0.032,0.035,0.06,0.026,0.027,0.016,0.016,0.038,0.03,0.019,0.017,0.022,0.035,0.032,0.022,0.018,0.016,0.019,0.015,0.018,0.014,0.029,0.023,0.029,0.021,0.019,0.02,0.017,0.022,0.027,0.022,0.02,0.026,0.034,0.021,0.021,0.02,0.022,0.021,0.022,0.014,0.031,0.02,0.02,0.018,1567,3948,2158,2285,2256,2833,2767,3102,1623,1465,578.0,3455,2921,1130,2968,9770,17622,1813,3584,4343,4419,4324,2491,5482,6538,7818,5563,3985,5706,5811,1978,1546,1155,6689,1784,2449,7008,7746,413,458,1527,2877,5147,2617,3179,1429,762,2196,2282,1723,584,2361,1356,3561,584,3703,1181,3126,985,2096,697,2154,432,838,2935,1174,3647,2412,1677,602,1464,2330,9898,697,0.138,0.122,0.102,0.1,0.159,0.148,0.125,0.13,0.165,0.141,0.124,0.158,0.144,0.152,0.131,0.139,0.135,0.119,0.153,0.161,0.111,0.138,0.139,0.136,0.139,0.133,0.134,0.108,0.117,0.144,0.143,0.123,0.125,0.126,0.086,0.086,0.133,0.134,0.114,0.1,0.104,0.143,0.136,0.11,0.092,0.102,0.103,0.088,0.095,0.097,0.134,0.113,0.129,0.1,0.096,0.111,0.101,0.106,0.122,0.115,0.117,0.125,0.161,0.121,0.115,0.114,0.106,0.109,0.108,0.115,0.135,0.104,0.108,0.113,467,1579,877,810,891,998,924,969,496,371,158.0,1363,840,288,780,3000,5288,462,946,1883,1059,1382,1288,1570,2019,2401,1709,1439,1515,1884,612,546,422,1472,457,818,1796,1947,212,238,807,1226,1142,1361,1845,743,329,951,1094,790,333,1234,821,1747,332,2182,542,1435,604,1122,365,986,266,439,1507,795,1923,1153,836,393,695,1191,4287,352,3.418,2.324,2.41,2.514,2.045,2.515,2.395,2.724,2.462,2.906,2.867,2.093,2.737,2.854,2.778,2.449,2.592,3.221,2.916,2.019,2.994,2.412,1.848,2.586,2.509,2.6,2.458,2.204,2.782,2.409,2.36,2.835,2.226,3.277,3.5,2.725,2.806,2.926,2.115,2.167,2.41,1.951,3.237,2.216,1.972,2.163,2.835,2.864,2.519,2.562,2.033,1.998,1.802,2.121,1.996,1.922,2.587,2.408,1.943,2.043,2.31,2.266,1.912,2.244,2.112,1.85,2.103,2.294,2.219,1.682,2.339,2.428,2.411,2.53,0.753,0.568,0.521,0.472,0.667,0.585,0.537,0.422,0.667,0.601,0.717,0.674,0.507,0.382,0.555,0.667,0.712,0.615,0.436,0.667,0.736,0.544,0.491,0.774,0.599,0.525,0.604,0.564,0.534,0.551,0.678,0.886,0.46,0.485,0.579,0.45,0.697,0.543,0.474,0.461,0.497,0.577,0.688,0.632,0.546,0.563,0.496,0.603,0.414,0.431,0.481,0.388,0.427,0.487,0.417,0.391,0.324,0.487,0.313,0.449,0.342,0.615,0.395,0.628,0.451,0.585,0.41,0.428,0.464,0.438,0.415,0.469,0.442,0.503 -396,Epileptic,F,22.0,0.6,2.5,0.9,1.4,1.5,1.9,1.3,1.7,1.2,0.6,0.4,3.5,1.8,0.6,1.4,5.3,9.8,0.7,1.5,4.5,1.4,3.0,1.3,2.9,3.1,4.1,3.6,2.3,2.4,3.1,1.0,1.8,0.5,2.6,0.3,0.3,2.9,3.5,0.2,0.3,1.1,3.7,2.3,3.1,2.8,0.7,0.4,1.0,1.1,0.7,0.7,1.4,1.4,2.5,0.1,2.8,0.4,2.1,1.1,1.2,0.5,1.1,0.2,0.5,1.6,1.1,2.7,1.0,1.3,0.4,1.0,1.4,5.0,0.4,5,25,9,13,22,16,11,16,12,6,2.0,26,18,6,17,67,91,6,18,34,12,31,15,44,39,43,48,24,20,35,16,12,4,29,3,2,38,47,1,2,6,27,22,27,16,5,2,7,6,6,4,9,11,18,2,22,3,18,10,10,4,9,1,4,11,15,23,8,8,4,7,10,43,3,0.028,0.028,0.016,0.021,0.034,0.031,0.021,0.027,0.037,0.026,0.035,0.04,0.03,0.034,0.029,0.035,0.029,0.025,0.027,0.038,0.024,0.033,0.027,0.037,0.032,0.033,0.03,0.022,0.021,0.03,0.033,0.049,0.022,0.031,0.012,0.008,0.035,0.032,0.014,0.014,0.02,0.04,0.034,0.034,0.022,0.013,0.017,0.019,0.018,0.014,0.027,0.016,0.024,0.019,0.016,0.017,0.016,0.024,0.027,0.024,0.023,0.021,0.031,0.018,0.019,0.023,0.018,0.015,0.018,0.013,0.025,0.021,0.019,0.017,1507,5578,2447,2834,2389,3070,3027,3669,2121,1375,670.0,2933,3937,1229,3466,11019,21677,2866,4129,3542,3843,4936,2403,5585,6192,8329,7324,4255,6492,5995,2159,1525,1200,6179,1925,1583,6357,8712,363,946,1631,3159,5570,2389,3225,1694,801,2111,2479,1735,621,2986,2044,5559,572,4425,1168,3601,1428,1640,815,2198,290,906,2884,1305,4445,2536,2466,837,1519,2149,9776,507,0.107,0.116,0.097,0.114,0.133,0.139,0.109,0.124,0.139,0.118,0.104,0.15,0.136,0.14,0.132,0.138,0.131,0.107,0.123,0.14,0.103,0.145,0.135,0.136,0.139,0.145,0.135,0.112,0.096,0.137,0.119,0.128,0.099,0.13,0.072,0.058,0.134,0.13,0.083,0.085,0.107,0.144,0.134,0.135,0.102,0.086,0.098,0.09,0.094,0.093,0.127,0.091,0.122,0.106,0.104,0.106,0.097,0.115,0.132,0.122,0.121,0.102,0.152,0.118,0.103,0.118,0.103,0.095,0.103,0.109,0.122,0.115,0.098,0.114,401,1602,881,1013,875,1038,960,1069,620,353,159.0,1365,1074,310,887,2753,5634,428,1008,1947,941,1490,833,1466,1755,2271,2253,1555,1623,1863,524,578,363,1296,514,609,1603,2003,212,367,729,1439,1133,1553,1975,809,330,871,1029,735,372,1346,891,2079,175,2373,473,1531,709,823,396,848,102,434,1263,764,2246,1041,1045,414,624,1043,4202,299,3.598,3.021,2.631,2.628,2.362,2.64,2.5,3.015,2.469,3.04,3.236,1.886,2.896,2.722,2.79,2.896,3.112,4.07,3.126,1.688,3.042,2.557,2.351,2.796,2.659,2.956,2.484,2.2,3.033,2.669,2.742,2.69,2.684,3.157,3.211,2.391,2.966,3.025,2.069,2.69,2.896,2.019,3.424,1.797,1.921,2.305,3.05,2.824,2.859,2.686,2.178,2.326,2.325,2.677,2.765,2.135,2.747,2.523,2.201,2.191,2.416,2.507,2.596,2.191,2.482,2.106,2.149,2.669,2.901,2.149,2.866,2.594,2.457,2.162,0.892,0.682,0.569,0.595,0.677,0.556,0.595,0.63,0.652,0.383,0.757,0.546,0.629,0.493,0.556,0.596,0.587,0.745,0.565,0.457,0.866,0.531,0.5,0.777,0.52,0.515,0.51,0.465,0.553,0.491,0.833,0.892,0.499,0.718,0.691,0.489,0.599,0.78,0.259,0.705,0.577,0.531,0.628,0.67,0.638,0.479,0.509,0.771,0.655,0.478,0.321,0.616,0.627,0.515,0.441,0.392,0.411,0.563,0.337,0.389,0.406,0.773,0.493,1.178,0.596,0.783,0.411,0.393,0.408,0.76,0.583,0.467,0.513,0.609 -397,Epileptic,F,47.0,0.8,1.9,1.0,1.4,1.9,2.5,1.4,1.9,0.7,0.5,0.3,2.9,1.1,0.6,1.7,7.4,10.1,0.9,2.2,4.1,0.8,3.0,1.5,3.1,2.7,4.4,4.3,2.3,2.5,4.0,1.0,1.2,0.3,2.7,0.3,0.6,3.5,3.8,0.1,0.1,1.4,3.3,1.9,2.7,3.0,1.0,0.5,0.8,1.1,1.1,0.7,1.4,1.2,3.5,0.4,2.6,0.8,2.0,1.3,1.1,0.6,1.3,0.3,0.4,2.1,1.0,2.8,1.7,1.2,0.6,1.0,1.8,4.6,0.5,5,18,8,13,16,22,14,15,12,6,3.0,28,11,7,18,79,85,8,26,36,7,37,16,34,34,45,44,24,21,40,14,10,4,25,2,8,42,41,1,1,7,30,21,20,19,7,4,5,6,8,4,14,8,27,3,25,8,15,10,10,4,9,4,4,17,13,20,15,6,6,7,14,39,3,0.046,0.021,0.017,0.03,0.041,0.034,0.024,0.031,0.036,0.03,0.033,0.03,0.025,0.034,0.039,0.035,0.028,0.036,0.029,0.033,0.016,0.033,0.029,0.038,0.035,0.033,0.031,0.023,0.025,0.034,0.031,0.063,0.016,0.033,0.011,0.014,0.031,0.032,0.014,0.016,0.025,0.034,0.032,0.034,0.024,0.017,0.025,0.014,0.017,0.019,0.029,0.021,0.027,0.027,0.014,0.021,0.022,0.025,0.024,0.024,0.02,0.025,0.026,0.018,0.025,0.028,0.024,0.021,0.019,0.016,0.025,0.028,0.02,0.021,1182,3549,1970,2201,2162,3212,2190,3054,1143,1155,526.0,2722,2456,909,2439,10860,18335,1906,4651,4176,2664,4231,1970,5155,4392,6822,6096,3489,5028,5245,1803,940,844,4906,1654,2016,5856,6238,196,365,1588,2952,3915,2234,3072,1504,740,1907,2004,1554,586,2365,1532,5175,577,3384,1322,3427,1315,1140,763,2070,611,814,2640,912,3307,2806,1731,1046,1349,1805,7664,630,0.123,0.11,0.106,0.127,0.157,0.149,0.115,0.129,0.135,0.139,0.122,0.133,0.127,0.146,0.165,0.15,0.13,0.13,0.135,0.138,0.083,0.153,0.133,0.154,0.15,0.151,0.138,0.112,0.104,0.144,0.126,0.158,0.109,0.129,0.066,0.089,0.126,0.13,0.112,0.102,0.117,0.147,0.131,0.138,0.113,0.105,0.125,0.087,0.092,0.112,0.127,0.103,0.126,0.12,0.11,0.121,0.111,0.114,0.125,0.129,0.106,0.116,0.135,0.104,0.119,0.122,0.122,0.119,0.106,0.116,0.123,0.121,0.108,0.133,339,1446,865,893,769,1327,818,1000,402,350,177.0,1362,788,328,777,3385,5578,434,1300,1939,812,1515,863,1382,1514,2294,2347,1426,1646,1938,576,383,345,1325,484,739,1843,1884,121,196,754,1530,1067,1380,1981,747,334,777,992,794,351,1249,742,2287,364,1953,670,1474,777,712,436,793,250,413,1383,544,1768,1286,851,574,653,974,3598,296,3.172,2.447,2.306,2.516,2.448,2.296,2.283,2.77,2.331,2.836,2.473,1.823,2.554,2.307,2.435,2.482,2.711,3.317,2.917,1.93,2.705,2.308,2.007,2.833,2.331,2.539,2.164,2.016,2.459,2.259,2.38,2.481,2.105,2.699,3.016,2.6,2.625,2.547,1.8,2.241,2.672,1.815,2.869,1.829,1.773,2.208,2.818,2.922,2.419,2.304,2.108,2.054,2.206,2.413,2.033,1.944,2.202,2.541,2.054,1.808,2.042,2.544,2.467,2.461,2.202,1.888,2.129,2.495,2.446,2.134,2.389,2.216,2.332,2.796,1.061,0.448,0.569,0.457,0.786,0.403,0.508,0.566,0.441,0.381,0.75,0.382,0.373,0.381,0.469,0.487,0.532,0.766,0.611,0.549,0.77,0.42,0.344,0.562,0.483,0.505,0.471,0.432,0.466,0.495,0.543,0.83,0.318,0.527,0.746,0.675,0.553,0.484,0.388,0.573,0.638,0.536,0.679,0.69,0.491,0.606,0.423,0.87,0.493,0.481,0.338,0.447,0.582,0.467,0.255,0.436,0.384,0.649,0.386,0.328,0.468,0.784,0.502,0.84,0.637,0.661,0.46,0.414,0.409,0.462,0.558,0.61,0.486,0.548 -399,Epileptic,F,37.0,0.6,2.2,1.3,1.1,1.5,1.4,1.4,1.5,1.4,0.8,0.3,2.3,1.2,0.5,0.7,5.1,7.1,0.8,2.1,4.5,0.9,2.4,1.9,2.7,2.4,3.9,3.4,2.0,2.1,3.1,1.2,1.5,0.5,1.8,0.3,0.7,3.2,2.2,0.1,0.0,1.2,3.0,1.8,2.0,2.0,0.7,0.4,0.7,1.3,0.9,0.5,1.4,2.0,2.2,0.4,2.3,0.6,1.9,1.2,1.3,0.6,1.7,0.3,0.4,1.6,1.4,2.1,0.8,1.4,0.4,1.2,1.3,3.2,0.3,4,20,12,8,20,16,11,16,15,7,4.0,26,13,8,9,57,79,5,28,41,7,29,18,35,30,47,42,21,21,41,14,8,5,25,2,7,41,36,1,0,7,23,26,20,13,6,2,5,7,10,4,12,17,22,2,19,4,17,10,11,4,13,2,4,12,21,15,7,8,4,9,9,27,2,0.031,0.024,0.024,0.023,0.029,0.028,0.025,0.029,0.037,0.037,0.031,0.033,0.021,0.033,0.022,0.025,0.028,0.03,0.028,0.037,0.019,0.035,0.034,0.032,0.031,0.029,0.028,0.029,0.024,0.027,0.036,0.051,0.023,0.028,0.015,0.018,0.034,0.025,0.009,0.015,0.022,0.033,0.031,0.023,0.018,0.018,0.018,0.012,0.018,0.024,0.03,0.015,0.027,0.017,0.027,0.017,0.021,0.021,0.025,0.021,0.022,0.032,0.023,0.018,0.017,0.023,0.017,0.018,0.019,0.017,0.027,0.021,0.018,0.02,1414,4241,2439,2328,2099,2914,2589,2848,1987,1519,612.0,2385,3115,1077,1579,10809,15652,2058,5135,4512,3648,3246,1906,5732,4745,8180,7003,2829,5405,6279,2235,921,1157,5171,1406,1880,7565,6217,439,130,1558,2539,5647,2081,3129,1259,811,1972,2344,1732,534,2611,2463,5271,352,3749,967,3196,1011,1706,701,2306,346,801,2847,1283,3793,1757,2098,608,1648,1985,6731,369,0.113,0.12,0.115,0.109,0.136,0.126,0.111,0.137,0.155,0.143,0.136,0.154,0.113,0.138,0.114,0.123,0.129,0.109,0.135,0.145,0.09,0.117,0.119,0.144,0.122,0.133,0.122,0.104,0.099,0.13,0.136,0.143,0.114,0.133,0.088,0.093,0.143,0.124,0.074,0.08,0.11,0.126,0.144,0.119,0.096,0.101,0.105,0.082,0.097,0.123,0.14,0.1,0.126,0.098,0.128,0.1,0.106,0.114,0.126,0.11,0.118,0.136,0.12,0.123,0.1,0.125,0.095,0.102,0.103,0.117,0.133,0.113,0.097,0.13,335,1485,887,770,844,867,809,903,578,354,187.0,1109,845,296,536,3323,4264,399,1180,2102,769,1006,841,1478,1273,2319,2231,1118,1320,1938,577,465,343,1134,304,669,1700,1459,206,60,841,1347,1173,1376,1705,584,347,825,1120,712,296,1397,1170,2052,194,2071,460,1503,699,939,372,886,219,377,1438,869,1957,786,1062,368,750,999,3004,202,3.772,2.716,2.771,2.682,2.123,2.676,2.518,2.668,2.576,3.144,2.617,1.849,2.899,2.709,2.347,2.531,2.835,3.812,3.249,1.883,3.268,2.438,2.104,2.973,2.723,2.728,2.406,1.997,2.934,2.524,2.878,2.306,2.787,3.087,3.641,2.511,3.158,2.888,2.255,2.385,2.201,1.702,3.438,1.683,2.069,2.253,2.973,2.869,2.515,2.78,1.994,2.084,2.055,2.445,2.229,2.02,2.364,2.436,1.704,1.964,2.368,2.482,1.773,2.293,2.159,1.843,2.083,2.388,2.44,2.08,2.395,2.309,2.405,2.213,0.674,0.572,0.579,0.609,0.732,0.768,0.498,0.54,0.522,0.581,0.905,0.543,0.505,0.436,0.491,0.584,0.58,0.667,0.722,0.683,0.735,0.575,0.58,0.619,0.659,0.675,0.583,0.566,0.561,0.619,0.557,0.771,0.6,0.65,0.632,0.502,0.689,0.682,0.227,0.442,0.423,0.597,0.737,0.556,0.688,0.575,0.405,0.708,0.535,0.542,0.392,0.377,0.475,0.438,0.39,0.439,0.567,0.637,0.285,0.422,0.372,0.578,0.396,0.54,0.536,0.796,0.467,0.348,0.389,0.444,0.51,0.464,0.456,0.391 -400,Epileptic,F,42.0,0.6,1.5,0.7,1.0,0.9,1.8,1.3,1.3,0.8,0.7,0.2,3.2,1.2,0.4,0.9,3.2,7.5,0.5,1.4,3.1,0.6,2.6,2.1,2.3,2.5,2.9,2.3,2.6,2.3,2.1,0.7,0.8,0.4,1.8,0.3,0.7,2.5,2.6,0.1,0.1,0.8,2.0,1.8,2.8,2.6,0.5,0.4,0.7,0.9,0.4,0.6,1.4,1.1,1.4,0.0,2.3,0.4,1.1,0.7,1.3,0.5,0.8,0.2,0.5,1.7,1.1,2.4,1.1,0.6,0.4,0.7,1.0,4.1,0.3,4,12,6,6,12,14,11,11,9,7,3.0,25,11,4,9,33,65,5,16,27,5,23,18,25,26,29,22,24,16,19,13,6,4,23,1,6,24,34,1,1,4,19,18,16,17,4,2,5,6,7,6,12,12,12,0,19,4,9,6,10,5,6,1,4,12,13,15,9,4,5,5,8,35,3,0.034,0.026,0.016,0.024,0.034,0.032,0.026,0.025,0.036,0.034,0.029,0.033,0.029,0.035,0.034,0.027,0.033,0.027,0.024,0.031,0.015,0.032,0.036,0.036,0.03,0.033,0.028,0.027,0.024,0.028,0.031,0.054,0.022,0.026,0.015,0.018,0.033,0.034,0.018,0.016,0.019,0.029,0.035,0.03,0.02,0.016,0.022,0.012,0.016,0.011,0.044,0.025,0.03,0.016,0.011,0.02,0.015,0.016,0.023,0.027,0.031,0.023,0.023,0.028,0.02,0.048,0.021,0.019,0.014,0.021,0.027,0.019,0.019,0.02,1098,2842,1430,1688,1527,2145,1832,2593,1696,1179,472.0,2519,2224,988,1698,6451,13280,1679,2957,3171,3004,3831,2175,4472,4714,5288,3521,3992,4534,3552,1330,782,878,4354,1384,1368,4881,5502,227,243,1249,2460,4452,1805,3107,1023,737,1940,1836,1167,312,2238,1721,3239,122,3208,851,1988,787,1160,1098,1499,243,686,2251,733,3398,2087,1245,810,875,2159,7813,371,0.13,0.113,0.104,0.102,0.132,0.142,0.108,0.117,0.132,0.139,0.11,0.139,0.123,0.12,0.139,0.119,0.125,0.104,0.119,0.135,0.081,0.131,0.138,0.138,0.13,0.136,0.116,0.116,0.104,0.122,0.128,0.13,0.111,0.125,0.076,0.098,0.131,0.138,0.083,0.105,0.102,0.131,0.15,0.121,0.107,0.095,0.102,0.087,0.095,0.108,0.175,0.113,0.123,0.088,0.076,0.106,0.102,0.101,0.113,0.128,0.12,0.118,0.126,0.13,0.105,0.144,0.107,0.107,0.091,0.125,0.129,0.114,0.103,0.126,305,1001,603,651,538,907,759,832,398,325,157.0,1300,662,231,455,1926,3788,345,927,1492,647,1306,926,1111,1449,1574,1301,1476,1351,1264,435,299,311,1106,367,574,1262,1420,134,135,639,1120,913,1323,1991,535,288,858,883,533,243,961,705,1511,55,1757,459,1093,543,769,398,595,115,318,1258,410,1808,938,649,364,465,798,3482,216,3.399,2.648,2.25,2.595,2.386,2.273,2.142,2.701,2.772,2.987,2.543,1.801,2.612,2.808,2.625,2.512,2.728,3.409,2.494,1.793,3.182,2.333,1.979,2.862,2.481,2.689,2.211,2.187,2.584,2.288,2.404,2.519,2.285,2.812,3.18,2.253,3.007,2.8,1.931,1.97,2.538,1.884,3.194,1.56,1.801,2.083,2.952,2.753,2.479,2.373,1.767,2.312,2.389,2.287,2.097,1.87,2.033,2.119,1.674,1.745,2.413,2.649,2.173,2.266,2.046,2.059,2.135,2.474,2.239,2.597,2.255,2.943,2.384,2.089,0.675,0.608,0.602,0.64,0.627,0.627,0.561,0.583,0.699,0.516,0.654,0.572,0.453,0.7,0.595,0.557,0.682,0.847,0.559,0.611,0.747,0.565,0.668,0.798,0.608,0.59,0.565,0.523,0.564,0.566,0.703,0.972,0.362,0.636,1.118,0.467,0.709,0.665,0.293,0.409,0.509,0.734,0.782,0.644,0.524,0.563,0.618,0.846,0.521,0.439,0.419,0.519,0.598,0.529,0.213,0.513,0.404,0.401,0.296,0.315,0.621,0.656,0.694,0.944,0.616,0.714,0.564,0.516,0.447,0.709,0.505,0.737,0.45,0.647 -401,Epileptic,M,42.0,0.5,2.1,0.6,1.2,1.2,2.1,1.6,1.4,1.2,0.9,0.3,2.6,1.4,0.6,1.2,4.4,9.2,0.7,1.6,4.8,1.0,2.5,2.3,2.6,2.5,2.3,2.4,2.3,2.9,2.4,1.6,1.2,0.4,1.6,0.3,0.4,2.6,2.2,0.2,0.1,0.6,2.5,1.2,3.1,2.5,0.6,0.5,0.8,1.1,0.5,0.9,1.5,1.1,2.3,0.1,2.5,0.4,1.5,1.0,0.8,1.3,1.4,0.2,0.5,0.9,1.3,2.9,1.0,1.1,0.4,1.0,1.3,4.8,0.3,5,19,5,9,13,18,11,12,11,8,3.0,24,15,7,16,43,82,6,20,42,7,28,19,32,28,22,30,20,19,29,14,7,4,18,2,5,27,23,1,1,4,17,15,20,16,4,2,5,6,5,7,11,8,17,1,23,5,12,7,7,10,10,1,4,8,15,22,7,7,5,7,10,34,2,0.025,0.024,0.012,0.022,0.029,0.03,0.025,0.028,0.039,0.039,0.025,0.033,0.029,0.032,0.028,0.031,0.03,0.03,0.026,0.033,0.017,0.03,0.032,0.034,0.023,0.027,0.022,0.025,0.028,0.027,0.039,0.041,0.034,0.025,0.012,0.015,0.033,0.029,0.023,0.014,0.017,0.033,0.029,0.03,0.021,0.015,0.02,0.014,0.015,0.016,0.03,0.017,0.025,0.022,0.021,0.018,0.014,0.018,0.022,0.017,0.027,0.026,0.015,0.02,0.015,0.025,0.022,0.017,0.02,0.017,0.023,0.018,0.018,0.023,1574,4885,2283,2245,1863,3169,2707,2527,1567,1362,654.0,2579,3365,1104,2808,9198,19201,2817,4015,5360,3272,4346,2021,5748,5895,4953,5342,3556,5172,5334,2198,1330,647,5061,1537,1258,6917,6718,304,412,1145,2015,4525,2688,3300,1346,908,1961,2484,1126,731,2860,1460,4537,278,4004,1130,3220,1244,1412,1957,2488,425,903,1992,1328,4135,2188,1770,1058,1514,2394,10294,355,0.106,0.112,0.084,0.108,0.132,0.139,0.092,0.129,0.148,0.152,0.116,0.138,0.122,0.145,0.131,0.137,0.127,0.114,0.118,0.133,0.081,0.135,0.136,0.128,0.117,0.123,0.115,0.101,0.1,0.125,0.118,0.11,0.138,0.112,0.062,0.08,0.13,0.124,0.121,0.105,0.097,0.123,0.128,0.125,0.106,0.093,0.107,0.087,0.088,0.099,0.145,0.097,0.12,0.108,0.134,0.109,0.095,0.1,0.114,0.1,0.124,0.113,0.087,0.105,0.098,0.119,0.105,0.101,0.108,0.106,0.116,0.106,0.097,0.123,379,1412,751,880,715,1083,883,796,504,370,194.0,1205,855,298,764,2419,4915,439,999,2255,787,1357,974,1430,1731,1370,1731,1358,1422,1614,598,490,216,1069,411,450,1388,1292,154,187,568,1115,840,1595,2001,714,360,805,1104,460,451,1369,683,1756,101,2066,524,1419,692,785,755,851,222,414,1007,838,2132,915,789,413,719,1027,3970,164,3.832,2.983,2.741,2.642,2.365,2.452,2.533,2.777,2.491,3.077,2.845,1.909,2.938,2.735,2.85,2.939,3.109,4.363,3.119,2.043,3.137,2.512,1.933,3.016,2.61,2.949,2.356,2.123,2.812,2.622,2.748,2.668,2.544,3.332,3.409,2.334,3.297,3.455,2.197,2.542,2.564,1.748,3.836,1.863,1.909,2.141,3.182,3.198,2.742,2.808,2.074,2.368,2.256,2.644,2.924,2.123,2.525,2.601,2.177,2.064,2.605,2.835,2.038,2.589,2.134,2.022,2.196,2.727,2.408,2.661,2.531,2.758,2.718,2.761,0.735,0.687,0.648,0.467,0.566,0.545,0.671,0.565,0.398,0.629,0.8,0.453,0.528,0.427,0.447,0.562,0.616,0.542,0.5,0.666,0.617,0.495,0.469,0.579,0.536,0.617,0.558,0.463,0.577,0.561,0.719,0.991,0.529,0.693,0.724,0.476,0.743,0.666,0.295,0.386,0.619,0.489,0.808,0.514,0.596,0.564,0.641,0.842,0.545,0.574,0.518,0.439,0.416,0.493,0.307,0.445,0.433,0.508,0.465,0.385,0.473,0.84,0.314,0.756,0.473,0.674,0.561,0.462,0.562,0.872,0.354,0.619,0.6,0.553 -402,Epileptic,F,22.0,1.1,2.0,0.7,0.9,1.6,1.8,1.7,1.9,1.4,1.1,0.2,3.3,1.5,0.4,1.5,6.9,11.3,1.1,1.9,4.1,1.2,2.6,2.0,3.4,2.6,4.5,3.9,2.4,3.8,2.9,1.7,1.3,0.6,2.7,0.5,0.5,2.8,3.1,0.3,0.2,1.3,3.2,2.7,2.5,2.8,0.8,0.4,1.1,1.1,0.6,1.0,1.9,2.0,2.9,0.2,2.6,0.6,1.3,1.5,0.9,0.6,1.4,0.5,0.5,1.4,1.6,3.1,1.9,1.3,0.4,1.0,1.0,4.5,0.3,10,16,8,7,12,21,11,15,14,8,3.0,28,12,4,15,59,66,8,23,44,12,33,19,30,25,45,36,18,28,36,15,10,5,27,3,5,27,26,3,1,8,31,20,22,17,5,2,7,6,5,6,12,14,18,1,21,5,12,11,10,4,9,4,5,10,16,20,9,9,3,8,7,48,3,0.04,0.023,0.017,0.018,0.032,0.026,0.028,0.029,0.053,0.037,0.021,0.037,0.026,0.029,0.027,0.038,0.038,0.037,0.025,0.031,0.023,0.033,0.03,0.04,0.033,0.035,0.026,0.033,0.031,0.03,0.05,0.055,0.024,0.033,0.017,0.014,0.035,0.03,0.025,0.015,0.022,0.03,0.041,0.023,0.022,0.015,0.018,0.017,0.015,0.011,0.032,0.021,0.03,0.026,0.019,0.016,0.024,0.015,0.034,0.023,0.019,0.023,0.035,0.017,0.023,0.029,0.026,0.026,0.025,0.013,0.025,0.02,0.021,0.013,1694,4056,1872,1973,2098,3298,2212,3232,1983,1744,554.0,3389,3951,916,3268,11787,17036,2303,4136,5586,4331,4199,2528,4645,4447,8310,6594,3102,5513,5689,1613,1171,1345,4740,1475,1625,5380,6942,425,598,1857,3020,6149,2837,3127,1360,742,2046,2560,1481,807,3477,2670,4505,312,4607,1066,3482,1461,1337,921,2505,586,1091,2108,1334,3820,2558,1828,1006,1494,1816,8882,699,0.128,0.113,0.113,0.096,0.127,0.134,0.104,0.123,0.157,0.15,0.114,0.147,0.107,0.109,0.125,0.137,0.132,0.129,0.12,0.145,0.091,0.14,0.138,0.129,0.133,0.133,0.123,0.109,0.112,0.128,0.129,0.134,0.104,0.137,0.076,0.09,0.136,0.124,0.136,0.083,0.114,0.137,0.154,0.119,0.105,0.096,0.099,0.096,0.089,0.082,0.138,0.103,0.123,0.112,0.111,0.101,0.113,0.097,0.137,0.12,0.117,0.105,0.126,0.108,0.114,0.141,0.113,0.108,0.117,0.094,0.119,0.114,0.112,0.091,491,1398,689,772,827,1254,844,1080,586,461,182.0,1406,990,267,894,3268,4671,513,1300,2145,993,1395,1067,1469,1334,2354,2345,1171,1717,1754,607,423,423,1415,462,606,1288,1675,198,269,914,1542,1124,1762,1965,686,307,960,1168,701,468,1566,1191,1915,146,2407,493,1466,788,699,447,938,265,506,1020,819,1941,1180,898,412,735,766,3610,396,3.252,2.807,2.631,2.439,2.312,2.402,2.249,2.696,2.53,3.017,2.605,2.074,2.943,2.65,2.808,2.725,2.924,3.484,2.599,2.237,3.222,2.392,2.122,2.382,2.652,2.858,2.337,2.122,2.559,2.499,2.098,2.977,2.469,2.553,2.83,2.46,2.909,3.03,2.515,2.704,2.634,1.865,3.301,1.823,1.84,2.214,3.125,2.688,2.751,2.386,2.138,2.425,2.251,2.53,2.485,2.148,2.48,2.583,2.066,2.046,2.689,2.703,2.283,2.42,2.328,2.187,2.162,2.501,2.341,2.625,2.391,2.81,2.441,2.079,0.722,0.589,0.583,0.578,0.712,0.485,0.525,0.507,0.639,0.559,0.793,0.464,0.606,0.521,0.544,0.673,0.707,0.74,0.526,0.559,0.772,0.467,0.422,0.887,0.488,0.527,0.471,0.636,0.617,0.598,0.675,0.959,0.474,0.617,0.958,0.453,0.782,0.659,0.345,0.411,0.388,0.538,0.968,0.555,0.508,0.457,0.524,0.88,0.596,0.674,0.435,0.481,0.474,0.563,0.375,0.358,0.606,0.527,0.324,0.34,0.562,0.797,0.431,0.952,0.474,0.611,0.422,0.453,0.395,0.585,0.486,0.69,0.546,0.328 -403,Epileptic,F,22.0,1.2,2.0,0.8,1.0,1.4,2.2,1.4,1.8,1.3,0.9,0.2,3.3,1.7,0.6,0.9,5.5,8.6,1.3,2.4,5.1,0.8,3.0,1.8,2.6,3.0,3.6,3.5,2.6,2.7,3.1,1.8,1.8,0.4,2.5,0.3,0.7,3.2,3.4,0.3,0.3,1.1,2.9,1.8,3.7,3.1,0.9,0.5,1.2,1.2,0.6,0.9,1.8,1.7,1.9,0.5,2.5,0.8,2.1,1.1,1.1,0.4,1.2,0.3,0.5,2.0,1.3,2.9,1.7,0.8,0.2,1.6,1.1,5.0,0.1,8,21,8,10,14,17,15,14,16,8,3.0,26,18,7,9,60,76,8,26,38,7,33,19,34,36,36,44,25,24,31,23,9,5,30,3,5,41,42,1,2,6,24,17,24,20,7,2,9,6,6,6,15,14,14,3,20,5,18,8,11,3,9,2,5,16,16,22,14,5,3,10,9,41,1,0.042,0.02,0.012,0.018,0.03,0.034,0.022,0.026,0.034,0.038,0.025,0.034,0.026,0.027,0.027,0.032,0.024,0.037,0.029,0.036,0.016,0.034,0.029,0.029,0.027,0.031,0.026,0.027,0.024,0.029,0.036,0.055,0.022,0.029,0.014,0.016,0.028,0.028,0.017,0.016,0.02,0.033,0.03,0.032,0.024,0.019,0.019,0.019,0.015,0.015,0.033,0.019,0.024,0.015,0.024,0.019,0.019,0.022,0.023,0.02,0.02,0.02,0.027,0.02,0.024,0.026,0.024,0.017,0.015,0.009,0.034,0.019,0.022,0.008,1808,5384,1941,2262,1778,3235,2967,3569,1810,1478,637.0,2888,4400,1678,2016,10944,20834,2472,4704,4352,3093,4486,1993,5283,5724,7122,6149,4096,6356,5021,2291,1091,788,5770,1663,2309,6871,8054,492,723,1874,2439,4264,2945,3449,1637,1010,2262,2669,1478,701,3277,2715,4849,701,3928,1499,3326,1369,1559,676,2388,510,973,3065,1199,4168,3657,1837,854,2130,2146,9919,471,0.124,0.105,0.096,0.105,0.132,0.143,0.111,0.13,0.135,0.146,0.1,0.141,0.123,0.115,0.121,0.133,0.117,0.131,0.134,0.13,0.086,0.147,0.133,0.125,0.139,0.142,0.135,0.118,0.104,0.132,0.124,0.152,0.126,0.13,0.074,0.091,0.118,0.132,0.093,0.102,0.106,0.131,0.119,0.127,0.114,0.098,0.107,0.092,0.085,0.098,0.14,0.103,0.114,0.09,0.115,0.109,0.095,0.114,0.122,0.118,0.115,0.108,0.119,0.104,0.119,0.134,0.116,0.103,0.095,0.082,0.129,0.109,0.104,0.069,465,1777,871,851,758,1109,980,1090,607,410,196.0,1424,1149,377,551,2906,5512,486,1315,2066,751,1476,997,1457,1819,2011,2157,1403,1679,1676,721,515,274,1390,453,660,1953,2012,274,261,820,1245,1121,1873,2084,798,357,973,1217,620,420,1498,1138,2007,341,2007,660,1549,788,882,328,893,217,450,1382,722,1919,1493,813,412,805,992,4033,198,3.571,2.767,2.361,2.647,2.175,2.62,2.502,2.964,2.329,3.285,2.807,1.818,2.971,3.021,2.879,2.829,3.059,3.696,2.958,1.866,3.001,2.398,1.894,2.746,2.525,2.925,2.307,2.317,2.9,2.471,2.618,2.318,2.521,2.973,3.447,3.092,2.787,2.886,2.214,2.875,2.822,1.797,3.112,1.769,1.906,2.225,3.481,2.803,2.65,2.656,2.096,2.288,2.419,2.595,2.592,2.217,2.562,2.485,2.099,1.941,2.337,2.729,2.515,2.292,2.463,2.109,2.343,2.77,2.706,2.333,2.909,2.62,2.674,2.538,0.887,0.612,0.512,0.551,0.554,0.499,0.542,0.532,0.554,0.622,0.697,0.551,0.515,0.382,0.57,0.58,0.557,0.872,0.539,0.568,0.699,0.386,0.441,0.602,0.442,0.49,0.458,0.475,0.499,0.526,0.801,0.807,0.387,0.666,0.582,0.649,0.631,0.718,0.32,0.425,0.583,0.458,0.556,0.716,0.534,0.541,0.63,0.656,0.72,0.55,0.511,0.613,0.679,0.516,0.62,0.414,0.527,0.585,0.325,0.404,0.549,0.643,0.681,0.979,0.531,0.643,0.457,0.46,0.372,0.64,0.647,0.53,0.599,0.502 -404,Epileptic,M,32.0,1.1,3.0,1.0,0.9,1.2,2.0,1.8,2.8,1.0,1.1,0.5,3.3,2.1,0.5,0.9,7.0,10.8,1.0,2.4,5.5,1.2,3.8,1.8,4.0,3.0,4.3,3.0,2.4,3.7,4.4,2.6,1.4,0.6,2.4,0.8,0.6,3.9,3.8,0.2,0.2,1.2,3.4,3.1,3.6,3.0,0.9,0.7,1.0,1.4,1.0,0.8,2.1,1.5,3.3,0.2,3.2,0.9,1.7,1.2,1.2,0.5,1.6,0.4,1.1,2.5,1.7,3.7,1.7,1.6,0.4,1.1,1.3,5.4,0.4,7,30,7,6,15,19,16,19,13,14,7.0,37,22,6,10,77,95,7,26,51,13,46,19,43,38,42,39,23,26,47,28,13,6,31,6,2,46,46,1,1,8,33,31,29,19,6,4,7,9,6,5,13,11,21,1,26,6,15,9,9,4,16,4,10,21,16,28,11,8,5,8,10,43,3,0.039,0.024,0.012,0.018,0.03,0.026,0.026,0.03,0.036,0.033,0.027,0.038,0.028,0.027,0.029,0.037,0.027,0.029,0.032,0.041,0.021,0.034,0.028,0.035,0.031,0.032,0.028,0.029,0.034,0.035,0.052,0.038,0.026,0.035,0.021,0.012,0.033,0.034,0.01,0.022,0.021,0.035,0.037,0.028,0.023,0.02,0.018,0.012,0.014,0.014,0.029,0.02,0.029,0.021,0.016,0.019,0.017,0.019,0.021,0.021,0.016,0.023,0.026,0.026,0.02,0.03,0.025,0.021,0.024,0.012,0.019,0.016,0.019,0.012,1863,7047,2300,2332,1818,3854,3236,4586,2230,2249,1126.0,3705,5189,1422,2333,13271,24932,2902,4848,6822,4966,5920,2829,7853,6348,7968,5844,3956,6547,7149,2079,2049,1498,5971,2849,1830,9343,8551,443,376,1988,3161,7680,4049,3518,1453,1330,2858,3481,2434,810,3739,2275,5715,360,4879,1653,3991,1558,1909,786,2879,658,1177,3834,1720,5080,2578,2171,982,1816,2595,11068,848,0.119,0.115,0.095,0.093,0.12,0.125,0.115,0.127,0.14,0.151,0.126,0.159,0.125,0.13,0.131,0.148,0.121,0.112,0.131,0.155,0.104,0.152,0.139,0.138,0.143,0.139,0.13,0.116,0.121,0.147,0.149,0.118,0.11,0.145,0.098,0.077,0.129,0.144,0.088,0.108,0.11,0.152,0.149,0.125,0.107,0.108,0.099,0.081,0.084,0.091,0.126,0.097,0.126,0.103,0.093,0.106,0.1,0.108,0.115,0.106,0.109,0.117,0.124,0.124,0.114,0.122,0.117,0.111,0.11,0.098,0.11,0.101,0.104,0.093,502,2157,1005,860,783,1254,1088,1436,567,594,357.0,1583,1426,373,592,3488,6865,570,1362,2413,1131,1956,1079,2038,1865,2199,2032,1461,1801,2239,779,692,456,1391,656,646,2265,2083,200,170,839,1539,1586,2123,1991,696,534,1132,1450,987,458,1780,931,2482,149,2476,768,1520,904,972,427,1104,294,645,1850,850,2368,1093,994,545,875,1253,4434,467,3.54,2.913,2.454,2.525,2.252,2.591,2.462,2.818,2.823,3.099,2.841,2.052,2.985,2.883,2.962,2.885,2.989,3.949,2.899,2.337,3.499,2.398,2.258,2.814,2.606,2.964,2.347,2.167,2.88,2.58,2.092,2.891,2.518,3.064,3.74,2.648,3.16,3.045,2.436,2.486,2.974,1.845,3.452,2.116,2.037,2.412,3.022,3.12,2.712,2.823,2.231,2.391,2.542,2.503,2.355,2.094,2.576,2.799,2.004,2.147,2.243,2.575,2.38,2.302,2.204,2.085,2.153,2.482,2.594,2.193,2.402,2.53,2.553,2.309,0.642,0.68,0.633,0.586,0.495,0.483,0.631,0.531,0.67,0.483,0.803,0.506,0.541,0.442,0.49,0.566,0.529,0.765,0.553,0.673,0.758,0.486,0.477,0.871,0.517,0.499,0.433,0.459,0.505,0.53,0.719,0.925,0.393,0.763,0.704,0.443,0.642,0.695,0.253,0.354,0.588,0.501,0.738,0.6,0.564,0.487,0.516,0.718,0.517,0.628,0.317,0.47,0.62,0.478,0.379,0.364,0.451,0.554,0.366,0.345,0.276,0.676,0.536,0.811,0.49,0.714,0.502,0.442,0.445,0.353,0.422,0.543,0.495,0.385 -405,Epileptic,M,22.0,0.8,2.1,0.6,1.1,1.8,2.0,1.6,1.8,1.2,1.0,0.3,2.4,2.1,0.6,1.2,6.8,8.6,1.1,3.0,5.8,0.8,3.9,1.9,2.9,3.0,3.4,3.8,2.7,2.7,3.5,1.2,0.7,0.6,3.8,0.6,0.7,6.0,6.6,0.2,0.2,1.0,3.4,2.8,4.6,2.2,0.6,0.8,0.8,1.2,1.0,0.6,1.5,1.4,3.3,0.1,2.5,1.0,1.9,0.8,1.8,0.7,0.9,0.3,0.9,1.9,1.1,2.3,3.0,0.9,0.5,1.0,2.4,5.1,0.3,5,17,6,9,30,16,11,13,15,10,3.0,17,23,9,12,61,80,8,28,37,6,40,17,30,31,30,38,24,25,43,17,7,5,31,3,5,59,59,2,1,6,28,23,27,13,5,3,14,5,6,4,12,12,44,1,18,6,14,7,15,6,6,2,5,18,9,18,19,5,5,7,11,34,4,0.032,0.024,0.011,0.025,0.038,0.034,0.025,0.033,0.043,0.047,0.038,0.029,0.042,0.039,0.033,0.035,0.03,0.036,0.038,0.043,0.02,0.036,0.032,0.032,0.028,0.029,0.027,0.031,0.026,0.035,0.042,0.029,0.024,0.037,0.02,0.013,0.043,0.043,0.015,0.017,0.02,0.039,0.052,0.05,0.017,0.015,0.025,0.011,0.016,0.025,0.027,0.018,0.022,0.028,0.026,0.017,0.028,0.02,0.017,0.027,0.02,0.021,0.019,0.028,0.026,0.026,0.022,0.036,0.017,0.019,0.022,0.028,0.017,0.016,1707,5549,1869,2344,2184,2928,2758,3625,2296,1555,501.0,2266,4085,1450,3002,12746,20572,2697,4889,4202,2590,6400,2187,6302,6134,6917,6502,3116,6307,5700,2262,1205,1143,7721,1937,2221,9113,10299,366,405,2005,2853,4849,2434,3327,1636,1165,2770,2762,1569,644,3059,3098,5263,213,4524,1628,3150,1138,2284,1547,1912,427,827,2856,1296,3689,2860,1917,1131,1491,3066,13142,431,0.116,0.105,0.088,0.109,0.129,0.13,0.103,0.117,0.142,0.159,0.132,0.122,0.134,0.145,0.127,0.127,0.127,0.125,0.128,0.144,0.087,0.139,0.126,0.128,0.113,0.113,0.121,0.109,0.101,0.134,0.122,0.092,0.115,0.125,0.092,0.069,0.134,0.13,0.09,0.099,0.098,0.136,0.131,0.157,0.095,0.098,0.115,0.08,0.084,0.114,0.126,0.101,0.108,0.101,0.135,0.101,0.111,0.104,0.117,0.12,0.106,0.105,0.115,0.125,0.117,0.117,0.103,0.132,0.099,0.116,0.118,0.126,0.089,0.123,462,1557,770,807,820,1046,916,932,558,397,163.0,1108,997,332,710,3330,4917,495,1343,2139,668,1782,983,1560,1721,1824,2148,1216,1577,1791,533,492,415,1562,473,820,2354,2481,210,169,793,1302,1023,1624,1978,678,439,1127,1141,627,391,1430,1130,2067,72,2223,603,1566,668,1182,618,727,236,428,1320,633,1806,1263,834,463,713,1369,4794,271,3.628,2.984,2.34,2.767,2.153,2.511,2.457,3.071,2.785,3.152,2.75,1.846,2.994,2.928,2.934,2.801,3.063,3.837,2.824,1.813,2.881,2.739,1.98,2.815,2.726,2.955,2.339,2.02,2.888,2.474,2.84,2.391,2.172,3.142,3.649,2.401,2.91,3.055,2.056,2.638,2.964,1.977,3.272,1.851,1.941,2.55,3.181,2.975,2.695,2.765,2.051,2.202,2.408,2.584,2.971,2.291,3.052,2.398,1.928,2.103,2.759,2.462,2.118,2.275,2.216,2.342,2.104,2.566,2.552,2.752,2.421,2.845,2.877,1.967,0.876,0.896,0.561,0.582,0.652,0.521,0.668,0.742,0.864,0.446,0.648,0.463,0.637,0.546,0.714,0.7,0.756,0.82,0.848,0.635,0.838,0.705,0.527,0.757,0.629,0.594,0.617,0.538,0.585,0.647,0.781,1.171,0.512,0.808,0.735,0.65,0.799,0.802,0.517,0.644,0.836,0.581,0.837,0.757,0.668,0.72,0.636,0.794,0.745,0.517,0.508,0.574,0.688,0.671,0.616,0.523,0.629,0.56,0.348,0.467,0.594,0.591,0.348,0.926,0.628,0.674,0.512,0.598,0.548,0.972,0.527,0.568,0.634,0.475 -406,Epileptic,F,32.0,0.6,3.6,1.7,1.3,2.3,1.8,1.6,1.6,1.0,0.7,0.4,3.2,1.5,0.5,1.3,6.3,9.3,1.2,1.8,4.4,1.5,3.1,1.5,3.9,3.8,2.5,5.1,2.9,2.9,3.8,2.5,0.8,0.7,1.8,0.5,0.4,3.1,2.5,0.2,0.2,0.9,3.9,2.4,2.9,3.0,0.7,0.4,1.1,1.8,0.9,0.6,2.1,1.6,2.1,0.2,2.6,1.0,1.7,1.0,1.1,0.6,2.4,0.5,0.5,1.8,1.4,2.8,1.7,1.0,0.7,1.0,1.4,4.0,0.3,7,31,14,12,17,18,13,17,12,12,5.0,30,17,5,17,82,90,10,26,43,17,34,16,44,42,30,51,31,24,42,36,6,6,21,3,3,46,37,1,1,6,29,28,25,18,5,2,6,11,11,4,19,11,14,1,22,9,15,7,11,4,16,4,5,14,22,24,13,8,6,8,12,32,3,0.033,0.034,0.03,0.021,0.043,0.026,0.027,0.024,0.041,0.034,0.039,0.035,0.034,0.031,0.03,0.036,0.033,0.046,0.024,0.037,0.025,0.032,0.03,0.044,0.033,0.022,0.033,0.029,0.027,0.032,0.049,0.055,0.032,0.027,0.019,0.013,0.033,0.028,0.011,0.017,0.019,0.039,0.037,0.027,0.025,0.013,0.027,0.017,0.022,0.015,0.022,0.021,0.028,0.019,0.016,0.018,0.02,0.02,0.027,0.021,0.021,0.031,0.029,0.017,0.021,0.021,0.02,0.019,0.021,0.022,0.019,0.015,0.017,0.019,1440,5079,2864,2642,2104,3775,3059,3828,1798,1627,571.0,3186,3573,1141,3062,11970,18784,2298,4708,4658,4625,5410,2398,6202,7466,6362,7749,4843,6355,7555,2625,737,1058,5752,2124,1385,7245,7186,430,452,1337,2446,5930,2287,3110,1513,657,2195,2465,2009,619,3245,1656,4069,336,4853,1745,3181,1130,1658,1107,2763,663,921,3036,1547,4607,3322,2024,1228,1580,2131,8825,478,0.116,0.14,0.123,0.106,0.138,0.12,0.109,0.118,0.153,0.154,0.146,0.136,0.135,0.153,0.145,0.15,0.136,0.143,0.121,0.146,0.111,0.125,0.118,0.149,0.12,0.119,0.13,0.116,0.113,0.142,0.157,0.13,0.11,0.127,0.085,0.083,0.134,0.136,0.082,0.09,0.108,0.132,0.15,0.13,0.113,0.094,0.113,0.09,0.105,0.103,0.126,0.109,0.133,0.097,0.109,0.105,0.115,0.105,0.13,0.115,0.105,0.136,0.149,0.113,0.113,0.116,0.111,0.1,0.104,0.122,0.116,0.109,0.099,0.118,414,1687,986,1006,858,1224,1024,1168,507,443,190.0,1636,939,267,825,3289,5237,466,1359,2155,1077,1564,932,1816,2111,1903,2657,1647,1783,2197,765,311,342,1211,461,493,1941,1640,228,240,694,1435,1314,1614,1909,768,257,985,1191,887,371,1657,865,1830,156,2213,797,1407,608,879,473,1143,290,475,1425,1045,2243,1427,837,513,739,1175,3679,226,3.254,2.728,2.806,2.609,2.033,2.445,2.381,2.784,2.474,2.907,2.492,1.749,2.833,3.004,2.756,2.65,2.828,3.438,2.885,1.907,3.341,2.687,2.095,2.591,2.755,2.664,2.379,2.347,2.763,2.679,2.527,2.401,2.449,3.194,3.599,2.666,2.768,3.045,2.325,2.189,2.432,1.676,3.123,1.651,1.88,2.178,2.934,2.695,2.574,2.531,2.057,2.114,2.017,2.365,2.343,2.313,2.424,2.389,2.139,2.072,2.493,2.423,2.001,2.176,2.466,1.664,2.249,2.476,2.482,2.514,2.566,2.16,2.57,2.491,0.713,0.647,0.676,0.415,0.714,0.73,0.626,0.413,0.628,0.68,0.965,0.521,0.424,0.489,0.516,0.639,0.628,1.018,0.523,0.626,0.901,0.542,0.619,0.707,0.614,0.517,0.63,0.562,0.631,0.573,0.734,1.024,0.477,0.655,0.75,0.471,0.749,0.625,0.39,0.299,0.404,0.493,0.783,0.565,0.577,0.401,0.654,0.807,0.527,0.406,0.597,0.451,0.44,0.418,0.23,0.428,0.373,0.456,0.497,0.327,0.388,0.704,0.567,0.558,0.475,0.677,0.36,0.348,0.45,0.757,0.449,0.442,0.448,0.531 -407,Epileptic,F,17.5,0.8,2.4,0.8,1.0,1.1,2.3,1.1,1.8,0.7,0.9,0.3,2.8,1.7,0.7,1.5,4.9,8.0,0.6,3.8,4.4,1.6,2.3,1.6,3.2,3.2,3.8,3.3,2.3,2.3,3.5,0.9,0.9,0.5,2.7,0.4,0.6,3.2,3.5,0.1,0.1,1.0,2.9,2.4,3.4,3.0,1.1,0.5,1.0,0.8,1.1,1.7,2.3,1.1,2.2,0.2,2.3,1.0,2.3,0.8,0.9,0.4,1.0,0.2,0.2,1.8,0.4,2.4,1.6,1.1,0.4,0.8,2.0,6.3,0.5,7,20,9,8,8,15,8,14,8,8,2.0,21,12,7,14,49,65,3,33,28,11,28,15,32,34,29,34,19,17,32,12,6,5,24,2,4,35,35,1,1,5,20,21,25,18,7,3,6,4,8,13,16,13,14,1,19,8,13,5,6,2,7,2,2,13,7,18,10,7,4,6,12,40,4,0.032,0.029,0.016,0.018,0.028,0.041,0.021,0.031,0.04,0.036,0.021,0.038,0.031,0.048,0.036,0.03,0.029,0.023,0.035,0.044,0.03,0.034,0.035,0.035,0.036,0.035,0.03,0.027,0.022,0.032,0.035,0.041,0.021,0.031,0.015,0.018,0.03,0.032,0.021,0.017,0.021,0.032,0.039,0.037,0.026,0.024,0.024,0.016,0.01,0.018,0.087,0.024,0.028,0.019,0.025,0.019,0.028,0.024,0.023,0.021,0.017,0.021,0.015,0.019,0.021,0.016,0.024,0.021,0.027,0.019,0.023,0.03,0.028,0.028,1452,5053,2210,2436,1497,2923,2543,3153,1319,1237,483.0,2618,3132,1282,2857,9750,15969,1818,4266,3026,2387,3790,1973,5294,4984,6698,5429,3204,4802,5153,1370,794,1357,5735,1593,1759,6733,6754,304,364,1896,2771,3220,2207,3041,1845,796,2356,2404,1954,475,4406,2041,4567,330,3779,1548,2934,1157,1221,831,2040,321,636,2371,653,3358,2730,1518,1131,1255,2401,9347,592,0.13,0.113,0.104,0.094,0.113,0.13,0.094,0.125,0.118,0.131,0.116,0.142,0.101,0.136,0.13,0.12,0.123,0.085,0.127,0.137,0.099,0.136,0.138,0.126,0.141,0.129,0.122,0.12,0.1,0.129,0.118,0.121,0.098,0.114,0.07,0.077,0.118,0.126,0.102,0.072,0.098,0.125,0.12,0.139,0.115,0.107,0.111,0.086,0.071,0.105,0.241,0.111,0.114,0.096,0.122,0.109,0.103,0.109,0.11,0.112,0.1,0.112,0.121,0.102,0.107,0.104,0.115,0.108,0.116,0.108,0.118,0.129,0.111,0.111,407,1352,863,858,606,962,783,971,347,385,160.0,1130,914,282,661,2699,4351,403,1679,1490,839,1155,830,1540,1505,1773,1885,1257,1503,1724,388,390,424,1226,466,594,1715,1655,156,157,756,1275,991,1485,1891,716,341,1002,1163,900,402,1586,757,1913,107,1932,710,1503,582,646,381,724,161,259,1294,406,1687,1172,721,413,590,1015,3750,306,3.395,3.226,2.334,2.757,2.212,2.706,2.639,2.995,2.619,2.737,2.769,2.062,2.765,2.819,3.043,2.689,3.017,3.45,2.216,1.886,2.463,2.528,2.064,2.617,2.6,2.987,2.234,2.086,2.508,2.551,2.534,2.21,2.544,3.042,3.037,2.657,2.911,3.033,2.004,2.296,3.025,1.961,2.661,1.758,1.878,2.806,2.889,2.873,2.364,2.426,1.595,2.679,2.315,2.529,2.555,2.166,2.451,2.358,2.437,2.081,2.654,2.777,1.981,2.424,2.077,1.989,2.075,2.67,2.394,2.973,2.444,2.778,2.575,2.041,1.088,0.907,0.837,0.745,0.598,0.565,0.528,0.64,0.587,0.471,0.708,0.481,0.581,0.629,0.672,0.625,0.678,0.913,0.639,0.64,0.73,0.533,0.544,0.669,0.534,0.546,0.537,0.448,0.564,0.555,0.658,0.859,0.389,0.679,0.539,0.715,0.798,0.677,0.472,0.523,0.807,0.485,0.524,0.593,0.577,0.847,0.652,0.819,0.754,0.511,0.506,0.594,0.704,0.583,0.652,0.487,0.685,0.613,0.448,0.403,0.398,0.932,0.736,0.769,0.485,0.724,0.43,0.609,0.363,0.892,0.516,0.703,0.678,0.374 -408,Epileptic,F,37.0,0.6,2.0,1.1,0.9,1.8,1.5,1.6,1.2,0.9,0.4,0.2,2.1,1.2,0.5,0.9,4.9,6.4,0.6,1.3,3.7,1.5,2.5,2.6,3.1,2.9,2.0,5.2,1.9,2.1,2.5,2.1,1.6,0.5,2.3,0.3,0.8,2.7,2.5,0.1,0.2,0.8,3.4,1.8,1.7,1.9,0.5,0.3,0.7,0.9,0.6,0.5,1.4,1.1,1.7,0.0,2.2,0.9,1.3,0.8,1.4,0.5,1.6,0.3,0.4,1.1,1.4,1.9,0.9,1.0,1.3,0.8,1.7,3.0,0.1,8,21,10,6,18,15,16,14,12,5,3.0,19,12,6,11,57,68,5,18,36,13,31,22,31,33,26,47,20,22,34,21,12,5,27,2,8,34,29,1,1,6,27,18,14,11,4,1,4,5,5,3,10,10,11,0,20,8,10,6,10,5,11,2,5,9,21,16,6,8,13,6,15,27,0,0.033,0.022,0.02,0.018,0.031,0.028,0.025,0.028,0.03,0.025,0.023,0.035,0.024,0.029,0.024,0.03,0.027,0.027,0.023,0.036,0.025,0.029,0.042,0.037,0.032,0.028,0.034,0.024,0.025,0.028,0.049,0.055,0.029,0.029,0.014,0.02,0.033,0.032,0.012,0.016,0.019,0.039,0.033,0.022,0.014,0.011,0.015,0.011,0.015,0.012,0.022,0.017,0.022,0.016,0.018,0.015,0.024,0.017,0.024,0.023,0.02,0.023,0.023,0.017,0.015,0.039,0.017,0.014,0.018,0.035,0.019,0.018,0.012,0.007,1291,4352,2683,2151,2317,2626,3362,2901,2020,1387,517.0,2643,3393,1137,2328,9723,17663,2067,4068,4647,4165,5193,2347,5846,5611,5577,6868,3983,6597,6058,2210,1206,777,6138,1570,1783,7109,5810,348,349,1280,3080,4233,2126,3529,1248,691,1925,1944,1807,528,2731,1702,3561,162,4109,1337,2939,1029,1821,894,2707,418,780,2112,1080,3387,2356,1792,1406,1215,2854,8531,345,0.126,0.115,0.106,0.096,0.148,0.129,0.099,0.122,0.146,0.119,0.115,0.148,0.122,0.143,0.127,0.139,0.125,0.11,0.113,0.154,0.107,0.12,0.135,0.125,0.13,0.133,0.115,0.113,0.102,0.129,0.149,0.138,0.141,0.137,0.081,0.107,0.133,0.128,0.087,0.089,0.109,0.147,0.135,0.112,0.089,0.085,0.092,0.079,0.087,0.095,0.117,0.096,0.113,0.091,0.083,0.096,0.129,0.098,0.116,0.115,0.098,0.111,0.117,0.116,0.1,0.143,0.101,0.084,0.105,0.153,0.11,0.118,0.082,0.059,431,1518,857,783,923,966,1047,892,578,326,164.0,1111,857,257,641,2848,4288,406,1036,1919,1031,1371,954,1592,1578,1446,2314,1232,1414,1626,685,514,261,1340,383,664,1588,1431,194,183,631,1250,1000,1293,1940,677,306,879,907,766,333,1356,816,1624,38,2229,628,1344,569,953,442,1061,216,468,1040,537,1661,986,786,555,632,1257,3782,154,3.118,2.674,2.933,2.729,2.199,2.348,2.668,2.684,2.575,3.142,2.645,2.076,3.064,2.923,2.662,2.583,3.077,3.631,2.872,2.082,3.029,2.742,2.204,2.725,2.65,2.909,2.37,2.41,3.231,2.787,2.449,2.652,2.578,3.205,3.371,2.425,3.031,2.831,2.188,2.291,2.449,2.111,3.143,1.918,2.016,2.142,2.733,2.572,2.666,2.555,1.87,2.2,2.202,2.343,3.624,2.057,2.293,2.385,2.015,2.06,2.157,2.577,2.037,2.045,2.281,2.421,2.157,2.641,2.489,2.542,2.236,2.365,2.308,2.204,0.615,0.62,0.56,0.46,0.642,0.472,0.67,0.483,0.586,0.418,0.848,0.678,0.415,0.499,0.486,0.676,0.648,0.603,0.604,0.584,0.834,0.574,0.731,0.895,0.682,0.581,0.635,0.723,0.61,0.564,0.854,0.867,0.408,0.66,0.575,0.492,0.852,0.782,0.344,0.35,0.447,0.798,0.78,0.566,0.643,0.385,0.478,0.596,0.419,0.452,0.431,0.421,0.408,0.392,0.333,0.408,0.462,0.519,0.428,0.39,0.366,0.524,0.542,0.537,0.415,0.591,0.458,0.456,0.523,0.58,0.419,0.635,0.465,0.392 -409,Epileptic,M,17.5,1.4,2.1,0.8,1.2,2.4,1.8,1.5,1.7,1.0,1.1,0.5,3.1,1.1,0.5,1.2,6.2,8.2,1.0,1.4,5.4,1.1,2.5,2.1,3.7,4.8,5.1,7.1,2.1,3.6,4.4,1.4,1.3,0.4,2.8,0.4,1.1,5.8,4.2,0.2,0.2,1.2,4.2,2.5,2.3,1.9,0.7,0.4,0.8,1.3,0.7,0.7,2.0,2.2,3.1,0.5,2.3,1.0,1.3,1.0,1.0,0.5,1.8,0.2,0.7,2.1,0.9,2.4,1.4,1.0,0.9,0.8,1.3,5.4,0.3,9,23,7,11,16,20,14,18,12,11,5.0,32,17,8,12,77,90,8,20,50,21,29,21,46,54,68,63,24,32,59,65,8,7,34,3,11,62,51,2,1,10,30,29,19,13,4,3,5,6,5,6,18,16,28,3,17,7,12,9,7,3,14,1,6,19,17,17,12,7,6,7,9,50,3,0.05,0.026,0.018,0.024,0.038,0.034,0.03,0.025,0.037,0.057,0.034,0.036,0.027,0.031,0.029,0.033,0.029,0.036,0.027,0.043,0.038,0.037,0.039,0.035,0.044,0.03,0.042,0.027,0.033,0.04,0.049,0.068,0.022,0.034,0.014,0.02,0.058,0.033,0.014,0.013,0.022,0.041,0.036,0.022,0.015,0.014,0.021,0.014,0.018,0.013,0.032,0.021,0.034,0.02,0.041,0.012,0.022,0.019,0.022,0.02,0.02,0.027,0.015,0.02,0.023,0.017,0.02,0.016,0.014,0.023,0.024,0.017,0.021,0.013,1894,4185,2204,2363,2560,2800,2972,3524,1876,1773,784.0,3153,3454,1411,2590,13566,19609,2510,3862,5127,3678,3906,1892,6937,6721,9835,7054,3453,6754,6329,1973,873,1060,6664,2058,2560,7505,9807,426,441,1869,3062,5746,3519,3138,1358,776,2088,2387,1633,709,3567,2657,6249,470,4436,1300,2429,1185,1532,876,2921,385,917,3046,1354,3475,3038,2022,1504,1152,2476,10133,566,0.155,0.125,0.104,0.119,0.142,0.143,0.118,0.124,0.145,0.186,0.139,0.146,0.125,0.148,0.132,0.151,0.129,0.126,0.125,0.165,0.125,0.14,0.138,0.142,0.151,0.142,0.146,0.11,0.124,0.163,0.143,0.13,0.109,0.148,0.07,0.115,0.17,0.143,0.101,0.1,0.115,0.139,0.139,0.111,0.09,0.094,0.107,0.085,0.094,0.093,0.144,0.111,0.128,0.109,0.169,0.091,0.117,0.111,0.117,0.109,0.111,0.125,0.107,0.116,0.118,0.103,0.103,0.099,0.093,0.116,0.122,0.102,0.111,0.113,471,1382,737,852,982,999,950,1123,520,409,216.0,1542,873,347,688,3470,5320,511,989,2295,787,1314,912,1947,2018,2902,2800,1368,1700,2122,656,358,334,1532,509,897,2137,2250,211,198,905,1572,1312,1831,1847,700,323,861,1078,717,384,1564,1171,2553,185,2428,645,1204,712,784,355,1107,204,503,1482,884,1822,1331,983,549,557,1127,4222,307,3.755,2.775,2.838,2.594,2.232,2.277,2.448,2.799,2.5,3.096,2.675,1.801,2.931,2.913,2.643,2.806,2.782,3.63,2.879,1.942,3.296,2.388,1.995,2.616,2.641,2.658,2.078,1.992,2.874,2.309,2.255,2.591,2.465,2.927,3.46,2.739,2.596,3.01,2.2,2.204,2.597,1.775,3.046,2.068,1.948,2.119,2.83,2.932,2.687,2.768,2.195,2.402,2.206,2.445,3.154,2.071,2.551,2.32,1.943,2.219,2.444,2.509,2.029,2.274,2.235,1.833,2.135,2.624,2.422,2.566,2.434,2.472,2.515,2.422,0.786,0.656,0.613,0.552,0.748,0.741,0.686,0.529,0.785,0.787,0.66,0.531,0.494,0.431,0.603,0.697,0.667,0.712,0.512,0.56,0.83,0.727,0.535,0.827,0.695,0.691,0.642,0.664,0.619,0.69,0.785,0.936,0.233,0.732,0.667,0.585,0.808,0.773,0.53,0.483,0.55,0.499,0.796,0.552,0.628,0.524,0.466,0.753,0.471,0.383,0.302,0.521,0.575,0.532,0.975,0.492,0.583,0.482,0.389,0.513,0.549,0.726,0.336,0.554,0.506,0.522,0.5,0.463,0.419,0.922,0.463,0.513,0.463,0.239 -410,Epileptic,M,52.0,0.8,2.2,0.8,1.1,1.3,2.1,1.5,2.1,1.4,0.8,0.2,2.8,1.5,0.5,1.3,5.7,8.6,0.9,2.9,3.8,0.7,2.8,1.7,3.5,3.3,3.8,3.3,2.7,2.4,3.5,1.4,1.6,0.7,3.1,0.3,0.9,5.0,4.3,0.1,0.1,1.3,2.7,2.1,2.6,2.4,0.7,0.3,1.4,1.2,0.6,0.6,1.5,1.7,2.8,0.3,2.1,1.1,1.8,1.0,1.0,0.5,1.3,0.4,0.4,2.0,1.4,3.5,0.9,1.0,0.7,1.0,1.3,5.6,0.4,6,24,11,10,13,16,13,18,12,8,2.0,26,13,6,14,63,78,8,30,31,6,31,15,37,37,41,40,27,22,35,19,12,8,34,2,6,52,46,2,1,7,23,24,21,13,5,2,8,7,6,4,13,13,17,2,17,8,14,8,9,5,12,2,5,19,13,29,6,5,7,8,11,40,3,0.031,0.023,0.015,0.019,0.027,0.042,0.024,0.032,0.037,0.034,0.033,0.033,0.027,0.023,0.035,0.035,0.029,0.034,0.03,0.035,0.016,0.028,0.027,0.036,0.029,0.031,0.027,0.026,0.026,0.03,0.03,0.049,0.027,0.034,0.013,0.017,0.038,0.033,0.014,0.013,0.026,0.03,0.031,0.027,0.02,0.015,0.013,0.02,0.014,0.013,0.038,0.019,0.027,0.022,0.02,0.016,0.021,0.02,0.024,0.017,0.027,0.021,0.024,0.014,0.021,0.025,0.023,0.014,0.019,0.021,0.022,0.016,0.02,0.015,1867,4822,2230,2374,2521,2634,2580,3026,2359,1287,599.0,2952,3544,1066,2149,10589,17185,2499,5312,4148,3087,4933,2517,6679,6375,7278,5749,4132,4953,5606,2820,1153,1384,7302,1634,2112,9889,8793,280,377,1532,3332,5865,2322,3196,1530,893,2318,2534,2070,344,2634,2509,4657,424,3720,2108,3162,1144,1504,813,2387,371,1081,3199,1558,4436,1818,1467,1628,1486,2524,10500,615,0.113,0.107,0.099,0.101,0.123,0.143,0.102,0.132,0.137,0.143,0.108,0.135,0.12,0.121,0.143,0.139,0.127,0.121,0.135,0.137,0.083,0.131,0.13,0.134,0.129,0.136,0.123,0.108,0.102,0.133,0.133,0.126,0.119,0.135,0.075,0.087,0.138,0.131,0.1,0.096,0.114,0.126,0.125,0.119,0.099,0.094,0.088,0.088,0.087,0.093,0.156,0.102,0.12,0.105,0.124,0.094,0.105,0.108,0.122,0.105,0.126,0.11,0.115,0.106,0.116,0.12,0.117,0.094,0.1,0.131,0.118,0.104,0.103,0.101,452,1631,860,929,924,932,973,1136,634,368,168.0,1327,944,316,664,2930,4936,518,1515,1765,674,1554,925,1755,1921,2195,2096,1524,1435,1878,774,530,429,1661,394,778,2461,2226,189,183,796,1366,1348,1494,1924,748,373,1009,1212,779,265,1300,1070,2066,199,2108,834,1496,695,862,381,973,221,495,1560,854,2318,923,733,535,750,1238,4417,363,3.859,2.772,2.474,2.477,2.42,2.538,2.236,2.451,2.763,2.941,2.902,1.96,2.884,2.421,2.482,2.729,2.785,3.684,2.829,2.008,3.287,2.449,2.204,2.844,2.559,2.68,2.194,2.178,2.665,2.465,2.833,2.286,2.494,3.134,3.539,2.507,3.018,2.978,1.847,2.384,2.438,2.019,3.196,1.793,1.913,2.255,2.943,2.673,2.659,2.698,1.756,2.129,2.315,2.439,2.396,1.951,2.814,2.511,1.901,1.973,2.461,2.418,2.057,2.486,2.338,2.331,2.137,2.325,2.352,3.29,2.292,2.452,2.563,2.129,0.753,0.591,0.536,0.487,0.579,0.576,0.532,0.583,0.695,0.462,0.521,0.514,0.435,0.526,0.539,0.598,0.549,0.705,0.688,0.604,0.674,0.496,0.51,0.629,0.51,0.484,0.447,0.568,0.591,0.441,0.714,0.758,0.423,0.694,0.691,0.536,0.635,0.62,0.569,0.383,0.43,0.767,0.732,0.516,0.549,0.524,0.374,0.669,0.447,0.45,0.362,0.446,0.619,0.5,0.455,0.381,0.711,0.493,0.382,0.372,0.46,0.562,0.482,0.797,0.597,0.53,0.49,0.408,0.355,0.94,0.436,0.448,0.54,0.321 -411,Epileptic,F,47.0,1.0,2.4,1.5,0.9,1.7,1.5,1.3,1.3,1.2,0.9,0.2,3.6,1.5,0.6,0.9,6.0,8.3,1.1,1.9,4.8,1.4,3.5,1.8,3.4,3.1,2.4,2.1,2.1,2.4,2.5,1.2,0.7,0.4,1.8,0.5,1.2,3.4,4.0,0.2,0.2,1.1,3.6,2.6,3.3,2.2,0.5,0.4,0.8,1.3,1.0,0.4,1.8,1.8,2.5,0.4,2.4,0.6,1.5,1.0,1.1,0.7,1.6,0.4,0.5,1.7,1.1,2.1,1.3,1.1,0.8,1.1,1.9,5.3,0.3,9,22,12,7,19,15,13,13,11,8,3.0,34,16,7,11,62,84,9,18,46,16,35,22,40,46,25,27,21,22,36,16,16,5,21,3,19,38,44,2,2,6,32,21,24,13,4,3,5,7,8,4,12,12,18,2,17,5,12,6,10,5,11,4,4,14,15,21,10,8,10,9,13,46,3,0.038,0.028,0.028,0.017,0.035,0.026,0.024,0.024,0.04,0.039,0.021,0.036,0.03,0.026,0.029,0.036,0.028,0.04,0.027,0.038,0.029,0.038,0.031,0.037,0.03,0.023,0.026,0.029,0.024,0.03,0.037,0.041,0.022,0.024,0.013,0.024,0.03,0.03,0.015,0.02,0.024,0.039,0.041,0.026,0.018,0.011,0.018,0.015,0.02,0.02,0.02,0.022,0.036,0.021,0.018,0.016,0.017,0.02,0.019,0.022,0.022,0.027,0.033,0.021,0.019,0.022,0.018,0.019,0.019,0.027,0.024,0.021,0.016,0.017,1489,3433,2251,2160,2074,2877,2658,2726,1491,1575,899.0,3330,3060,1408,1897,9238,15528,2158,4023,5580,3567,4077,2138,6187,5921,5771,4261,3151,5894,5100,2138,1035,794,5712,2187,2327,7927,9756,389,525,1395,2117,5754,3264,3238,1229,705,1608,2034,1819,541,2819,1942,4942,562,3768,1219,2747,1206,1305,895,2351,569,805,2604,1152,3740,2200,1532,1015,1616,2847,11216,396,0.121,0.138,0.124,0.092,0.15,0.119,0.111,0.116,0.146,0.154,0.111,0.144,0.129,0.126,0.126,0.147,0.124,0.141,0.122,0.146,0.11,0.113,0.124,0.145,0.124,0.112,0.117,0.108,0.106,0.139,0.134,0.123,0.094,0.116,0.072,0.12,0.125,0.129,0.108,0.103,0.107,0.146,0.157,0.116,0.098,0.079,0.108,0.084,0.1,0.109,0.117,0.106,0.136,0.104,0.11,0.097,0.108,0.107,0.106,0.123,0.116,0.122,0.126,0.113,0.103,0.117,0.104,0.107,0.104,0.142,0.119,0.107,0.094,0.124,439,1266,842,790,822,942,896,916,503,386,237.0,1622,895,342,522,2930,4788,455,1112,2165,846,1423,1013,1734,1846,1748,1509,1229,1657,1643,606,429,283,1308,567,794,1914,2228,170,222,718,1403,1112,2043,1867,631,339,754,978,753,315,1369,810,1921,292,2063,519,1224,743,769,472,897,273,423,1375,770,1909,1045,866,475,798,1436,5069,251,3.213,2.705,2.746,2.49,2.257,2.515,2.418,2.63,2.259,3.13,3.075,1.847,2.633,2.899,2.675,2.403,2.625,3.484,2.843,2.102,3.16,2.258,1.867,2.78,2.477,2.624,2.266,2.083,2.672,2.393,2.581,2.518,2.231,3.081,3.427,2.73,2.94,3.148,2.174,2.392,2.317,1.536,3.486,1.772,1.974,2.094,2.616,2.7,2.553,2.574,2.103,2.213,2.493,2.389,2.213,1.97,2.531,2.42,1.825,1.853,2.125,2.725,2.175,2.201,2.025,1.968,2.05,2.3,2.147,2.435,2.177,2.399,2.369,2.043,0.745,0.631,0.483,0.572,0.646,0.667,0.656,0.448,0.692,0.745,0.685,0.453,0.379,0.544,0.485,0.649,0.572,0.822,0.687,0.698,0.872,0.606,0.421,0.688,0.629,0.496,0.511,0.468,0.445,0.626,0.507,0.859,0.311,0.515,0.748,0.406,0.685,0.613,0.475,0.496,0.401,0.403,0.748,0.462,0.609,0.479,0.63,0.576,0.469,0.62,0.406,0.411,0.888,0.623,0.382,0.393,0.406,0.427,0.42,0.369,0.471,0.532,0.419,0.64,0.475,0.745,0.438,0.374,0.371,0.651,0.485,0.465,0.46,0.338 -412,Epileptic,F,52.0,0.7,1.9,0.7,0.8,1.5,1.6,1.0,1.3,1.0,0.4,0.2,2.4,1.4,0.4,1.6,4.6,8.2,0.9,2.8,3.8,0.7,2.5,1.0,2.9,2.4,3.5,2.8,2.6,2.0,3.4,1.1,1.7,0.5,1.9,0.3,0.3,3.1,2.6,0.1,0.2,1.0,2.9,2.0,2.1,2.6,0.5,0.3,0.8,1.1,1.0,0.6,1.4,1.2,2.0,0.1,2.3,0.4,1.3,1.4,1.3,0.4,1.2,0.3,0.3,1.1,1.0,2.4,1.0,0.8,0.7,1.1,1.1,3.6,0.5,9,20,7,9,15,17,9,13,12,5,2.0,17,14,4,15,46,76,6,29,33,5,28,11,32,27,36,38,24,23,39,14,10,5,23,1,2,34,26,1,1,8,25,18,18,16,4,2,6,6,10,5,11,9,14,0,20,4,11,11,13,3,9,2,3,9,11,18,7,4,7,6,8,34,3,0.031,0.021,0.015,0.016,0.036,0.027,0.02,0.026,0.039,0.025,0.02,0.037,0.04,0.029,0.038,0.036,0.029,0.033,0.034,0.035,0.016,0.032,0.029,0.035,0.028,0.029,0.024,0.027,0.024,0.032,0.029,0.049,0.019,0.026,0.011,0.008,0.035,0.032,0.021,0.017,0.021,0.033,0.034,0.028,0.023,0.012,0.015,0.012,0.014,0.02,0.031,0.018,0.023,0.02,0.022,0.018,0.016,0.015,0.029,0.022,0.024,0.023,0.024,0.012,0.023,0.031,0.021,0.015,0.017,0.023,0.027,0.021,0.019,0.021,1427,4478,1760,1811,2017,2888,2515,2397,1643,1004,518.0,1940,2685,866,2919,8642,15737,2235,4131,3497,2042,3919,1527,5469,4638,6669,5533,4190,5117,5505,1843,1138,992,4977,1505,1211,5394,4828,258,425,1476,2747,4220,1764,3240,1018,730,2230,2210,1937,573,2697,1978,4054,152,3320,959,2860,1434,1553,553,2025,470,691,1841,880,3640,2161,1269,1069,1265,1666,7444,649,0.118,0.109,0.098,0.108,0.135,0.132,0.096,0.128,0.149,0.125,0.094,0.141,0.147,0.135,0.148,0.144,0.129,0.116,0.14,0.134,0.073,0.14,0.129,0.132,0.135,0.14,0.125,0.117,0.118,0.142,0.129,0.149,0.099,0.122,0.064,0.061,0.133,0.123,0.101,0.117,0.115,0.137,0.119,0.122,0.104,0.091,0.088,0.072,0.088,0.109,0.128,0.102,0.118,0.101,0.119,0.109,0.098,0.095,0.132,0.122,0.12,0.114,0.122,0.099,0.104,0.128,0.11,0.097,0.098,0.123,0.118,0.119,0.106,0.102,450,1393,673,742,683,1064,824,864,493,309,158.0,954,730,213,744,2365,4593,435,1240,1625,694,1310,657,1445,1505,2025,1939,1378,1443,1814,532,504,400,1124,420,519,1539,1326,131,180,746,1311,1004,1212,1811,580,310,1001,1096,809,341,1237,820,1619,67,1834,399,1357,760,877,307,808,193,383,865,430,1803,1007,636,442,681,790,3053,353,2.788,2.823,2.528,2.327,2.448,2.364,2.49,2.597,2.545,2.715,2.724,1.848,2.886,2.916,2.871,2.728,2.726,3.717,2.785,1.855,2.486,2.411,1.996,2.744,2.447,2.685,2.292,2.354,2.769,2.462,2.661,2.395,2.008,3.094,3.161,2.208,2.698,2.735,2.129,2.702,2.47,1.913,2.998,1.733,2.026,1.902,2.99,2.745,2.396,2.59,1.957,2.227,2.438,2.486,2.179,2.036,2.417,2.317,2.227,1.98,2.137,2.505,2.645,2.086,2.331,2.234,2.217,2.441,2.271,2.598,2.241,2.574,2.528,2.316,0.637,0.683,0.727,0.415,0.659,0.455,0.495,0.55,0.603,0.405,0.638,0.473,0.505,0.509,0.578,0.558,0.655,0.927,0.527,0.608,0.727,0.381,0.42,0.593,0.44,0.487,0.47,0.475,0.464,0.479,0.771,0.947,0.398,0.599,0.702,0.43,0.599,0.594,0.256,0.449,0.498,0.49,0.806,0.776,0.516,0.405,0.427,0.583,0.485,0.493,0.411,0.537,0.629,0.608,0.3,0.414,0.469,0.407,0.35,0.433,0.367,0.594,0.45,0.9,0.587,0.612,0.475,0.466,0.393,0.699,0.382,0.56,0.588,0.533 -413,Epileptic,F,47.0,0.6,2.3,1.0,1.1,1.9,1.5,1.5,2.1,1.4,0.7,0.2,3.5,1.7,0.6,1.6,5.6,9.2,1.0,2.2,4.7,1.4,2.4,2.3,2.7,3.4,3.6,2.8,2.9,3.1,3.1,1.1,0.9,0.6,2.6,0.4,1.1,3.0,3.5,0.2,0.3,1.2,2.7,2.2,2.7,2.9,0.8,0.4,1.0,1.0,0.6,0.8,2.5,1.0,2.6,0.5,2.5,0.8,2.7,1.2,1.0,0.4,1.6,0.6,0.3,2.1,1.4,2.6,2.2,1.7,0.6,0.7,1.8,4.2,0.5,5,18,9,7,17,14,13,17,17,6,2.0,32,16,6,19,56,71,7,22,37,10,27,21,26,40,34,34,26,24,38,16,5,5,25,2,9,31,34,2,2,6,30,22,20,18,4,2,6,6,4,6,20,7,14,3,19,6,20,7,9,2,13,4,3,18,21,20,18,12,4,4,10,34,3,0.033,0.025,0.019,0.025,0.037,0.03,0.028,0.027,0.053,0.032,0.019,0.037,0.028,0.037,0.031,0.036,0.033,0.041,0.033,0.037,0.026,0.04,0.033,0.033,0.033,0.032,0.029,0.032,0.029,0.036,0.039,0.034,0.027,0.034,0.013,0.024,0.031,0.033,0.015,0.018,0.023,0.038,0.039,0.03,0.024,0.018,0.019,0.016,0.016,0.014,0.034,0.022,0.029,0.022,0.027,0.019,0.031,0.028,0.032,0.025,0.026,0.028,0.035,0.017,0.022,0.028,0.022,0.024,0.022,0.019,0.02,0.031,0.02,0.023,1447,4438,2163,2268,2143,3066,2398,3763,1754,1160,505.0,2945,3359,1115,3148,9942,17350,2517,4569,4570,3325,3650,2478,5505,5829,6442,5160,4071,5496,4764,2544,1255,1002,5542,1784,2277,6465,7017,330,507,1532,2889,5248,2463,2858,1412,711,2411,2138,1755,812,3949,1400,4125,568,3650,1306,3832,1110,1401,593,2878,459,894,3011,1228,3342,3135,2410,1042,1130,2026,8434,544,0.112,0.119,0.105,0.1,0.14,0.135,0.115,0.123,0.162,0.129,0.087,0.15,0.123,0.141,0.136,0.143,0.133,0.128,0.137,0.139,0.097,0.16,0.147,0.13,0.155,0.141,0.134,0.131,0.121,0.15,0.126,0.099,0.128,0.123,0.073,0.11,0.121,0.125,0.091,0.113,0.108,0.159,0.142,0.117,0.113,0.095,0.103,0.086,0.091,0.086,0.145,0.11,0.124,0.105,0.118,0.104,0.118,0.121,0.127,0.127,0.125,0.127,0.144,0.095,0.118,0.125,0.119,0.117,0.119,0.113,0.105,0.128,0.101,0.113,319,1467,813,767,792,895,893,1195,524,335,163.0,1560,1095,292,898,2877,4767,421,1157,2059,941,1180,1118,1523,1747,1968,1788,1457,1761,1530,608,451,358,1324,460,745,1693,1766,233,269,759,1296,1098,1512,1881,668,286,918,975,685,356,1818,603,1893,317,2019,526,1639,602,694,241,960,241,386,1431,652,1771,1513,1162,459,566,932,3494,299,3.866,2.799,2.645,2.897,2.303,2.915,2.339,2.856,2.721,3.088,2.78,1.761,2.533,2.636,2.706,2.712,3.001,3.987,3.022,1.916,2.933,2.594,2.018,2.936,2.599,2.802,2.265,2.259,2.533,2.526,2.877,2.65,2.273,2.868,3.475,2.825,2.885,2.872,1.627,2.343,2.528,1.921,3.263,1.839,1.766,2.27,3.133,3.042,2.723,2.828,2.345,2.246,2.402,2.443,2.318,2.08,2.873,2.619,2.268,2.22,2.929,3.309,2.101,2.403,2.271,2.185,2.185,2.366,2.292,2.477,2.235,2.56,2.641,2.268,0.882,0.527,0.601,0.424,0.586,0.691,0.543,0.641,0.551,0.442,0.482,0.475,0.419,0.505,0.642,0.465,0.55,0.808,0.59,0.653,0.925,0.564,0.435,0.554,0.506,0.553,0.459,0.513,0.517,0.486,0.801,1.064,0.405,0.66,0.869,0.437,0.692,0.646,0.341,0.283,0.51,0.534,0.742,0.703,0.461,0.535,0.455,0.927,0.557,0.543,0.571,0.511,0.45,0.423,0.298,0.361,0.545,0.74,0.358,0.41,0.322,0.842,0.404,1.036,0.487,0.879,0.449,0.362,0.396,0.612,0.639,0.543,0.538,0.385 -414,Epileptic,M,22.0,0.7,2.7,0.8,1.5,2.0,1.5,1.6,1.8,1.6,0.7,0.4,3.4,1.3,0.6,1.8,6.8,8.7,1.1,1.8,4.2,2.2,4.6,1.8,3.4,6.2,5.8,3.0,1.9,2.6,2.1,1.1,1.3,0.5,2.0,0.6,1.0,4.3,3.7,0.1,0.3,1.4,4.4,2.0,2.6,2.6,0.9,0.6,1.0,1.3,0.7,0.6,2.0,1.8,3.0,0.6,2.1,1.2,3.4,1.2,0.9,0.6,1.7,0.4,0.5,2.1,1.2,1.8,1.6,1.0,0.5,1.1,1.7,3.9,0.4,7,30,7,15,22,17,15,18,19,9,7.0,28,17,6,21,80,93,10,25,36,13,42,15,50,63,69,42,22,27,29,16,9,6,26,3,13,48,50,2,2,10,31,20,19,17,7,3,7,8,8,6,14,14,25,4,17,9,26,8,8,5,15,2,5,16,20,14,12,7,6,9,13,32,3,0.035,0.022,0.012,0.029,0.032,0.027,0.026,0.025,0.035,0.035,0.039,0.037,0.024,0.035,0.03,0.029,0.027,0.04,0.026,0.036,0.039,0.042,0.033,0.039,0.05,0.03,0.028,0.02,0.022,0.024,0.028,0.05,0.028,0.024,0.02,0.019,0.034,0.031,0.015,0.015,0.027,0.044,0.034,0.023,0.02,0.02,0.022,0.014,0.017,0.025,0.032,0.018,0.021,0.019,0.016,0.015,0.016,0.028,0.02,0.021,0.018,0.027,0.017,0.014,0.018,0.021,0.015,0.014,0.02,0.018,0.026,0.019,0.016,0.024,1417,5218,2634,2461,2656,2463,3143,4052,2203,1768,716.0,3233,3865,900,3670,15724,21926,2286,4816,5278,3916,3958,1623,6024,5259,9871,5824,4452,7485,5243,2582,1384,958,6317,2313,2463,8604,9128,422,500,1635,2243,5534,3100,3289,1481,906,2561,2520,1688,680,3806,2697,6218,1087,4133,2466,4762,1543,1243,1112,2574,534,1207,3459,1265,3930,3738,1717,860,1428,3036,8736,394,0.122,0.115,0.084,0.128,0.14,0.116,0.111,0.126,0.156,0.135,0.15,0.144,0.12,0.141,0.131,0.129,0.124,0.137,0.123,0.142,0.12,0.117,0.118,0.139,0.132,0.124,0.113,0.093,0.104,0.125,0.107,0.122,0.111,0.122,0.077,0.112,0.133,0.138,0.117,0.104,0.128,0.144,0.141,0.114,0.102,0.101,0.112,0.089,0.094,0.102,0.146,0.101,0.116,0.103,0.097,0.097,0.099,0.131,0.103,0.114,0.1,0.129,0.094,0.094,0.102,0.117,0.092,0.09,0.104,0.126,0.13,0.112,0.096,0.145,424,1974,938,957,1076,995,993,1242,721,415,213.0,1470,987,274,1055,4087,5703,494,1283,1901,944,1468,887,1757,1917,3250,1870,1423,1906,1539,754,450,350,1389,559,893,2278,2123,187,260,853,1455,1123,1810,2029,700,378,991,1201,584,353,1699,1276,2646,553,2122,1027,2036,946,681,544,1026,302,587,1729,920,1871,1614,794,447,704,1399,3800,225,3.322,2.54,2.737,2.563,2.133,2.183,2.517,2.776,2.429,3.063,2.415,1.887,2.899,2.515,2.583,2.799,2.895,3.566,2.861,2.155,2.991,2.189,1.65,2.645,2.269,2.549,2.409,2.424,2.938,2.589,2.525,2.829,2.276,3.121,3.609,2.596,2.877,3.074,2.407,2.201,2.449,1.517,3.389,1.958,1.84,2.334,2.815,3.092,2.624,2.787,2.141,2.379,2.245,2.461,2.39,2.104,2.485,2.559,1.856,1.986,2.19,2.594,1.984,2.333,2.167,1.672,2.203,2.617,2.467,2.263,2.377,2.449,2.476,2.068,0.881,0.497,0.407,0.512,0.719,0.518,0.631,0.523,0.673,0.723,0.976,0.564,0.405,0.722,0.631,0.667,0.701,0.796,0.557,0.856,1.0,0.684,0.574,0.788,0.662,0.604,0.634,0.683,0.594,0.591,0.584,1.019,0.519,0.524,0.787,0.571,0.758,0.685,0.543,0.422,0.48,0.484,0.75,0.504,0.552,0.442,0.455,0.759,0.414,0.696,0.52,0.448,0.403,0.431,0.299,0.44,0.525,0.812,0.415,0.41,0.474,0.659,0.418,0.855,0.447,0.437,0.425,0.393,0.434,0.526,0.357,0.522,0.447,0.432 -415,Epileptic,M,32.0,0.9,2.1,0.9,1.5,2.2,1.6,1.8,1.9,1.1,0.7,0.3,2.9,1.2,0.7,1.3,6.2,9.0,0.8,3.0,4.4,1.1,2.3,1.2,3.2,3.3,2.7,3.3,2.5,2.4,3.2,0.9,1.7,1.1,2.6,0.2,1.2,2.3,3.3,0.1,0.2,1.0,3.7,2.4,1.7,2.4,0.8,0.4,0.7,1.0,2.9,0.8,1.8,2.4,4.4,0.3,2.0,0.8,1.0,1.2,1.5,0.5,1.9,0.5,0.4,1.3,0.9,2.4,1.6,0.7,0.6,0.9,0.6,4.6,0.3,6,22,10,15,14,14,16,19,10,8,1.0,28,14,7,14,61,80,6,46,46,7,26,11,37,42,28,37,27,23,33,11,12,11,33,2,14,22,37,1,2,8,29,26,13,16,5,2,5,5,17,6,13,20,35,3,17,7,11,7,11,5,16,4,5,12,15,19,9,5,4,6,4,34,2,0.038,0.027,0.016,0.023,0.037,0.028,0.022,0.03,0.029,0.039,0.032,0.035,0.031,0.035,0.03,0.032,0.027,0.026,0.033,0.039,0.03,0.037,0.026,0.037,0.028,0.025,0.029,0.028,0.022,0.032,0.026,0.046,0.033,0.029,0.009,0.029,0.045,0.035,0.009,0.018,0.022,0.038,0.038,0.024,0.018,0.014,0.024,0.013,0.014,0.064,0.027,0.021,0.025,0.023,0.015,0.016,0.03,0.023,0.029,0.027,0.038,0.025,0.022,0.014,0.018,0.022,0.02,0.022,0.017,0.02,0.024,0.013,0.02,0.019,1598,5404,2625,2865,1719,2850,2895,4068,1470,1515,368.0,2938,3098,1281,3057,11601,21059,2392,5133,5334,2394,3374,1787,5905,6885,6807,5961,4120,6572,5574,1837,1477,1590,7009,1833,2259,3154,6774,407,447,1565,2964,5607,2773,3688,1651,727,2438,2268,1152,825,2867,3816,8630,528,3679,991,1815,1132,1512,531,2993,723,962,2409,1048,3649,2520,1587,1454,1478,1922,8751,483,0.111,0.117,0.103,0.122,0.145,0.122,0.112,0.131,0.116,0.149,0.114,0.149,0.129,0.142,0.131,0.133,0.12,0.102,0.132,0.15,0.116,0.154,0.109,0.136,0.132,0.125,0.128,0.113,0.1,0.138,0.115,0.133,0.148,0.142,0.057,0.12,0.114,0.135,0.082,0.112,0.112,0.148,0.147,0.107,0.099,0.093,0.116,0.081,0.088,0.183,0.133,0.105,0.121,0.109,0.114,0.103,0.116,0.117,0.134,0.129,0.143,0.128,0.116,0.113,0.103,0.132,0.106,0.107,0.099,0.11,0.124,0.092,0.106,0.114,457,1463,847,1010,819,989,1155,1147,462,368,135.0,1274,773,278,768,3247,5351,483,1421,1962,557,1121,732,1713,2145,1869,1967,1446,1672,1748,564,601,516,1501,463,715,1070,1636,214,212,772,1442,1121,1256,2063,819,266,1005,1049,781,475,1347,1571,3243,290,1881,458,791,662,816,283,1119,367,456,1160,687,1911,1117,714,470,616,702,3502,269,3.397,3.185,2.75,2.599,2.176,2.41,2.171,2.968,2.527,3.226,2.366,2.02,2.997,3.022,2.916,2.718,3.067,3.72,2.697,2.239,3.017,2.44,2.064,2.644,2.607,2.913,2.443,2.223,2.914,2.52,2.533,2.572,2.569,3.345,3.459,2.696,2.244,2.853,2.158,2.557,2.615,1.904,3.275,2.236,2.01,2.231,3.407,2.871,2.666,1.8,1.985,2.333,2.351,2.598,2.315,2.167,2.273,2.385,1.976,2.015,2.155,2.673,2.182,2.487,2.296,2.072,2.052,2.713,2.484,3.366,2.606,2.309,2.6,2.232,0.874,0.734,0.739,0.644,0.569,0.525,0.467,0.609,0.645,0.585,1.017,0.486,0.463,0.591,0.461,0.554,0.598,0.839,0.712,0.629,0.892,0.521,0.463,0.677,0.581,0.577,0.524,0.59,0.569,0.582,0.608,0.998,0.338,0.52,0.772,0.521,0.85,0.782,0.32,0.534,0.59,0.502,0.858,0.812,0.593,0.458,0.397,0.699,0.451,0.855,0.4,0.479,0.518,0.513,0.305,0.4,0.687,0.633,0.466,0.4,0.34,0.623,0.513,0.771,0.641,0.605,0.536,0.38,0.396,0.813,0.549,0.708,0.641,0.303 -416,Epileptic,M,47.0,0.6,2.5,0.7,1.0,1.6,1.8,1.7,2.0,1.7,0.4,0.3,3.4,1.8,0.6,1.4,5.9,10.0,0.8,2.1,5.0,1.5,3.2,1.6,4.1,2.6,4.3,3.0,2.3,2.5,3.8,1.9,1.4,0.5,2.3,0.5,0.5,2.8,2.5,0.2,0.3,1.1,3.2,2.7,2.4,4.0,0.7,0.7,1.3,1.7,0.5,0.7,1.5,1.4,2.3,0.3,2.9,1.1,1.6,1.3,0.9,1.1,2.0,0.7,0.7,2.9,1.2,2.4,0.8,1.0,0.4,1.0,1.3,4.6,0.5,8,24,8,7,14,17,12,21,17,5,3.0,30,17,8,16,65,87,7,23,47,18,32,15,39,33,47,32,23,20,45,19,8,5,23,5,4,29,31,2,2,7,27,30,20,23,5,3,7,10,4,4,12,10,16,2,22,6,18,11,9,8,15,6,6,25,12,19,5,7,4,6,10,36,4,0.025,0.022,0.011,0.018,0.032,0.03,0.025,0.031,0.04,0.025,0.025,0.038,0.032,0.028,0.033,0.029,0.028,0.025,0.028,0.039,0.025,0.038,0.029,0.036,0.03,0.028,0.025,0.023,0.026,0.033,0.036,0.049,0.021,0.028,0.02,0.012,0.032,0.031,0.015,0.03,0.018,0.034,0.036,0.027,0.026,0.013,0.019,0.017,0.02,0.011,0.023,0.016,0.022,0.02,0.025,0.019,0.024,0.02,0.033,0.021,0.033,0.027,0.023,0.026,0.027,0.027,0.019,0.014,0.02,0.012,0.023,0.023,0.019,0.024,1481,4747,1965,2124,2195,2296,2762,2835,1768,1330,640.0,2613,3305,1330,2553,10948,18740,2933,4598,4430,4499,4001,2009,6769,4642,7679,5457,3311,4139,6024,2342,1224,1072,5243,2377,1669,6386,5838,341,353,1675,2850,6147,2418,2923,1500,1129,2622,2819,1352,641,2989,1872,4266,329,3957,1621,3219,1124,1163,859,3058,793,820,3146,1165,3702,1655,1559,954,1289,1956,8328,427,0.101,0.116,0.093,0.099,0.139,0.141,0.102,0.131,0.13,0.111,0.123,0.153,0.134,0.124,0.131,0.133,0.124,0.102,0.128,0.156,0.109,0.16,0.135,0.131,0.137,0.127,0.125,0.101,0.1,0.151,0.142,0.116,0.09,0.122,0.082,0.083,0.138,0.137,0.109,0.134,0.105,0.145,0.144,0.117,0.121,0.088,0.098,0.09,0.107,0.091,0.118,0.091,0.113,0.103,0.126,0.109,0.11,0.119,0.152,0.122,0.144,0.123,0.129,0.121,0.131,0.121,0.107,0.09,0.103,0.101,0.12,0.129,0.103,0.116,440,1748,864,848,887,977,953,1105,570,353,211.0,1355,950,390,836,3357,5677,560,1272,2045,1082,1410,929,1986,1578,2606,1941,1299,1284,2000,895,480,385,1319,518,739,1487,1461,180,182,897,1422,1373,1522,2144,752,509,1120,1303,601,409,1556,882,1939,181,2233,685,1337,650,644,525,1173,445,465,1676,665,1990,887,777,516,677,901,3646,283,3.104,2.587,2.263,2.514,2.284,2.146,2.379,2.306,2.391,3.028,2.669,1.775,2.622,2.622,2.413,2.586,2.76,3.856,2.882,1.941,3.139,2.337,1.949,2.586,2.382,2.429,2.261,2.082,2.515,2.464,2.151,2.666,2.185,2.927,3.605,2.24,3.036,2.931,2.251,2.178,2.388,1.849,3.231,1.846,1.575,2.2,2.843,2.83,2.701,2.367,1.927,2.143,2.34,2.457,2.161,1.984,2.725,2.516,1.978,1.932,2.12,2.634,2.081,2.081,2.054,2.058,2.06,2.167,2.266,2.114,2.332,2.511,2.391,1.94,0.751,0.538,0.517,0.365,0.464,0.336,0.601,0.595,0.452,0.408,0.662,0.427,0.454,0.377,0.427,0.521,0.496,0.843,0.568,0.562,0.723,0.442,0.394,0.833,0.504,0.509,0.4,0.554,0.687,0.464,0.738,0.922,0.402,0.596,0.833,0.501,0.706,0.543,0.372,0.341,0.499,0.422,0.697,0.648,0.542,0.417,0.544,0.91,0.628,0.498,0.312,0.402,0.562,0.402,0.283,0.408,0.529,0.6,0.498,0.32,0.35,0.601,0.315,0.805,0.51,0.653,0.418,0.353,0.407,0.497,0.398,0.443,0.474,0.343 -417,Epileptic,F,52.0,0.9,2.0,0.7,1.2,1.4,1.7,1.3,1.6,1.1,0.7,0.5,3.7,1.3,0.5,1.1,4.8,8.1,1.6,2.0,4.9,1.2,2.4,3.0,3.7,2.2,3.2,2.8,2.3,2.8,2.2,1.6,1.1,0.4,2.3,0.4,0.4,3.7,3.1,0.1,0.2,1.2,2.9,2.4,3.2,2.7,0.4,0.6,2.6,1.5,0.9,0.7,1.4,1.9,3.7,0.2,2.4,0.6,1.7,1.0,1.1,0.4,1.4,0.5,0.4,2.6,1.4,2.9,0.8,1.0,0.8,0.6,1.6,4.3,0.4,9,20,7,9,16,20,10,15,13,8,4.0,35,12,6,14,51,80,12,24,48,10,31,30,42,26,33,36,22,24,30,23,9,4,28,1,2,45,44,1,2,6,25,24,32,15,3,3,61,7,9,4,11,15,26,1,18,4,14,9,10,3,16,4,4,21,17,22,4,6,10,4,17,33,4,0.038,0.023,0.016,0.023,0.025,0.029,0.024,0.03,0.039,0.029,0.028,0.034,0.025,0.029,0.029,0.035,0.029,0.049,0.028,0.036,0.025,0.034,0.035,0.043,0.027,0.027,0.028,0.028,0.03,0.026,0.046,0.058,0.029,0.03,0.009,0.011,0.032,0.032,0.014,0.011,0.026,0.032,0.036,0.022,0.022,0.011,0.018,0.03,0.02,0.024,0.027,0.018,0.027,0.023,0.018,0.017,0.017,0.022,0.02,0.02,0.016,0.024,0.018,0.02,0.024,0.022,0.02,0.016,0.02,0.026,0.017,0.022,0.019,0.024,1586,3711,1829,2051,2081,2849,2321,2894,1504,1566,722.0,3680,2737,1109,2348,8409,17024,2454,4729,5893,3017,3986,2874,5566,4606,6047,6268,3518,4922,4900,2400,1003,769,4886,2065,1315,7450,7483,308,448,1259,2965,5688,4009,3546,1178,965,1924,2053,1434,532,2361,2099,5962,262,4007,982,2999,1396,1754,705,2235,587,855,3432,1154,4757,1631,1482,1032,1142,2533,7627,551,0.131,0.119,0.093,0.104,0.126,0.139,0.093,0.125,0.163,0.136,0.125,0.138,0.12,0.135,0.13,0.141,0.129,0.158,0.126,0.138,0.101,0.136,0.137,0.156,0.123,0.127,0.123,0.104,0.107,0.126,0.163,0.128,0.104,0.132,0.059,0.07,0.143,0.14,0.103,0.089,0.119,0.121,0.149,0.112,0.105,0.077,0.098,0.1,0.101,0.129,0.137,0.099,0.129,0.112,0.118,0.103,0.102,0.113,0.114,0.113,0.101,0.134,0.115,0.126,0.116,0.116,0.105,0.086,0.104,0.144,0.101,0.131,0.104,0.138,480,1351,741,823,878,1060,724,959,511,440,260.0,1680,796,340,741,2585,4871,598,1231,2280,768,1193,1273,1614,1353,1959,1954,1325,1405,1560,603,434,239,1240,602,460,2063,1821,156,238,663,1285,1247,2285,1931,597,467,892,1097,571,334,1253,1080,2416,146,2048,532,1354,748,888,374,916,402,341,1653,868,2199,712,762,501,573,1126,3373,263,3.151,2.553,2.342,2.383,2.088,2.351,2.586,2.637,2.253,2.848,2.435,1.881,2.661,2.474,2.436,2.463,2.739,3.217,2.839,2.112,3.022,2.581,1.957,2.716,2.613,2.545,2.458,2.139,2.688,2.5,2.908,2.474,2.454,2.763,3.131,2.633,2.736,2.981,1.984,2.27,2.514,1.985,3.253,1.991,2.098,2.129,2.471,2.805,2.266,2.789,2.041,1.982,1.98,2.31,1.986,2.144,2.242,2.506,2.07,2.174,2.215,2.372,1.626,2.62,2.171,1.722,2.13,2.531,2.249,2.154,2.137,2.452,2.434,2.536,0.865,0.604,0.468,0.428,0.631,0.601,0.606,0.442,0.686,0.644,0.629,0.502,0.352,0.536,0.426,0.604,0.614,0.858,0.51,0.708,0.85,0.48,0.569,0.58,0.576,0.547,0.515,0.59,0.514,0.452,0.775,0.873,0.469,0.58,0.653,0.547,0.642,0.584,0.503,0.36,0.471,0.631,0.68,0.585,0.688,0.393,0.572,0.859,0.471,0.575,0.418,0.38,0.437,0.523,0.392,0.426,0.34,0.481,0.413,0.374,0.389,0.674,0.401,0.595,0.421,0.525,0.491,0.434,0.382,0.763,0.386,0.603,0.448,0.4 -418,Epileptic,F,42.0,0.9,2.4,0.6,1.0,1.6,2.1,1.9,1.4,0.9,0.4,0.3,2.6,1.9,0.5,1.7,5.7,8.3,0.4,1.7,3.9,0.5,2.3,1.5,2.8,2.7,2.8,3.0,2.5,2.2,3.1,1.2,0.2,0.7,2.8,0.4,0.7,2.9,2.8,0.2,0.2,1.0,2.7,1.7,1.8,2.1,0.5,0.3,0.8,1.2,0.9,0.4,1.4,1.3,2.3,0.2,1.7,0.5,1.8,0.6,1.0,0.6,1.4,0.2,0.4,1.9,0.8,3.1,1.0,1.0,0.4,1.1,1.5,4.5,0.5,7,25,7,7,12,20,16,12,11,5,3.0,23,19,7,20,53,74,3,20,34,5,27,14,25,28,30,34,19,17,31,18,3,5,30,2,7,34,34,1,1,8,25,16,14,13,3,1,5,6,8,2,9,8,15,1,14,3,16,4,8,3,7,2,3,16,9,23,8,6,5,8,11,42,5,0.038,0.026,0.012,0.021,0.033,0.033,0.028,0.026,0.038,0.024,0.023,0.034,0.034,0.037,0.04,0.035,0.028,0.018,0.025,0.038,0.011,0.034,0.027,0.036,0.031,0.031,0.029,0.026,0.025,0.031,0.033,0.017,0.037,0.036,0.013,0.019,0.04,0.042,0.017,0.021,0.02,0.034,0.036,0.025,0.02,0.011,0.019,0.013,0.016,0.039,0.033,0.017,0.02,0.022,0.024,0.015,0.02,0.025,0.024,0.021,0.026,0.029,0.016,0.013,0.024,0.034,0.022,0.016,0.02,0.015,0.027,0.029,0.026,0.029,1418,4792,1685,2013,1844,3430,2677,2880,2005,1067,606.0,2420,3374,1106,3155,10596,17350,1779,3222,3048,1617,3844,2041,4830,4872,5326,5677,3642,4583,5477,2210,580,948,4970,1491,1452,4229,5252,380,371,1663,2765,3658,1863,2748,1379,816,2100,2374,1003,348,2823,2416,4530,271,3176,780,2410,692,1279,666,2151,324,714,2320,711,4344,2086,1617,933,1395,1684,7114,733,0.125,0.12,0.094,0.1,0.132,0.132,0.12,0.128,0.128,0.128,0.109,0.14,0.132,0.126,0.149,0.141,0.125,0.091,0.12,0.145,0.072,0.145,0.124,0.131,0.135,0.131,0.122,0.106,0.1,0.139,0.132,0.075,0.126,0.13,0.072,0.095,0.134,0.135,0.103,0.104,0.112,0.152,0.134,0.115,0.101,0.076,0.091,0.078,0.092,0.149,0.128,0.094,0.104,0.105,0.145,0.097,0.108,0.114,0.115,0.113,0.114,0.124,0.111,0.09,0.119,0.134,0.111,0.099,0.101,0.117,0.128,0.141,0.116,0.128,373,1531,722,796,713,1134,1022,904,482,300,193.0,1168,970,265,771,2958,4697,342,1075,1672,641,1156,860,1311,1547,1675,1858,1297,1228,1682,681,265,281,1326,411,605,1400,1304,187,157,791,1253,875,1233,1681,665,317,955,1102,454,208,1356,903,1826,97,1799,407,1268,458,761,370,750,190,394,1244,388,2203,928,788,456,637,820,3083,356,3.222,2.841,2.258,2.535,2.275,2.513,2.259,2.874,2.923,2.938,2.692,1.846,2.691,2.898,3.004,2.745,2.915,3.636,2.453,1.68,2.066,2.553,2.072,2.829,2.53,2.738,2.345,2.269,2.839,2.553,2.463,2.167,2.811,2.743,3.011,2.272,2.372,2.781,2.275,2.46,2.548,1.97,3.131,1.736,1.848,2.22,3.236,2.738,2.536,2.653,1.889,2.287,2.476,2.609,3.332,1.953,2.192,2.085,1.695,1.857,2.041,3.083,1.94,2.142,2.109,2.29,2.065,2.478,2.296,2.421,2.603,2.387,2.328,2.173,0.859,0.678,0.63,0.471,0.593,0.697,0.563,0.511,0.646,0.458,0.901,0.376,0.577,0.566,0.636,0.615,0.592,0.774,0.537,0.427,0.615,0.578,0.471,0.664,0.534,0.481,0.539,0.5,0.631,0.543,0.602,0.962,0.593,0.637,0.539,0.53,0.694,0.608,0.487,0.388,0.666,0.471,0.712,0.651,0.581,0.464,0.438,0.614,0.528,0.552,0.342,0.522,0.727,0.554,0.415,0.441,0.407,0.451,0.427,0.362,0.449,0.566,0.261,1.008,0.622,0.589,0.457,0.351,0.47,0.577,0.489,0.582,0.576,0.632 -419,Epileptic,M,32.0,0.6,2.2,0.9,1.2,1.3,1.8,1.4,1.6,1.1,0.7,0.2,2.0,1.2,0.6,1.5,6.0,8.0,0.8,1.4,3.7,0.5,2.8,1.1,3.5,2.8,3.2,3.2,2.9,2.2,3.5,1.3,1.2,0.7,2.8,0.3,0.9,3.6,3.7,0.1,0.2,1.0,3.4,2.4,1.6,2.3,0.8,0.4,0.8,1.2,0.8,0.7,1.8,1.1,2.3,0.5,1.9,0.6,1.0,1.3,1.1,0.6,1.4,0.4,0.3,1.4,0.6,3.1,1.6,0.8,0.5,1.3,1.6,4.9,0.4,4,23,8,12,12,18,15,16,16,7,3.0,21,16,7,18,68,77,7,18,38,7,32,11,33,40,38,42,30,23,44,18,9,5,37,2,9,41,46,1,1,5,26,27,13,13,6,2,5,7,7,6,14,8,15,4,19,4,10,12,8,5,13,3,3,9,8,25,11,5,5,9,13,40,3,0.028,0.025,0.016,0.022,0.028,0.034,0.024,0.025,0.04,0.028,0.022,0.033,0.026,0.033,0.035,0.035,0.027,0.028,0.023,0.037,0.015,0.031,0.024,0.037,0.032,0.03,0.027,0.028,0.023,0.031,0.041,0.051,0.035,0.032,0.013,0.02,0.035,0.035,0.015,0.016,0.02,0.039,0.039,0.021,0.016,0.022,0.019,0.013,0.014,0.019,0.032,0.021,0.019,0.02,0.023,0.016,0.021,0.015,0.027,0.019,0.022,0.025,0.023,0.017,0.02,0.028,0.021,0.021,0.014,0.015,0.025,0.022,0.019,0.017,1486,5049,2359,2162,2204,2795,3048,3849,2256,1447,574.0,2292,3691,1503,3204,11688,19582,2600,3592,4252,3645,5002,2338,6507,5580,6476,6062,4564,6441,6362,2456,1340,1102,6959,2015,2455,8436,8959,400,487,1452,3027,6975,2344,3761,1410,794,2364,2732,1690,508,3160,2141,4541,665,3409,1074,2827,1404,1592,1035,2569,529,1169,2408,455,5119,2950,1698,1027,1829,2735,9771,661,0.106,0.109,0.097,0.117,0.134,0.149,0.109,0.12,0.15,0.122,0.112,0.143,0.12,0.13,0.147,0.141,0.124,0.115,0.121,0.15,0.076,0.139,0.112,0.139,0.141,0.138,0.13,0.115,0.11,0.143,0.151,0.134,0.12,0.147,0.076,0.102,0.137,0.146,0.095,0.093,0.104,0.149,0.148,0.103,0.089,0.104,0.105,0.084,0.088,0.114,0.144,0.106,0.111,0.099,0.132,0.104,0.118,0.096,0.133,0.106,0.13,0.122,0.132,0.106,0.104,0.118,0.111,0.107,0.092,0.121,0.119,0.124,0.102,0.103,374,1563,841,862,752,875,996,1107,586,379,190.0,962,884,323,826,3032,4884,464,976,1639,739,1473,784,1601,1615,1860,2091,1627,1544,1973,609,399,321,1492,463,741,1821,1953,194,217,714,1337,1269,1335,2103,613,323,930,1186,643,327,1332,932,1872,303,1768,452,1194,796,851,415,940,256,369,1046,319,2313,1197,758,468,898,1136,3982,340,3.713,3.027,2.804,2.528,2.499,2.628,2.48,2.908,2.933,3.072,2.761,2.035,3.102,3.166,2.941,2.883,3.128,4.177,2.922,2.238,3.453,2.545,2.436,3.021,2.619,2.883,2.346,2.237,3.023,2.5,2.868,3.041,2.6,3.224,3.654,2.884,3.228,3.23,2.214,2.662,2.661,1.969,3.602,2.029,2.072,2.283,3.103,3.167,2.751,2.784,1.996,2.485,2.4,2.613,2.511,2.094,2.904,2.62,1.976,2.052,2.7,2.773,2.353,2.927,2.46,1.801,2.385,2.878,2.62,2.573,2.455,2.817,2.624,2.485,0.833,0.627,0.575,0.525,0.737,0.578,0.683,0.459,0.688,0.518,0.639,0.469,0.384,0.633,0.516,0.607,0.599,0.646,0.599,0.686,0.754,0.526,0.487,0.667,0.539,0.61,0.495,0.583,0.55,0.564,0.581,1.032,0.529,0.611,0.728,0.527,0.775,0.616,0.358,0.412,0.484,0.557,0.819,0.614,0.641,0.533,0.746,0.72,0.491,0.456,0.45,0.503,0.36,0.489,0.472,0.38,0.482,0.441,0.398,0.448,0.547,0.719,0.535,0.964,0.577,0.685,0.423,0.393,0.428,0.675,0.462,0.484,0.473,0.465 -420,Epileptic,M,42.0,1.1,2.5,1.0,1.1,1.3,1.9,1.3,1.9,1.1,0.7,0.2,3.2,1.9,0.5,1.1,5.6,9.5,1.4,1.8,4.2,1.8,2.7,1.6,3.6,2.9,4.3,1.8,2.2,3.6,2.5,1.2,1.3,0.4,3.0,0.3,0.6,3.6,3.5,0.1,0.1,1.1,2.7,2.7,3.1,3.1,0.7,0.2,0.9,1.4,0.6,0.6,1.5,2.2,3.4,0.3,2.0,0.5,1.7,0.7,1.3,0.5,1.0,0.2,1.0,1.3,1.5,2.4,1.5,1.2,0.3,1.1,1.4,3.9,0.3,8,22,7,9,10,21,12,14,10,7,3.0,24,17,7,11,64,92,15,24,38,16,30,17,38,39,50,26,25,28,28,14,12,3,36,2,6,38,41,1,1,7,23,26,18,16,5,1,5,7,6,4,11,22,22,2,14,4,17,5,12,2,8,2,7,9,19,20,10,8,4,7,12,26,3,0.041,0.027,0.017,0.021,0.036,0.035,0.024,0.036,0.046,0.034,0.031,0.039,0.039,0.034,0.029,0.037,0.035,0.044,0.029,0.039,0.027,0.032,0.034,0.042,0.037,0.04,0.025,0.032,0.032,0.029,0.041,0.067,0.025,0.036,0.013,0.017,0.04,0.037,0.013,0.015,0.026,0.036,0.048,0.027,0.023,0.015,0.014,0.012,0.021,0.015,0.024,0.02,0.037,0.026,0.015,0.018,0.017,0.022,0.022,0.02,0.015,0.026,0.017,0.032,0.018,0.027,0.025,0.021,0.019,0.012,0.026,0.023,0.016,0.021,1637,4905,2407,2533,1737,3610,2480,3292,1499,1700,761.0,2799,3503,1179,2536,11017,19584,2718,4357,5126,4893,5359,2141,6362,6436,7032,3827,3305,6574,5009,2635,983,821,7053,2057,1916,6772,7775,361,387,1658,2700,5594,2872,3537,1378,670,2701,2107,1513,564,2685,3378,5789,437,3215,1230,2851,947,1778,1087,2380,357,1419,2147,1431,3326,2841,1880,919,1569,2480,10132,506,0.128,0.122,0.102,0.103,0.141,0.144,0.102,0.139,0.159,0.128,0.113,0.142,0.149,0.151,0.129,0.14,0.139,0.149,0.128,0.144,0.108,0.137,0.143,0.151,0.143,0.15,0.115,0.127,0.126,0.135,0.128,0.16,0.112,0.138,0.071,0.102,0.145,0.138,0.087,0.092,0.111,0.149,0.15,0.118,0.105,0.094,0.09,0.073,0.1,0.1,0.129,0.097,0.145,0.11,0.109,0.106,0.101,0.109,0.117,0.116,0.091,0.113,0.116,0.125,0.101,0.13,0.122,0.104,0.103,0.092,0.12,0.126,0.09,0.134,434,1502,862,873,577,1051,904,908,378,389,226.0,1299,927,253,638,2863,4909,575,1038,1956,1110,1590,840,1448,1691,1933,1293,1236,1776,1551,585,388,293,1474,449,624,1577,1691,191,177,707,1155,1109,1637,2051,716,274,1036,1004,694,318,1227,1081,2214,240,1647,535,1415,515,993,453,712,188,596,1063,786,1483,1194,940,385,646,980,3897,219,3.442,3.103,2.696,2.788,2.648,2.789,2.301,3.024,2.909,3.158,2.808,1.963,2.82,3.231,2.954,2.785,3.038,3.394,3.147,2.139,3.051,2.607,2.16,3.204,2.82,2.774,2.319,2.135,2.817,2.542,3.148,2.587,2.351,3.378,3.774,2.872,3.152,3.336,2.196,2.419,2.689,1.964,3.338,2.031,2.021,2.175,2.949,3.174,2.643,2.519,2.209,2.355,2.669,2.638,2.12,2.163,2.645,2.295,2.119,1.973,2.53,3.075,2.11,2.625,2.202,2.175,2.328,2.596,2.415,2.522,2.559,2.867,2.727,2.611,0.777,0.625,0.514,0.535,0.66,0.65,0.467,0.538,0.534,0.603,0.628,0.45,0.545,0.472,0.534,0.66,0.612,1.028,0.7,0.71,0.799,0.561,0.458,0.66,0.65,0.579,0.464,0.562,0.507,0.503,0.744,1.039,0.488,0.586,0.697,0.822,0.758,0.605,0.494,0.378,0.541,0.488,0.881,0.607,0.532,0.488,0.521,0.816,0.608,0.488,0.64,0.474,0.714,0.566,0.301,0.445,0.468,0.496,0.403,0.377,0.522,0.694,0.424,0.966,0.432,0.587,0.557,0.414,0.409,0.532,0.495,0.605,0.499,0.34 -421,Epileptic,F,22.0,0.7,2.5,1.1,1.5,1.4,1.6,1.5,1.4,1.5,0.4,0.2,2.5,1.8,0.6,1.7,6.7,9.1,0.7,1.5,3.7,0.8,2.0,1.5,3.6,2.1,2.8,3.1,2.3,2.1,2.3,1.6,1.1,0.7,2.6,0.3,0.9,3.1,2.5,0.1,0.1,1.1,2.3,1.5,2.9,3.2,0.5,0.5,0.9,1.2,0.7,0.5,2.5,1.5,2.6,0.1,2.3,0.5,1.0,0.4,0.9,0.5,1.5,0.2,0.4,1.7,1.0,1.7,1.6,1.3,1.1,0.6,0.8,3.4,0.3,4,20,9,14,17,20,13,13,18,5,2.0,27,20,7,22,74,100,5,24,35,8,27,13,40,29,37,35,22,20,30,16,9,10,33,2,8,38,29,2,2,18,21,14,23,22,6,2,7,6,4,3,20,12,20,1,18,5,9,5,6,3,11,2,6,18,13,15,12,11,12,6,9,28,3,0.031,0.025,0.019,0.025,0.035,0.026,0.023,0.025,0.047,0.025,0.033,0.034,0.032,0.038,0.031,0.033,0.031,0.032,0.023,0.036,0.019,0.034,0.033,0.038,0.032,0.028,0.027,0.026,0.02,0.031,0.042,0.054,0.031,0.036,0.02,0.018,0.038,0.029,0.011,0.015,0.026,0.032,0.038,0.026,0.024,0.015,0.02,0.015,0.018,0.02,0.03,0.024,0.029,0.019,0.012,0.021,0.026,0.013,0.022,0.025,0.02,0.026,0.025,0.02,0.019,0.022,0.019,0.022,0.017,0.024,0.027,0.026,0.018,0.011,1238,5196,2750,2687,2607,2847,2342,2500,2112,1149,409.0,2263,3788,1052,3369,11234,18283,2244,3857,3491,2627,2778,1742,6021,4033,5455,4658,3269,5369,4076,2228,880,1165,4835,969,2019,5239,5050,442,452,1438,2634,4161,2748,2974,1283,802,1899,2146,1053,471,3349,2024,4692,389,3285,1167,2450,815,1053,806,2327,281,788,2839,1195,2648,2511,2423,1489,1031,1344,6861,494,0.1,0.119,0.101,0.125,0.14,0.14,0.111,0.122,0.158,0.115,0.118,0.149,0.13,0.154,0.153,0.145,0.139,0.118,0.127,0.148,0.09,0.153,0.142,0.145,0.146,0.137,0.133,0.116,0.1,0.146,0.137,0.148,0.132,0.147,0.089,0.092,0.153,0.125,0.082,0.099,0.113,0.144,0.157,0.115,0.11,0.099,0.108,0.09,0.093,0.111,0.142,0.121,0.135,0.105,0.083,0.116,0.105,0.087,0.124,0.12,0.105,0.119,0.143,0.123,0.121,0.126,0.108,0.119,0.109,0.131,0.116,0.128,0.1,0.109,342,1641,933,993,828,1065,930,914,538,308,111.0,1190,1020,277,979,3553,5293,393,1080,1683,657,1019,705,1638,1242,1595,1730,1294,1635,1372,644,364,413,1293,285,713,1406,1330,244,216,745,1163,746,1725,1971,650,341,876,973,492,244,1652,826,2164,185,1749,511,1188,369,562,363,929,135,404,1412,640,1404,1183,1132,674,464,624,2941,286,3.262,2.93,2.75,2.619,2.436,2.402,2.151,2.496,2.742,2.866,3.004,1.713,2.774,2.835,2.588,2.514,2.754,3.886,2.793,1.896,3.039,2.263,2.189,2.732,2.567,2.714,2.157,2.068,2.559,2.392,2.518,2.633,2.292,2.76,2.717,2.542,2.891,2.798,1.981,2.477,2.425,1.986,3.356,1.82,1.722,2.2,3.052,2.688,2.588,2.6,2.428,2.154,2.317,2.321,2.09,2.078,2.473,2.269,2.063,2.051,2.365,2.417,2.296,2.113,2.137,2.248,2.031,2.368,2.358,2.323,2.467,2.384,2.423,2.203,0.914,0.705,0.599,0.533,0.674,0.567,0.467,0.477,0.616,0.481,0.944,0.401,0.488,0.517,0.486,0.557,0.541,0.767,0.462,0.519,0.647,0.451,0.358,0.742,0.525,0.543,0.506,0.489,0.517,0.508,0.689,0.992,0.418,0.517,0.476,0.525,0.703,0.51,0.32,0.357,0.522,0.439,0.859,0.621,0.51,0.538,0.33,0.686,0.405,0.505,0.307,0.431,0.573,0.383,0.246,0.421,0.399,0.493,0.401,0.31,0.483,0.646,0.426,1.007,0.56,0.734,0.395,0.385,0.371,0.508,0.506,0.597,0.437,0.393 -422,Epileptic,M,42.0,1.7,3.0,1.2,1.3,3.4,1.7,3.8,2.2,2.3,0.9,0.5,3.7,2.6,0.4,1.7,13.2,18.8,1.8,2.4,5.5,1.4,4.9,2.3,5.1,5.7,4.4,6.2,5.5,6.4,5.5,1.9,1.3,0.5,3.4,0.4,0.5,3.8,4.4,0.3,0.4,1.1,4.4,2.7,3.5,4.4,1.1,0.5,1.0,1.6,1.0,0.9,3.2,2.6,5.1,0.2,3.1,1.1,2.7,1.6,0.9,1.2,2.5,0.6,0.7,2.7,1.8,3.7,1.8,1.8,0.7,1.1,2.3,5.1,0.4,16,27,9,10,24,17,28,21,14,8,4.0,33,21,6,19,98,132,13,29,46,11,43,17,41,57,46,52,39,41,49,24,10,3,33,2,3,39,48,2,2,6,35,26,26,24,6,3,7,7,12,5,23,18,30,1,24,7,21,13,7,12,19,3,5,23,21,25,11,10,6,7,17,41,3,0.047,0.03,0.015,0.022,0.052,0.022,0.053,0.033,0.056,0.037,0.036,0.04,0.037,0.035,0.037,0.051,0.048,0.045,0.032,0.041,0.022,0.046,0.038,0.051,0.045,0.033,0.038,0.047,0.049,0.039,0.059,0.054,0.026,0.033,0.012,0.011,0.031,0.033,0.022,0.027,0.022,0.039,0.036,0.03,0.033,0.024,0.022,0.018,0.019,0.019,0.034,0.026,0.031,0.031,0.016,0.023,0.02,0.024,0.026,0.015,0.022,0.035,0.039,0.023,0.025,0.031,0.025,0.022,0.029,0.022,0.021,0.022,0.019,0.024,1878,5209,2982,2447,2066,2833,3427,3626,1541,1760,844.0,3017,4502,794,3118,13467,22076,2608,5188,5499,3792,4658,2036,5566,5925,8325,6704,4960,6177,7592,2228,1347,943,6684,2181,1772,8830,9566,368,559,1532,3208,5896,3238,3476,1582,886,1729,2786,2724,743,4611,2463,5950,396,4198,1834,3884,1579,1576,1722,2662,482,904,3156,1577,4974,2834,2111,1012,1751,3676,10000,417,0.149,0.128,0.093,0.108,0.157,0.115,0.144,0.133,0.149,0.13,0.133,0.147,0.14,0.15,0.136,0.15,0.148,0.149,0.128,0.15,0.093,0.125,0.12,0.144,0.145,0.135,0.126,0.137,0.135,0.145,0.155,0.125,0.107,0.129,0.064,0.067,0.136,0.133,0.093,0.114,0.11,0.13,0.133,0.128,0.127,0.109,0.098,0.091,0.093,0.106,0.141,0.114,0.124,0.12,0.087,0.113,0.105,0.116,0.108,0.093,0.111,0.134,0.146,0.111,0.121,0.13,0.115,0.106,0.126,0.111,0.104,0.118,0.098,0.13,586,1776,1133,912,1040,1186,1217,1261,641,431,233.0,1573,1241,219,887,4351,6342,658,1440,2290,1055,1589,939,1795,2117,2412,2596,1893,2026,2396,733,513,335,1684,633,626,2048,2292,237,260,759,1572,1343,1881,2177,741,370,831,1238,862,376,2126,1328,2579,175,2110,838,1808,940,855,810,1096,273,494,1670,891,2274,1197,969,470,856,1578,4355,243,3.019,2.583,2.675,2.726,1.859,2.126,2.391,2.605,2.12,3.218,3.15,1.763,2.892,2.559,2.631,2.472,2.814,3.184,2.793,2.079,2.782,2.288,1.96,2.384,2.337,2.763,2.177,2.205,2.508,2.475,2.355,2.454,2.269,2.887,3.114,2.509,3.107,2.947,1.788,2.446,2.608,1.85,3.119,1.934,1.802,2.359,2.899,2.692,2.793,3.044,2.03,2.307,2.044,2.402,2.38,2.188,2.588,2.408,1.813,2.0,2.119,2.232,2.048,2.047,2.111,2.024,2.333,2.435,2.414,2.331,2.4,2.485,2.397,2.206,0.655,0.633,0.454,0.434,0.484,0.528,0.659,0.507,0.568,0.475,0.686,0.424,0.459,0.475,0.606,0.676,0.725,0.845,0.588,0.707,0.843,0.561,0.494,0.733,0.624,0.53,0.549,0.579,0.636,0.608,0.634,0.833,0.451,0.641,0.709,0.445,0.622,0.709,0.37,0.419,0.489,0.508,0.804,0.729,0.492,0.443,0.533,0.528,0.476,0.74,0.489,0.436,0.505,0.497,0.401,0.426,0.454,0.529,0.364,0.434,0.412,0.606,0.387,0.709,0.501,0.675,0.482,0.367,0.495,0.572,0.431,0.57,0.461,0.404 -423,Epileptic,M,27.0,0.8,2.7,1.0,1.8,1.6,2.5,2.1,1.7,1.1,0.4,0.4,2.1,1.5,0.4,0.9,8.6,9.3,0.5,3.1,4.0,1.5,3.2,1.3,3.7,3.6,3.8,5.5,3.1,2.8,3.8,1.6,0.9,0.4,2.5,0.4,0.6,3.8,3.1,0.1,0.1,1.2,2.4,3.1,2.4,3.0,1.1,0.3,0.8,1.3,0.7,0.4,1.7,1.5,3.5,0.1,2.1,1.0,1.9,1.1,0.7,1.1,2.1,0.4,0.5,1.7,1.4,2.4,2.1,0.8,0.7,1.4,1.9,6.2,0.3,7,26,8,16,15,25,17,15,9,6,5.0,18,14,4,12,90,88,4,28,35,13,35,13,39,46,41,52,34,29,41,19,6,3,29,2,5,40,37,2,1,7,23,29,20,19,9,2,5,6,6,3,14,11,25,1,17,9,13,8,6,10,20,3,5,14,18,22,15,5,8,8,12,51,2,0.032,0.028,0.017,0.03,0.03,0.031,0.032,0.027,0.041,0.029,0.035,0.034,0.03,0.019,0.025,0.035,0.03,0.022,0.037,0.036,0.023,0.031,0.027,0.034,0.033,0.032,0.036,0.027,0.024,0.033,0.04,0.035,0.024,0.028,0.013,0.017,0.036,0.029,0.01,0.015,0.026,0.038,0.052,0.032,0.02,0.021,0.014,0.012,0.015,0.014,0.023,0.019,0.025,0.023,0.028,0.018,0.016,0.019,0.028,0.015,0.029,0.028,0.019,0.02,0.021,0.028,0.018,0.023,0.012,0.019,0.026,0.024,0.018,0.022,1602,5544,2565,2737,2494,3811,3197,3820,1882,1355,731.0,2143,3485,1174,2607,14421,20526,2301,5812,4536,4334,6004,2051,7483,6257,7061,7095,4927,7178,6395,2273,1119,914,6408,2148,1802,9140,8536,379,780,1550,3030,6593,1903,4041,1762,861,2599,2746,2116,467,3603,2526,6375,209,3685,2244,3626,1138,1511,1353,3409,760,991,2439,1330,3915,3360,1799,1671,1830,3004,13151,297,0.103,0.123,0.1,0.136,0.134,0.142,0.13,0.128,0.141,0.131,0.152,0.151,0.134,0.125,0.129,0.145,0.13,0.092,0.147,0.151,0.101,0.142,0.125,0.139,0.149,0.14,0.135,0.116,0.106,0.141,0.148,0.104,0.097,0.125,0.068,0.095,0.146,0.137,0.081,0.084,0.114,0.154,0.181,0.137,0.101,0.115,0.088,0.082,0.089,0.094,0.116,0.1,0.117,0.109,0.141,0.101,0.096,0.099,0.125,0.092,0.132,0.127,0.114,0.122,0.114,0.121,0.102,0.111,0.085,0.122,0.127,0.12,0.103,0.143,426,1618,862,1017,918,1383,1072,1012,502,337,215.0,1031,870,268,681,4105,5422,391,1410,1852,1049,1817,809,1798,1920,1996,2324,1704,1820,1953,625,437,298,1398,546,604,1852,1875,207,188,723,1112,1088,1214,2272,810,327,966,1171,686,277,1574,1032,2479,99,1889,885,1593,633,797,567,1203,350,400,1201,830,2025,1429,901,639,829,1189,5313,166,3.469,3.063,2.811,2.698,2.373,2.463,2.412,3.265,2.616,3.174,2.658,1.829,2.986,3.017,2.807,2.732,3.021,4.039,3.284,2.032,3.069,2.645,2.153,2.993,2.598,2.889,2.438,2.334,2.887,2.633,2.766,2.496,2.549,3.231,3.462,2.698,3.301,3.26,2.209,3.2,2.797,2.389,3.658,1.84,2.036,2.414,3.226,3.301,2.814,2.948,2.056,2.421,2.416,2.641,2.145,2.12,2.535,2.628,2.122,2.125,2.448,2.749,2.586,2.584,2.299,2.099,2.119,2.657,2.3,2.67,2.615,2.907,2.622,2.283,0.922,0.642,0.587,0.502,0.618,0.562,0.586,0.541,0.689,0.624,0.918,0.443,0.508,0.519,0.567,0.628,0.581,0.581,0.607,0.62,0.943,0.459,0.649,0.661,0.5,0.682,0.593,0.604,0.596,0.555,0.659,0.838,0.427,0.64,0.862,0.529,0.769,0.55,0.362,0.76,0.564,0.684,1.029,0.716,0.523,0.538,0.529,0.528,0.578,0.564,0.313,0.454,0.58,0.538,0.464,0.385,0.435,0.54,0.423,0.345,0.4,0.823,0.591,0.746,0.525,0.669,0.461,0.439,0.43,0.671,0.435,0.568,0.537,0.592 -424,Epileptic,M,32.0,0.9,2.8,0.6,0.9,1.6,1.6,1.3,1.6,1.3,0.9,0.3,2.6,1.3,0.5,0.7,4.8,7.5,0.8,1.7,4.0,2.2,3.8,1.7,2.5,3.6,3.2,2.6,2.1,2.0,2.6,1.4,1.7,0.3,1.8,0.4,0.6,3.7,2.5,0.2,0.1,1.2,3.6,3.0,2.3,2.9,0.4,0.4,1.3,1.1,0.9,0.6,1.0,1.6,2.3,0.3,2.0,0.7,1.3,1.1,0.9,0.6,1.5,0.4,0.4,1.6,1.9,2.7,0.6,0.7,0.9,1.2,1.4,5.5,0.3,8,28,5,7,18,17,13,16,16,8,5.0,27,18,6,9,58,72,8,24,40,23,44,19,29,49,34,33,24,22,38,16,13,5,20,3,7,42,35,1,1,7,33,28,19,16,3,3,8,6,7,5,8,11,17,3,14,5,10,9,9,4,14,2,5,13,20,24,5,5,8,8,9,56,3,0.038,0.027,0.013,0.019,0.035,0.023,0.027,0.025,0.043,0.028,0.033,0.037,0.029,0.029,0.027,0.029,0.027,0.045,0.03,0.033,0.04,0.035,0.027,0.028,0.027,0.022,0.026,0.025,0.021,0.027,0.04,0.056,0.019,0.022,0.016,0.013,0.032,0.027,0.013,0.014,0.023,0.035,0.045,0.024,0.02,0.011,0.022,0.018,0.02,0.018,0.03,0.016,0.027,0.018,0.012,0.014,0.019,0.016,0.022,0.015,0.021,0.027,0.032,0.018,0.02,0.031,0.018,0.011,0.016,0.024,0.019,0.014,0.016,0.017,1374,4544,1864,2096,2319,3493,3134,3546,1754,1818,732.0,2971,3053,1206,1623,9188,16794,1954,3790,4846,5484,5910,2405,5253,7455,7923,5728,4523,6011,5729,1873,1389,857,5976,1896,2071,9099,7172,341,386,1581,3508,6252,2636,3927,1179,871,2269,1917,2039,607,2254,1843,4906,581,3593,1242,2857,1294,1620,839,2623,366,751,2588,1214,4676,1655,1421,1599,1813,2628,12089,551,0.133,0.127,0.089,0.097,0.137,0.124,0.106,0.127,0.152,0.126,0.14,0.146,0.138,0.144,0.123,0.133,0.124,0.146,0.136,0.142,0.131,0.118,0.12,0.127,0.119,0.119,0.11,0.104,0.102,0.132,0.141,0.136,0.118,0.124,0.079,0.086,0.139,0.129,0.1,0.09,0.111,0.135,0.158,0.119,0.1,0.083,0.111,0.09,0.091,0.099,0.136,0.094,0.128,0.1,0.095,0.088,0.103,0.102,0.124,0.098,0.109,0.121,0.145,0.123,0.111,0.13,0.104,0.083,0.091,0.14,0.106,0.092,0.098,0.127,399,1561,709,781,838,1157,986,1091,630,468,216.0,1326,869,279,510,2729,4656,398,1060,2128,1121,1848,979,1603,2360,2366,1951,1448,1540,1847,617,557,267,1267,460,737,2067,1757,168,184,837,1576,1319,1488,2115,608,344,988,899,772,355,1082,887,2033,357,1988,573,1295,740,968,454,1026,178,393,1290,847,2281,799,722,573,937,1344,5248,276,3.305,2.841,2.575,2.571,2.289,2.383,2.526,2.821,2.287,2.987,2.534,1.968,2.759,2.977,2.484,2.594,2.834,3.515,2.825,1.963,3.547,2.503,2.107,2.634,2.449,2.693,2.349,2.373,2.921,2.523,2.322,2.74,2.658,3.332,3.542,2.462,3.015,2.979,2.37,2.237,2.417,1.882,3.249,2.049,2.133,2.085,2.743,2.894,2.622,2.697,2.058,2.181,2.189,2.491,1.951,1.963,2.616,2.414,1.9,1.801,2.186,2.519,2.122,2.202,2.203,1.843,2.109,2.315,2.232,2.923,2.229,2.34,2.398,2.383,0.731,0.618,0.516,0.542,0.621,0.72,0.623,0.458,0.565,0.473,0.895,0.488,0.522,0.354,0.499,0.518,0.599,0.919,0.527,0.61,0.844,0.588,0.595,0.753,0.627,0.522,0.514,0.624,0.562,0.519,0.596,0.815,0.337,0.524,0.566,0.416,0.814,0.595,0.339,0.434,0.477,0.548,0.864,0.553,0.621,0.404,0.598,0.582,0.406,0.653,0.411,0.445,0.496,0.453,0.281,0.352,0.365,0.607,0.435,0.391,0.364,0.584,0.583,0.702,0.526,0.551,0.442,0.338,0.506,0.977,0.439,0.386,0.547,0.437 -425,Epileptic,M,32.0,0.5,2.0,1.6,1.5,1.5,2.2,2.6,1.2,1.5,0.9,0.3,3.4,1.5,0.2,1.9,6.8,10.0,0.9,3.0,5.8,0.9,2.6,1.9,3.6,2.5,5.0,4.5,2.2,3.7,3.6,1.1,1.8,0.7,2.7,0.3,0.9,3.0,3.9,0.2,0.3,1.5,4.1,1.8,3.2,3.6,0.8,0.6,0.7,1.3,0.6,0.7,1.9,2.2,3.2,0.3,3.0,0.8,2.3,1.3,0.9,0.6,1.5,0.3,0.5,2.3,1.4,3.2,2.0,1.0,1.0,1.3,1.1,4.1,0.3,4,17,12,15,14,18,19,11,17,10,3.0,26,17,3,22,71,79,9,28,43,8,26,14,41,30,53,45,19,27,36,16,14,5,32,1,7,28,40,1,2,10,31,22,20,16,6,2,4,6,5,4,13,20,18,2,24,7,16,8,6,4,10,2,5,15,16,23,15,7,9,8,8,27,2,0.027,0.023,0.026,0.025,0.028,0.03,0.037,0.023,0.04,0.039,0.04,0.032,0.028,0.026,0.03,0.03,0.031,0.034,0.032,0.038,0.024,0.035,0.031,0.037,0.028,0.033,0.033,0.024,0.028,0.034,0.024,0.052,0.029,0.032,0.012,0.021,0.037,0.04,0.021,0.015,0.029,0.037,0.039,0.029,0.023,0.015,0.019,0.012,0.016,0.022,0.033,0.016,0.025,0.02,0.014,0.023,0.026,0.023,0.026,0.021,0.026,0.022,0.014,0.015,0.023,0.031,0.021,0.02,0.021,0.027,0.027,0.022,0.02,0.017,1533,4774,2681,2811,2383,3364,2624,3337,2129,1525,733.0,3546,3415,675,4224,14109,21447,2613,5309,5135,3116,4294,2523,6673,5235,9342,7338,3719,6997,6459,3066,1589,1150,6143,1304,2408,5780,8248,489,643,1705,4371,6172,2824,4233,1522,992,2077,2716,1380,608,3811,3021,5998,463,4407,1521,3237,1569,1237,618,2730,521,1212,3442,1258,5033,3428,1736,1725,1644,1869,7279,602,0.105,0.113,0.116,0.116,0.128,0.132,0.12,0.11,0.154,0.171,0.125,0.128,0.133,0.113,0.139,0.132,0.125,0.131,0.132,0.141,0.097,0.14,0.12,0.138,0.127,0.136,0.127,0.093,0.101,0.137,0.116,0.14,0.113,0.132,0.071,0.098,0.136,0.149,0.106,0.097,0.124,0.131,0.144,0.123,0.101,0.096,0.097,0.076,0.089,0.103,0.139,0.092,0.108,0.101,0.105,0.114,0.125,0.106,0.121,0.108,0.116,0.112,0.101,0.105,0.106,0.126,0.104,0.107,0.099,0.12,0.12,0.109,0.099,0.102,410,1542,963,982,874,1226,1015,1009,634,436,175.0,1681,930,157,1087,3759,5336,505,1489,2437,693,1308,1000,1738,1540,2771,2365,1426,1886,1999,760,583,352,1419,378,741,1448,1777,175,317,844,1706,1002,1755,2319,767,407,878,1172,472,298,1798,1384,2400,260,2200,591,1636,838,654,344,990,284,561,1590,796,2446,1483,771,611,775,797,3193,307,3.57,2.92,2.711,2.804,2.57,2.493,2.179,2.945,2.74,2.984,3.215,1.869,2.859,3.004,2.897,2.88,3.216,3.837,2.879,1.818,3.148,2.652,2.173,2.964,2.74,2.75,2.516,2.128,2.854,2.529,2.932,2.665,2.508,3.006,3.0,2.915,2.955,3.275,2.978,2.453,2.603,2.173,3.798,1.88,2.121,2.247,3.155,2.979,2.792,2.91,2.098,2.379,2.396,2.764,2.036,2.242,2.375,2.352,2.188,2.167,2.157,2.871,2.047,2.726,2.413,1.915,2.165,2.569,2.497,3.154,2.527,2.509,2.548,2.497,0.951,0.733,0.568,0.511,0.506,0.647,0.574,0.447,0.488,0.666,0.773,0.506,0.574,0.479,0.468,0.521,0.598,0.668,0.607,0.674,0.715,0.426,0.629,0.619,0.502,0.58,0.541,0.523,0.602,0.532,0.598,0.998,0.413,0.64,0.569,0.523,0.857,0.602,0.252,0.345,0.423,0.687,0.764,0.604,0.652,0.474,0.472,0.829,0.542,0.588,0.542,0.404,0.432,0.41,0.288,0.358,0.47,0.522,0.371,0.423,0.484,0.524,0.306,0.807,0.476,0.738,0.47,0.443,0.455,0.665,0.395,0.771,0.425,0.394 -426,Epileptic,M,47.0,0.7,2.9,0.9,1.5,2.0,2.1,1.6,1.9,1.5,0.5,0.3,3.8,2.4,0.6,1.5,8.8,10.8,1.3,2.2,3.7,1.4,2.3,2.1,3.7,2.3,4.7,2.4,3.2,4.5,3.5,1.1,0.5,0.5,3.2,0.5,0.7,1.9,3.7,0.1,0.3,1.1,3.2,2.8,2.7,2.9,0.5,0.7,0.8,1.3,0.4,0.6,2.4,1.2,2.3,0.1,2.3,0.8,2.9,1.2,1.2,0.3,1.4,0.8,0.2,2.3,1.9,2.7,2.0,1.0,0.6,1.0,0.9,5.2,0.5,4,24,10,14,19,18,11,13,13,5,3.0,31,20,6,13,65,81,8,21,30,9,21,19,31,23,41,30,33,35,36,12,6,5,26,3,5,19,36,1,2,8,26,21,22,19,5,4,4,5,3,4,14,8,11,1,18,6,21,10,8,2,9,6,2,15,16,20,10,7,5,6,6,38,3,0.033,0.029,0.018,0.025,0.04,0.037,0.023,0.029,0.051,0.032,0.03,0.038,0.04,0.035,0.04,0.041,0.035,0.041,0.035,0.031,0.022,0.034,0.033,0.038,0.026,0.031,0.024,0.029,0.035,0.033,0.029,0.025,0.02,0.037,0.018,0.018,0.037,0.036,0.018,0.021,0.025,0.038,0.04,0.027,0.02,0.013,0.026,0.013,0.016,0.016,0.035,0.026,0.023,0.021,0.013,0.017,0.023,0.028,0.032,0.022,0.017,0.023,0.035,0.016,0.024,0.038,0.019,0.026,0.02,0.023,0.025,0.026,0.023,0.02,1689,5067,1966,2462,2479,3089,3088,3249,1958,1232,576.0,3162,4071,1063,2613,13553,20041,2261,4055,4262,2767,3629,2517,6401,4735,8141,5243,4753,6387,5528,2440,1267,1290,6420,1895,1751,5222,7211,269,454,1903,3447,6304,2301,3917,1443,966,2648,2701,1125,457,3845,2159,4817,457,3862,1091,3319,1185,1613,597,2303,849,832,3499,1315,4773,3105,1968,824,1206,1555,9407,563,0.092,0.129,0.11,0.124,0.142,0.151,0.095,0.12,0.148,0.122,0.122,0.143,0.14,0.135,0.143,0.137,0.135,0.12,0.136,0.122,0.096,0.144,0.145,0.138,0.113,0.124,0.104,0.109,0.101,0.141,0.122,0.088,0.094,0.136,0.08,0.088,0.136,0.143,0.094,0.112,0.112,0.144,0.141,0.117,0.1,0.091,0.123,0.078,0.089,0.097,0.143,0.11,0.104,0.095,0.084,0.102,0.123,0.121,0.139,0.11,0.105,0.109,0.151,0.107,0.117,0.136,0.101,0.111,0.111,0.124,0.128,0.127,0.108,0.113,411,1520,792,949,871,988,923,969,553,311,181.0,1514,1017,262,712,3608,5039,459,1083,1773,752,1101,1030,1533,1335,2214,1729,1761,1684,1739,580,399,404,1411,483,617,980,1638,138,239,750,1322,1169,1612,2253,702,421,991,1140,378,297,1525,926,1750,231,2008,472,1635,629,838,261,877,361,296,1472,764,2300,1207,810,364,593,519,3678,324,3.715,3.219,2.375,2.606,2.493,2.701,2.646,2.881,2.601,3.162,3.092,1.858,3.077,2.863,2.726,2.822,3.166,3.889,2.886,1.987,2.696,2.534,2.169,3.096,2.685,2.799,2.346,2.196,2.882,2.578,3.051,2.844,2.555,3.301,3.355,2.557,3.611,3.201,2.233,2.222,2.969,2.253,3.676,1.616,1.973,2.297,2.99,3.025,2.904,3.326,1.979,2.475,2.512,3.003,2.314,2.152,2.527,2.221,2.132,2.171,2.589,2.593,2.298,3.033,2.696,2.081,2.25,2.88,2.716,2.428,2.544,3.229,2.654,2.18,1.141,0.781,0.656,0.532,0.58,0.59,0.816,0.759,0.682,0.412,0.989,0.537,0.571,0.515,0.528,0.586,0.658,0.806,0.761,0.665,0.961,0.473,0.501,0.746,0.53,0.779,0.461,0.601,0.67,0.54,0.698,1.142,0.464,0.634,0.694,0.47,0.845,0.734,0.275,0.513,0.67,0.791,0.761,0.528,0.74,0.448,0.648,0.799,0.542,0.769,0.681,0.709,0.54,0.778,0.39,0.442,0.557,0.603,0.413,0.403,0.28,0.683,0.66,0.811,0.719,0.715,0.536,0.438,0.629,0.808,0.519,0.772,0.57,0.389 -427,Epileptic,F,42.0,0.7,2.0,0.7,1.2,1.1,1.4,1.3,1.4,0.7,0.6,0.4,2.7,1.4,0.5,1.0,5.9,7.5,0.7,1.9,3.9,0.6,2.5,1.5,3.3,2.3,3.0,3.1,2.0,2.2,3.2,1.0,0.9,0.5,2.0,0.4,0.5,3.3,3.2,0.1,0.1,0.8,2.1,1.5,1.9,2.3,0.4,0.3,0.8,1.1,1.0,0.7,1.2,1.4,1.9,0.4,2.3,0.7,1.5,0.9,0.9,0.5,1.0,0.3,0.2,2.1,0.2,2.9,0.9,0.7,0.6,1.2,1.4,2.9,0.2,4,19,7,9,14,13,13,11,9,6,3.0,22,11,6,12,55,70,5,27,32,5,24,14,36,31,28,37,20,18,34,15,8,7,25,2,4,32,31,1,1,5,20,18,16,14,4,2,4,6,10,5,9,10,14,3,16,5,12,8,8,3,7,2,3,17,3,24,6,6,6,8,12,22,2,0.032,0.025,0.013,0.023,0.028,0.031,0.025,0.03,0.03,0.025,0.03,0.031,0.031,0.032,0.033,0.033,0.028,0.029,0.032,0.035,0.015,0.033,0.028,0.037,0.03,0.027,0.026,0.023,0.026,0.03,0.031,0.031,0.034,0.027,0.016,0.016,0.03,0.028,0.013,0.02,0.021,0.031,0.031,0.023,0.018,0.01,0.015,0.013,0.016,0.025,0.036,0.021,0.026,0.02,0.017,0.019,0.019,0.02,0.026,0.021,0.021,0.022,0.025,0.018,0.023,0.021,0.021,0.019,0.018,0.022,0.026,0.016,0.014,0.016,1388,3809,1790,2006,1777,2148,2489,2934,1504,1034,459.0,2703,2859,812,2100,10298,14441,2233,3983,4079,2266,3344,2291,5562,4625,6618,5430,3651,4373,5303,1848,1073,926,4860,1591,1619,6621,6844,258,267,1317,2480,3861,2266,3043,1156,842,2217,2139,1744,530,2243,2174,3630,702,3373,1297,2848,1019,1262,739,1917,388,836,2919,158,4798,1712,1377,1076,1442,2482,6934,481,0.117,0.116,0.095,0.104,0.121,0.147,0.11,0.129,0.125,0.106,0.109,0.13,0.136,0.141,0.135,0.138,0.13,0.097,0.125,0.132,0.073,0.145,0.12,0.135,0.14,0.127,0.131,0.104,0.111,0.133,0.127,0.114,0.172,0.122,0.08,0.081,0.114,0.118,0.095,0.105,0.102,0.133,0.121,0.113,0.102,0.083,0.089,0.08,0.09,0.123,0.148,0.102,0.118,0.101,0.107,0.107,0.104,0.107,0.121,0.109,0.106,0.105,0.116,0.108,0.113,0.1,0.11,0.101,0.107,0.131,0.122,0.103,0.083,0.104,355,1333,806,787,731,742,895,859,410,344,199.0,1241,791,239,570,2966,4186,414,1054,1712,674,1150,879,1425,1398,1797,1916,1362,1273,1789,498,435,289,1125,415,557,1795,1728,157,112,617,1058,918,1380,1878,643,368,896,1022,706,318,1005,917,1613,381,1851,585,1316,571,693,357,714,192,328,1467,121,2198,787,625,432,689,1241,3250,206,3.517,2.557,2.202,2.485,2.203,2.553,2.244,3.104,2.687,2.651,2.394,1.941,2.848,2.624,2.72,2.652,2.73,3.734,2.856,2.02,2.76,2.292,2.234,2.895,2.522,2.921,2.282,2.182,2.705,2.454,2.72,2.412,2.756,3.055,3.388,2.623,2.775,2.847,1.864,3.024,2.571,2.056,3.094,1.836,1.903,1.869,2.861,3.136,2.494,2.836,2.041,2.24,2.342,2.36,2.279,2.052,2.604,2.487,1.93,1.928,2.602,2.775,2.386,2.646,2.214,1.639,2.317,2.505,2.415,2.831,2.403,2.305,2.274,2.791,0.815,0.658,0.557,0.6,0.523,0.563,0.439,0.743,0.685,0.437,0.834,0.455,0.428,0.377,0.638,0.556,0.563,0.853,0.513,0.607,0.583,0.469,0.471,0.565,0.423,0.608,0.45,0.488,0.454,0.548,0.63,0.99,0.463,0.589,0.678,0.582,0.754,0.532,0.31,0.681,0.708,0.517,0.665,0.609,0.477,0.458,0.522,0.955,0.521,0.58,0.419,0.557,0.552,0.491,0.283,0.382,0.417,0.485,0.325,0.398,0.422,0.797,0.261,1.324,0.498,0.385,0.535,0.469,0.392,0.844,0.483,0.481,0.484,0.434 -428,Epileptic,M,52.0,1.0,2.3,1.3,1.8,3.3,2.4,2.1,2.2,1.4,1.7,0.6,2.7,2.9,0.6,2.6,10.5,12.7,1.3,2.4,4.3,1.0,6.2,1.6,5.6,9.2,5.2,6.6,5.2,4.9,3.9,1.8,1.3,0.7,1.9,0.4,0.3,3.1,3.8,0.3,0.2,1.2,2.5,2.9,2.5,3.5,1.0,0.7,1.0,1.5,1.0,0.3,2.3,2.1,2.7,0.9,3.5,1.3,1.9,0.6,1.0,0.8,1.7,0.6,0.7,2.3,2.1,3.8,1.3,1.0,0.7,1.1,2.2,5.3,0.3,9,22,8,15,24,20,15,22,14,14,5.0,26,22,8,29,76,92,8,31,41,7,42,13,49,63,48,51,42,31,43,15,10,6,24,3,3,36,47,2,1,5,22,30,19,19,7,3,6,7,7,2,19,12,16,5,21,8,12,4,8,5,11,5,3,16,24,25,8,6,5,7,15,41,3,0.033,0.028,0.023,0.03,0.048,0.038,0.036,0.036,0.048,0.042,0.042,0.034,0.035,0.038,0.055,0.05,0.041,0.04,0.034,0.035,0.021,0.055,0.031,0.052,0.048,0.033,0.039,0.041,0.045,0.031,0.04,0.049,0.025,0.025,0.012,0.009,0.029,0.028,0.019,0.022,0.021,0.037,0.041,0.03,0.024,0.016,0.024,0.014,0.016,0.021,0.014,0.025,0.028,0.021,0.029,0.019,0.021,0.018,0.02,0.016,0.015,0.03,0.031,0.023,0.019,0.033,0.021,0.021,0.017,0.022,0.024,0.026,0.015,0.017,1642,4697,2789,2804,2306,3103,3187,3749,1707,2016,909.0,2683,4726,1130,2692,9824,18208,2629,6121,4946,3905,3276,1130,7086,6298,8098,5355,4505,5327,6558,2745,1248,1102,4718,2005,1418,8287,10559,417,251,1514,2696,6408,2155,3370,1951,1068,2290,2943,1744,517,3446,2165,4384,873,4821,1973,3321,701,1444,1276,2863,543,1027,3315,1307,5206,2119,2007,930,1522,2879,11572,490,0.129,0.117,0.106,0.122,0.147,0.143,0.117,0.126,0.143,0.16,0.141,0.128,0.128,0.141,0.152,0.149,0.141,0.126,0.133,0.146,0.084,0.15,0.125,0.169,0.14,0.127,0.127,0.126,0.132,0.125,0.124,0.123,0.116,0.11,0.064,0.06,0.121,0.128,0.097,0.116,0.099,0.133,0.156,0.131,0.104,0.088,0.11,0.083,0.086,0.111,0.101,0.106,0.116,0.101,0.13,0.097,0.102,0.097,0.109,0.097,0.092,0.119,0.142,0.101,0.1,0.139,0.1,0.099,0.092,0.121,0.115,0.115,0.089,0.105,536,1487,884,1104,1100,1014,1032,1166,576,643,267.0,1207,1364,288,848,3441,5414,547,1309,2090,894,1505,765,1976,2868,2670,2513,1914,1566,2229,797,476,410,1371,578,637,2008,2344,242,135,802,1182,1286,1353,2075,977,434,1085,1370,704,300,1787,1205,1929,466,2775,932,1601,480,913,756,997,318,501,1729,962,2873,994,930,461,791,1403,5353,303,2.987,2.819,2.769,2.561,2.086,2.565,2.511,2.798,2.285,2.588,2.718,1.875,2.838,2.707,2.49,2.33,2.727,3.759,3.287,2.035,3.124,1.94,1.442,2.579,1.983,2.488,1.856,2.008,2.718,2.338,2.476,2.412,2.224,2.624,3.243,2.177,3.01,3.21,2.034,2.032,2.36,1.854,3.399,1.82,1.89,2.186,2.755,2.532,2.569,2.79,2.065,2.064,2.081,2.488,2.279,1.89,2.333,2.259,1.705,1.744,1.843,2.608,1.836,2.337,2.097,1.724,1.933,2.263,2.453,2.38,2.161,2.457,2.319,2.027,0.718,0.683,0.68,0.531,0.534,0.827,0.763,0.629,0.655,0.603,0.882,0.658,0.547,0.555,0.575,0.723,0.72,0.721,0.657,0.665,0.959,0.639,0.505,0.782,0.598,0.61,0.528,0.55,0.635,0.632,0.577,0.996,0.453,0.618,0.678,0.413,0.741,0.675,0.406,0.351,0.451,0.693,0.786,0.652,0.636,0.542,0.651,0.679,0.583,0.673,0.347,0.447,0.42,0.511,0.625,0.496,0.535,0.514,0.36,0.354,0.412,0.68,0.441,0.87,0.546,0.59,0.51,0.468,0.572,0.768,0.422,0.513,0.512,0.502 -429,Epileptic,M,27.0,1.3,3.2,1.6,1.5,1.3,2.4,3.3,2.6,1.1,0.8,0.3,4.0,1.9,0.8,1.5,7.8,9.7,1.5,2.4,5.2,1.2,5.8,3.2,4.5,6.5,6.4,7.1,4.5,3.7,5.1,3.0,1.1,1.1,3.3,1.1,0.7,6.8,5.4,0.2,0.2,1.6,4.1,3.3,4.2,3.0,1.1,0.4,1.2,1.7,1.1,0.9,1.9,1.7,3.6,0.3,4.5,1.1,2.0,1.8,1.3,1.3,1.7,0.4,0.5,2.0,1.1,3.9,1.4,0.9,0.4,1.0,2.1,5.8,0.4,7,26,15,12,16,23,29,25,10,8,4.0,39,27,12,18,83,98,11,28,47,15,54,27,44,58,76,68,45,35,52,27,10,12,42,9,5,67,61,1,1,11,36,32,28,18,7,2,9,8,11,4,14,12,26,2,42,11,15,13,9,9,12,3,5,19,12,28,9,8,3,7,12,47,4,0.049,0.026,0.02,0.027,0.037,0.041,0.035,0.033,0.038,0.039,0.037,0.05,0.036,0.038,0.036,0.042,0.034,0.05,0.035,0.043,0.033,0.054,0.045,0.046,0.055,0.042,0.045,0.042,0.04,0.037,0.055,0.043,0.044,0.037,0.024,0.018,0.054,0.04,0.016,0.016,0.027,0.046,0.046,0.033,0.023,0.018,0.021,0.016,0.019,0.033,0.033,0.022,0.028,0.024,0.017,0.021,0.02,0.02,0.028,0.02,0.031,0.028,0.026,0.016,0.023,0.02,0.022,0.022,0.017,0.013,0.025,0.023,0.023,0.022,1834,6403,3820,3102,2413,3284,4028,3920,1916,1589,855.0,3822,4429,1729,3218,13133,20466,2992,5019,6044,3556,4803,2520,6606,5348,9308,7058,3982,5451,7654,2786,1477,1540,7923,3291,1855,9753,9757,426,455,1638,3025,6448,3816,3312,1953,840,3078,2672,1766,684,2980,2071,6181,562,5884,2246,3334,1693,1730,1073,2943,611,1090,2921,1589,5384,2128,1848,1120,1725,3066,10081,1020,0.148,0.125,0.104,0.117,0.15,0.16,0.132,0.144,0.17,0.169,0.153,0.178,0.144,0.148,0.148,0.148,0.14,0.138,0.134,0.161,0.104,0.163,0.152,0.161,0.155,0.156,0.14,0.137,0.137,0.154,0.172,0.112,0.178,0.149,0.12,0.102,0.166,0.163,0.094,0.116,0.125,0.155,0.174,0.137,0.107,0.107,0.101,0.093,0.099,0.106,0.136,0.111,0.118,0.108,0.103,0.112,0.108,0.104,0.128,0.106,0.131,0.128,0.137,0.098,0.115,0.107,0.109,0.111,0.094,0.089,0.117,0.12,0.111,0.115,464,2075,1347,1052,746,1122,1563,1384,553,392,223.0,1668,1181,414,856,3830,5643,559,1308,2340,858,1898,1317,1862,2169,2945,3120,1917,1728,2485,931,502,463,1635,689,664,2556,2376,210,186,786,1566,1364,2024,2007,900,335,1112,1204,771,416,1390,975,2625,289,3313,875,1659,1010,990,612,969,286,549,1426,778,2735,974,931,485,727,1335,4080,388,3.586,2.892,2.717,2.609,2.804,2.362,2.213,2.576,2.913,3.064,3.072,1.991,2.91,2.939,2.956,2.625,2.899,3.844,2.917,2.126,2.915,2.103,1.784,2.748,2.043,2.516,1.918,1.819,2.436,2.444,2.445,2.613,2.81,3.214,3.691,2.442,2.724,2.918,2.432,2.559,2.474,1.74,3.283,2.091,1.886,2.092,3.044,3.463,2.64,2.471,1.924,2.3,2.26,2.382,2.144,1.899,2.663,2.275,1.932,1.937,2.158,3.135,2.5,2.28,2.177,2.303,2.1,2.429,2.119,2.691,2.36,2.659,2.487,2.902,0.901,0.526,0.45,0.645,0.608,0.582,0.643,0.697,0.541,0.59,0.677,0.576,0.464,0.468,0.439,0.544,0.602,0.873,0.592,0.675,0.87,0.643,0.49,0.775,0.529,0.654,0.478,0.487,0.614,0.625,0.778,1.022,0.529,0.739,0.851,0.485,0.901,0.761,0.393,0.419,0.707,0.449,0.808,0.818,0.465,0.554,0.495,0.8,0.472,0.583,0.458,0.45,0.562,0.443,0.465,0.402,0.643,0.502,0.387,0.394,0.448,0.731,0.587,0.566,0.573,0.781,0.439,0.405,0.4,0.47,0.597,0.549,0.554,0.701 -430,Epileptic,M,37.0,1.3,3.4,1.2,1.5,2.1,3.0,2.4,2.9,2.3,1.1,0.3,3.3,3.1,0.6,2.7,8.9,12.7,1.8,4.2,6.5,2.5,3.5,2.1,5.4,3.7,5.5,5.0,3.1,4.3,4.6,2.4,1.4,0.7,4.0,0.6,0.9,4.5,3.9,0.4,0.6,1.5,4.1,3.5,5.4,3.2,0.7,0.8,1.3,1.5,0.9,0.6,3.7,2.8,3.0,0.5,4.3,0.7,3.7,1.6,1.4,0.9,1.9,0.6,0.7,3.3,1.2,3.5,1.9,1.8,1.0,1.3,1.4,5.4,0.5,10,25,7,10,20,19,15,20,20,9,4.0,30,20,7,18,70,93,8,30,44,16,34,18,40,35,48,44,22,25,42,21,11,4,29,3,5,46,37,3,2,9,30,23,38,20,5,4,8,8,6,6,24,17,18,2,29,6,24,9,10,7,12,2,4,25,13,25,11,10,6,8,11,33,4,0.047,0.03,0.02,0.025,0.044,0.039,0.032,0.036,0.057,0.042,0.03,0.031,0.046,0.049,0.049,0.039,0.04,0.046,0.042,0.04,0.038,0.035,0.031,0.056,0.035,0.04,0.032,0.03,0.034,0.036,0.062,0.042,0.019,0.046,0.019,0.019,0.044,0.042,0.019,0.036,0.027,0.041,0.066,0.04,0.024,0.012,0.029,0.018,0.017,0.018,0.037,0.029,0.034,0.025,0.028,0.024,0.018,0.036,0.028,0.024,0.021,0.03,0.027,0.023,0.029,0.022,0.024,0.026,0.03,0.033,0.034,0.026,0.023,0.019,1629,5586,2478,2206,2554,3348,2316,3160,2406,1592,709.0,3067,3079,1100,2918,11469,18030,3080,4716,4439,3262,5407,2236,6344,5959,7506,6231,3345,5250,6113,2688,1916,1384,5494,1518,1823,6828,6371,478,670,1896,3255,4714,2766,2902,1543,1041,2690,2927,1753,449,4814,3459,4672,475,4833,1832,2747,1499,1643,1573,2656,506,939,3728,1602,4136,2448,1828,1192,1357,2303,8776,664,0.149,0.12,0.101,0.11,0.143,0.144,0.116,0.136,0.166,0.145,0.099,0.131,0.142,0.14,0.152,0.136,0.135,0.12,0.15,0.139,0.116,0.136,0.13,0.155,0.131,0.143,0.125,0.112,0.118,0.133,0.17,0.113,0.088,0.142,0.083,0.092,0.15,0.136,0.106,0.107,0.12,0.145,0.154,0.145,0.11,0.083,0.123,0.093,0.095,0.101,0.171,0.12,0.126,0.109,0.135,0.119,0.101,0.144,0.121,0.121,0.115,0.121,0.126,0.123,0.132,0.111,0.115,0.118,0.122,0.131,0.138,0.122,0.106,0.1,535,2022,912,1015,918,1335,1109,1275,772,433,216.0,1581,1053,276,952,3909,5590,569,1659,2417,1012,1759,1104,1745,1983,2553,2646,1479,1869,2170,727,662,551,1392,542,766,1669,1706,284,302,931,1554,1012,2027,2091,903,430,1150,1356,760,328,2175,1426,2019,256,2679,715,1704,914,875,716,1066,298,433,1918,820,2362,1207,1004,514,727,1017,3807,412,3.183,2.641,2.715,2.298,2.213,2.334,1.937,2.333,2.369,3.041,2.607,1.753,2.38,2.533,2.342,2.38,2.646,3.896,2.364,1.702,2.695,2.426,1.888,2.736,2.453,2.514,2.01,1.908,2.288,2.29,2.674,2.637,2.101,2.854,2.643,2.397,2.838,2.76,1.952,2.381,2.507,1.886,2.974,1.626,1.59,1.848,2.756,2.814,2.669,2.414,1.757,2.299,2.372,2.34,2.437,1.98,2.617,1.889,1.983,2.085,2.246,2.503,1.986,2.465,2.212,2.245,1.947,2.362,2.11,2.48,2.286,2.585,2.516,2.08,0.881,0.571,0.662,0.568,0.67,0.568,0.483,0.552,0.549,0.609,0.8,0.451,0.518,0.679,0.601,0.585,0.605,0.835,0.721,0.554,1.009,0.494,0.427,0.817,0.521,0.598,0.498,0.472,0.67,0.525,0.712,1.118,0.563,0.617,0.777,0.446,0.71,0.602,0.361,0.492,0.553,0.536,0.831,0.609,0.44,0.466,0.731,0.704,0.617,0.554,0.355,0.473,0.628,0.541,0.427,0.453,0.564,0.66,0.391,0.375,0.414,0.799,0.361,1.054,0.612,0.813,0.5,0.589,0.461,0.51,0.478,0.649,0.625,0.581 -431,Epileptic,M,37.0,1.5,2.6,1.1,1.5,2.1,2.3,2.0,1.8,2.5,0.9,0.6,3.7,2.2,0.7,2.1,7.0,8.9,1.3,3.0,5.0,3.2,4.4,2.8,4.2,4.9,3.7,6.1,3.1,2.8,3.0,2.4,1.5,0.9,3.3,0.9,1.0,5.4,2.8,0.2,0.2,1.3,3.0,3.1,2.6,2.8,0.7,0.7,1.1,1.7,1.0,0.8,1.9,3.0,2.4,0.4,2.9,1.5,2.5,1.8,2.2,0.6,2.0,1.1,0.7,2.1,1.7,3.5,1.3,1.5,1.1,0.9,1.8,7.4,0.5,12,28,12,14,22,27,23,20,23,12,7.0,36,27,7,19,77,95,13,37,45,21,53,28,40,48,44,72,35,33,42,24,16,9,43,8,10,60,42,1,1,9,30,32,23,19,6,4,8,9,9,7,18,27,15,3,26,13,22,12,17,6,13,5,6,19,23,36,12,10,9,7,15,65,3,0.044,0.025,0.021,0.026,0.04,0.03,0.027,0.029,0.055,0.036,0.039,0.036,0.036,0.051,0.04,0.035,0.028,0.044,0.029,0.039,0.05,0.035,0.03,0.042,0.037,0.03,0.035,0.028,0.025,0.033,0.048,0.044,0.028,0.032,0.026,0.02,0.036,0.027,0.03,0.016,0.02,0.032,0.035,0.022,0.019,0.017,0.023,0.016,0.019,0.024,0.029,0.021,0.032,0.017,0.019,0.019,0.028,0.025,0.028,0.03,0.016,0.029,0.044,0.018,0.021,0.025,0.021,0.02,0.022,0.02,0.022,0.018,0.024,0.016,1589,5030,2157,2635,2073,3166,3277,3222,1890,1700,615.0,3401,4007,635,2529,11151,18097,2609,5242,4449,3864,5485,2444,4909,5198,6096,7465,4289,6007,5491,2309,1717,1287,7176,2413,2176,8235,7456,232,332,1767,2860,6861,2993,3722,1389,871,2648,2625,2112,815,3077,3716,4371,577,4195,1757,3596,1620,2038,1082,2692,820,1013,2959,1526,5169,2277,1970,1450,1289,2497,10468,791,0.126,0.116,0.113,0.117,0.146,0.142,0.115,0.137,0.171,0.175,0.143,0.143,0.142,0.146,0.152,0.145,0.129,0.144,0.136,0.151,0.135,0.139,0.121,0.142,0.128,0.125,0.127,0.112,0.103,0.146,0.145,0.132,0.115,0.142,0.114,0.109,0.146,0.13,0.113,0.099,0.111,0.129,0.141,0.111,0.102,0.096,0.117,0.093,0.105,0.109,0.14,0.116,0.141,0.096,0.114,0.108,0.131,0.122,0.126,0.124,0.101,0.128,0.162,0.114,0.109,0.119,0.117,0.113,0.105,0.117,0.116,0.112,0.116,0.102,547,1883,819,1007,1074,1384,1276,1134,756,446,261.0,1611,1234,284,901,3622,5531,555,1729,2186,1057,2024,1372,1814,1993,2132,2950,1759,1843,1813,893,686,485,1865,631,857,2516,2047,126,188,945,1508,1612,1869,2298,733,400,1123,1258,837,457,1542,1561,2169,332,2384,804,1625,978,1147,641,1064,403,593,1629,1062,2638,1111,1073,729,713,1391,4844,410,2.934,2.454,2.41,2.446,1.795,2.115,2.13,2.576,2.122,3.01,2.015,1.849,2.573,1.839,2.241,2.365,2.536,3.446,2.434,1.861,2.906,2.302,1.72,2.169,2.156,2.381,2.061,2.002,2.491,2.34,2.055,2.486,2.183,2.846,3.269,2.291,2.545,2.651,1.828,2.028,2.328,1.68,3.008,1.835,1.798,1.957,2.679,2.8,2.552,2.833,2.054,2.074,2.244,2.09,2.041,1.891,2.36,2.332,1.908,1.854,1.885,2.432,1.981,2.064,1.948,1.77,1.931,2.206,2.129,2.083,2.044,2.064,2.225,2.297,0.666,0.465,0.514,0.6,0.479,0.585,0.588,0.493,0.644,0.779,0.761,0.559,0.534,0.69,0.709,0.594,0.629,0.841,0.569,0.636,0.812,0.607,0.489,0.825,0.562,0.522,0.582,0.557,0.535,0.581,0.777,0.807,0.371,0.581,0.564,0.46,0.726,0.677,0.438,0.388,0.536,0.571,0.726,0.539,0.586,0.453,0.598,0.735,0.5,0.673,0.508,0.454,0.561,0.448,0.373,0.419,0.435,0.63,0.399,0.458,0.374,0.693,1.001,0.724,0.477,0.62,0.45,0.33,0.454,0.591,0.449,0.424,0.414,0.413 -432,Epileptic,M,27.0,0.8,1.8,0.9,0.8,1.5,2.2,1.7,1.9,0.9,0.5,0.4,2.8,1.7,0.5,1.2,5.9,7.4,0.6,2.4,4.1,1.8,2.9,2.2,2.8,3.1,5.4,3.0,4.0,2.3,2.3,1.5,1.1,0.5,2.3,0.6,0.7,4.8,3.3,0.1,0.2,0.8,3.3,2.7,3.2,2.2,0.7,0.3,0.9,1.1,1.1,0.7,1.2,1.1,1.9,0.5,2.8,0.6,1.2,0.5,1.2,0.4,1.4,0.3,0.3,1.5,1.0,1.4,1.5,0.9,0.4,0.9,2.0,4.3,0.6,5,17,6,7,13,19,14,15,10,5,5.0,26,17,6,12,62,69,4,24,38,26,32,21,29,41,41,37,33,23,36,19,8,5,25,4,7,42,38,1,1,4,27,20,25,11,5,1,6,5,10,4,12,9,14,4,21,8,10,5,8,4,12,2,3,12,16,11,9,4,4,5,13,32,4,0.032,0.02,0.017,0.017,0.027,0.029,0.025,0.027,0.038,0.023,0.036,0.031,0.027,0.028,0.031,0.032,0.025,0.025,0.034,0.029,0.027,0.031,0.028,0.027,0.031,0.044,0.025,0.043,0.021,0.023,0.035,0.039,0.038,0.028,0.012,0.022,0.037,0.03,0.01,0.017,0.014,0.031,0.036,0.023,0.015,0.017,0.014,0.017,0.013,0.016,0.031,0.013,0.014,0.018,0.02,0.017,0.019,0.016,0.016,0.02,0.029,0.024,0.014,0.014,0.017,0.036,0.014,0.017,0.011,0.015,0.018,0.023,0.016,0.031,1794,5166,2903,2300,2765,3870,3391,4273,1827,1660,744.0,3924,5121,1625,2861,13797,20865,2571,4770,5588,3985,5018,3143,8093,7203,6360,6890,4885,7944,6890,2690,1116,789,7380,2467,2296,8430,9449,372,448,1685,3604,5975,3987,4424,1452,945,2038,2761,2419,675,3536,2460,5266,840,4764,1506,2966,1023,2052,588,2970,665,811,3270,1073,3468,3623,2311,1394,1705,2700,10632,784,0.106,0.108,0.089,0.089,0.115,0.132,0.104,0.126,0.134,0.118,0.133,0.129,0.12,0.126,0.138,0.124,0.117,0.102,0.137,0.126,0.107,0.133,0.124,0.126,0.131,0.14,0.111,0.113,0.096,0.121,0.128,0.114,0.154,0.121,0.082,0.104,0.126,0.127,0.094,0.093,0.086,0.12,0.135,0.111,0.087,0.105,0.079,0.091,0.079,0.103,0.131,0.083,0.098,0.089,0.125,0.099,0.107,0.094,0.102,0.103,0.121,0.106,0.105,0.103,0.1,0.135,0.087,0.09,0.077,0.107,0.102,0.117,0.093,0.151,441,1440,844,765,851,1288,972,1078,502,344,207.0,1344,1129,308,657,3018,4764,424,1255,2158,984,1523,1145,1660,1782,1787,1986,1387,1758,1816,625,443,267,1372,641,569,2189,1847,185,206,713,1590,1267,2007,2100,621,322,830,1138,1013,363,1452,1096,1887,337,2262,572,1370,567,989,295,993,279,344,1368,536,1534,1338,1005,470,737,1253,3941,295,3.49,3.184,3.29,2.835,2.618,2.706,2.784,3.285,2.83,3.653,2.942,2.347,3.367,3.506,3.114,3.245,3.424,3.974,2.899,2.172,3.059,2.498,2.379,3.455,3.063,2.966,2.611,2.677,3.282,2.889,3.086,2.444,2.595,3.508,3.527,3.386,2.903,3.562,2.403,2.784,2.916,1.975,3.42,2.16,2.417,2.53,3.865,3.251,3.035,2.763,2.219,2.547,2.531,2.863,3.039,2.326,2.641,2.499,1.885,2.316,2.179,3.193,2.501,2.419,2.649,2.326,2.438,2.899,2.879,3.467,2.728,2.624,2.799,3.126,0.776,0.708,0.773,0.51,0.602,0.562,0.789,0.577,0.561,0.432,0.672,0.768,0.559,0.526,0.539,0.643,0.696,0.86,0.535,0.647,0.817,0.659,0.662,0.608,0.696,0.763,0.609,0.685,0.573,0.623,0.716,0.944,0.561,0.659,0.636,0.635,0.693,0.566,0.399,0.34,0.611,0.667,0.799,0.659,0.703,0.507,0.578,0.682,0.463,0.565,0.436,0.535,0.462,0.566,0.518,0.421,0.431,0.517,0.403,0.383,0.363,0.504,0.647,1.038,0.506,0.627,0.524,0.505,0.452,0.854,0.473,0.489,0.59,0.504 -433,Epileptic,F,62.0,0.3,2.8,1.0,1.4,1.6,2.3,1.5,1.7,1.0,0.7,0.2,3.1,1.7,0.5,1.1,5.3,8.4,0.8,2.1,4.4,1.5,2.7,1.8,3.9,3.6,3.4,3.1,2.8,3.1,3.3,2.0,1.0,0.6,2.2,0.3,0.3,2.7,3.2,0.1,0.2,1.0,3.2,2.5,3.0,2.9,0.8,0.7,0.7,1.2,0.6,0.6,2.2,1.9,2.3,0.0,2.3,0.7,1.8,0.6,1.7,1.1,1.6,0.3,0.5,1.3,1.3,2.8,1.7,1.1,0.4,1.4,0.7,4.5,0.3,3,29,10,9,14,25,14,16,15,6,3.0,29,17,6,12,53,75,5,29,37,14,25,20,39,35,36,43,31,28,33,19,7,5,28,2,3,32,40,2,1,5,30,23,22,17,6,4,4,7,5,6,18,13,14,0,20,5,14,4,14,8,13,2,5,11,15,24,11,8,5,10,7,45,2,0.022,0.024,0.019,0.024,0.039,0.038,0.022,0.03,0.04,0.045,0.027,0.036,0.033,0.048,0.032,0.036,0.03,0.034,0.028,0.037,0.036,0.034,0.033,0.044,0.038,0.034,0.029,0.028,0.027,0.031,0.049,0.045,0.027,0.033,0.021,0.013,0.037,0.039,0.014,0.023,0.024,0.04,0.055,0.03,0.021,0.015,0.032,0.012,0.02,0.025,0.035,0.024,0.03,0.02,0.01,0.021,0.021,0.023,0.028,0.028,0.027,0.025,0.021,0.026,0.022,0.028,0.021,0.023,0.017,0.02,0.03,0.025,0.022,0.016,1313,4687,1983,2107,2083,3133,2797,2929,1479,1242,504.0,2875,3056,834,2283,8467,15953,1802,4140,3780,3041,3837,1974,5849,4530,4881,4885,4426,5649,4948,2207,1111,1005,5012,1027,1171,5775,5430,348,350,1194,2826,4215,2504,3097,1620,826,2047,1915,1101,697,2978,2388,4308,160,3083,1196,2652,707,1620,1124,2844,409,780,1867,1140,3779,2337,1761,737,1532,1203,8176,553,0.088,0.118,0.115,0.108,0.145,0.161,0.106,0.147,0.168,0.138,0.136,0.147,0.138,0.168,0.141,0.145,0.129,0.12,0.136,0.145,0.132,0.146,0.142,0.156,0.158,0.153,0.133,0.125,0.112,0.14,0.158,0.121,0.129,0.135,0.083,0.083,0.148,0.154,0.094,0.096,0.118,0.158,0.183,0.122,0.101,0.097,0.144,0.075,0.101,0.116,0.142,0.114,0.12,0.098,0.076,0.114,0.098,0.116,0.124,0.137,0.135,0.121,0.132,0.13,0.114,0.126,0.114,0.113,0.098,0.114,0.132,0.134,0.107,0.117,292,1747,817,859,798,1083,1008,920,442,331,167.0,1343,905,216,674,2560,4655,327,1292,1829,720,1336,905,1673,1503,1596,1927,1719,1840,1795,677,389,349,1146,305,455,1407,1558,186,174,584,1340,837,1709,2097,790,371,877,921,417,367,1500,1017,1852,63,1655,525,1259,359,869,554,1043,219,380,1017,677,2081,1153,929,347,779,502,3424,251,3.635,2.557,2.322,2.333,2.201,2.38,2.298,2.924,2.533,3.019,2.682,1.908,2.575,2.747,2.626,2.581,2.742,3.857,2.549,1.831,3.077,2.367,1.94,2.656,2.48,2.601,2.117,2.091,2.426,2.231,2.478,2.789,2.501,2.92,2.811,2.387,2.918,2.745,2.036,2.314,2.667,1.918,3.296,1.708,1.643,2.246,2.72,2.809,2.413,3.107,2.027,2.067,2.209,2.432,2.173,2.018,2.547,2.333,2.176,2.12,2.446,2.735,1.921,2.126,2.0,2.085,2.03,2.301,2.197,2.275,2.071,2.473,2.471,2.467,1.143,0.568,0.731,0.489,0.669,0.551,0.472,0.541,0.654,0.453,0.763,0.504,0.403,0.417,0.54,0.498,0.539,0.837,0.505,0.518,0.765,0.435,0.408,0.759,0.481,0.559,0.395,0.492,0.536,0.492,0.826,1.105,0.457,0.649,0.626,0.464,0.703,0.596,0.368,0.353,0.603,0.481,0.878,0.562,0.478,0.581,0.537,1.019,0.465,0.599,0.373,0.405,0.555,0.372,0.326,0.389,0.549,0.486,0.337,0.388,0.405,0.669,0.412,0.694,0.407,0.669,0.403,0.383,0.41,0.461,0.483,0.446,0.534,0.48 -434,Epileptic,M,37.0,1.4,4.0,1.4,2.1,2.8,2.8,2.8,2.6,1.0,0.9,0.5,3.5,2.1,0.8,2.4,7.9,14.4,1.5,2.7,4.3,1.5,3.9,2.6,4.7,6.2,5.1,6.9,4.0,5.0,4.1,2.2,1.4,0.9,3.4,1.3,0.7,4.4,4.5,0.4,0.3,1.5,4.2,2.8,3.2,3.8,1.5,0.3,1.8,1.5,1.3,0.5,4.0,1.6,4.1,0.3,2.8,1.4,2.1,2.1,1.7,1.6,2.6,0.6,0.6,2.6,2.1,2.8,2.1,2.1,0.5,1.0,2.3,7.2,0.4,9,41,13,16,26,33,26,27,14,12,6.0,38,26,10,28,93,143,10,35,48,12,62,31,52,60,57,61,36,43,50,24,8,8,40,10,5,54,58,5,2,9,37,31,27,19,12,2,11,8,11,3,32,13,28,2,21,10,20,17,13,13,22,5,5,24,24,23,15,13,8,6,21,64,4,0.042,0.027,0.02,0.031,0.037,0.034,0.035,0.03,0.047,0.042,0.046,0.035,0.031,0.033,0.03,0.033,0.033,0.043,0.031,0.035,0.025,0.033,0.038,0.043,0.047,0.033,0.042,0.035,0.037,0.034,0.038,0.042,0.025,0.028,0.027,0.015,0.034,0.03,0.024,0.016,0.025,0.042,0.033,0.026,0.026,0.025,0.019,0.02,0.015,0.025,0.026,0.025,0.026,0.023,0.022,0.02,0.023,0.016,0.028,0.02,0.027,0.031,0.025,0.016,0.02,0.03,0.02,0.023,0.027,0.018,0.023,0.02,0.02,0.018,1954,6434,3141,3172,3028,3754,3387,5041,1776,1701,634.0,3781,5064,1306,4877,14227,25873,2791,5297,5709,4492,6989,3242,7071,6326,9014,6239,4612,7950,6027,2714,1674,1746,8119,3871,2030,9238,11386,719,667,2053,3702,7128,3650,4174,2163,751,3558,3261,2304,633,6233,2301,6497,344,3664,1998,4019,1775,2364,1743,3484,764,1204,3789,1522,3777,3076,2487,1067,1414,3733,12297,632,0.131,0.122,0.103,0.129,0.145,0.152,0.121,0.135,0.14,0.146,0.142,0.147,0.122,0.148,0.127,0.137,0.136,0.127,0.126,0.14,0.095,0.138,0.133,0.149,0.144,0.139,0.137,0.118,0.121,0.154,0.145,0.121,0.104,0.13,0.113,0.085,0.139,0.138,0.124,0.107,0.113,0.137,0.142,0.123,0.114,0.117,0.091,0.098,0.09,0.125,0.121,0.117,0.12,0.112,0.121,0.11,0.109,0.099,0.137,0.105,0.136,0.14,0.127,0.102,0.115,0.133,0.111,0.118,0.122,0.129,0.116,0.109,0.108,0.111,563,2299,1180,1148,1191,1451,1318,1461,535,429,192.0,1731,1292,329,1378,4159,7388,574,1606,2327,1040,2310,1293,2067,2239,2755,2322,1804,2198,2073,847,604,644,1870,805,767,2364,2661,339,299,1023,1569,1519,2035,2332,973,294,1292,1443,859,327,2663,1105,2741,153,2095,841,2033,1111,1421,906,1303,429,605,1882,1013,2130,1349,1202,489,707,1837,5567,369,3.403,2.609,2.628,2.727,2.21,2.191,2.275,3.076,2.416,2.996,2.561,1.895,3.008,2.822,2.731,2.634,2.799,3.599,2.705,2.044,3.126,2.296,2.168,2.674,2.287,2.661,2.182,2.109,2.781,2.386,2.487,2.615,2.354,3.031,3.757,2.441,2.91,3.01,2.216,2.504,2.483,2.034,3.397,1.99,2.049,2.244,3.019,3.387,2.769,3.238,2.065,2.358,2.138,2.468,2.406,1.968,2.453,2.211,1.652,1.788,2.222,2.602,2.096,2.279,2.134,1.829,1.993,2.483,2.406,2.229,2.265,2.315,2.36,2.069,0.751,0.556,0.452,0.52,0.672,0.535,0.534,0.5,0.691,0.616,0.746,0.514,0.509,0.649,0.598,0.613,0.583,0.782,0.633,0.693,0.779,0.597,0.531,0.772,0.645,0.607,0.575,0.58,0.634,0.518,0.701,1.113,0.481,0.682,0.848,0.418,0.761,0.654,0.523,0.365,0.517,0.56,0.887,0.589,0.588,0.47,0.483,0.726,0.51,0.589,0.331,0.496,0.455,0.496,0.65,0.38,0.564,0.536,0.437,0.387,0.51,0.658,0.423,0.681,0.51,0.612,0.435,0.384,0.423,0.711,0.497,0.414,0.456,0.35 -435,Epileptic,M,22.0,0.7,2.7,1.7,1.9,2.3,2.2,1.6,1.6,1.9,1.0,0.6,3.0,1.2,0.5,1.4,7.3,9.2,0.9,2.3,5.8,1.2,2.6,1.9,3.5,3.2,2.2,3.8,3.1,3.1,3.1,1.7,1.6,0.6,1.9,0.4,0.4,2.7,3.3,0.1,0.1,0.9,3.0,2.4,4.6,2.4,0.7,0.5,1.3,1.1,0.4,1.1,2.1,2.2,2.4,0.4,2.6,0.8,1.3,1.4,1.1,0.8,1.8,0.4,0.4,1.4,1.3,2.9,1.0,1.4,0.5,0.9,1.3,4.3,0.3,9,26,23,14,18,24,13,15,20,10,6.0,27,12,8,14,79,86,8,29,50,12,32,18,35,38,28,46,29,27,41,26,13,5,24,3,3,31,43,1,1,7,31,21,30,16,5,3,9,6,4,7,16,16,20,4,24,10,11,10,10,9,14,3,4,12,19,21,8,10,4,6,10,37,4,0.033,0.022,0.018,0.03,0.033,0.028,0.024,0.023,0.046,0.035,0.038,0.033,0.023,0.03,0.029,0.031,0.029,0.028,0.024,0.037,0.023,0.031,0.024,0.033,0.034,0.021,0.024,0.024,0.023,0.031,0.031,0.064,0.024,0.022,0.009,0.012,0.032,0.034,0.009,0.017,0.018,0.028,0.036,0.033,0.017,0.014,0.015,0.021,0.016,0.01,0.036,0.019,0.023,0.016,0.03,0.017,0.025,0.014,0.023,0.018,0.022,0.031,0.018,0.013,0.02,0.018,0.02,0.015,0.019,0.015,0.02,0.013,0.016,0.013,1363,5828,4059,3118,2716,3640,2613,3423,2484,1667,652.0,3244,2941,1211,2804,13611,19247,2565,5188,5899,4038,4983,2703,6602,5694,6078,6814,4792,6516,5729,2978,1262,1171,6423,2414,1673,6418,8421,514,381,1447,3166,6139,3892,3736,1363,988,2091,2255,1199,816,3409,3302,6001,434,4195,1489,2979,1618,1698,1197,2348,662,1153,2463,2044,3949,2365,2278,1054,1261,2788,10236,511,0.115,0.111,0.113,0.123,0.142,0.133,0.094,0.116,0.163,0.142,0.134,0.143,0.116,0.134,0.136,0.134,0.121,0.124,0.127,0.15,0.11,0.146,0.12,0.13,0.143,0.116,0.12,0.111,0.097,0.142,0.132,0.158,0.115,0.114,0.069,0.072,0.132,0.144,0.084,0.089,0.107,0.143,0.138,0.14,0.096,0.091,0.097,0.098,0.088,0.085,0.146,0.107,0.119,0.093,0.147,0.104,0.118,0.094,0.117,0.115,0.121,0.128,0.1,0.099,0.113,0.109,0.112,0.094,0.108,0.103,0.116,0.102,0.095,0.104,412,1993,1489,1086,1090,1331,988,1136,758,457,228.0,1454,837,309,825,3870,5268,508,1452,2499,908,1512,1182,1869,1683,1797,2492,1773,1804,1763,868,535,393,1410,617,607,1517,1858,242,163,761,1643,1216,2290,2130,722,433,936,1089,597,494,1634,1511,2509,218,2360,626,1448,951,881,646,973,351,554,1151,1283,2084,1132,1139,493,654,1315,4303,317,3.216,2.7,2.488,2.616,2.153,2.367,2.255,2.695,2.499,2.841,2.332,1.949,2.833,2.796,2.664,2.703,2.921,3.535,2.939,2.018,3.153,2.541,2.01,2.668,2.643,2.728,2.207,2.216,2.775,2.563,2.553,2.597,2.38,3.1,3.362,2.459,3.005,3.252,2.283,2.513,2.379,1.773,3.348,1.929,2.0,2.148,2.884,2.719,2.573,2.382,2.116,2.235,2.298,2.491,2.147,1.956,2.7,2.336,1.946,2.007,2.272,2.511,2.056,2.229,2.234,1.888,2.134,2.522,2.325,2.406,2.283,2.4,2.502,2.01,0.568,0.534,0.571,0.612,0.631,0.511,0.542,0.579,0.663,0.464,0.804,0.44,0.446,0.427,0.481,0.58,0.587,0.806,0.622,0.664,0.735,0.488,0.447,0.724,0.517,0.448,0.464,0.602,0.471,0.463,0.721,0.867,0.34,0.68,0.695,0.431,0.762,0.602,0.51,0.458,0.432,0.454,0.885,0.592,0.567,0.452,0.484,0.571,0.447,0.401,0.414,0.441,0.487,0.38,0.45,0.409,0.737,0.437,0.38,0.433,0.378,0.561,0.486,0.757,0.683,0.768,0.465,0.352,0.384,0.772,0.439,0.507,0.509,0.346 -436,Epileptic,M,27.0,0.9,2.4,0.6,1.1,1.8,1.2,1.1,2.1,1.3,0.8,0.2,1.9,1.7,0.6,0.8,4.7,7.8,1.1,1.4,4.5,0.9,2.5,1.0,4.1,3.0,2.7,2.1,2.1,1.9,2.7,1.1,1.0,0.3,2.4,0.4,0.3,3.5,2.9,0.1,0.2,0.9,3.1,1.8,2.0,2.0,0.5,0.8,1.0,1.2,0.9,0.6,1.8,1.4,3.8,0.1,2.4,0.9,1.7,1.5,0.9,0.9,1.7,0.3,0.4,1.0,1.6,2.5,1.3,0.5,0.4,0.8,1.1,4.0,0.3,8,29,9,9,16,13,12,19,16,8,4.0,15,19,7,9,54,80,10,19,37,9,31,11,42,38,34,26,23,17,34,17,8,3,29,3,3,44,36,2,2,7,26,17,15,13,4,5,6,7,8,5,15,11,30,1,27,6,12,13,7,10,17,2,5,7,17,23,8,5,4,8,8,32,3,0.032,0.022,0.013,0.022,0.029,0.024,0.016,0.033,0.032,0.028,0.025,0.026,0.029,0.029,0.026,0.028,0.024,0.032,0.02,0.035,0.015,0.028,0.025,0.037,0.027,0.028,0.021,0.019,0.02,0.022,0.025,0.037,0.015,0.026,0.012,0.011,0.03,0.025,0.01,0.014,0.018,0.036,0.027,0.028,0.015,0.01,0.022,0.016,0.015,0.023,0.032,0.019,0.022,0.022,0.018,0.018,0.018,0.018,0.028,0.015,0.02,0.024,0.019,0.014,0.015,0.029,0.018,0.02,0.012,0.012,0.021,0.017,0.016,0.014,1705,5089,1910,2378,2741,2575,3029,3612,2392,1435,733.0,2266,3841,1456,2262,10942,19780,2720,4310,5065,2780,4451,1699,6888,6430,5878,5272,4741,5025,6220,2342,1353,1216,6285,2268,1370,8891,8125,443,474,1586,3141,4958,1967,3505,1567,1180,2253,2581,1550,551,3291,2664,6791,232,4820,1865,2842,1503,1353,1527,2758,479,964,2100,1396,4440,2534,1617,1034,1644,2288,9645,521,0.126,0.118,0.103,0.108,0.133,0.132,0.091,0.135,0.136,0.147,0.126,0.119,0.128,0.158,0.121,0.126,0.115,0.127,0.108,0.145,0.081,0.131,0.125,0.141,0.136,0.133,0.119,0.102,0.095,0.128,0.112,0.106,0.076,0.127,0.074,0.068,0.138,0.119,0.094,0.096,0.11,0.15,0.128,0.12,0.088,0.08,0.114,0.086,0.09,0.12,0.147,0.108,0.109,0.114,0.122,0.111,0.101,0.092,0.132,0.1,0.113,0.121,0.113,0.106,0.094,0.134,0.107,0.098,0.096,0.1,0.11,0.106,0.095,0.108,508,1727,743,876,1055,839,1019,1178,660,433,213.0,1029,1102,304,590,2892,5319,575,1133,2100,837,1512,714,1898,1948,1779,1644,1582,1320,1932,765,523,351,1497,542,488,2065,1983,233,198,786,1435,1131,1178,2025,796,540,966,1214,648,340,1506,1123,2762,95,2276,811,1413,861,803,765,1149,253,498,1012,810,2194,1064,712,514,775,1009,3929,304,3.282,2.835,2.527,2.704,2.429,2.559,2.481,2.716,2.8,2.915,2.686,1.959,2.703,3.23,2.881,2.795,2.987,3.52,2.886,2.129,2.415,2.321,2.027,2.642,2.606,2.696,2.491,2.368,2.843,2.574,2.336,2.434,2.712,3.031,3.646,2.483,3.093,3.023,2.137,2.527,2.576,1.973,3.126,1.904,2.0,2.274,2.695,2.89,2.684,2.565,2.244,2.359,2.424,2.526,2.753,2.347,2.7,2.333,1.951,1.891,2.317,2.335,2.264,2.129,2.389,2.138,2.316,2.636,2.602,2.405,2.442,2.668,2.606,2.188,0.717,0.678,0.635,0.409,0.457,0.636,0.618,0.472,0.48,0.409,0.81,0.465,0.504,0.432,0.459,0.512,0.595,0.725,0.471,0.648,0.769,0.436,0.37,0.754,0.526,0.45,0.554,0.611,0.491,0.442,0.735,0.885,0.385,0.655,0.677,0.424,0.68,0.608,0.324,0.418,0.47,0.465,0.72,0.773,0.595,0.304,0.587,0.531,0.474,0.488,0.437,0.465,0.521,0.484,0.461,0.384,0.47,0.492,0.382,0.327,0.397,0.5,0.363,0.922,0.515,0.621,0.484,0.45,0.496,0.663,0.381,0.456,0.47,0.409 -437,Epileptic,F,27.0,0.5,2.2,0.9,1.1,1.3,1.8,1.4,1.3,1.3,0.7,0.3,3.3,1.3,0.6,1.5,5.6,8.0,0.6,3.0,4.1,0.7,2.7,1.6,2.9,2.0,2.9,3.3,1.5,2.5,2.6,1.3,0.6,0.4,2.8,0.2,0.9,1.9,3.1,0.2,0.1,1.4,3.0,1.9,2.4,2.7,0.7,0.3,1.4,1.2,0.6,0.6,1.4,1.2,2.0,0.3,2.7,0.8,1.9,1.2,1.2,0.7,2.1,0.3,0.5,1.9,1.3,2.2,0.9,1.1,0.8,0.7,0.9,4.2,0.4,3,19,10,10,13,18,11,12,11,7,4.0,26,15,7,14,56,75,4,28,31,5,26,18,41,26,34,34,15,24,34,17,7,6,32,2,8,31,38,1,1,8,27,20,20,14,5,2,7,6,4,4,18,7,14,1,22,5,13,8,12,5,14,2,4,14,16,18,7,8,8,7,9,32,4,0.032,0.027,0.017,0.02,0.034,0.032,0.021,0.026,0.051,0.042,0.031,0.032,0.029,0.033,0.031,0.035,0.031,0.025,0.033,0.036,0.016,0.035,0.027,0.033,0.034,0.033,0.03,0.022,0.02,0.025,0.037,0.04,0.016,0.035,0.012,0.022,0.028,0.033,0.019,0.01,0.023,0.036,0.036,0.026,0.022,0.015,0.015,0.021,0.018,0.021,0.045,0.018,0.024,0.018,0.035,0.022,0.034,0.019,0.029,0.025,0.024,0.032,0.023,0.024,0.021,0.026,0.022,0.015,0.017,0.028,0.023,0.024,0.023,0.016,1138,4289,2061,2078,1954,2939,2794,2540,1847,1261,577.0,2829,2744,1265,2634,9596,15795,1742,4934,3287,2507,4249,1931,5818,3685,5128,5337,2830,6420,5066,1960,665,1055,5761,1325,2152,4026,6845,392,407,1778,2750,3955,2165,3225,1235,801,2495,2098,1211,348,2588,1896,3874,187,3365,1092,2823,1176,1332,944,2183,376,854,2818,1080,3242,1981,2006,1244,1243,1879,7187,542,0.105,0.12,0.11,0.109,0.142,0.143,0.093,0.124,0.164,0.148,0.126,0.138,0.13,0.131,0.143,0.144,0.134,0.099,0.129,0.134,0.077,0.148,0.134,0.138,0.142,0.137,0.135,0.104,0.104,0.124,0.136,0.102,0.101,0.146,0.075,0.104,0.13,0.138,0.097,0.087,0.121,0.146,0.142,0.116,0.105,0.095,0.085,0.092,0.099,0.105,0.156,0.104,0.112,0.105,0.152,0.122,0.124,0.1,0.131,0.129,0.119,0.135,0.127,0.113,0.108,0.128,0.115,0.096,0.1,0.144,0.12,0.123,0.114,0.112,331,1303,798,835,698,1044,910,847,444,344,183.0,1592,786,302,729,2795,4384,372,1482,1703,660,1349,968,1578,1210,1638,1804,1120,1820,1755,621,351,401,1326,352,704,1292,1697,207,229,900,1335,931,1528,1901,667,334,956,994,446,232,1309,835,1789,95,1807,484,1479,679,777,457,943,214,439,1443,755,1621,957,918,461,572,710,2965,363,3.392,3.009,2.415,2.468,2.375,2.378,2.574,2.717,2.998,2.735,2.548,1.651,2.633,2.821,2.71,2.578,2.896,3.656,2.71,1.714,2.906,2.468,1.831,2.769,2.396,2.52,2.42,2.009,2.748,2.292,2.464,2.047,2.174,3.211,3.263,2.574,2.604,2.907,2.197,2.069,2.468,1.931,3.081,1.616,1.926,2.043,2.761,3.091,2.582,2.908,1.682,2.045,2.409,2.319,2.372,2.105,2.667,2.163,1.927,1.909,2.337,2.319,1.882,2.348,2.07,1.807,2.087,2.388,2.507,2.931,2.326,2.636,2.569,1.763,0.891,0.742,0.612,0.51,0.616,0.668,0.501,0.506,0.57,0.612,0.668,0.412,0.403,0.625,0.477,0.574,0.619,0.721,0.617,0.638,0.614,0.514,0.428,0.599,0.593,0.515,0.456,0.568,0.443,0.521,0.587,0.947,0.453,0.55,0.537,0.722,0.689,0.596,0.381,0.376,0.505,0.581,0.731,0.538,0.551,0.51,0.618,0.732,0.522,0.587,0.378,0.454,0.595,0.461,0.256,0.424,0.36,0.527,0.361,0.459,0.386,0.608,0.535,0.752,0.524,0.569,0.498,0.381,0.411,0.48,0.584,0.685,0.593,0.391 -438,Epileptic,M,42.0,1.1,2.4,1.0,1.1,3.0,1.9,2.3,1.6,2.3,0.8,0.4,3.4,1.7,0.6,1.5,5.8,14.1,1.6,2.1,4.6,2.4,5.1,2.7,5.0,4.1,3.3,5.6,3.3,3.2,2.1,3.1,2.0,0.5,2.8,1.1,0.6,6.1,3.7,0.2,0.3,1.1,4.3,4.3,2.9,2.5,1.0,0.5,1.0,1.6,1.1,0.8,1.8,1.3,3.2,0.3,2.7,1.0,1.6,2.2,1.2,1.0,2.1,0.5,0.7,3.3,1.5,3.3,1.0,1.2,0.5,0.7,1.4,5.1,0.3,8,22,8,8,25,22,13,16,18,8,4.0,33,22,6,18,66,116,11,27,42,21,59,23,39,43,40,49,31,28,29,26,17,4,28,9,5,54,45,2,2,8,44,39,22,16,8,2,5,8,9,6,12,12,21,2,22,8,17,17,10,9,13,5,5,28,19,26,6,6,4,6,12,44,3,0.047,0.022,0.015,0.021,0.048,0.027,0.034,0.03,0.058,0.036,0.03,0.034,0.031,0.035,0.032,0.033,0.036,0.044,0.029,0.035,0.035,0.033,0.038,0.044,0.035,0.026,0.041,0.031,0.029,0.025,0.051,0.068,0.023,0.033,0.026,0.015,0.053,0.033,0.018,0.014,0.022,0.034,0.051,0.026,0.02,0.019,0.025,0.015,0.019,0.017,0.027,0.02,0.026,0.023,0.019,0.021,0.017,0.019,0.029,0.025,0.021,0.034,0.029,0.019,0.028,0.026,0.021,0.015,0.016,0.017,0.022,0.017,0.019,0.014,1445,4886,2496,2206,2244,3143,2674,2825,1786,1306,948.0,3459,3432,1227,2913,9595,21933,2607,4652,4893,5649,6841,2433,5702,6296,6594,5377,4336,6200,4760,2621,1588,974,6669,3398,1645,7613,8323,432,592,1355,3325,4574,2741,3241,1491,738,2156,2469,2012,714,2868,1815,4870,519,3378,1553,3095,1769,1311,1492,2625,660,1082,3430,1488,4263,2178,1967,836,1071,2758,9429,491,0.138,0.112,0.092,0.104,0.143,0.124,0.119,0.125,0.164,0.158,0.123,0.134,0.12,0.127,0.133,0.134,0.138,0.143,0.134,0.142,0.121,0.132,0.142,0.141,0.131,0.124,0.13,0.103,0.099,0.124,0.171,0.14,0.097,0.134,0.107,0.087,0.153,0.144,0.109,0.104,0.114,0.134,0.146,0.125,0.098,0.11,0.113,0.085,0.099,0.097,0.139,0.104,0.125,0.109,0.1,0.117,0.101,0.108,0.135,0.122,0.109,0.129,0.136,0.107,0.134,0.124,0.113,0.09,0.091,0.098,0.12,0.106,0.106,0.1,430,1802,930,785,1082,1325,987,1018,658,355,230.0,1784,1029,319,869,3269,6690,589,1337,2273,1300,2559,1116,1828,2118,2205,2180,1680,1711,1538,996,587,357,1528,730,687,2228,2176,209,320,753,1877,1467,1715,1961,759,292,935,1178,944,417,1416,901,2237,234,1942,765,1499,1189,797,779,1066,368,600,1858,934,2334,1026,994,479,547,1409,4226,324,3.448,2.518,2.579,2.657,1.928,2.136,2.214,2.429,2.17,2.91,3.053,1.734,2.599,2.687,2.544,2.351,2.611,3.729,2.722,1.874,3.204,2.19,1.924,2.478,2.37,2.44,2.111,2.11,2.739,2.392,2.193,2.669,2.154,3.089,3.81,2.292,2.56,2.81,2.299,2.097,2.259,1.699,2.536,1.851,1.832,2.104,2.938,2.822,2.507,2.574,1.917,2.129,2.031,2.231,2.441,1.934,2.165,2.267,1.755,1.772,2.156,2.619,1.938,2.243,2.044,1.945,2.035,2.424,2.228,1.86,2.235,2.298,2.345,1.866,0.722,0.491,0.576,0.486,0.486,0.541,0.629,0.442,0.602,0.578,0.614,0.458,0.404,0.571,0.53,0.5,0.627,0.922,0.609,0.589,0.878,0.573,0.552,0.777,0.727,0.519,0.513,0.491,0.508,0.592,0.63,1.029,0.31,0.59,0.855,0.409,0.784,0.698,0.371,0.387,0.533,0.517,0.879,0.638,0.538,0.502,0.839,0.756,0.433,0.442,0.358,0.431,0.427,0.464,0.404,0.392,0.393,0.516,0.377,0.358,0.313,0.563,0.355,0.686,0.541,0.622,0.448,0.384,0.392,0.436,0.457,0.43,0.413,0.307 -439,Epileptic,M,32.0,0.9,1.9,0.9,1.4,2.0,2.4,1.6,1.1,0.9,0.7,0.3,2.4,1.7,0.4,1.5,7.0,7.2,0.9,2.9,3.9,1.1,3.1,1.7,3.4,3.5,1.9,2.9,2.1,2.3,3.1,1.4,1.3,0.3,2.2,1.1,0.9,3.5,3.0,0.3,0.2,0.8,3.4,2.1,2.3,2.4,0.7,0.3,0.9,1.3,1.1,0.6,1.7,1.1,2.2,0.4,2.2,0.9,2.0,1.2,1.1,0.7,1.4,0.2,0.7,1.4,1.9,2.0,1.1,1.0,0.5,1.1,1.2,5.2,0.2,9,18,7,10,17,23,13,11,10,6,2.0,21,20,5,16,73,62,6,34,34,12,34,17,32,36,19,27,22,22,31,15,10,4,22,7,9,35,31,2,2,4,27,21,18,12,4,2,6,7,8,5,12,8,14,2,15,6,12,11,8,4,14,2,7,8,22,17,6,5,5,6,10,33,1,0.035,0.019,0.017,0.025,0.033,0.025,0.026,0.023,0.034,0.033,0.03,0.031,0.03,0.032,0.025,0.032,0.027,0.035,0.024,0.034,0.024,0.026,0.026,0.036,0.029,0.025,0.028,0.025,0.02,0.027,0.029,0.059,0.027,0.029,0.031,0.025,0.03,0.031,0.017,0.022,0.016,0.036,0.047,0.027,0.015,0.012,0.017,0.017,0.017,0.033,0.022,0.018,0.019,0.014,0.024,0.017,0.018,0.02,0.022,0.014,0.02,0.02,0.025,0.02,0.014,0.037,0.017,0.017,0.016,0.015,0.021,0.018,0.017,0.014,1481,4452,1975,2306,2653,3965,2798,3106,1618,1515,673.0,2822,3622,732,3340,12936,18028,2416,6881,5244,2983,6424,2685,5513,7205,4983,5597,4435,7167,6693,2421,1153,877,6530,2555,2272,7982,7288,521,454,1284,2704,5118,2511,4416,1548,631,2082,2404,2064,688,3548,2008,6333,440,4286,1680,2887,1664,2173,1294,2898,383,1117,2811,1201,3966,2300,2054,1083,1722,2543,11086,361,0.12,0.108,0.105,0.119,0.116,0.113,0.103,0.111,0.141,0.128,0.11,0.127,0.13,0.091,0.099,0.114,0.113,0.121,0.115,0.135,0.088,0.111,0.118,0.121,0.122,0.12,0.112,0.098,0.089,0.126,0.116,0.131,0.109,0.119,0.126,0.114,0.133,0.132,0.096,0.104,0.097,0.124,0.146,0.119,0.087,0.083,0.091,0.09,0.09,0.124,0.133,0.096,0.104,0.083,0.131,0.095,0.103,0.1,0.118,0.085,0.101,0.114,0.105,0.106,0.087,0.136,0.096,0.092,0.086,0.097,0.112,0.107,0.095,0.098,446,1591,819,902,944,1543,922,922,441,379,218.0,1299,992,217,947,3413,4529,468,1994,1966,787,1841,1110,1696,1981,1328,1733,1242,1538,1818,821,486,254,1300,571,644,1873,1748,272,219,661,1392,951,1463,2273,786,282,824,1148,585,374,1648,1067,2453,211,2134,763,1463,882,1217,604,1152,171,589,1346,785,1791,1032,955,461,806,1102,4637,175,3.249,2.734,2.565,2.546,2.423,2.248,2.524,2.904,2.751,3.139,2.546,1.951,2.692,2.54,2.687,2.833,3.14,3.756,2.751,2.205,2.705,2.57,2.06,2.575,2.692,2.979,2.483,2.656,3.38,2.835,2.252,2.498,2.882,3.266,3.12,2.951,3.028,3.036,2.402,2.318,2.474,1.83,3.367,1.967,2.232,2.155,2.687,3.165,2.577,3.158,1.907,2.293,2.194,2.671,2.265,2.236,2.473,2.264,2.119,1.995,2.375,2.644,2.453,2.138,2.355,1.999,2.3,2.634,2.549,2.573,2.448,2.669,2.614,2.336,0.648,0.667,0.479,0.577,0.663,0.611,0.675,0.575,0.7,0.479,0.652,0.615,0.498,0.463,0.59,0.679,0.67,0.859,0.669,0.664,0.768,0.646,0.631,0.69,0.606,0.556,0.521,0.567,0.533,0.49,0.698,0.775,0.489,0.667,0.903,0.678,0.738,0.553,0.593,0.487,0.499,0.482,0.843,0.665,0.708,0.536,0.636,0.552,0.601,0.833,0.509,0.454,0.451,0.555,0.663,0.5,0.394,0.581,0.47,0.458,0.535,0.624,0.504,0.725,0.535,0.547,0.496,0.431,0.421,0.771,0.519,0.527,0.543,0.255 -440,Epileptic,F,52.0,0.6,2.3,0.8,1.5,1.5,1.7,1.6,1.3,1.3,0.9,0.4,2.5,1.7,0.6,1.0,4.9,7.4,0.6,2.0,3.5,1.4,5.2,1.9,3.7,4.0,2.6,2.7,2.0,2.2,2.3,0.9,1.2,0.4,1.8,0.4,0.5,3.7,2.7,0.1,0.2,1.1,3.6,2.0,2.5,2.6,0.8,0.4,0.7,1.2,0.6,0.6,1.8,1.1,2.5,0.4,2.4,0.8,1.6,1.1,1.2,0.4,1.3,0.2,0.5,1.8,1.1,2.2,1.3,1.0,0.5,0.7,1.7,4.6,0.3,5,28,6,14,18,17,20,15,13,11,7.0,26,18,8,16,71,84,6,22,40,12,62,23,40,40,33,33,21,25,32,14,10,4,24,2,4,58,42,1,1,9,35,25,20,17,6,2,5,6,5,3,14,9,19,2,21,7,12,11,9,4,12,1,5,13,18,19,9,6,5,5,14,40,2,0.029,0.023,0.014,0.024,0.032,0.025,0.024,0.027,0.047,0.043,0.037,0.032,0.03,0.034,0.027,0.029,0.028,0.026,0.031,0.033,0.027,0.047,0.03,0.047,0.042,0.026,0.027,0.021,0.022,0.028,0.031,0.051,0.02,0.025,0.011,0.014,0.036,0.029,0.018,0.013,0.021,0.038,0.03,0.023,0.019,0.016,0.018,0.013,0.018,0.014,0.029,0.018,0.024,0.019,0.019,0.017,0.019,0.018,0.024,0.018,0.014,0.026,0.013,0.02,0.019,0.024,0.021,0.017,0.016,0.016,0.025,0.019,0.02,0.017,1348,4846,2001,2752,1959,3228,2820,2913,1764,1498,616.0,3127,3384,1154,2299,10146,16439,2028,4446,5019,4169,4305,2683,5091,5177,6130,4749,4183,6326,5012,2110,1315,1117,5101,1894,1638,8031,7484,315,551,1607,2823,5780,3218,3747,1447,745,1862,2156,1266,524,3251,1631,4359,494,3902,1473,3235,1279,1556,819,2201,349,835,2885,1190,3368,2256,1960,859,1057,3068,8962,488,0.105,0.112,0.096,0.123,0.141,0.131,0.108,0.131,0.16,0.171,0.148,0.128,0.133,0.142,0.127,0.135,0.129,0.109,0.134,0.146,0.111,0.136,0.11,0.149,0.129,0.122,0.11,0.103,0.102,0.126,0.11,0.13,0.096,0.123,0.067,0.076,0.141,0.131,0.083,0.085,0.111,0.137,0.134,0.117,0.1,0.102,0.093,0.083,0.101,0.099,0.141,0.101,0.115,0.107,0.119,0.106,0.111,0.104,0.114,0.106,0.097,0.124,0.085,0.124,0.109,0.127,0.108,0.103,0.093,0.111,0.121,0.117,0.101,0.102,379,1749,779,1030,842,1056,1045,940,610,410,202.0,1357,894,316,713,3109,4881,452,1122,1920,878,1627,1094,1486,1766,1754,1657,1411,1584,1529,620,443,329,1212,544,570,2070,1719,178,287,807,1522,1266,1774,2159,755,315,820,989,598,295,1599,822,2023,281,2027,674,1431,757,894,448,888,194,416,1432,815,1786,1112,909,508,504,1338,3856,260,3.29,2.589,2.476,2.505,2.184,2.56,2.245,2.768,2.266,2.846,2.702,1.942,2.82,2.582,2.424,2.471,2.615,3.482,3.021,2.174,3.369,2.202,2.177,2.672,2.383,2.689,2.32,2.267,2.891,2.48,2.462,2.85,2.547,2.995,3.132,2.587,2.834,3.052,2.068,2.284,2.411,1.683,3.296,1.976,1.972,2.11,2.783,2.812,2.669,2.497,1.979,2.162,1.971,2.257,2.149,2.072,2.5,2.534,1.801,1.917,2.242,2.466,1.922,2.416,2.184,1.804,2.045,2.466,2.443,1.97,2.288,2.44,2.46,2.379,0.529,0.456,0.433,0.509,0.562,0.567,0.596,0.547,0.586,0.521,0.694,0.489,0.379,0.587,0.488,0.539,0.612,0.81,0.601,0.685,0.726,0.623,0.636,0.68,0.57,0.562,0.596,0.563,0.526,0.594,0.573,0.899,0.368,0.613,0.482,0.441,0.75,0.593,0.328,0.288,0.407,0.48,0.727,0.65,0.64,0.448,0.471,0.548,0.398,0.432,0.387,0.375,0.436,0.382,0.36,0.433,0.397,0.515,0.35,0.398,0.281,0.613,0.236,0.68,0.496,0.424,0.497,0.429,0.389,0.519,0.436,0.508,0.479,0.303 -441,Epileptic,F,32.0,0.6,2.5,0.7,1.0,1.8,2.1,1.7,1.3,1.9,0.6,0.3,2.3,1.5,1.3,1.0,6.7,7.5,0.8,2.3,2.8,2.3,2.2,1.5,3.9,2.0,2.4,2.6,1.8,2.2,2.3,2.0,0.9,0.7,2.5,1.0,0.8,6.2,3.2,0.2,0.2,0.9,2.6,3.7,1.4,2.0,0.6,0.7,0.7,1.2,1.5,0.3,1.6,1.7,2.7,0.4,2.1,0.8,1.5,0.8,0.8,0.4,1.6,0.4,0.3,1.7,1.3,2.2,1.4,1.2,0.4,0.6,1.6,3.2,0.4,5,26,6,10,17,16,14,11,22,8,5.0,21,13,13,12,74,80,5,31,30,13,33,12,44,28,30,40,21,22,35,25,8,9,29,5,7,57,32,2,1,5,25,28,12,11,4,6,5,6,12,3,13,12,22,2,19,4,9,5,6,6,10,3,4,11,17,15,11,9,4,5,11,25,5,0.035,0.022,0.013,0.02,0.033,0.033,0.027,0.023,0.058,0.034,0.034,0.03,0.038,0.055,0.035,0.04,0.028,0.032,0.041,0.034,0.036,0.032,0.027,0.037,0.03,0.026,0.022,0.02,0.025,0.031,0.043,0.035,0.03,0.03,0.029,0.021,0.043,0.036,0.017,0.021,0.017,0.036,0.049,0.021,0.015,0.012,0.026,0.013,0.016,0.031,0.027,0.026,0.029,0.024,0.025,0.016,0.019,0.018,0.022,0.019,0.027,0.027,0.029,0.014,0.021,0.027,0.017,0.019,0.017,0.012,0.022,0.018,0.015,0.02,1650,6534,2332,2305,3548,2935,3157,3208,2490,1377,522.0,2575,2833,2012,2564,10854,19140,2792,5135,3704,3555,4475,2044,8114,4997,5892,6491,4192,6037,4965,3110,1461,1211,8185,1908,1711,9342,7053,375,317,1425,3085,5810,1887,3308,1418,1223,2447,2697,2266,389,3103,2921,5546,422,3645,1695,3111,1081,1375,701,3041,487,1003,2854,1126,3878,2283,2122,991,1085,2492,8363,807,0.109,0.115,0.089,0.105,0.137,0.148,0.11,0.12,0.18,0.157,0.136,0.133,0.142,0.213,0.135,0.152,0.129,0.108,0.14,0.143,0.109,0.147,0.115,0.146,0.134,0.132,0.117,0.098,0.108,0.137,0.147,0.112,0.147,0.126,0.088,0.104,0.138,0.12,0.12,0.1,0.101,0.151,0.149,0.107,0.087,0.088,0.123,0.078,0.092,0.121,0.133,0.113,0.12,0.112,0.152,0.105,0.097,0.1,0.121,0.106,0.124,0.115,0.159,0.113,0.106,0.132,0.099,0.109,0.107,0.096,0.125,0.111,0.089,0.122,365,1948,835,824,993,1005,981,892,610,320,177.0,1129,713,446,618,2931,4849,410,1227,1357,928,1292,820,1835,1269,1585,2073,1385,1460,1505,727,503,377,1301,504,584,2298,1666,187,163,718,1191,1232,1119,1963,685,480,932,1066,901,212,1173,1078,1949,168,1874,672,1275,559,653,302,1016,178,423,1264,667,1901,1085,979,499,485,1214,3199,346,3.917,3.023,2.672,2.694,2.834,2.556,2.636,3.08,2.92,3.2,2.726,1.918,2.968,3.11,2.984,2.764,3.129,4.346,3.275,2.257,3.007,2.691,2.184,3.261,2.935,2.953,2.464,2.346,3.043,2.588,2.866,2.618,2.728,3.619,3.288,2.66,2.996,3.079,2.279,2.328,2.587,2.203,3.213,1.924,1.948,2.228,3.027,3.18,2.933,3.008,2.216,2.537,2.737,2.589,3.223,2.135,2.996,2.778,2.219,2.255,2.598,2.814,2.654,2.632,2.457,2.357,2.282,2.404,2.405,2.249,2.497,2.579,2.769,2.746,1.028,0.636,0.495,0.437,0.817,0.506,0.563,0.545,0.63,0.637,0.733,0.442,0.436,0.773,0.528,0.627,0.615,0.598,0.52,0.685,0.803,0.46,0.55,0.67,0.681,0.598,0.514,0.603,0.501,0.526,0.712,1.127,0.521,0.62,0.952,0.476,0.888,0.714,0.307,0.426,0.566,0.594,1.092,0.6,0.685,0.423,0.728,0.735,0.584,0.652,0.413,0.536,0.596,0.607,0.409,0.439,0.493,0.597,0.37,0.414,0.498,0.683,0.509,0.907,0.729,0.74,0.504,0.42,0.531,0.446,0.601,0.5,0.494,0.657 -442,Epileptic,F,42.0,0.6,2.9,1.0,1.6,1.7,1.8,1.7,1.9,1.2,0.6,0.5,2.1,2.1,0.7,1.4,5.9,11.9,0.9,1.7,4.1,1.1,2.4,1.3,3.5,2.5,3.0,2.9,2.0,2.3,3.4,1.5,1.0,0.5,2.8,0.3,0.9,3.3,3.7,0.2,0.2,0.8,2.1,2.1,1.7,1.9,0.8,0.3,0.8,1.2,0.9,0.5,1.9,1.5,2.3,0.2,1.9,0.6,1.5,0.6,0.7,0.6,1.7,0.5,0.4,1.4,1.5,2.2,0.8,0.7,0.6,1.2,1.4,4.2,0.4,5,22,9,13,13,16,13,15,9,6,6.0,20,20,7,11,52,111,5,24,31,10,26,12,32,33,35,38,20,23,39,16,8,4,25,2,8,39,43,1,1,5,18,22,15,11,6,1,5,6,6,3,12,9,15,1,15,3,11,5,6,3,14,3,4,10,16,15,6,4,7,6,10,38,4,0.029,0.026,0.019,0.028,0.035,0.036,0.028,0.031,0.049,0.038,0.037,0.031,0.041,0.039,0.033,0.034,0.033,0.032,0.031,0.039,0.021,0.035,0.028,0.042,0.037,0.031,0.027,0.023,0.024,0.032,0.042,0.044,0.019,0.032,0.01,0.021,0.044,0.034,0.016,0.022,0.018,0.037,0.037,0.027,0.017,0.022,0.018,0.013,0.016,0.019,0.036,0.02,0.029,0.022,0.022,0.019,0.015,0.021,0.02,0.017,0.029,0.032,0.032,0.02,0.022,0.027,0.019,0.014,0.013,0.028,0.026,0.021,0.018,0.02,1366,4601,2207,2471,2302,2667,2663,3189,2463,1292,676.0,2111,3638,1304,2717,10333,20195,2068,4400,3829,3217,4113,1711,5811,4384,5242,5037,3838,5067,5514,2484,1043,1079,6040,1552,1906,7466,8625,356,435,1583,2445,5544,1806,2886,1234,687,2106,2470,1672,426,3432,1877,4293,283,2686,1203,2583,936,1081,626,2418,497,689,2103,1470,3226,1659,1630,867,1573,2267,8964,631,0.105,0.113,0.098,0.125,0.135,0.158,0.116,0.138,0.135,0.141,0.142,0.144,0.151,0.138,0.134,0.136,0.132,0.108,0.13,0.148,0.09,0.136,0.128,0.145,0.144,0.137,0.124,0.108,0.11,0.147,0.141,0.113,0.096,0.136,0.059,0.115,0.149,0.143,0.095,0.096,0.099,0.145,0.138,0.123,0.095,0.109,0.088,0.087,0.09,0.104,0.149,0.1,0.114,0.098,0.129,0.113,0.091,0.112,0.117,0.099,0.124,0.133,0.136,0.118,0.108,0.127,0.101,0.097,0.089,0.128,0.113,0.118,0.098,0.12,443,1772,848,887,765,837,916,1015,499,322,182.0,1046,959,285,698,2910,6207,416,1044,1616,796,1231,739,1531,1283,1693,1832,1315,1494,1814,611,420,411,1407,481,695,1636,2014,192,163,729,969,1155,1164,1750,651,274,907,1108,681,245,1566,833,1870,127,1465,548,1108,491,645,353,924,267,376,1030,871,1775,816,787,413,732,1015,3701,355,3.205,2.531,2.447,2.694,2.465,2.744,2.366,2.81,2.933,3.099,2.934,1.848,2.958,3.034,2.864,2.638,2.585,3.808,3.198,2.087,3.166,2.488,2.002,2.907,2.527,2.553,2.16,2.253,2.624,2.437,2.787,2.399,2.22,3.021,2.872,2.481,3.164,3.078,2.188,2.735,2.818,2.173,3.172,1.736,1.855,2.083,3.263,2.84,2.679,2.875,2.304,2.27,2.325,2.302,2.388,2.027,2.652,2.766,2.147,1.903,2.208,2.641,2.073,2.158,2.284,2.158,2.041,2.273,2.306,2.377,2.612,2.628,2.549,2.232,0.731,0.557,0.626,0.648,0.665,0.555,0.529,0.449,0.852,0.415,0.842,0.555,0.51,0.562,0.459,0.613,0.703,0.788,0.484,0.652,0.818,0.583,0.447,0.74,0.536,0.499,0.56,0.528,0.593,0.586,0.8,1.04,0.405,0.633,0.95,0.464,0.776,0.616,0.44,0.439,0.51,0.552,0.741,0.809,0.512,0.462,0.42,0.586,0.444,0.502,0.368,0.513,0.76,0.532,0.405,0.521,0.372,0.503,0.403,0.35,0.306,0.69,0.411,0.846,0.519,0.662,0.485,0.384,0.43,0.656,0.549,0.543,0.553,0.556 -443,Epileptic,M,22.0,1.2,3.5,1.7,1.6,1.8,2.0,3.0,2.8,1.8,1.1,0.9,3.3,2.3,0.8,2.4,11.3,13.0,1.5,2.2,4.3,1.4,3.1,2.3,5.8,3.6,7.2,5.0,3.9,4.5,3.6,3.0,1.5,0.6,4.2,1.0,0.7,4.3,5.3,0.3,0.2,1.4,3.5,4.1,3.2,4.0,1.0,0.7,1.1,1.8,1.3,0.8,3.9,2.4,3.8,0.4,2.5,1.0,2.3,1.2,1.4,0.4,2.5,0.5,0.6,2.4,1.5,4.9,1.3,1.3,0.6,1.1,1.2,5.2,0.4,9,31,12,11,18,20,18,29,14,9,9.0,26,31,9,24,87,88,11,28,41,11,33,20,49,44,65,49,36,31,43,19,8,7,46,10,7,44,64,1,2,7,29,34,22,20,5,4,6,9,10,4,30,13,23,2,22,5,19,9,10,5,17,3,5,18,18,39,8,9,5,6,9,40,3,0.045,0.03,0.026,0.032,0.04,0.032,0.047,0.037,0.059,0.046,0.049,0.033,0.038,0.043,0.044,0.057,0.045,0.043,0.031,0.043,0.031,0.037,0.033,0.053,0.034,0.036,0.037,0.041,0.044,0.035,0.06,0.049,0.033,0.048,0.047,0.014,0.044,0.044,0.016,0.018,0.022,0.034,0.052,0.03,0.027,0.02,0.024,0.017,0.018,0.024,0.032,0.028,0.036,0.025,0.014,0.02,0.019,0.024,0.023,0.025,0.019,0.039,0.026,0.02,0.024,0.026,0.027,0.018,0.025,0.021,0.021,0.02,0.022,0.019,1512,6910,3012,2746,2761,3030,2748,4805,2421,2096,939.0,3278,4718,1232,3895,12952,20604,2669,4390,4794,3595,3797,2280,7113,6456,11621,6824,4953,6848,6535,2170,1538,1286,6896,2181,2601,7032,8725,504,508,1797,2718,6382,2679,3917,1476,1042,2140,2919,1790,559,5502,2175,5252,669,3570,1387,3789,1225,1473,838,3273,567,881,3196,1405,6137,2453,1725,1208,1650,2152,8413,567,0.147,0.133,0.119,0.129,0.146,0.14,0.135,0.149,0.182,0.159,0.156,0.136,0.145,0.162,0.158,0.18,0.146,0.14,0.138,0.167,0.109,0.135,0.129,0.16,0.14,0.138,0.136,0.139,0.139,0.143,0.171,0.124,0.119,0.176,0.143,0.091,0.159,0.155,0.102,0.103,0.103,0.131,0.169,0.131,0.109,0.099,0.111,0.092,0.095,0.114,0.139,0.123,0.132,0.113,0.091,0.112,0.098,0.118,0.116,0.116,0.117,0.14,0.12,0.107,0.113,0.122,0.12,0.093,0.115,0.114,0.107,0.11,0.108,0.119,448,1913,957,861,968,1032,1079,1482,654,437,264.0,1643,1362,345,1098,3662,5375,571,1234,2066,786,1316,1139,2036,1861,3441,2500,1820,1943,2052,799,508,399,1677,546,885,1830,2245,248,240,918,1513,1469,1673,2313,738,439,904,1360,737,361,2432,1064,2361,353,2007,730,1618,798,855,385,1066,305,497,1657,854,3107,1118,858,435,791,1017,3599,315,3.333,3.088,3.061,2.776,2.243,2.347,2.183,2.634,2.722,3.505,3.056,1.78,2.722,2.652,2.552,2.568,2.856,3.616,2.766,1.96,3.162,2.313,1.828,2.568,2.594,2.652,2.248,2.11,2.644,2.495,2.092,2.819,2.517,2.894,3.335,2.599,2.825,2.799,2.244,2.25,2.426,1.705,3.191,1.882,1.939,2.215,2.688,3.011,2.579,2.545,1.97,2.176,2.074,2.288,2.24,1.984,2.157,2.527,1.781,1.86,2.221,2.722,1.962,2.028,2.076,1.956,2.041,2.385,2.258,2.535,2.321,2.262,2.34,2.288,0.737,0.795,0.629,0.726,0.696,0.711,0.641,0.554,0.777,0.861,0.905,0.518,0.646,0.575,0.647,0.747,0.776,0.805,0.589,0.688,0.894,0.63,0.526,0.892,0.726,0.677,0.673,0.69,0.694,0.66,0.721,1.059,0.387,0.759,0.838,0.496,0.839,0.799,0.514,0.521,0.507,0.481,0.768,0.647,0.554,0.476,0.431,0.794,0.557,0.577,0.394,0.536,0.533,0.507,0.341,0.433,0.496,0.647,0.361,0.485,0.576,0.808,0.426,0.714,0.533,0.58,0.485,0.463,0.532,0.977,0.53,0.535,0.527,0.455 -444,Epileptic,F,27.0,0.6,3.0,1.4,1.1,1.9,1.6,1.7,1.7,1.1,1.0,0.3,2.4,1.3,0.6,1.0,5.9,8.7,1.0,1.7,4.6,0.5,2.0,1.4,4.0,3.0,4.4,2.5,2.5,2.5,4.5,1.4,1.0,0.7,2.2,0.2,0.7,3.3,3.6,0.1,0.1,1.0,2.4,2.5,2.1,2.2,0.8,0.5,0.6,1.1,0.6,0.4,1.4,1.6,3.1,0.3,2.4,0.3,1.2,0.8,0.8,0.5,1.4,0.2,0.5,1.7,1.3,3.3,1.1,1.1,0.5,1.3,0.9,3.3,0.2,6,29,13,12,19,16,17,17,14,11,6.0,28,17,7,13,67,84,11,22,49,5,27,19,45,37,52,34,27,23,53,17,9,7,29,1,7,45,40,2,1,7,26,26,19,14,5,3,4,6,7,4,13,12,21,2,27,3,14,7,7,5,13,1,5,17,18,30,9,7,6,12,8,27,3,0.027,0.027,0.022,0.021,0.036,0.026,0.022,0.031,0.035,0.037,0.023,0.03,0.028,0.031,0.034,0.029,0.029,0.035,0.026,0.033,0.012,0.027,0.028,0.036,0.035,0.033,0.025,0.024,0.022,0.031,0.034,0.04,0.03,0.034,0.01,0.02,0.032,0.038,0.012,0.017,0.022,0.031,0.043,0.018,0.016,0.015,0.019,0.011,0.016,0.017,0.02,0.016,0.022,0.022,0.019,0.018,0.011,0.016,0.027,0.016,0.019,0.019,0.017,0.018,0.02,0.022,0.022,0.016,0.02,0.016,0.021,0.017,0.017,0.014,1389,5101,2692,2081,2586,1987,2806,3151,2019,1660,652.0,2852,3045,1071,2078,10713,17448,2482,3736,5754,2571,3106,1870,6106,5229,7463,4979,4319,5328,7178,2061,1232,938,4701,1510,1585,7291,6339,314,326,1430,2250,5348,3282,3367,1590,926,1886,2133,1373,470,2886,2378,5357,377,3828,904,2803,788,1156,865,2839,309,984,2613,1346,4320,2484,1547,1120,2023,1820,6951,337,0.118,0.13,0.115,0.106,0.146,0.132,0.114,0.132,0.154,0.144,0.134,0.148,0.135,0.144,0.143,0.134,0.13,0.123,0.138,0.144,0.071,0.135,0.141,0.144,0.153,0.148,0.124,0.115,0.097,0.144,0.122,0.12,0.132,0.136,0.058,0.107,0.14,0.142,0.095,0.098,0.113,0.139,0.154,0.103,0.093,0.089,0.104,0.08,0.095,0.105,0.12,0.102,0.112,0.108,0.127,0.108,0.089,0.109,0.124,0.101,0.108,0.111,0.113,0.109,0.116,0.119,0.117,0.1,0.106,0.117,0.121,0.11,0.094,0.117,391,1727,993,884,941,966,1031,1052,575,473,211.0,1303,856,286,603,3278,4747,497,1081,2374,640,1213,826,1755,1572,2317,1816,1526,1489,2483,679,441,341,1130,394,644,1868,1565,192,160,724,1158,1037,1875,2063,804,435,826,999,607,323,1367,1166,2388,203,2145,481,1343,490,752,479,1113,185,517,1384,886,2303,1113,835,507,1038,887,3175,197,3.547,2.833,2.603,2.297,2.334,1.892,2.27,2.719,2.544,2.827,2.733,1.884,2.721,2.653,2.644,2.548,2.931,3.502,2.714,2.092,3.01,2.033,1.939,2.677,2.536,2.636,2.199,2.245,2.685,2.355,2.374,2.704,2.349,2.811,3.249,2.375,2.893,2.841,1.838,2.414,2.472,1.754,3.257,1.89,1.79,2.0,2.67,2.775,2.649,2.511,1.749,2.159,2.081,2.396,2.251,1.853,2.247,2.305,1.771,1.717,2.09,2.524,1.98,2.236,2.029,1.854,2.065,2.624,2.179,2.394,2.154,2.33,2.415,2.092,0.759,0.592,0.541,0.414,0.653,0.407,0.493,0.477,0.617,0.658,0.586,0.427,0.427,0.463,0.522,0.504,0.562,0.768,0.553,0.618,0.864,0.499,0.506,0.668,0.542,0.502,0.493,0.487,0.467,0.487,0.592,0.887,0.39,0.666,0.66,0.436,0.712,0.671,0.344,0.501,0.527,0.483,0.87,0.671,0.534,0.528,0.53,0.713,0.588,0.569,0.364,0.635,0.381,0.444,0.465,0.399,0.432,0.535,0.359,0.397,0.412,0.564,0.317,0.758,0.587,0.579,0.508,0.479,0.441,0.449,0.508,0.396,0.42,0.488 -445,Epileptic,F,37.0,0.3,1.7,1.1,0.9,1.2,1.9,1.1,1.3,0.9,0.4,0.1,2.2,1.5,0.4,1.0,4.5,6.8,0.7,1.2,3.9,0.8,2.3,1.5,2.4,2.6,3.2,2.7,2.0,1.7,2.6,1.3,0.7,0.4,1.9,0.2,0.3,3.4,2.4,0.3,0.2,1.0,2.5,2.5,2.2,2.0,0.6,0.3,0.6,0.9,0.7,0.4,1.3,0.9,2.9,0.3,1.8,0.8,1.4,0.7,0.7,0.5,0.8,0.2,0.3,1.7,0.5,2.3,0.8,0.9,0.4,1.0,1.1,4.2,0.3,2,17,11,8,10,20,11,15,9,5,2.0,19,15,4,10,49,64,7,14,34,8,21,12,30,31,33,30,18,16,29,15,8,4,25,1,3,39,30,3,1,6,22,26,18,15,5,2,4,6,7,4,10,6,20,2,16,6,18,5,6,3,8,1,4,14,7,20,5,5,4,6,10,32,2,0.021,0.022,0.022,0.018,0.028,0.03,0.02,0.028,0.036,0.023,0.018,0.029,0.027,0.038,0.03,0.031,0.025,0.03,0.023,0.035,0.022,0.033,0.029,0.033,0.033,0.033,0.027,0.023,0.02,0.023,0.034,0.046,0.03,0.026,0.01,0.009,0.037,0.033,0.021,0.017,0.024,0.03,0.05,0.03,0.018,0.016,0.018,0.013,0.016,0.026,0.019,0.019,0.023,0.023,0.032,0.016,0.02,0.02,0.024,0.018,0.023,0.021,0.019,0.015,0.02,0.028,0.021,0.015,0.014,0.019,0.021,0.019,0.019,0.018,1166,4173,2159,2071,2185,2738,2267,2747,1656,1125,472.0,2233,3367,960,2166,9450,15788,1923,3161,4040,2195,3343,1747,4616,4704,5968,5018,3405,4741,5340,1996,1201,776,4581,1256,1477,5420,5960,465,484,1284,2440,3577,2044,2983,1282,655,1578,1955,1256,435,2431,1339,5042,371,3170,1264,2692,742,1075,575,1707,316,756,2492,471,3467,1877,2056,837,1435,1634,7524,401,0.08,0.112,0.119,0.095,0.136,0.14,0.104,0.139,0.153,0.114,0.081,0.125,0.132,0.133,0.137,0.145,0.126,0.124,0.115,0.144,0.08,0.148,0.12,0.135,0.151,0.145,0.124,0.109,0.099,0.122,0.135,0.12,0.13,0.138,0.067,0.066,0.143,0.141,0.124,0.086,0.121,0.128,0.152,0.132,0.098,0.101,0.111,0.081,0.093,0.128,0.123,0.105,0.11,0.114,0.147,0.105,0.115,0.128,0.131,0.116,0.128,0.114,0.112,0.122,0.112,0.114,0.113,0.094,0.09,0.128,0.116,0.124,0.103,0.122,277,1280,796,774,698,1102,784,851,429,279,147.0,1121,909,208,548,2535,4341,415,860,1713,614,1080,782,1275,1394,1776,1670,1195,1277,1690,535,422,251,1056,329,553,1510,1407,179,205,650,1227,946,1301,1789,604,289,727,907,549,298,1113,672,1990,194,1591,618,1173,452,635,315,685,165,336,1274,266,1837,790,901,347,694,855,3245,197,3.741,3.041,2.815,2.601,2.736,2.269,2.36,2.912,2.978,3.119,2.735,1.808,2.864,3.253,2.948,2.828,2.994,3.638,2.863,1.984,2.813,2.394,1.931,2.772,2.594,2.756,2.386,2.258,2.784,2.527,2.771,2.845,2.539,2.962,3.243,2.357,2.655,3.097,2.58,2.546,2.656,1.791,2.873,1.765,1.928,2.205,2.986,2.587,2.697,2.845,1.725,2.462,2.371,2.67,2.305,2.179,2.524,2.5,1.911,2.017,2.29,2.644,2.103,2.264,2.26,1.998,2.118,2.569,2.68,2.939,2.521,2.39,2.514,2.824,0.833,0.657,0.534,0.399,0.693,0.496,0.545,0.444,0.416,0.362,0.701,0.479,0.419,0.463,0.364,0.513,0.526,0.744,0.529,0.594,0.745,0.541,0.492,0.618,0.508,0.515,0.529,0.52,0.473,0.542,0.605,1.099,0.389,0.629,0.564,0.469,0.745,0.498,0.335,0.349,0.496,0.451,0.786,0.702,0.582,0.564,0.411,0.689,0.424,0.602,0.298,0.421,0.417,0.41,0.375,0.406,0.448,0.558,0.351,0.312,0.321,0.495,0.328,0.966,0.52,0.581,0.451,0.363,0.342,0.491,0.421,0.463,0.494,0.367 -446,Epileptic,F,47.0,1.1,2.0,1.1,0.7,1.0,1.4,1.8,1.2,0.6,0.4,0.3,2.6,1.3,0.4,0.7,4.4,7.5,1.0,1.7,3.7,0.6,2.6,2.3,2.4,2.9,4.1,4.3,2.5,2.2,1.9,1.0,0.9,0.6,2.2,0.3,0.8,2.2,2.2,0.1,0.1,0.9,3.8,1.7,3.1,2.9,0.6,0.3,0.4,1.0,0.6,0.7,1.1,1.4,1.6,0.3,2.8,0.8,1.2,0.3,0.6,0.6,1.6,0.3,0.4,1.4,0.2,5.6,0.7,0.8,0.7,0.6,1.1,2.8,0.2,9,17,12,5,11,9,13,13,7,5,2.0,16,13,6,7,45,81,6,21,27,6,20,18,28,31,43,42,22,24,18,13,7,5,26,3,7,27,33,2,1,6,27,17,27,22,5,1,4,6,6,5,9,14,14,2,22,7,11,3,4,5,11,3,4,9,4,39,6,6,9,4,8,22,2,0.049,0.028,0.025,0.015,0.024,0.041,0.023,0.024,0.033,0.027,0.03,0.05,0.031,0.029,0.036,0.036,0.03,0.036,0.036,0.042,0.017,0.042,0.052,0.032,0.034,0.031,0.03,0.024,0.024,0.025,0.035,0.045,0.03,0.027,0.012,0.021,0.036,0.027,0.016,0.014,0.018,0.048,0.037,0.037,0.019,0.017,0.018,0.01,0.014,0.016,0.065,0.024,0.039,0.019,0.014,0.026,0.02,0.019,0.02,0.05,0.042,0.028,0.035,0.016,0.026,0.015,0.027,0.021,0.019,0.024,0.017,0.02,0.016,0.015,1469,3825,2091,1653,1798,1116,3307,2897,1223,803,377.0,1631,2311,821,1407,7107,15213,2267,2787,2415,2326,3194,1682,5281,4675,7506,5382,5026,5047,3382,2098,951,797,4517,1316,1741,4705,6150,292,177,1652,2920,4981,2321,5000,1323,663,1720,2194,1202,263,2030,1768,3297,534,3445,1268,2066,818,568,1032,2277,376,807,1940,537,5649,1374,1328,1216,952,2019,6230,449,0.147,0.125,0.111,0.09,0.122,0.136,0.109,0.121,0.137,0.123,0.108,0.154,0.137,0.126,0.145,0.151,0.139,0.125,0.143,0.148,0.087,0.143,0.187,0.137,0.151,0.143,0.13,0.109,0.12,0.125,0.135,0.119,0.14,0.13,0.079,0.103,0.122,0.134,0.11,0.112,0.102,0.145,0.152,0.143,0.108,0.097,0.1,0.07,0.09,0.112,0.184,0.106,0.142,0.107,0.099,0.124,0.118,0.111,0.068,0.15,0.137,0.13,0.158,0.12,0.128,0.099,0.123,0.107,0.111,0.128,0.109,0.12,0.094,0.089,407,1296,759,665,678,564,1117,893,340,251,175.0,745,713,213,413,2178,4332,413,887,1265,573,898,688,1338,1474,2349,2151,1593,1522,1153,495,386,291,1146,392,675,1099,1425,164,95,792,1093,891,1390,2386,539,253,788,1044,517,194,801,680,1386,297,1760,590,1062,275,262,256,881,175,373,778,328,3109,613,659,508,498,765,2802,236,3.23,2.635,2.672,2.509,2.259,2.021,2.517,2.694,2.7,2.729,2.398,2.044,2.69,2.696,2.615,2.577,2.907,3.779,2.54,1.794,3.034,2.473,2.213,3.002,2.55,2.758,2.106,2.49,2.602,2.519,2.932,2.469,2.312,2.841,2.97,2.431,3.045,3.06,2.033,1.945,2.688,2.141,3.558,1.902,2.277,2.422,3.187,2.6,2.454,2.798,1.596,2.236,2.439,2.34,2.174,2.122,2.355,2.237,2.897,2.155,3.154,2.565,2.692,2.335,2.507,2.078,1.888,2.325,2.398,2.461,2.253,2.756,2.388,2.249,0.984,0.587,0.607,0.458,0.719,0.475,0.52,0.48,0.587,0.512,0.772,0.669,0.476,0.522,0.359,0.584,0.536,0.925,0.583,0.67,0.726,1.005,0.596,0.633,0.507,0.533,0.586,0.428,0.481,0.634,0.706,0.975,0.449,0.666,0.591,0.523,0.795,0.796,0.431,0.42,0.558,0.864,0.762,0.763,0.425,0.414,0.57,0.803,0.686,0.541,0.393,0.705,0.567,0.531,0.475,0.454,0.47,0.724,1.07,0.769,0.635,0.701,0.522,0.926,0.587,0.656,0.48,0.439,0.395,0.644,0.468,0.821,0.516,0.406 -447,Epileptic,F,67.5,1.6,3.4,1.0,1.0,2.5,3.0,1.3,1.7,1.1,0.5,0.2,2.6,1.4,0.5,1.4,6.2,9.7,1.8,2.7,3.8,1.3,6.1,1.9,4.6,2.8,3.9,2.8,2.3,2.2,2.0,1.7,1.8,0.5,3.5,0.4,1.1,5.3,5.6,0.2,0.2,1.1,3.7,3.4,3.2,2.8,0.4,0.5,1.3,2.1,0.7,0.6,2.1,1.7,2.0,0.0,2.4,0.9,1.9,1.3,1.3,0.6,1.8,0.3,0.7,1.8,1.4,2.7,1.4,0.6,0.6,0.5,1.5,5.4,0.4,10,24,7,8,17,25,11,14,11,5,2.0,26,14,5,13,64,85,11,30,37,15,54,18,54,29,44,28,21,19,24,19,9,5,32,3,11,44,49,1,1,6,31,25,18,16,3,3,6,8,6,5,13,11,12,0,16,6,18,12,12,4,10,3,7,13,16,18,8,4,4,4,11,36,4,0.069,0.039,0.023,0.031,0.046,0.035,0.025,0.037,0.049,0.049,0.022,0.033,0.034,0.036,0.037,0.045,0.043,0.054,0.039,0.041,0.035,0.04,0.031,0.056,0.038,0.042,0.037,0.036,0.029,0.034,0.057,0.09,0.026,0.048,0.029,0.034,0.047,0.052,0.026,0.021,0.026,0.04,0.07,0.03,0.022,0.011,0.033,0.019,0.035,0.021,0.028,0.034,0.026,0.022,0.004,0.024,0.022,0.026,0.022,0.031,0.019,0.038,0.043,0.035,0.022,0.029,0.031,0.022,0.022,0.023,0.026,0.028,0.028,0.02,1276,4080,2026,1564,2339,3544,2222,2359,1559,913,539.0,2595,2774,661,1644,8507,14642,2150,3665,3211,2608,5462,1860,4243,3129,4982,4001,3116,4604,3574,2108,624,784,4980,1052,1471,5097,4661,229,297,1260,2447,4353,2452,3110,906,645,2126,1662,1385,476,2201,1834,3149,7,2878,1318,2280,1523,1388,913,1922,363,831,2308,1196,2885,2014,1122,890,883,1742,5469,451,0.161,0.121,0.105,0.122,0.155,0.126,0.099,0.135,0.147,0.157,0.094,0.129,0.126,0.129,0.132,0.148,0.145,0.164,0.14,0.142,0.114,0.134,0.122,0.14,0.123,0.139,0.113,0.105,0.103,0.138,0.148,0.153,0.096,0.129,0.104,0.108,0.143,0.14,0.112,0.101,0.113,0.141,0.199,0.126,0.102,0.082,0.112,0.089,0.123,0.111,0.143,0.129,0.117,0.103,0.047,0.115,0.105,0.119,0.114,0.118,0.099,0.13,0.166,0.137,0.106,0.13,0.119,0.107,0.104,0.11,0.118,0.115,0.118,0.12,361,1392,644,574,845,1347,841,822,440,233,162.0,1242,734,203,597,2477,3879,482,1309,1610,657,2197,931,1283,1189,1674,1375,1053,1274,1096,592,286,295,1180,303,606,1712,1845,148,161,659,1388,851,1640,1898,534,282,902,855,554,346,1062,961,1458,5,1540,680,1278,976,736,537,756,133,355,1270,773,1502,979,489,430,383,932,3058,322,3.336,2.688,2.913,2.486,2.401,2.219,2.194,2.544,2.695,3.071,2.835,1.81,2.813,2.418,2.209,2.525,2.854,3.085,2.302,1.742,2.883,2.104,1.885,2.603,2.222,2.43,2.345,2.25,2.718,2.47,2.506,2.18,2.123,2.8,2.703,2.264,2.314,2.016,1.897,2.094,2.335,1.531,3.125,1.683,1.821,1.857,2.736,2.806,2.501,2.689,1.554,2.221,1.888,2.349,1.379,2.027,2.238,1.898,1.726,1.945,2.002,2.514,2.776,2.432,1.923,2.067,2.142,2.331,2.453,2.342,2.553,2.206,1.916,1.728,0.852,0.742,0.656,0.755,0.681,0.688,0.536,0.536,0.536,0.696,0.639,0.439,0.472,0.692,0.599,0.654,0.684,0.963,0.601,0.523,0.851,0.675,0.501,0.815,0.519,0.634,0.604,0.54,0.426,0.641,0.883,0.897,0.458,0.678,0.625,0.522,0.78,0.69,0.473,0.487,0.576,0.59,0.977,0.492,0.581,0.411,0.579,0.912,0.545,0.562,0.331,0.45,0.538,0.466,0.119,0.498,0.481,0.575,0.393,0.543,0.409,0.638,0.819,0.83,0.484,0.742,0.549,0.39,0.4,0.677,0.754,0.533,0.462,0.332 -448,Epileptic,F,37.0,0.7,1.4,0.9,1.1,1.2,2.1,1.4,1.2,1.2,0.8,0.2,2.4,1.0,0.5,1.0,3.6,6.8,0.7,2.4,3.5,1.5,2.7,1.2,2.8,2.2,2.9,2.7,1.5,2.0,2.8,1.2,0.7,0.5,2.0,0.3,0.6,3.6,2.7,0.2,0.1,1.0,2.7,2.7,2.2,2.4,0.9,0.5,0.6,1.2,0.9,0.6,0.9,1.7,2.9,0.2,2.0,0.8,2.1,0.7,0.6,0.6,0.5,0.1,0.4,1.4,1.1,2.4,0.6,0.8,0.3,1.7,1.7,3.4,0.2,4,13,9,8,10,19,13,13,20,7,2.0,21,10,6,14,38,65,5,22,27,10,28,11,37,33,27,33,16,18,34,16,6,4,25,2,7,33,29,3,1,5,24,18,18,13,10,3,4,6,6,4,8,13,25,1,18,6,13,5,4,3,3,1,3,10,11,16,4,7,3,17,9,27,1,0.041,0.025,0.022,0.027,0.046,0.033,0.026,0.027,0.048,0.035,0.028,0.037,0.025,0.027,0.031,0.035,0.031,0.024,0.037,0.039,0.027,0.041,0.034,0.045,0.03,0.035,0.03,0.022,0.026,0.031,0.043,0.038,0.029,0.032,0.013,0.024,0.037,0.033,0.016,0.02,0.019,0.036,0.041,0.036,0.022,0.024,0.019,0.013,0.018,0.036,0.045,0.018,0.029,0.025,0.023,0.021,0.03,0.021,0.019,0.016,0.021,0.016,0.015,0.019,0.024,0.031,0.024,0.015,0.018,0.014,0.032,0.025,0.017,0.017,1396,3795,1784,1932,1471,3026,2759,2466,1887,1637,450.0,1957,2382,1053,2342,7104,14923,2237,3406,2376,2361,3492,1699,4687,4459,5422,5101,2799,4396,5274,1960,776,830,3892,1626,1574,6064,5046,512,508,1509,2380,3637,1457,2881,1664,879,1928,2341,1206,486,1778,2250,4534,250,3066,1184,2914,1017,1016,961,1448,212,879,2215,891,2746,1261,1731,736,1791,1786,7352,526,0.105,0.113,0.113,0.117,0.15,0.144,0.119,0.13,0.152,0.129,0.095,0.138,0.115,0.118,0.126,0.134,0.133,0.092,0.119,0.138,0.1,0.152,0.124,0.147,0.137,0.142,0.137,0.105,0.113,0.132,0.124,0.115,0.127,0.116,0.065,0.1,0.132,0.121,0.105,0.101,0.104,0.148,0.122,0.135,0.11,0.108,0.108,0.081,0.094,0.133,0.15,0.1,0.133,0.117,0.138,0.115,0.125,0.101,0.112,0.101,0.106,0.095,0.119,0.106,0.118,0.134,0.116,0.095,0.108,0.1,0.136,0.13,0.094,0.092,310,999,629,678,465,1011,864,814,485,369,119.0,926,692,306,647,1837,3794,413,1028,1399,824,1113,611,1083,1299,1339,1598,1004,1227,1613,470,387,279,969,406,514,1685,1327,206,154,694,1100,969,1021,1706,680,369,781,1003,442,272,819,841,1947,122,1489,495,1512,585,554,429,440,119,357,942,512,1501,589,706,309,887,903,3236,201,3.829,3.201,2.541,2.651,2.553,2.554,2.587,2.811,2.67,3.423,2.822,1.916,2.647,2.386,2.672,2.773,2.974,3.805,2.695,1.621,2.627,2.44,2.232,2.962,2.647,3.097,2.529,2.174,2.745,2.644,2.832,2.163,2.533,2.773,3.304,2.694,2.927,2.799,2.294,2.968,2.754,1.944,2.861,1.609,1.962,2.236,3.012,3.076,2.837,3.097,2.096,2.29,2.369,2.368,2.679,2.263,2.877,2.345,1.972,2.021,2.771,3.447,1.956,2.672,2.456,2.248,2.112,2.563,2.56,2.747,2.185,2.553,2.344,3.026,0.824,0.71,0.711,0.516,0.758,0.541,0.488,0.503,0.693,0.553,0.842,0.514,0.424,0.647,0.698,0.622,0.628,0.865,0.758,0.453,0.691,0.515,0.464,0.793,0.519,0.623,0.495,0.518,0.473,0.664,0.664,0.916,0.471,0.598,0.786,0.701,0.733,0.589,0.433,0.814,0.798,0.409,0.732,0.639,0.539,0.592,0.625,0.902,0.65,0.675,0.376,0.467,0.781,0.549,0.284,0.495,0.47,0.562,0.402,0.336,0.678,0.792,0.461,0.941,0.675,0.682,0.451,0.436,0.64,0.759,0.435,0.65,0.476,0.445 -449,Epileptic,F,67.5,0.8,2.3,0.7,1.4,1.6,1.8,1.7,1.6,1.2,0.5,0.2,3.0,1.3,0.5,1.1,6.4,9.0,0.7,2.4,3.5,1.2,2.8,1.1,3.6,2.2,3.1,2.0,2.7,2.3,3.1,1.3,0.9,0.3,2.0,0.5,0.4,3.0,2.7,0.2,0.2,1.3,2.8,2.4,2.4,2.3,0.6,0.4,1.0,1.0,0.7,0.6,1.9,1.0,2.2,0.2,2.1,0.4,1.6,0.8,0.8,0.2,1.4,0.3,0.3,1.8,0.7,3.0,1.4,1.4,0.7,1.3,1.0,3.0,0.3,7,21,7,11,13,18,13,13,16,6,2.0,27,15,6,13,68,76,6,24,31,14,33,13,34,29,30,20,28,20,34,14,6,3,20,3,4,29,27,2,1,7,25,24,21,14,4,2,6,6,5,4,14,9,16,2,19,5,15,6,5,2,10,4,4,12,10,27,9,10,6,7,9,24,2,0.028,0.024,0.013,0.023,0.035,0.029,0.023,0.027,0.039,0.028,0.028,0.036,0.029,0.033,0.027,0.036,0.031,0.028,0.035,0.034,0.025,0.035,0.027,0.043,0.028,0.032,0.023,0.027,0.022,0.03,0.036,0.035,0.014,0.027,0.015,0.015,0.037,0.033,0.015,0.016,0.025,0.036,0.036,0.025,0.017,0.011,0.017,0.015,0.013,0.024,0.032,0.021,0.022,0.021,0.032,0.021,0.014,0.027,0.021,0.014,0.02,0.028,0.034,0.015,0.02,0.02,0.023,0.02,0.023,0.022,0.033,0.02,0.016,0.018,1308,4097,2326,2221,2028,2349,2343,2616,1874,1046,444.0,2532,2717,933,2173,10329,15873,1727,3602,3318,3149,3772,1733,4858,4368,4588,3802,3775,5147,5007,2043,880,841,4162,1658,1200,5451,5298,385,427,1349,2564,5188,2508,3426,1382,786,2087,2244,1450,397,2988,1823,4186,310,3374,1100,2150,868,1310,432,1878,341,823,2782,949,3639,2251,1762,896,1479,1636,5820,431,0.115,0.122,0.085,0.109,0.149,0.152,0.095,0.112,0.154,0.132,0.107,0.147,0.135,0.147,0.135,0.148,0.132,0.111,0.145,0.136,0.106,0.153,0.123,0.144,0.133,0.135,0.111,0.115,0.096,0.141,0.142,0.102,0.083,0.122,0.074,0.087,0.138,0.134,0.115,0.087,0.121,0.143,0.145,0.117,0.092,0.079,0.098,0.081,0.086,0.102,0.143,0.11,0.106,0.105,0.132,0.111,0.093,0.13,0.123,0.092,0.099,0.128,0.164,0.109,0.106,0.102,0.121,0.104,0.117,0.131,0.134,0.119,0.094,0.102,442,1445,872,940,758,960,1006,943,543,313,155.0,1282,773,275,690,3124,4689,414,1142,1608,835,1329,764,1490,1345,1640,1400,1555,1467,1688,594,412,269,1059,486,497,1372,1362,212,213,730,1142,1194,1668,2118,780,347,977,1113,517,285,1415,883,1820,123,1622,579,1061,562,763,245,794,166,428,1341,497,2032,1082,947,493,640,811,2933,225,2.778,2.753,2.563,2.331,2.26,2.345,2.031,2.414,2.569,3.044,2.596,1.803,2.718,2.578,2.434,2.57,2.702,3.235,2.733,1.846,2.991,2.347,1.939,2.543,2.527,2.489,2.188,2.032,2.649,2.448,2.558,2.111,2.503,2.678,3.011,2.275,2.912,2.823,2.078,2.365,2.313,2.055,3.118,1.687,1.781,1.922,2.767,2.569,2.437,2.855,1.751,2.145,2.128,2.327,3.079,2.091,2.084,2.238,1.766,1.877,1.929,2.337,2.15,2.228,2.289,2.221,1.939,2.325,2.178,2.117,2.564,2.291,2.206,2.37,0.706,0.604,0.568,0.45,0.662,0.439,0.497,0.511,0.648,0.499,0.93,0.375,0.418,0.432,0.464,0.537,0.552,0.674,0.66,0.445,0.712,0.502,0.435,0.683,0.589,0.453,0.478,0.511,0.47,0.56,0.759,0.792,0.544,0.684,0.716,0.374,0.592,0.567,0.524,0.403,0.574,0.484,0.726,0.519,0.579,0.513,0.487,0.623,0.426,0.803,0.359,0.472,0.523,0.481,0.337,0.395,0.335,0.672,0.334,0.389,0.367,0.569,0.354,0.942,0.579,0.737,0.422,0.591,0.389,0.582,0.671,0.513,0.387,0.319 -450,Epileptic,M,27.0,1.6,2.9,1.4,1.7,2.6,2.4,2.8,2.3,1.7,1.7,0.6,4.3,2.0,1.1,1.8,9.6,14.3,2.7,2.5,6.1,2.5,4.4,2.7,4.7,5.2,6.1,4.4,5.4,4.3,5.1,2.1,1.2,0.8,3.1,0.8,1.3,3.6,3.2,0.2,0.3,1.4,4.1,3.6,4.5,3.8,1.4,0.4,0.7,1.3,0.9,0.5,2.6,1.7,4.4,0.3,3.2,1.0,3.0,1.3,1.5,1.0,1.7,0.3,0.8,3.4,1.3,3.3,2.0,1.8,0.6,1.9,2.3,5.3,0.4,13,31,13,16,17,21,23,24,13,16,10.0,39,25,10,23,103,125,15,29,50,24,45,26,51,64,71,55,58,38,59,30,8,10,33,6,12,46,43,1,2,9,37,37,35,24,14,3,4,7,7,3,17,11,36,2,25,10,29,8,12,6,14,2,6,31,23,28,13,12,7,15,15,43,3,0.052,0.029,0.016,0.032,0.049,0.036,0.046,0.028,0.058,0.053,0.042,0.048,0.039,0.069,0.043,0.047,0.039,0.054,0.032,0.043,0.041,0.048,0.045,0.052,0.048,0.034,0.035,0.041,0.038,0.045,0.065,0.04,0.037,0.037,0.036,0.019,0.04,0.033,0.016,0.021,0.023,0.043,0.056,0.029,0.026,0.036,0.021,0.01,0.018,0.014,0.03,0.028,0.027,0.026,0.013,0.02,0.021,0.027,0.022,0.023,0.025,0.032,0.028,0.027,0.032,0.025,0.025,0.027,0.032,0.02,0.029,0.023,0.02,0.02,1717,5737,3066,2859,2288,2908,3029,4642,2188,2582,928.0,3889,3665,1295,3349,14637,25990,3758,4863,5726,5224,5263,2844,6679,7670,11288,6081,5713,7510,6969,2362,1488,1326,7965,2079,2809,8589,8401,334,487,1980,3292,6996,4263,3786,1712,968,2232,2330,2367,358,3343,2101,6904,537,4496,2537,4913,1520,1811,1230,2758,595,1222,3127,1191,4918,2733,1868,1067,2603,3016,9436,580,0.16,0.127,0.102,0.136,0.155,0.133,0.149,0.134,0.178,0.166,0.168,0.177,0.151,0.167,0.163,0.162,0.144,0.16,0.139,0.164,0.14,0.149,0.158,0.173,0.169,0.141,0.14,0.139,0.136,0.165,0.154,0.121,0.141,0.14,0.105,0.108,0.154,0.137,0.105,0.114,0.113,0.153,0.176,0.125,0.115,0.132,0.103,0.072,0.095,0.092,0.137,0.118,0.123,0.116,0.096,0.109,0.114,0.129,0.11,0.12,0.123,0.124,0.113,0.115,0.145,0.12,0.118,0.123,0.129,0.11,0.133,0.119,0.107,0.119,549,1787,1270,1010,807,1214,1158,1437,668,611,278.0,1776,1016,309,860,4131,6678,839,1456,2665,1169,1780,1192,1899,2152,3366,2338,2334,2104,2232,790,512,406,1644,492,1092,1972,1827,197,230,985,1669,1347,2566,2243,669,356,907,1086,971,254,1597,1021,2837,308,2405,757,1916,886,988,621,1028,237,540,1514,876,2301,1184,957,519,1108,1409,3986,324,2.811,2.739,2.507,2.554,2.299,2.262,2.183,2.72,2.343,3.089,2.642,1.883,2.73,2.865,2.835,2.567,2.865,3.306,2.687,1.813,3.209,2.347,2.025,2.574,2.553,2.547,2.066,1.988,2.647,2.423,2.268,2.703,2.682,3.07,3.206,2.361,3.022,3.097,1.999,2.352,2.417,1.798,3.269,1.828,1.893,2.336,2.872,2.828,2.697,2.681,1.622,2.212,2.202,2.385,1.986,1.989,2.615,2.453,1.909,1.932,2.328,2.349,2.224,2.301,2.092,1.642,2.131,2.55,2.186,1.936,2.411,2.411,2.447,2.231,1.188,0.723,0.404,0.712,0.655,0.589,0.603,0.558,0.759,0.746,0.883,0.556,0.552,0.607,0.6,0.633,0.719,1.048,0.545,0.666,0.79,0.648,0.684,0.812,0.802,0.651,0.581,0.646,0.593,0.687,0.686,1.041,0.434,0.709,0.833,0.554,0.806,0.684,0.433,0.442,0.51,0.533,0.875,0.615,0.555,0.55,0.889,0.733,0.476,0.462,0.257,0.488,0.535,0.479,0.331,0.47,0.657,0.582,0.341,0.434,0.372,0.737,0.591,0.846,0.551,0.581,0.519,0.583,0.466,0.7,0.53,0.459,0.476,0.501 -451,Epileptic,F,42.0,0.9,1.3,0.7,0.8,1.1,1.6,1.3,1.4,1.0,0.6,0.2,2.9,1.2,0.5,0.9,6.1,8.6,0.8,1.7,4.0,0.7,2.3,1.5,2.6,2.1,2.9,4.1,2.0,2.4,2.6,0.8,0.5,0.5,2.0,0.3,0.6,2.7,2.5,0.1,0.1,1.0,3.4,1.9,2.5,2.4,0.5,0.3,0.8,1.3,0.5,0.3,1.4,1.8,2.4,0.2,2.6,0.7,1.3,1.3,0.9,0.7,1.3,0.3,0.3,2.3,1.5,2.1,1.7,0.8,0.6,1.3,1.2,4.9,0.2,7,16,6,6,11,13,12,15,13,7,1.0,23,11,6,11,56,74,6,19,37,8,26,13,30,28,29,40,18,23,30,12,6,4,23,2,6,27,27,2,1,7,30,17,22,15,4,1,5,7,5,2,12,14,22,1,19,6,10,8,8,4,10,1,3,17,16,21,13,6,6,9,8,41,3,0.041,0.021,0.015,0.018,0.028,0.031,0.02,0.026,0.043,0.035,0.024,0.036,0.03,0.031,0.026,0.036,0.03,0.03,0.028,0.035,0.018,0.028,0.027,0.038,0.026,0.034,0.03,0.026,0.025,0.027,0.038,0.048,0.019,0.025,0.01,0.018,0.032,0.029,0.018,0.013,0.019,0.036,0.039,0.028,0.021,0.012,0.016,0.013,0.018,0.016,0.042,0.023,0.027,0.026,0.025,0.021,0.026,0.017,0.033,0.018,0.037,0.029,0.028,0.018,0.025,0.032,0.021,0.023,0.02,0.025,0.033,0.026,0.023,0.016,1289,3184,1656,1794,1663,2725,2249,2559,1432,995,387.0,2592,2558,774,1994,8632,15412,2079,2953,3874,2233,3661,1843,4154,4465,4815,5831,3117,4983,4448,1732,713,997,4657,1477,1496,5321,4917,293,401,1459,2754,3526,2127,3238,1305,691,2133,2126,1273,334,2229,2313,4012,150,3799,1199,2418,1131,1244,578,1831,254,687,3052,986,3134,2394,1246,918,1463,1778,8359,413,0.141,0.111,0.102,0.097,0.13,0.132,0.098,0.136,0.156,0.157,0.085,0.141,0.131,0.15,0.124,0.142,0.13,0.114,0.123,0.141,0.082,0.135,0.121,0.139,0.13,0.145,0.131,0.11,0.107,0.129,0.127,0.125,0.095,0.125,0.068,0.096,0.129,0.125,0.095,0.085,0.113,0.145,0.133,0.13,0.101,0.083,0.094,0.089,0.099,0.101,0.149,0.111,0.128,0.122,0.15,0.113,0.134,0.099,0.129,0.11,0.147,0.131,0.134,0.122,0.119,0.136,0.118,0.118,0.112,0.151,0.145,0.131,0.116,0.101,358,1156,687,757,700,890,806,891,442,298,147.0,1215,696,246,616,2748,4574,451,968,1791,624,1250,868,1289,1489,1453,2233,1124,1430,1542,411,281,363,1148,395,550,1445,1367,191,202,735,1372,902,1537,1914,688,296,892,1055,539,159,1062,1078,1654,76,1904,443,1284,668,731,319,715,143,307,1501,654,1591,1152,616,384,632,787,3513,260,3.42,2.586,2.357,2.443,2.239,2.805,2.312,2.733,2.628,2.854,2.55,1.896,2.786,2.408,2.544,2.472,2.761,3.563,2.686,1.893,2.771,2.358,1.916,2.537,2.419,2.852,2.19,2.215,2.698,2.331,2.922,2.542,2.232,2.943,3.326,2.547,2.919,2.715,1.875,2.314,2.525,1.808,3.064,1.626,1.897,2.071,2.816,2.879,2.497,2.644,2.624,2.157,2.13,2.303,2.776,2.225,2.839,2.204,2.168,1.947,2.283,2.436,2.003,2.243,2.141,1.915,2.061,2.361,2.304,2.599,2.571,2.668,2.462,1.882,0.68,0.525,0.486,0.376,0.456,0.581,0.546,0.469,0.697,0.408,0.918,0.453,0.437,0.505,0.42,0.571,0.562,0.743,0.557,0.586,0.64,0.465,0.362,0.529,0.464,0.465,0.562,0.555,0.49,0.554,0.612,0.85,0.475,0.565,0.584,0.433,0.673,0.501,0.358,0.357,0.548,0.437,0.708,0.589,0.622,0.407,0.505,0.714,0.56,0.419,0.437,0.454,0.531,0.539,0.42,0.451,0.589,0.439,0.343,0.388,0.447,0.79,0.424,0.955,0.536,0.669,0.501,0.404,0.471,0.551,0.584,0.526,0.515,0.445 -452,Epileptic,F,37.0,1.1,2.6,1.0,1.3,1.7,2.7,1.5,1.8,1.3,0.7,0.4,3.4,2.6,0.6,1.9,6.0,11.0,0.8,2.6,5.1,0.7,4.0,2.2,3.7,4.1,3.9,4.2,3.2,3.1,4.3,1.1,1.0,0.4,2.4,0.5,0.5,3.8,4.2,0.2,0.3,1.2,2.9,2.3,3.2,2.7,1.2,0.6,0.9,1.4,1.0,1.0,2.8,1.2,2.5,0.3,2.7,1.2,2.1,1.5,1.4,0.8,2.0,0.4,0.5,2.8,1.4,3.6,1.8,1.7,0.5,1.1,1.7,6.2,0.4,8,23,7,10,17,23,15,18,13,7,5.0,31,27,10,18,67,99,6,28,49,6,43,21,42,49,47,46,33,24,47,18,7,4,27,3,6,41,48,2,3,8,26,24,22,16,8,3,7,8,9,6,20,9,15,3,20,9,15,9,14,7,17,2,4,25,16,30,9,14,6,6,13,56,3,0.039,0.023,0.014,0.021,0.029,0.037,0.019,0.028,0.039,0.042,0.031,0.033,0.036,0.027,0.037,0.033,0.029,0.026,0.03,0.033,0.015,0.037,0.029,0.036,0.036,0.026,0.028,0.028,0.024,0.032,0.029,0.032,0.018,0.031,0.014,0.014,0.033,0.034,0.015,0.026,0.021,0.039,0.039,0.027,0.02,0.018,0.019,0.013,0.016,0.029,0.033,0.027,0.021,0.022,0.017,0.018,0.036,0.024,0.03,0.02,0.021,0.027,0.026,0.017,0.024,0.033,0.024,0.023,0.023,0.015,0.025,0.019,0.021,0.014,1565,5228,2412,2410,2301,3380,2717,3407,1853,1205,624.0,2817,4031,1523,2947,10833,20550,2559,4517,5557,2287,5456,2419,6858,6410,7455,5982,4163,6310,6157,2356,1313,986,5998,1872,1815,6887,7852,463,501,1479,2653,6026,3550,3323,1802,1031,2485,2607,1519,762,3812,1855,3759,392,3698,1178,2735,1307,1808,989,2986,480,858,3076,1005,4162,2343,2300,1001,1396,2685,10116,550,0.127,0.112,0.086,0.103,0.137,0.15,0.098,0.126,0.145,0.14,0.141,0.139,0.149,0.143,0.15,0.137,0.126,0.104,0.132,0.141,0.081,0.147,0.128,0.14,0.152,0.128,0.127,0.115,0.091,0.14,0.126,0.106,0.089,0.127,0.071,0.08,0.137,0.139,0.099,0.141,0.107,0.139,0.156,0.118,0.099,0.103,0.105,0.084,0.092,0.131,0.143,0.117,0.112,0.111,0.13,0.106,0.137,0.107,0.133,0.122,0.121,0.128,0.125,0.115,0.12,0.129,0.123,0.107,0.115,0.111,0.113,0.107,0.111,0.109,502,1837,979,987,943,1204,1098,1149,538,340,226.0,1489,1221,372,853,3021,6231,491,1362,2389,693,1918,1120,1854,2096,2524,2333,1670,1715,2254,676,530,349,1390,507,658,1880,2151,234,193,850,1230,1222,2043,2037,911,448,1041,1299,562,460,1775,939,1748,255,2124,580,1475,776,1066,511,1169,240,459,1710,676,2223,1096,1159,528,677,1358,4839,326,3.051,2.66,2.406,2.384,2.133,2.284,2.106,2.648,2.539,2.872,2.118,1.732,2.652,2.999,2.571,2.683,2.682,3.815,2.725,2.002,2.58,2.251,1.88,2.771,2.425,2.5,2.132,2.041,2.721,2.234,2.589,2.48,2.241,2.957,3.336,2.439,2.668,2.789,2.184,2.63,2.097,1.888,3.315,1.909,1.848,2.159,2.866,2.783,2.395,2.816,2.073,2.225,2.137,2.257,1.848,1.856,2.417,2.105,1.834,1.83,2.095,2.505,2.357,2.168,1.854,1.875,1.966,2.37,2.063,2.353,2.23,2.293,2.222,2.135,0.795,0.54,0.596,0.476,0.544,0.532,0.529,0.485,0.62,0.515,0.647,0.381,0.482,0.374,0.616,0.629,0.604,0.76,0.508,0.548,0.707,0.461,0.489,0.628,0.471,0.469,0.481,0.532,0.629,0.439,0.656,0.97,0.453,0.626,0.615,0.51,0.627,0.545,0.314,0.642,0.448,0.481,0.736,0.578,0.564,0.562,0.42,0.788,0.429,0.512,0.54,0.501,0.568,0.531,0.289,0.444,0.543,0.468,0.384,0.392,0.388,0.605,0.45,0.758,0.441,0.581,0.513,0.462,0.467,0.666,0.524,0.467,0.482,0.362 -453,Epileptic,M,37.0,1.5,3.3,1.2,1.8,1.7,2.3,2.5,1.9,1.8,0.8,0.4,3.7,1.6,0.7,1.5,7.2,12.7,0.8,2.0,5.1,2.1,5.2,3.3,4.9,5.9,5.3,5.6,3.3,2.7,4.1,2.1,1.0,0.7,2.6,0.5,0.8,3.7,3.2,0.1,0.2,1.6,5.0,3.1,3.6,3.7,1.2,0.4,1.6,1.3,0.7,0.6,3.4,1.6,2.0,0.3,3.3,1.1,1.9,1.5,1.6,0.7,2.1,0.5,0.6,2.7,1.8,2.9,1.6,1.2,0.8,0.9,1.4,6.8,0.4,8,27,10,14,14,21,18,19,19,9,3.0,33,19,9,17,76,106,7,20,43,17,44,28,52,44,54,57,33,24,47,24,8,5,30,5,7,44,39,1,1,12,41,31,31,22,8,2,9,7,7,5,30,13,18,2,24,9,17,12,11,5,16,5,4,20,25,26,13,7,11,5,9,49,4,0.047,0.029,0.017,0.024,0.035,0.03,0.042,0.03,0.052,0.029,0.032,0.036,0.026,0.03,0.031,0.035,0.042,0.03,0.036,0.045,0.031,0.041,0.034,0.047,0.044,0.029,0.031,0.033,0.027,0.034,0.051,0.046,0.029,0.032,0.022,0.015,0.038,0.031,0.011,0.022,0.028,0.043,0.044,0.027,0.023,0.019,0.017,0.021,0.016,0.014,0.025,0.023,0.027,0.02,0.019,0.017,0.024,0.022,0.028,0.023,0.024,0.031,0.032,0.023,0.025,0.023,0.018,0.02,0.022,0.022,0.021,0.019,0.024,0.034,1641,5440,2664,2995,2299,3483,2815,3531,2008,1747,726.0,3570,3954,1558,2921,11590,17679,2151,3536,4627,5093,3621,2582,6586,5220,8471,7439,4328,6183,6272,2578,999,1006,5867,1609,1879,7011,7763,378,385,1879,2921,6377,3471,3869,1780,742,2527,2311,1884,578,5072,2123,4164,382,5293,1603,2718,1387,1658,1060,2607,537,769,3454,1653,4572,2744,1582,1133,1263,2202,8866,351,0.119,0.126,0.097,0.115,0.135,0.128,0.131,0.135,0.182,0.133,0.125,0.154,0.122,0.142,0.133,0.133,0.15,0.118,0.136,0.167,0.122,0.128,0.13,0.163,0.132,0.129,0.114,0.116,0.104,0.136,0.156,0.113,0.103,0.142,0.094,0.086,0.154,0.139,0.087,0.11,0.13,0.149,0.179,0.121,0.109,0.104,0.094,0.102,0.096,0.092,0.119,0.12,0.113,0.104,0.11,0.103,0.124,0.116,0.122,0.106,0.099,0.133,0.133,0.115,0.119,0.121,0.1,0.103,0.107,0.121,0.11,0.107,0.111,0.154,479,1916,1022,1134,899,1213,1113,1113,671,446,203.0,1700,1077,391,857,3703,5580,496,1010,2104,1089,1636,1478,1927,1822,2704,3027,1648,1673,2258,723,436,360,1416,400,818,1799,1835,210,187,972,1699,1395,2130,2314,880,324,1142,1128,784,371,2354,1112,1801,217,2747,696,1359,922,996,528,1115,308,427,1715,1139,2478,1327,837,641,648,1022,4157,218,3.252,2.654,2.495,2.546,2.295,2.391,2.163,2.645,2.436,2.952,2.996,1.89,2.784,2.773,2.66,2.406,2.539,3.415,2.747,1.906,3.312,1.944,1.635,2.676,2.38,2.53,2.047,2.118,2.769,2.254,2.597,2.367,2.31,2.997,3.312,2.283,2.936,3.071,2.08,2.328,2.367,1.616,3.303,1.886,1.929,2.228,2.76,2.923,2.516,2.564,1.85,2.098,2.011,2.278,2.142,2.141,2.497,2.262,1.764,1.83,2.236,2.414,2.105,1.915,2.146,1.78,1.915,2.278,2.225,1.969,2.314,2.49,2.293,2.02,0.545,0.539,0.51,0.585,0.576,0.578,0.531,0.477,0.608,0.706,1.142,0.497,0.432,0.506,0.549,0.608,0.569,0.831,0.584,0.686,0.882,0.584,0.508,0.695,0.626,0.551,0.522,0.596,0.5,0.63,0.634,0.776,0.48,0.627,0.613,0.489,0.628,0.658,0.352,0.415,0.447,0.525,0.722,0.466,0.597,0.508,0.456,0.614,0.416,0.361,0.352,0.446,0.46,0.459,0.307,0.41,0.463,0.576,0.452,0.43,0.354,0.664,0.383,0.519,0.531,0.744,0.526,0.363,0.422,0.47,0.384,0.418,0.418,0.439 -454,Epileptic,M,37.0,0.4,0.7,0.5,0.8,1.3,0.9,1.2,3.7,0.7,0.6,1.0,2.1,2.0,0.6,1.0,6.6,7.0,1.5,2.4,4.4,0.8,3.9,1.0,3.8,3.1,7.8,3.3,3.9,5.5,3.1,0.5,0.8,0.6,3.4,0.5,0.7,2.6,4.4,0.6,0.1,1.6,2.8,3.3,2.0,3.4,0.6,0.4,0.7,0.8,0.6,0.4,2.3,1.3,1.1,0.2,2.8,0.9,1.2,1.0,0.5,1.0,0.6,0.1,0.2,1.3,1.1,4.9,1.9,1.9,0.3,1.7,1.2,8.3,0.3,4,6,5,5,7,6,14,30,5,7,4.0,13,12,4,8,297,58,9,21,34,7,23,7,29,18,56,23,30,40,30,3,4,5,32,6,3,21,39,1,1,8,16,25,11,16,4,2,4,5,6,2,16,8,7,1,19,6,11,6,4,5,3,1,1,12,10,24,10,8,1,8,7,40,2,0.029,0.014,0.013,0.022,0.059,0.032,0.043,0.047,0.039,0.03,0.058,0.045,0.045,0.052,0.094,0.168,0.036,0.055,0.034,0.053,0.023,0.055,0.044,0.065,0.05,0.071,0.038,0.05,0.056,0.053,0.025,0.032,0.038,0.058,0.043,0.025,0.042,0.057,0.057,0.029,0.031,0.052,0.051,0.034,0.037,0.026,0.033,0.012,0.014,0.028,0.027,0.037,0.038,0.02,0.045,0.048,0.022,0.025,0.04,0.037,0.038,0.029,0.051,0.019,0.041,0.032,0.054,0.032,0.04,0.025,0.042,0.035,0.043,0.027,1269,2056,1434,1810,950,2492,2549,3256,1152,804,690.0,2813,2772,766,1966,6597,16229,1655,2977,4813,2086,4687,1520,3965,3986,4579,4618,3479,5915,4686,1507,875,1093,3099,1301,1110,3414,3622,273,386,2014,2955,2918,2097,3070,1435,788,2154,2533,909,398,2865,1776,3110,274,2367,984,1986,1081,983,968,908,192,578,1694,1191,3653,2491,1866,818,1360,1634,6449,625,0.087,0.094,0.099,0.102,0.17,0.102,0.138,0.142,0.135,0.129,0.184,0.135,0.141,0.181,0.127,0.146,0.115,0.147,0.132,0.146,0.101,0.156,0.141,0.169,0.14,0.178,0.129,0.151,0.138,0.152,0.105,0.102,0.128,0.159,0.127,0.098,0.133,0.153,0.144,0.096,0.126,0.155,0.158,0.133,0.124,0.104,0.111,0.084,0.087,0.136,0.132,0.128,0.136,0.096,0.138,0.138,0.12,0.128,0.136,0.118,0.133,0.109,0.137,0.078,0.124,0.125,0.148,0.119,0.132,0.101,0.155,0.136,0.146,0.111,307,759,505,547,342,592,595,1117,288,360,294.0,813,720,188,401,1924,3277,391,1012,1504,655,1196,438,948,1189,1765,1412,1327,1690,1200,347,365,297,968,279,463,1080,1231,153,117,846,1010,960,1131,1633,444,241,856,1047,473,241,1003,549,1096,73,1180,608,960,494,368,442,361,84,187,719,587,1477,1004,846,180,628,586,3192,244,3.704,2.404,2.43,3.018,2.426,2.939,2.859,2.485,2.708,2.227,2.561,2.482,2.867,2.536,2.894,2.497,3.244,3.494,2.367,2.52,2.732,2.628,2.556,2.821,2.579,2.344,2.361,1.964,2.579,2.718,3.265,2.439,2.806,2.214,3.365,2.306,2.567,2.27,2.401,3.066,2.949,2.353,2.43,2.228,2.238,2.69,3.944,2.996,2.97,2.299,2.277,2.475,2.885,2.882,3.341,2.096,1.977,2.311,2.612,2.535,2.093,2.518,2.22,2.862,2.221,2.303,2.271,2.622,2.558,3.687,2.492,2.917,2.28,3.028,0.988,0.962,0.913,0.771,0.531,0.956,1.012,1.112,0.827,0.63,0.677,0.695,0.819,0.765,0.915,0.773,1.059,0.853,0.665,0.802,0.726,0.817,0.793,1.131,0.696,0.973,0.826,0.846,0.829,0.79,1.068,1.097,0.708,0.937,0.712,0.669,1.016,1.053,0.569,0.793,0.99,0.601,0.912,0.628,0.593,0.859,0.683,0.909,0.756,0.53,0.458,0.707,0.751,0.924,0.727,0.539,0.424,0.633,0.849,0.697,0.734,0.725,0.522,1.016,0.618,0.566,0.692,0.749,0.712,1.135,0.718,1.17,0.701,0.831 -455,Epileptic,F,42.0,1.1,2.1,0.8,0.8,1.4,1.9,1.4,1.4,1.3,0.7,0.3,2.3,1.6,0.5,1.1,5.6,7.9,1.5,1.6,3.4,1.6,2.2,1.2,3.4,3.9,2.7,3.2,2.6,3.3,4.1,1.2,1.5,0.5,2.1,0.3,0.7,3.2,3.1,0.2,0.3,0.9,2.1,2.2,2.0,2.8,0.5,0.4,0.8,1.4,0.9,0.6,1.6,1.4,2.1,0.5,2.2,0.5,1.8,0.6,1.1,0.5,1.5,0.1,0.7,1.2,1.1,2.6,1.1,1.3,0.5,1.3,1.4,3.4,0.4,7,18,6,7,16,18,11,13,13,7,3.0,22,16,5,12,52,65,10,19,28,13,25,10,34,35,24,31,19,22,42,17,12,3,20,2,5,37,29,1,1,5,18,19,17,17,3,2,6,7,7,4,10,10,13,3,16,4,16,5,8,6,9,1,5,8,12,15,6,7,5,9,11,25,3,0.045,0.026,0.017,0.019,0.033,0.032,0.027,0.031,0.043,0.034,0.031,0.028,0.03,0.034,0.029,0.035,0.03,0.057,0.025,0.031,0.028,0.034,0.028,0.04,0.034,0.027,0.029,0.031,0.029,0.032,0.043,0.049,0.024,0.027,0.013,0.019,0.037,0.032,0.016,0.021,0.02,0.03,0.042,0.024,0.022,0.01,0.019,0.015,0.018,0.026,0.025,0.02,0.022,0.02,0.03,0.015,0.014,0.021,0.019,0.017,0.023,0.03,0.023,0.032,0.019,0.031,0.019,0.017,0.019,0.025,0.027,0.024,0.016,0.024,1674,4109,1807,1633,2242,2799,2288,2400,1595,1396,555.0,2191,3297,1068,2760,11111,16701,2192,4088,3751,3234,3684,1916,5533,6575,5341,5806,3622,5582,6453,2385,1187,1003,4607,1514,1752,5495,6368,345,451,1316,2146,4206,2093,3342,1244,731,1994,2383,1238,489,2653,2410,4368,640,3935,1002,2869,780,1789,1093,2148,262,892,1885,1038,3878,2083,1656,854,1925,2171,8661,462,0.124,0.121,0.104,0.101,0.139,0.145,0.103,0.138,0.156,0.135,0.124,0.129,0.135,0.126,0.125,0.129,0.125,0.18,0.109,0.123,0.109,0.142,0.112,0.137,0.137,0.122,0.122,0.115,0.103,0.133,0.166,0.137,0.112,0.112,0.083,0.088,0.138,0.121,0.09,0.101,0.107,0.129,0.151,0.124,0.106,0.075,0.095,0.081,0.102,0.125,0.144,0.103,0.105,0.092,0.136,0.092,0.094,0.114,0.12,0.1,0.12,0.122,0.107,0.139,0.108,0.141,0.097,0.09,0.099,0.122,0.123,0.12,0.089,0.119,437,1283,694,688,769,1027,863,813,483,372,166.0,1044,935,279,684,2826,4527,434,1134,1620,927,1182,705,1469,1947,1613,1915,1285,1582,2068,522,460,313,1130,381,602,1654,1559,202,229,658,1007,964,1351,2042,697,317,871,1083,572,310,1253,984,1755,300,2112,519,1451,467,968,425,773,86,326,964,530,1939,1002,950,398,851,974,3547,228,3.437,2.884,2.548,2.395,2.347,2.417,2.284,2.92,2.539,3.404,3.074,1.814,2.783,2.755,2.905,2.812,2.887,3.477,2.914,2.002,2.817,2.526,2.216,2.879,2.637,2.744,2.364,2.253,2.638,2.497,3.1,2.44,2.645,2.78,3.485,2.641,2.597,3.077,1.985,2.402,2.598,1.958,3.218,1.763,1.859,1.953,2.901,2.659,2.73,2.392,2.003,2.25,2.352,2.469,2.755,2.063,2.401,2.279,1.927,2.147,2.34,2.78,2.643,2.825,2.224,2.576,2.165,2.475,2.051,2.47,2.414,2.501,2.685,2.608,0.893,0.681,0.514,0.439,0.695,0.583,0.597,0.632,0.568,0.681,0.612,0.379,0.406,0.694,0.546,0.735,0.659,0.801,0.546,0.575,0.73,0.503,0.434,0.682,0.543,0.52,0.517,0.516,0.588,0.507,0.839,0.917,0.458,0.668,0.745,0.547,0.617,0.593,0.296,0.374,0.481,0.487,0.771,0.589,0.545,0.4,0.477,0.653,0.488,0.486,0.388,0.586,0.637,0.463,0.265,0.404,0.665,0.592,0.462,0.5,0.534,0.673,1.008,0.637,0.59,0.79,0.448,0.451,0.334,0.73,0.645,0.727,0.635,0.303 -459,Epileptic,M,17.5,0.8,2.1,0.9,0.7,1.7,5.8,2.3,1.5,1.1,0.4,0.4,2.7,1.0,0.5,0.6,4.3,8.1,0.8,3.4,3.7,1.4,3.4,3.0,4.2,2.2,5.1,5.5,3.3,2.2,2.6,1.1,1.0,0.5,2.6,0.4,0.8,3.7,2.7,0.1,0.1,1.2,5.2,4.0,2.2,3.5,1.1,0.6,1.0,1.1,0.6,0.8,1.3,1.1,2.2,0.3,2.3,1.3,1.4,1.2,1.3,0.7,1.7,0.2,0.5,2.1,1.5,3.7,1.1,1.0,0.4,0.7,1.7,6.0,0.6,6,25,8,9,15,45,18,18,9,4,4.0,19,12,7,6,48,67,6,33,25,16,27,21,42,25,42,47,25,24,23,16,8,6,29,2,8,44,38,1,1,8,34,28,18,24,7,3,5,6,6,5,13,6,15,2,16,8,11,12,12,5,13,2,5,17,16,21,10,6,4,6,11,45,5,0.034,0.025,0.017,0.016,0.035,0.069,0.029,0.022,0.044,0.025,0.032,0.046,0.025,0.042,0.04,0.038,0.032,0.026,0.038,0.052,0.025,0.031,0.055,0.038,0.03,0.032,0.035,0.03,0.025,0.029,0.024,0.045,0.026,0.03,0.015,0.018,0.031,0.027,0.012,0.01,0.022,0.058,0.048,0.037,0.018,0.026,0.02,0.014,0.014,0.012,0.061,0.025,0.02,0.02,0.026,0.02,0.034,0.02,0.029,0.036,0.029,0.025,0.018,0.015,0.031,0.024,0.022,0.022,0.021,0.014,0.016,0.023,0.025,0.025,1461,4717,2087,1909,2934,3385,4289,4474,1426,1074,348.0,1582,2555,1207,1304,8958,17909,2388,5729,2020,4271,3803,1769,7194,3800,9215,5211,6258,6349,3937,2715,1186,1224,7259,1932,2363,7800,7075,363,263,1952,2836,7750,1899,6730,1838,956,2824,2429,1712,379,2494,1934,4522,407,2927,1602,2230,936,676,631,3609,515,983,2291,1535,4919,1825,1940,1006,1150,2318,8255,817,0.108,0.118,0.105,0.096,0.135,0.177,0.11,0.119,0.138,0.122,0.136,0.151,0.122,0.171,0.149,0.147,0.129,0.114,0.148,0.172,0.1,0.124,0.188,0.14,0.119,0.122,0.124,0.108,0.113,0.117,0.103,0.128,0.138,0.134,0.077,0.099,0.138,0.121,0.092,0.066,0.112,0.178,0.156,0.143,0.102,0.113,0.113,0.084,0.089,0.097,0.162,0.119,0.103,0.101,0.128,0.107,0.125,0.096,0.142,0.147,0.138,0.119,0.11,0.112,0.136,0.122,0.102,0.117,0.103,0.103,0.11,0.118,0.118,0.132,444,1525,792,745,860,1886,1234,1177,407,290,175.0,920,720,267,316,2182,4369,476,1584,1120,1006,1598,890,1766,1168,2631,2399,1691,1612,1472,763,450,370,1528,463,829,2078,1848,155,133,894,1454,1474,985,2919,735,391,1042,1097,750,264,915,796,1784,184,1764,675,1151,723,564,399,1095,202,522,1156,827,2662,773,735,489,619,1143,3651,350,3.158,2.664,2.459,2.387,2.64,1.661,2.804,3.104,2.648,3.13,2.206,1.678,2.86,3.271,3.208,2.907,3.098,3.613,2.852,1.802,3.176,1.938,1.763,2.916,2.568,2.898,1.896,2.868,2.973,2.251,2.647,2.626,2.757,3.441,3.978,2.672,2.8,2.848,2.357,2.238,2.569,1.612,3.458,2.071,2.473,2.571,3.151,3.209,2.652,2.527,1.511,2.501,2.56,2.583,2.63,1.82,2.517,2.088,1.454,1.345,1.727,2.94,2.728,2.235,1.854,2.379,2.031,2.215,2.686,2.389,2.029,2.38,2.426,2.684,0.951,0.785,0.76,0.467,0.601,0.62,0.63,0.556,0.562,0.442,0.736,0.531,0.547,0.378,0.625,0.63,0.758,0.95,0.773,0.609,0.846,0.618,0.624,0.769,0.686,0.627,0.552,0.725,0.542,0.605,0.798,0.899,0.374,0.662,0.582,0.52,0.794,0.66,0.327,0.39,0.587,0.574,0.819,0.838,0.509,0.542,0.574,0.733,0.469,0.463,0.336,0.605,0.709,0.588,0.438,0.508,0.69,0.714,0.378,0.302,0.471,0.786,0.504,0.788,0.643,0.796,0.565,0.579,0.607,0.552,0.552,0.587,0.639,0.404 -460,Epileptic,M,47.0,0.8,1.9,0.8,1.5,2.7,2.6,2.4,2.2,1.2,0.8,0.4,2.8,2.3,0.8,1.9,7.2,11.0,0.9,2.7,4.4,1.1,3.0,1.4,4.5,4.5,3.5,3.7,4.0,3.6,3.4,1.5,1.9,0.5,3.5,0.5,0.9,3.7,4.1,0.2,0.5,1.0,2.5,3.1,2.4,3.4,0.7,0.5,0.7,1.6,0.4,1.0,1.9,2.0,3.4,0.5,2.0,0.7,2.5,0.8,1.3,1.0,1.5,0.3,0.5,2.0,1.1,2.9,1.6,1.4,0.7,1.4,1.4,6.0,0.3,6,15,7,10,18,22,14,16,8,7,3.0,24,20,6,12,58,84,5,24,35,8,34,12,40,40,29,32,31,24,30,14,10,4,24,4,7,38,40,2,2,5,20,24,16,16,5,2,5,8,5,7,11,12,19,3,13,4,44,6,10,8,9,2,4,16,10,17,8,6,5,8,11,44,2,0.036,0.025,0.018,0.029,0.062,0.036,0.035,0.036,0.051,0.037,0.032,0.033,0.043,0.044,0.043,0.05,0.043,0.035,0.036,0.037,0.023,0.038,0.028,0.048,0.042,0.039,0.036,0.044,0.042,0.036,0.043,0.065,0.034,0.048,0.024,0.03,0.041,0.038,0.018,0.028,0.02,0.031,0.057,0.03,0.027,0.017,0.022,0.013,0.02,0.023,0.04,0.025,0.033,0.029,0.029,0.016,0.017,0.03,0.018,0.025,0.025,0.029,0.026,0.024,0.023,0.031,0.021,0.023,0.034,0.024,0.031,0.022,0.022,0.025,1322,3825,1835,1887,2467,3723,2379,2582,1487,1293,492.0,2393,3211,1194,2428,9756,14777,2308,4266,4140,2196,4436,1745,6196,6461,4701,4777,3673,4091,5134,2554,1058,654,4824,1416,1689,6642,8049,427,368,1375,2353,4825,1988,3055,1189,801,1683,2617,1183,838,2502,2240,3929,463,3550,1490,2606,1091,1445,1624,2416,365,876,2703,708,3544,2100,1509,1296,1503,2442,10054,443,0.114,0.115,0.1,0.121,0.175,0.145,0.116,0.132,0.14,0.138,0.106,0.142,0.149,0.142,0.137,0.154,0.14,0.117,0.14,0.137,0.093,0.142,0.113,0.15,0.144,0.134,0.118,0.135,0.126,0.139,0.141,0.157,0.129,0.139,0.101,0.107,0.145,0.138,0.101,0.122,0.103,0.126,0.16,0.124,0.113,0.102,0.1,0.088,0.1,0.104,0.156,0.109,0.125,0.119,0.123,0.092,0.099,0.131,0.113,0.119,0.12,0.116,0.134,0.139,0.118,0.123,0.106,0.108,0.12,0.12,0.132,0.121,0.108,0.132,379,1257,722,837,813,1278,971,1031,438,382,185.0,1226,983,327,750,2647,4658,443,1288,1844,741,1431,789,1683,1976,1560,1748,1514,1414,1626,631,445,219,1261,428,555,1553,1975,215,224,708,1227,989,1331,2027,614,338,817,1187,414,432,1232,1031,1749,286,1879,651,1462,681,850,669,860,189,376,1401,461,2023,1023,680,465,730,1058,4419,185,3.387,2.665,2.508,2.258,2.669,2.579,2.169,2.385,2.566,2.877,2.442,1.82,2.519,2.718,2.451,2.671,2.676,3.871,2.809,1.988,2.394,2.443,1.92,2.886,2.605,2.482,2.152,2.008,2.322,2.623,2.903,2.45,2.625,2.823,3.04,2.654,3.05,2.921,2.349,2.211,2.418,1.8,3.253,1.808,1.743,2.041,2.782,2.466,2.664,3.097,2.266,2.188,2.369,2.326,2.035,2.069,2.492,2.049,1.815,1.969,2.505,2.992,2.613,2.57,2.215,1.85,1.995,2.341,2.576,2.98,2.436,2.769,2.473,2.916,0.653,0.752,0.551,0.469,0.533,0.65,0.517,0.579,0.549,0.508,0.677,0.481,0.542,0.621,0.476,0.691,0.61,0.788,0.798,0.691,0.769,0.563,0.409,0.79,0.553,0.583,0.514,0.52,0.558,0.54,0.799,0.875,0.475,0.779,0.819,0.567,0.667,0.654,0.452,0.463,0.843,0.463,0.854,0.672,0.468,0.558,0.663,0.696,0.597,0.923,0.527,0.452,0.501,0.492,0.338,0.553,0.643,0.702,0.417,0.391,0.534,0.731,0.47,0.882,0.575,0.579,0.536,0.462,0.506,0.881,0.46,0.588,0.502,0.435 -461,Epileptic,M,42.0,1.0,1.5,1.0,0.8,2.1,2.1,1.9,1.4,0.6,0.5,0.4,3.5,1.4,1.1,1.4,6.0,10.1,0.7,1.7,6.0,1.4,2.9,2.1,5.2,2.8,4.3,4.1,2.6,3.0,4.1,2.1,0.8,0.8,3.8,0.6,0.7,5.3,4.6,0.3,0.3,1.0,3.6,3.5,3.0,2.5,0.5,0.8,1.0,1.3,1.1,0.6,1.9,3.0,2.4,0.2,2.3,0.6,2.3,1.0,1.3,0.5,1.8,0.4,0.7,1.4,1.0,2.5,1.3,1.0,0.6,1.3,2.1,4.2,0.4,5,10,10,6,17,17,12,11,5,5,4.0,25,13,11,12,52,75,4,13,44,15,31,19,39,27,39,43,21,32,33,18,6,6,27,3,4,49,38,2,2,6,28,23,22,13,4,3,5,5,8,3,11,15,13,1,17,4,20,7,12,5,12,2,3,11,8,14,8,4,4,9,10,27,4,0.03,0.02,0.019,0.017,0.06,0.034,0.029,0.031,0.046,0.028,0.034,0.035,0.03,0.045,0.037,0.041,0.04,0.027,0.029,0.034,0.027,0.032,0.032,0.051,0.033,0.04,0.034,0.029,0.032,0.035,0.047,0.039,0.029,0.041,0.019,0.021,0.052,0.038,0.017,0.025,0.024,0.035,0.047,0.026,0.02,0.012,0.031,0.015,0.016,0.026,0.025,0.023,0.043,0.023,0.035,0.02,0.025,0.027,0.027,0.022,0.03,0.036,0.028,0.026,0.02,0.027,0.02,0.025,0.018,0.023,0.025,0.034,0.019,0.024,1723,4140,2337,1995,2013,3299,2633,2751,1176,1231,647.0,3257,2879,1831,2396,9792,17384,2347,2439,5632,3434,4893,2477,6028,5103,7344,6271,3365,4627,6577,2763,1324,1105,5505,1698,1421,7099,6186,476,387,1677,2929,4464,3562,3123,1094,1026,2449,2732,1507,633,2796,2545,3989,248,3363,1036,3459,1163,1827,627,2177,427,935,2570,1024,3758,1951,1659,1409,2035,1990,8200,397,0.103,0.097,0.1,0.086,0.147,0.135,0.107,0.11,0.109,0.117,0.122,0.138,0.114,0.138,0.112,0.127,0.124,0.098,0.114,0.125,0.106,0.132,0.133,0.135,0.134,0.132,0.118,0.107,0.11,0.126,0.145,0.115,0.118,0.122,0.081,0.092,0.143,0.12,0.1,0.115,0.103,0.135,0.132,0.119,0.101,0.083,0.114,0.087,0.09,0.121,0.115,0.1,0.119,0.096,0.146,0.104,0.116,0.128,0.124,0.116,0.12,0.122,0.115,0.109,0.104,0.11,0.097,0.114,0.097,0.11,0.113,0.134,0.098,0.115,520,1153,822,720,707,1044,1030,803,269,330,221.0,1480,828,459,676,2479,4367,443,867,2492,947,1435,1055,1740,1362,2059,2144,1313,1333,1914,708,424,391,1348,509,522,1955,1638,198,189,746,1475,1257,1937,1983,627,426,1023,1137,724,342,1384,995,1663,97,1828,432,1497,633,926,338,869,248,382,1226,551,1865,881,797,450,895,990,3478,255,2.978,2.957,2.626,2.692,2.336,2.611,2.166,3.041,2.97,3.079,2.709,1.955,2.654,2.932,2.639,2.76,3.014,3.73,2.428,1.979,2.888,2.506,2.074,2.555,2.672,2.786,2.308,2.077,2.617,2.588,2.702,2.963,2.344,2.732,3.029,2.51,2.751,2.789,2.528,2.497,2.715,1.959,2.792,2.098,1.839,1.923,3.045,2.945,2.98,2.558,2.407,2.158,2.262,2.609,2.644,2.056,2.765,2.65,2.313,2.09,2.38,2.53,2.073,2.839,2.246,2.183,2.204,2.537,2.514,3.126,2.388,2.633,2.654,1.986,1.2,0.909,0.679,0.672,0.632,0.601,0.594,0.687,0.79,0.541,0.458,0.494,0.564,0.766,0.606,0.778,0.749,0.985,0.538,0.562,0.882,0.503,0.407,0.85,0.62,0.668,0.578,0.543,0.571,0.68,1.104,1.202,0.495,0.816,1.12,0.662,0.864,0.815,0.442,0.701,0.757,0.581,0.848,0.662,0.516,0.488,0.791,0.946,0.731,0.697,0.541,0.584,0.64,0.692,0.525,0.538,0.384,0.718,0.524,0.378,0.482,0.78,0.521,1.083,0.572,0.681,0.554,0.527,0.528,0.822,0.582,0.643,0.657,0.409 -462,Epileptic,F,17.5,0.9,2.0,0.7,1.0,1.6,1.8,1.3,1.4,0.9,0.6,0.2,2.6,1.4,0.5,1.4,5.7,7.7,0.6,2.6,4.6,1.1,2.9,1.5,3.4,3.9,3.5,2.7,2.5,2.3,3.2,1.5,0.5,0.5,3.2,0.4,0.8,3.3,2.9,0.1,0.2,0.9,2.7,2.4,4.7,2.2,0.5,0.4,1.1,1.1,0.6,0.8,1.8,1.7,2.8,0.4,2.4,1.1,1.2,0.8,1.0,0.6,0.9,0.3,0.4,1.7,1.5,3.0,1.2,0.9,0.7,0.9,1.5,4.7,0.1,8,18,8,11,16,14,11,15,13,7,2.0,26,16,6,14,58,73,6,31,44,14,27,17,34,47,33,28,21,18,34,23,4,4,33,2,8,35,36,1,2,5,26,28,27,14,5,2,8,6,5,5,13,12,17,3,22,8,12,7,8,5,9,2,4,14,20,25,8,6,10,6,10,39,1,0.035,0.019,0.011,0.021,0.028,0.031,0.022,0.026,0.041,0.024,0.02,0.031,0.024,0.026,0.026,0.029,0.026,0.024,0.03,0.031,0.017,0.036,0.027,0.032,0.03,0.028,0.027,0.025,0.021,0.027,0.036,0.023,0.035,0.032,0.011,0.025,0.035,0.026,0.011,0.018,0.02,0.031,0.036,0.037,0.019,0.014,0.018,0.019,0.013,0.012,0.038,0.016,0.02,0.02,0.014,0.021,0.028,0.015,0.023,0.018,0.03,0.018,0.017,0.015,0.023,0.032,0.021,0.018,0.017,0.022,0.021,0.023,0.019,0.021,1434,4579,1851,2037,2620,2516,2198,3051,1714,1592,537.0,2782,4010,1272,3241,13409,20237,2178,5030,4664,3558,3857,2167,6722,6775,6564,5333,3753,5878,5617,1976,836,912,6382,1967,1864,5830,7495,390,651,1422,2673,4868,2780,2854,1213,953,2133,2744,1517,536,4321,3395,5651,943,3649,1485,2845,854,1313,680,2185,518,834,2581,1052,4971,2600,1928,1380,1461,2306,9248,520,0.144,0.112,0.095,0.111,0.133,0.141,0.109,0.125,0.141,0.116,0.105,0.129,0.121,0.123,0.126,0.131,0.123,0.095,0.137,0.135,0.095,0.142,0.137,0.136,0.144,0.125,0.128,0.117,0.098,0.13,0.133,0.079,0.131,0.126,0.06,0.101,0.135,0.124,0.092,0.103,0.109,0.137,0.142,0.143,0.096,0.098,0.094,0.089,0.085,0.098,0.152,0.095,0.105,0.096,0.097,0.114,0.126,0.093,0.128,0.111,0.146,0.101,0.102,0.1,0.112,0.141,0.115,0.097,0.095,0.128,0.112,0.118,0.104,0.073,476,1597,804,819,882,1039,874,961,507,399,191.0,1344,957,324,887,3402,4982,444,1428,2393,990,1318,950,1699,2103,2046,1716,1456,1535,1959,628,393,261,1456,553,600,1598,1798,196,243,666,1361,1170,1870,1928,671,358,909,1249,659,321,1791,1357,2279,454,1833,665,1418,521,840,329,890,286,448,1224,674,2216,1091,879,540,677,1068,3930,141,3.036,2.706,2.236,2.585,2.522,2.195,2.141,2.81,2.477,3.049,2.637,1.831,3.15,2.928,2.849,2.965,3.273,3.624,2.921,1.77,2.883,2.337,1.966,2.929,2.594,2.645,2.437,2.125,2.841,2.415,2.324,1.948,2.773,3.003,3.196,2.55,2.788,3.073,2.355,2.988,2.573,1.818,3.002,1.737,1.665,1.924,3.417,2.821,2.671,2.705,2.352,2.562,2.465,2.464,2.485,2.143,2.583,2.343,1.919,1.752,2.315,2.428,2.117,2.3,2.295,1.985,2.283,2.795,2.445,2.721,2.64,2.651,2.536,3.14,0.929,0.739,0.641,0.541,0.699,0.411,0.618,0.472,0.59,0.532,1.003,0.528,0.458,0.469,0.553,0.591,0.659,0.779,0.644,0.53,0.755,0.478,0.455,0.643,0.508,0.584,0.514,0.547,0.564,0.624,0.616,0.865,0.512,0.648,0.577,0.658,0.637,0.536,0.459,0.512,0.557,0.425,0.716,0.681,0.445,0.492,0.534,0.766,0.513,0.432,0.528,0.546,0.674,0.542,0.37,0.518,0.493,0.508,0.347,0.339,0.484,0.78,0.535,0.997,0.575,0.629,0.576,0.431,0.495,0.509,0.408,0.498,0.547,0.948 -463,Epileptic,F,27.0,0.9,2.2,1.1,1.1,1.2,2.7,1.7,1.3,1.3,0.6,0.3,3.1,1.7,1.1,1.0,5.2,8.1,0.6,2.2,2.9,1.3,3.3,1.3,2.6,4.4,2.7,3.5,2.3,2.6,3.4,1.0,0.5,0.3,2.4,0.3,0.9,3.6,2.6,0.1,0.3,0.7,3.7,1.8,3.1,2.7,0.8,0.4,1.0,1.2,0.7,0.4,1.3,1.1,2.4,0.4,2.1,0.8,1.6,1.1,1.1,0.9,1.0,0.2,0.2,1.7,0.5,2.2,1.4,0.8,0.3,0.8,1.3,5.5,0.3,7,22,9,9,14,22,15,15,14,6,3.0,21,17,11,9,56,72,6,25,21,10,32,15,35,49,29,41,25,24,38,16,4,4,25,2,8,37,35,1,3,5,30,19,39,18,7,2,7,7,7,3,9,10,16,3,18,8,14,9,9,7,8,1,3,20,8,21,12,8,4,6,9,55,2,0.046,0.025,0.02,0.023,0.031,0.038,0.028,0.024,0.056,0.03,0.039,0.044,0.028,0.057,0.031,0.037,0.031,0.03,0.03,0.035,0.022,0.034,0.026,0.037,0.035,0.032,0.032,0.026,0.026,0.034,0.033,0.031,0.023,0.024,0.014,0.026,0.037,0.029,0.012,0.022,0.017,0.045,0.029,0.035,0.022,0.022,0.019,0.015,0.019,0.013,0.027,0.015,0.024,0.021,0.019,0.022,0.023,0.02,0.027,0.025,0.033,0.019,0.019,0.017,0.024,0.02,0.018,0.016,0.019,0.018,0.023,0.026,0.021,0.018,1286,4248,2170,2040,1577,2646,2589,2598,1349,1158,494.0,2044,3415,870,1624,8913,16412,1784,3862,2612,3319,4591,1902,4151,6389,5145,4898,3489,5057,5085,1665,1089,710,5208,1373,1771,5526,5562,345,625,1124,2369,4627,2436,3289,1205,671,2228,2264,1924,481,2862,1589,4505,624,3362,1186,2607,1108,1297,1329,1656,375,716,2601,806,3889,3323,1533,777,1376,1692,10028,471,0.126,0.125,0.106,0.113,0.139,0.151,0.127,0.128,0.16,0.133,0.129,0.161,0.126,0.171,0.125,0.139,0.13,0.127,0.136,0.13,0.095,0.143,0.129,0.135,0.152,0.143,0.145,0.13,0.118,0.141,0.126,0.1,0.137,0.121,0.082,0.116,0.136,0.13,0.092,0.122,0.107,0.17,0.134,0.135,0.106,0.113,0.1,0.092,0.099,0.09,0.126,0.089,0.118,0.101,0.111,0.112,0.128,0.103,0.13,0.119,0.144,0.107,0.114,0.109,0.124,0.115,0.106,0.098,0.11,0.118,0.11,0.122,0.11,0.115,339,1424,857,788,637,1170,935,888,378,306,169.0,1012,942,281,487,2451,4459,363,1138,1236,964,1565,826,1256,2113,1556,1895,1430,1606,1686,475,365,236,1342,342,554,1672,1524,170,222,576,1226,1018,1418,1978,592,309,929,985,831,254,1303,721,1822,284,1665,586,1305,681,720,437,763,159,326,1319,398,1914,1389,740,313,627,799,4432,201,3.434,2.766,2.648,2.664,2.081,2.193,2.333,2.594,2.537,3.055,2.632,1.898,2.858,2.319,2.468,2.731,3.006,3.79,2.858,1.807,2.76,2.425,2.009,2.488,2.436,2.739,2.187,2.085,2.5,2.468,2.566,2.925,2.522,2.945,3.466,2.518,2.592,2.858,2.233,2.823,2.506,1.898,3.451,2.003,1.877,2.417,2.718,2.953,2.894,2.629,2.209,2.288,2.04,2.576,2.727,2.17,2.402,2.262,1.98,1.978,2.651,2.226,2.116,2.061,2.134,2.268,2.192,2.55,2.358,2.715,2.67,2.53,2.469,2.609,0.773,0.602,0.608,0.434,0.594,0.513,0.474,0.441,0.609,0.542,0.617,0.446,0.519,0.443,0.632,0.726,0.528,0.643,0.515,0.56,0.768,0.447,0.42,0.667,0.5,0.483,0.373,0.442,0.429,0.559,0.78,1.053,0.374,0.523,0.696,0.476,0.6,0.55,0.382,0.614,0.447,0.396,0.66,0.736,0.577,0.517,0.651,0.684,0.462,0.48,0.39,0.606,0.532,0.627,0.358,0.494,0.504,0.729,0.311,0.377,0.637,0.667,0.394,0.857,0.536,0.527,0.407,0.465,0.365,0.716,0.717,0.608,0.479,0.359 -4001,Not Epileptic,F,37.0,0.6,2.2,1.6,1.8,2.3,1.7,2.2,1.3,1.5,0.9,0.2,3.0,1.2,0.4,1.1,4.6,9.0,0.8,1.7,4.2,1.6,2.8,1.9,4.8,4.6,2.5,2.9,2.4,2.8,2.8,2.1,1.2,0.3,1.8,0.5,0.7,3.4,3.0,0.2,0.1,0.8,3.4,2.6,2.5,2.7,0.8,0.4,0.9,1.1,0.6,0.6,2.1,1.3,2.6,0.3,2.2,1.1,1.0,1.7,1.1,0.5,1.8,0.3,0.6,1.9,1.6,2.1,1.3,1.0,0.6,1.3,1.6,3.2,0.3,6,20,15,13,16,17,18,14,14,9,5.0,28,16,5,12,59,91,7,29,40,15,32,17,47,45,32,41,29,25,29,36,11,4,22,2,5,48,35,1,1,5,27,25,18,17,7,2,5,6,6,5,16,11,16,2,17,7,10,12,8,4,17,2,6,17,23,16,10,6,6,10,10,23,2,0.029,0.022,0.022,0.025,0.034,0.031,0.026,0.021,0.055,0.037,0.027,0.031,0.026,0.018,0.027,0.026,0.029,0.024,0.025,0.036,0.026,0.03,0.03,0.042,0.039,0.023,0.03,0.024,0.025,0.028,0.046,0.046,0.02,0.025,0.016,0.016,0.03,0.029,0.012,0.015,0.015,0.036,0.031,0.025,0.018,0.016,0.017,0.013,0.014,0.011,0.026,0.022,0.022,0.021,0.012,0.015,0.024,0.012,0.028,0.021,0.019,0.023,0.027,0.015,0.018,0.022,0.017,0.018,0.015,0.016,0.026,0.019,0.014,0.015,1561,4983,3381,3397,2026,2606,3533,3483,1717,1469,663.0,3685,3666,1333,2725,11513,19835,2087,4692,4670,4467,5322,2309,6212,6569,6717,5987,5855,7363,5874,2182,997,1000,5858,1889,2184,8281,7815,382,342,1584,2652,6165,2982,4270,1773,836,2121,2552,1621,752,3331,2119,4866,586,4571,1361,2912,1838,1673,1074,3325,388,1143,3678,1694,4100,2705,2131,1146,1839,2739,8026,709,0.112,0.115,0.118,0.114,0.135,0.136,0.108,0.117,0.153,0.149,0.107,0.128,0.126,0.106,0.124,0.133,0.131,0.111,0.121,0.141,0.114,0.116,0.109,0.139,0.146,0.119,0.12,0.117,0.101,0.131,0.124,0.123,0.103,0.125,0.081,0.089,0.132,0.136,0.082,0.1,0.093,0.126,0.135,0.111,0.098,0.091,0.095,0.081,0.086,0.096,0.128,0.111,0.112,0.106,0.092,0.093,0.124,0.087,0.121,0.106,0.101,0.118,0.121,0.107,0.102,0.135,0.1,0.098,0.087,0.109,0.133,0.101,0.09,0.102,441,1688,1162,1137,888,935,1173,1054,504,387,166.0,1498,938,307,671,2966,5369,476,1194,1936,999,1478,969,1908,1851,1909,1926,1731,1764,1609,628,462,270,1196,471,658,2055,1806,225,158,770,1435,1325,1658,2352,811,356,918,1141,669,351,1461,1040,1930,330,2201,632,1409,1013,848,446,1267,206,618,1677,1036,1866,1161,974,561,752,1262,3290,303,3.387,2.825,2.85,2.791,2.097,2.359,2.497,2.855,2.505,2.998,3.043,2.083,2.94,2.977,2.936,2.844,2.905,3.461,2.938,2.036,3.207,2.704,2.159,2.493,2.731,2.813,2.457,2.557,3.114,2.768,2.429,2.219,2.696,3.317,3.487,2.933,2.899,3.139,1.938,2.489,2.605,1.677,3.342,2.029,2.064,2.45,2.974,2.803,2.77,2.623,2.168,2.323,2.133,2.645,2.114,2.275,2.599,2.385,2.129,2.186,2.541,2.616,2.211,2.141,2.441,1.968,2.386,2.568,2.61,2.271,2.564,2.594,2.636,2.827,0.704,0.51,0.579,0.488,0.704,0.595,0.541,0.488,0.642,0.803,0.782,0.559,0.474,0.485,0.528,0.599,0.584,0.622,0.615,0.685,0.748,0.544,0.619,0.769,0.729,0.524,0.513,0.6,0.462,0.477,0.676,0.827,0.567,0.597,0.667,0.445,0.749,0.577,0.378,0.464,0.526,0.496,0.75,0.533,0.595,0.538,0.386,0.661,0.52,0.396,0.441,0.506,0.434,0.473,0.281,0.445,0.43,0.43,0.384,0.422,0.436,0.62,0.425,0.608,0.448,0.727,0.428,0.407,0.368,0.759,0.583,0.527,0.443,0.468 -4002,Not Epileptic,M,47.0,1.0,2.2,0.7,1.0,1.4,2.6,2.4,1.7,0.7,0.6,0.5,3.0,1.7,0.8,0.9,6.3,9.6,0.8,2.9,5.4,0.9,2.2,1.5,3.0,3.5,4.3,3.6,3.6,3.2,3.0,1.3,1.0,0.5,2.7,0.5,1.5,4.3,3.7,0.3,0.3,1.7,2.9,2.3,2.9,3.8,0.7,0.4,0.9,1.3,1.4,0.8,1.7,1.2,2.9,0.4,2.5,1.0,1.3,1.1,0.9,0.7,1.5,0.2,0.4,2.0,0.4,3.9,2.3,1.1,0.6,1.2,1.4,4.6,0.5,9,21,7,8,11,21,17,13,7,7,5.0,27,17,8,10,59,90,9,35,41,11,27,15,30,37,37,37,32,24,37,16,7,4,27,2,13,40,36,3,2,12,26,21,21,21,5,2,5,7,17,6,11,8,18,2,18,7,10,8,7,6,13,1,3,15,3,31,16,7,5,9,11,32,4,0.033,0.022,0.012,0.017,0.027,0.029,0.023,0.022,0.032,0.026,0.028,0.032,0.033,0.033,0.027,0.031,0.025,0.029,0.025,0.037,0.02,0.026,0.023,0.029,0.028,0.027,0.028,0.028,0.024,0.026,0.032,0.044,0.023,0.027,0.011,0.025,0.029,0.029,0.02,0.021,0.029,0.031,0.031,0.023,0.022,0.013,0.02,0.012,0.017,0.024,0.026,0.016,0.018,0.022,0.021,0.018,0.017,0.014,0.022,0.017,0.02,0.023,0.016,0.018,0.022,0.024,0.021,0.024,0.015,0.016,0.025,0.016,0.016,0.019,1532,5122,2019,2425,2603,4514,4461,3914,1434,1651,870.0,3569,3836,1700,2307,12814,22447,2675,6770,6109,4024,4578,2522,6989,7197,8770,6087,5266,7673,6555,2365,1082,1116,7463,2536,2981,8713,8638,505,596,1788,3087,6188,3525,4771,1562,826,2639,2535,2428,821,3342,2297,5137,701,4242,1955,3440,1421,1539,1349,2698,566,925,3147,608,6197,3893,2340,1022,1886,2636,10162,538,0.129,0.108,0.085,0.089,0.117,0.131,0.1,0.107,0.119,0.114,0.133,0.128,0.131,0.146,0.117,0.129,0.113,0.119,0.122,0.14,0.092,0.129,0.118,0.125,0.134,0.124,0.116,0.112,0.097,0.122,0.116,0.109,0.113,0.119,0.063,0.113,0.118,0.123,0.128,0.124,0.128,0.138,0.118,0.109,0.104,0.085,0.098,0.075,0.095,0.109,0.12,0.093,0.1,0.106,0.106,0.102,0.097,0.089,0.112,0.107,0.106,0.115,0.09,0.102,0.114,0.092,0.109,0.113,0.091,0.105,0.126,0.103,0.092,0.119,508,1718,821,943,824,1518,1455,1209,423,435,266.0,1497,1028,403,623,3457,6380,530,1872,2301,955,1440,1025,1756,2003,2634,2103,2006,2120,2105,645,457,369,1630,631,1040,2443,2071,227,280,944,1500,1349,2018,2647,772,327,1090,1106,942,473,1558,1005,2154,305,2056,863,1514,794,811,624,1059,240,385,1503,308,2923,1643,1049,565,821,1292,4368,343,3.097,2.768,2.417,2.637,2.684,2.538,2.645,2.943,2.599,3.14,2.724,2.048,2.902,3.163,2.846,2.86,2.962,3.55,2.929,2.263,3.208,2.452,2.108,3.012,2.807,2.816,2.403,2.105,2.768,2.551,2.524,2.465,2.391,3.258,3.415,2.693,2.825,3.072,2.524,2.491,2.34,1.899,3.341,2.043,2.069,2.21,2.885,3.049,2.837,2.613,2.177,2.369,2.44,2.573,2.711,2.343,2.538,2.568,2.048,2.107,2.435,2.514,2.728,2.364,2.297,2.201,2.28,2.566,2.574,2.109,2.7,2.459,2.48,2.003,0.683,0.516,0.518,0.423,0.714,0.516,0.602,0.475,0.522,0.416,0.736,0.419,0.476,0.326,0.352,0.513,0.533,0.831,0.497,0.676,0.799,0.421,0.484,0.57,0.441,0.532,0.5,0.537,0.479,0.582,0.67,0.927,0.52,0.562,0.811,0.45,0.668,0.617,0.325,0.37,0.445,0.419,0.696,0.569,0.586,0.442,0.513,0.844,0.499,0.639,0.391,0.351,0.479,0.434,0.453,0.36,0.351,0.494,0.383,0.357,0.45,0.599,0.411,0.893,0.447,0.756,0.468,0.39,0.469,0.405,0.462,0.463,0.499,0.314 -4003,Not Epileptic,F,32.0,0.7,1.7,0.8,1.0,1.7,1.5,1.2,1.3,0.9,0.6,0.2,3.6,1.2,0.3,0.6,4.6,7.6,1.6,2.1,6.1,0.9,2.6,1.6,2.7,3.5,3.1,3.3,2.6,2.5,2.3,1.5,1.1,0.5,2.2,0.4,0.6,3.1,2.8,0.2,0.1,1.0,4.2,2.1,3.3,2.3,0.6,0.3,1.7,1.1,0.6,0.6,2.3,0.8,2.3,0.4,2.2,0.6,1.2,1.5,1.2,0.5,1.4,0.4,0.5,1.9,1.3,1.9,1.4,1.0,0.5,0.7,1.3,4.1,0.5,5,13,7,7,13,18,12,10,10,7,2.0,27,13,3,7,54,66,12,24,58,7,34,18,28,39,29,41,21,21,32,16,8,5,23,2,5,35,32,2,1,7,39,21,26,14,5,2,12,5,6,6,18,5,16,2,15,7,11,9,9,4,11,3,5,14,16,14,9,6,5,5,9,35,5,0.046,0.019,0.016,0.021,0.036,0.023,0.023,0.027,0.034,0.028,0.025,0.038,0.029,0.029,0.021,0.029,0.028,0.055,0.029,0.04,0.023,0.031,0.033,0.035,0.046,0.032,0.033,0.029,0.027,0.026,0.047,0.062,0.028,0.027,0.013,0.014,0.034,0.031,0.016,0.017,0.022,0.038,0.04,0.026,0.016,0.011,0.023,0.026,0.019,0.024,0.022,0.021,0.019,0.019,0.033,0.018,0.012,0.014,0.023,0.019,0.015,0.026,0.02,0.023,0.019,0.025,0.019,0.02,0.016,0.017,0.024,0.019,0.018,0.029,1078,4460,2265,2288,2137,3179,2573,2669,1685,1339,534.0,3354,2989,829,1907,10144,18363,1894,4765,5666,3280,4450,2048,5501,4792,6251,6097,4326,6542,5009,2330,651,891,6494,2114,1821,6153,7841,392,315,1224,2975,5257,3238,3854,1494,615,1866,1731,1367,748,3818,1455,4986,395,3334,1411,3223,1813,1849,1104,2121,559,780,2959,1098,3386,2399,1807,972,1098,2579,9106,660,0.126,0.107,0.102,0.1,0.136,0.129,0.096,0.119,0.143,0.13,0.097,0.148,0.123,0.119,0.109,0.133,0.123,0.174,0.124,0.153,0.091,0.125,0.132,0.137,0.131,0.132,0.129,0.099,0.104,0.134,0.135,0.145,0.124,0.124,0.073,0.078,0.136,0.131,0.099,0.086,0.117,0.142,0.145,0.122,0.093,0.087,0.101,0.1,0.102,0.12,0.119,0.107,0.106,0.099,0.162,0.102,0.095,0.093,0.112,0.11,0.095,0.124,0.12,0.135,0.107,0.135,0.097,0.11,0.101,0.11,0.123,0.11,0.096,0.151,301,1344,758,825,826,1063,832,827,455,360,149.0,1531,754,187,486,2714,4535,464,1300,2566,692,1370,875,1386,1429,1621,1736,1359,1564,1496,598,325,307,1364,530,617,1525,1712,176,151,672,1543,1039,1991,2076,722,245,825,835,494,433,1606,674,1930,150,1751,614,1491,961,898,508,824,311,399,1489,700,1692,1023,888,468,458,1094,3770,280,3.287,2.965,3.006,2.673,2.19,2.496,2.502,2.835,2.609,2.936,2.847,2.012,2.823,3.08,2.796,2.791,3.134,3.267,2.92,1.964,3.269,2.51,2.048,2.983,2.598,2.903,2.651,2.384,3.037,2.613,2.687,2.166,2.651,3.274,3.418,2.626,3.048,3.271,2.36,2.442,2.429,1.775,3.387,1.868,2.104,2.382,3.11,2.806,2.647,2.829,1.968,2.328,2.213,2.658,2.788,2.176,2.284,2.375,2.258,2.312,2.385,2.475,2.001,2.207,2.19,1.843,2.279,2.749,2.586,2.37,2.687,2.593,2.537,2.688,0.767,0.793,0.398,0.49,0.751,0.53,0.556,0.405,0.744,0.53,0.713,0.624,0.433,0.437,0.524,0.571,0.584,0.754,0.558,0.596,0.745,0.558,0.491,0.772,0.667,0.579,0.667,0.616,0.488,0.527,0.713,0.958,0.472,0.536,0.721,0.476,0.751,0.515,0.44,0.244,0.414,0.472,0.761,0.626,0.648,0.425,0.495,0.552,0.381,0.591,0.336,0.519,0.528,0.458,0.51,0.355,0.413,0.414,0.368,0.428,0.356,0.662,0.531,0.734,0.488,0.547,0.432,0.425,0.398,0.518,0.503,0.573,0.445,0.51 -4004,Not Epileptic,F,37.0,0.7,2.7,1.2,1.2,1.5,1.9,1.3,1.6,0.7,1.1,0.4,2.4,1.0,0.6,1.3,6.2,8.4,0.8,2.4,3.5,1.0,2.7,1.5,2.8,2.7,3.3,2.9,2.2,2.3,2.5,1.8,0.9,0.4,2.0,0.4,0.7,4.3,3.3,0.2,0.1,0.8,2.5,2.4,2.0,1.7,0.6,0.3,0.8,1.3,1.5,0.7,1.3,1.2,2.1,0.3,2.7,0.9,1.8,1.0,0.8,0.5,1.2,0.6,0.3,1.8,1.6,2.6,1.3,0.9,0.9,1.2,1.4,4.6,0.4,6,25,15,8,11,17,12,17,10,11,5.0,21,12,9,16,66,77,5,20,31,8,25,14,31,30,32,35,24,22,32,21,5,3,24,2,5,40,34,2,1,5,25,20,17,11,4,1,6,6,8,6,13,9,16,2,20,5,21,6,7,3,10,5,3,14,17,21,11,8,9,8,12,37,3,0.033,0.028,0.025,0.023,0.034,0.028,0.022,0.027,0.032,0.04,0.038,0.027,0.025,0.031,0.029,0.033,0.031,0.027,0.037,0.031,0.023,0.034,0.023,0.03,0.036,0.031,0.023,0.024,0.023,0.026,0.041,0.039,0.022,0.022,0.011,0.023,0.039,0.028,0.012,0.011,0.019,0.032,0.036,0.02,0.014,0.013,0.017,0.014,0.017,0.035,0.028,0.018,0.02,0.017,0.017,0.017,0.018,0.022,0.021,0.014,0.016,0.02,0.032,0.015,0.019,0.027,0.019,0.019,0.022,0.024,0.033,0.019,0.019,0.019,1620,5019,2209,2068,2089,3367,2610,3002,1506,1517,692.0,3024,3018,1240,2917,11169,16689,2473,3728,4339,2380,4252,2317,5555,4863,6512,5954,3467,5337,5374,2380,1012,938,5426,1901,1643,7633,7380,323,401,1383,2903,5055,2765,3071,1255,757,1963,2333,1196,632,2412,1990,4572,469,4622,1458,3189,1182,1299,761,2495,673,797,2888,1194,3957,2273,1595,1152,1378,2537,9197,452,0.128,0.132,0.13,0.114,0.134,0.132,0.108,0.137,0.14,0.162,0.131,0.122,0.114,0.137,0.133,0.144,0.132,0.116,0.125,0.131,0.091,0.136,0.115,0.129,0.149,0.139,0.116,0.11,0.114,0.132,0.139,0.123,0.11,0.113,0.069,0.101,0.13,0.123,0.097,0.089,0.1,0.142,0.133,0.107,0.085,0.084,0.092,0.083,0.097,0.133,0.146,0.1,0.112,0.1,0.102,0.097,0.103,0.107,0.117,0.098,0.104,0.109,0.157,0.094,0.107,0.127,0.103,0.108,0.11,0.13,0.133,0.112,0.098,0.117,414,1500,800,818,699,1109,937,1018,441,461,214.0,1334,789,319,792,3228,4864,423,1160,1741,721,1308,945,1545,1447,1777,2112,1409,1604,1744,617,372,301,1330,489,561,1934,1820,212,215,627,1252,1208,1644,1845,660,325,882,1061,593,386,1222,932,1957,252,2366,688,1469,692,786,367,909,262,378,1444,868,4004,1094,751,492,650,1260,3958,256,3.568,2.968,2.706,2.573,2.549,2.645,2.342,2.721,2.673,2.71,2.94,1.951,2.871,2.776,2.766,2.648,2.871,4.149,2.795,2.112,2.596,2.479,2.11,2.795,2.61,2.986,2.297,2.025,2.659,2.457,2.791,2.743,2.491,2.901,3.455,2.55,2.884,2.974,1.786,2.3,2.78,2.029,3.052,1.909,1.921,2.04,3.012,2.604,2.699,2.263,2.134,2.078,2.197,2.427,2.251,2.017,2.609,2.386,1.974,1.843,2.22,2.645,2.619,2.558,2.134,1.76,2.12,2.361,2.343,2.682,2.305,2.439,2.476,2.432,0.738,0.735,0.618,0.457,0.773,0.443,0.478,0.606,0.552,0.554,0.652,0.39,0.427,0.564,0.509,0.551,0.602,0.656,0.707,0.552,0.719,0.485,0.49,0.62,0.609,0.576,0.441,0.502,0.521,0.473,0.6,0.942,0.371,0.609,0.786,0.509,0.782,0.547,0.409,0.341,0.651,0.497,0.803,0.628,0.568,0.418,0.538,0.679,0.459,0.474,0.393,0.391,0.427,0.463,0.401,0.408,0.567,0.623,0.408,0.413,0.47,0.69,0.779,0.933,0.447,0.562,0.525,0.402,0.468,0.635,0.445,0.423,0.418,0.396 -4005,Not Epileptic,M,37.0,1.3,2.5,1.1,1.6,2.4,2.4,2.0,1.6,2.8,1.0,0.4,4.2,1.8,0.7,1.8,8.3,12.6,1.0,3.1,6.5,1.1,5.1,2.3,5.3,2.8,3.8,5.0,4.7,3.5,4.2,2.6,2.0,0.6,2.8,0.9,0.6,5.8,3.7,0.2,0.2,1.1,4.8,2.9,4.3,4.0,0.8,0.6,1.0,1.7,0.9,0.7,2.2,2.2,4.3,0.1,3.3,1.1,2.6,1.8,1.7,0.5,2.1,0.4,0.6,2.9,2.2,3.3,2.1,1.3,0.9,1.5,2.1,4.5,0.4,10,23,10,12,20,24,18,17,20,10,3.0,42,20,9,21,82,126,11,30,59,12,55,28,51,36,46,55,47,31,53,25,15,6,36,5,4,58,47,2,1,8,47,34,33,22,7,3,7,8,8,5,16,21,28,1,29,14,25,9,13,8,19,2,4,26,25,28,16,9,8,8,20,36,4,0.039,0.02,0.012,0.023,0.036,0.029,0.025,0.024,0.042,0.037,0.034,0.039,0.027,0.029,0.029,0.037,0.029,0.033,0.036,0.04,0.024,0.035,0.031,0.043,0.029,0.032,0.037,0.03,0.025,0.034,0.051,0.047,0.021,0.028,0.018,0.013,0.042,0.029,0.012,0.013,0.022,0.035,0.042,0.029,0.022,0.014,0.022,0.017,0.017,0.021,0.027,0.019,0.03,0.025,0.018,0.025,0.024,0.022,0.025,0.023,0.019,0.034,0.026,0.019,0.024,0.031,0.021,0.021,0.021,0.018,0.027,0.019,0.019,0.017,1932,6045,3106,3077,2461,4214,3627,3595,2272,2109,777.0,4071,3903,1440,3589,13086,25987,2920,4752,6712,3422,7521,3460,7037,5210,6447,7082,6854,8535,7808,2650,1931,1240,6357,2855,1656,10209,8673,500,587,1414,4602,6493,4227,4533,1838,941,2240,2856,1845,730,3922,3068,6533,334,4120,1735,3626,1939,2072,1126,2692,429,1001,4258,2045,4688,3742,1976,1286,1807,3495,8996,553,0.13,0.109,0.095,0.109,0.145,0.131,0.106,0.12,0.125,0.139,0.121,0.16,0.123,0.122,0.136,0.132,0.12,0.116,0.134,0.153,0.087,0.145,0.138,0.151,0.14,0.137,0.12,0.113,0.102,0.137,0.162,0.133,0.094,0.129,0.087,0.079,0.148,0.126,0.081,0.094,0.111,0.147,0.151,0.13,0.109,0.091,0.109,0.093,0.096,0.104,0.117,0.1,0.126,0.11,0.089,0.124,0.125,0.119,0.113,0.119,0.092,0.139,0.127,0.106,0.118,0.136,0.114,0.106,0.103,0.123,0.124,0.115,0.102,0.111,554,2050,1256,1072,1032,1508,1245,1209,845,474,233.0,1793,1064,354,1051,3724,7281,642,1495,2855,860,2241,1342,1980,1572,2028,2544,2399,2214,2461,788,699,434,1619,788,633,2479,2250,301,252,762,2036,1402,2400,2612,896,386,967,1347,773,460,1892,1346,2806,129,2140,850,1882,1072,1137,550,1071,239,485,1975,1006,2336,1588,980,642,870,1694,3918,353,3.493,2.583,2.489,2.734,2.304,2.317,2.404,2.629,2.373,3.264,3.054,1.934,2.9,2.765,2.685,2.727,2.797,3.548,2.673,2.039,2.901,2.519,2.144,2.679,2.553,2.609,2.259,2.293,2.936,2.46,2.583,2.693,2.277,2.884,3.438,2.452,2.976,2.785,1.862,2.616,2.377,1.991,3.333,1.957,1.974,2.306,3.17,2.85,2.613,2.699,1.977,2.239,2.162,2.466,2.173,2.121,2.191,2.213,2.057,1.886,2.274,2.424,1.925,2.486,2.205,2.188,2.187,2.533,2.269,2.396,2.432,2.397,2.436,1.987,0.761,0.633,0.474,0.593,0.549,0.641,0.692,0.466,0.614,0.534,0.702,0.502,0.449,0.469,0.526,0.608,0.652,0.771,0.67,0.574,0.89,0.525,0.631,0.674,0.569,0.503,0.546,0.505,0.521,0.604,0.856,0.961,0.36,0.564,0.707,0.54,0.864,0.688,0.359,0.471,0.348,0.522,0.716,0.492,0.529,0.561,0.511,0.581,0.466,0.477,0.351,0.427,0.497,0.455,0.351,0.39,0.465,0.502,0.363,0.352,0.55,0.693,0.334,0.767,0.517,0.893,0.456,0.342,0.437,0.706,0.549,0.506,0.422,0.393 -4006,Not Epileptic,F,27.0,1.0,2.2,1.0,1.2,2.3,1.2,1.2,1.8,1.2,0.7,0.2,1.9,1.5,0.5,1.2,7.6,8.5,0.9,2.8,4.1,1.2,2.7,1.2,4.6,4.0,3.3,3.2,1.7,2.4,3.1,1.7,1.2,0.4,2.7,0.3,0.6,3.2,3.1,0.2,0.1,1.0,3.3,2.0,2.0,2.0,0.5,0.6,0.9,1.5,1.1,0.5,1.7,1.3,2.2,0.4,2.1,0.9,1.7,0.7,0.9,0.7,2.0,0.2,0.8,1.7,1.3,1.7,1.4,1.0,0.4,0.9,1.4,5.0,0.2,13,21,9,13,15,14,12,16,15,8,3.0,24,20,6,25,81,95,10,41,40,12,32,14,45,50,42,49,22,23,40,16,10,5,36,2,4,41,46,1,1,7,27,20,15,11,4,3,6,7,9,3,15,9,16,1,23,6,15,6,9,7,17,2,6,17,15,17,13,5,4,6,11,41,3,0.044,0.026,0.021,0.024,0.044,0.024,0.022,0.032,0.043,0.043,0.036,0.034,0.039,0.035,0.03,0.047,0.034,0.037,0.039,0.039,0.027,0.036,0.029,0.051,0.042,0.03,0.036,0.026,0.028,0.028,0.043,0.052,0.02,0.033,0.013,0.015,0.039,0.034,0.013,0.015,0.018,0.039,0.039,0.03,0.015,0.01,0.023,0.022,0.021,0.034,0.026,0.024,0.028,0.02,0.022,0.017,0.02,0.021,0.018,0.019,0.019,0.03,0.024,0.019,0.018,0.021,0.018,0.022,0.015,0.021,0.019,0.019,0.02,0.013,1737,4764,2676,2456,2222,2456,2581,3196,1802,1235,506.0,2349,3489,1187,2343,10035,17944,2396,6206,4466,3081,4112,1510,5559,5879,7412,4850,3133,5711,6224,2103,1274,1161,6440,1897,1959,6925,8068,448,391,1580,2847,5716,2032,3136,1498,781,2302,2274,1289,469,2297,1756,4294,434,3655,1451,3186,1033,1353,1208,2785,260,1077,2581,1332,3149,2424,1775,875,1372,2400,9076,559,0.146,0.126,0.1,0.112,0.147,0.118,0.105,0.139,0.166,0.169,0.137,0.14,0.15,0.134,0.157,0.176,0.143,0.12,0.154,0.166,0.105,0.138,0.123,0.157,0.147,0.143,0.131,0.115,0.118,0.139,0.128,0.134,0.093,0.145,0.062,0.086,0.148,0.141,0.08,0.089,0.102,0.149,0.146,0.123,0.088,0.078,0.115,0.082,0.103,0.14,0.12,0.113,0.128,0.101,0.116,0.103,0.114,0.11,0.111,0.115,0.11,0.124,0.127,0.109,0.112,0.109,0.104,0.116,0.089,0.126,0.104,0.106,0.107,0.1,457,1405,836,883,859,863,936,1040,573,300,145.0,1111,933,281,744,3058,4920,483,1461,1982,744,1311,763,1730,1830,2084,1856,1178,1484,1904,690,471,374,1410,447,650,1708,1836,246,187,800,1280,1054,1217,1864,756,351,926,1026,499,280,1126,815,1801,223,1958,660,1433,597,693,585,1081,159,615,1376,833,1546,1079,870,323,674,1111,3914,305,3.531,3.01,3.025,2.695,2.176,2.357,2.335,2.798,2.456,3.214,2.811,1.853,2.855,2.892,2.44,2.546,2.865,3.908,3.214,2.03,2.776,2.395,1.822,2.475,2.499,2.755,2.116,2.161,2.868,2.575,2.305,2.692,2.484,3.125,3.354,2.664,2.913,3.03,2.133,2.172,2.459,1.95,3.598,1.92,1.891,2.211,2.691,3.069,2.668,3.165,2.033,2.101,2.174,2.544,2.242,1.965,2.437,2.513,1.994,2.189,2.332,2.515,2.017,2.253,2.052,2.039,2.123,2.502,2.338,2.713,2.284,2.276,2.455,2.274,0.769,0.658,0.54,0.477,0.649,0.545,0.512,0.647,0.547,0.486,0.586,0.423,0.469,0.488,0.524,0.629,0.579,0.71,0.637,0.612,0.953,0.622,0.382,0.925,0.729,0.573,0.501,0.544,0.456,0.661,0.735,0.794,0.328,0.655,0.946,0.494,0.838,0.743,0.336,0.524,0.479,0.612,0.644,0.661,0.657,0.419,0.511,0.829,0.444,0.576,0.462,0.403,0.485,0.481,0.386,0.426,0.486,0.496,0.402,0.342,0.373,0.653,0.374,0.56,0.502,0.625,0.455,0.404,0.384,0.842,0.438,0.501,0.526,0.333 -4007,Not Epileptic,F,55.0,0.6,2.0,1.1,0.7,1.6,1.4,2.0,1.4,1.1,0.6,0.2,3.3,1.1,0.4,1.3,3.7,9.2,0.9,2.0,4.4,1.4,2.2,2.6,4.2,2.2,2.7,4.7,3.2,3.8,2.1,1.4,1.9,0.4,1.9,0.5,0.8,2.7,2.6,0.3,0.2,0.9,2.4,2.4,2.7,2.4,0.8,0.4,1.1,1.2,0.8,0.7,1.7,1.7,2.8,0.4,2.7,0.9,1.3,0.9,1.0,0.6,1.5,0.4,0.6,1.3,0.9,2.2,0.9,1.2,0.4,0.4,1.3,3.4,0.3,7,19,12,7,11,14,17,15,14,7,3.0,29,13,6,17,42,74,6,22,41,13,24,24,35,33,27,42,23,24,26,17,17,4,25,2,10,35,32,1,2,5,25,26,19,15,6,2,7,6,8,4,12,14,19,2,21,6,13,8,7,5,9,2,5,10,15,14,6,7,5,4,13,31,2,0.036,0.027,0.026,0.017,0.035,0.031,0.032,0.03,0.048,0.028,0.021,0.043,0.027,0.032,0.033,0.035,0.038,0.038,0.032,0.037,0.026,0.034,0.036,0.05,0.037,0.03,0.036,0.035,0.036,0.03,0.046,0.057,0.029,0.026,0.015,0.022,0.041,0.03,0.024,0.013,0.021,0.035,0.039,0.026,0.02,0.016,0.017,0.018,0.019,0.017,0.033,0.025,0.027,0.027,0.022,0.024,0.029,0.023,0.024,0.021,0.027,0.032,0.028,0.015,0.02,0.022,0.021,0.015,0.02,0.021,0.021,0.021,0.017,0.018,1183,3310,1815,1766,1840,2430,2550,2570,2205,1296,625.0,2983,2706,962,2722,7486,16611,1983,3711,4836,4422,4105,2610,4785,4745,5492,5770,3348,4901,4615,1555,1426,768,4821,1526,2102,5807,6552,328,552,1377,2594,5648,2580,3215,1308,647,1788,1819,1670,476,2527,2197,3951,414,3437,989,2372,1009,1316,741,1958,450,894,2201,1046,3261,1784,1830,624,799,2055,7890,524,0.131,0.126,0.131,0.098,0.137,0.133,0.111,0.14,0.162,0.149,0.108,0.154,0.118,0.138,0.134,0.128,0.134,0.127,0.139,0.156,0.103,0.136,0.135,0.145,0.14,0.135,0.12,0.104,0.109,0.126,0.135,0.148,0.106,0.12,0.073,0.106,0.143,0.139,0.101,0.109,0.102,0.149,0.148,0.12,0.1,0.102,0.091,0.093,0.097,0.111,0.136,0.118,0.13,0.113,0.129,0.122,0.125,0.121,0.126,0.112,0.125,0.119,0.115,0.104,0.102,0.119,0.102,0.094,0.102,0.135,0.108,0.124,0.097,0.116,340,1224,678,638,762,765,942,849,532,308,182.0,1330,762,250,796,2140,4393,438,1117,2090,952,1056,1041,1485,1213,1463,1950,1162,1345,1268,563,572,247,1238,452,691,1439,1516,196,242,726,1111,1205,1671,1887,698,307,829,921,713,304,1096,991,1725,211,1736,498,1010,579,740,374,744,225,530,1152,623,1643,805,896,349,360,999,3256,252,3.218,2.683,2.715,2.639,2.122,2.569,2.348,2.698,2.83,3.073,2.752,1.901,2.722,2.798,2.575,2.696,2.929,3.456,2.723,1.992,3.356,2.796,2.163,2.507,2.853,2.919,2.368,2.263,2.785,2.675,2.143,2.561,2.4,2.855,3.067,2.789,2.902,3.029,1.919,2.438,2.322,2.087,3.232,1.796,1.924,2.111,2.636,2.683,2.434,2.55,2.01,2.405,2.131,2.304,2.27,2.221,2.119,2.587,1.985,1.942,2.579,2.584,2.192,2.136,2.053,2.071,2.172,2.611,2.445,1.993,2.292,2.343,2.423,2.54,0.732,0.54,0.517,0.509,0.691,0.591,0.673,0.49,0.736,0.613,0.65,0.59,0.413,0.533,0.574,0.584,0.694,0.76,0.682,0.657,0.859,0.508,0.59,0.869,0.682,0.535,0.605,0.612,0.707,0.644,0.51,0.938,0.59,0.587,0.648,0.524,0.644,0.662,0.265,0.483,0.449,0.632,0.81,0.547,0.654,0.49,0.429,0.809,0.41,0.456,0.36,0.561,0.485,0.448,0.45,0.439,0.482,0.714,0.454,0.337,0.359,0.601,0.412,0.567,0.45,0.707,0.407,0.403,0.495,0.635,0.562,0.489,0.511,0.559 -4008,Not Epileptic,F,47.0,0.5,1.6,1.1,0.8,1.6,1.9,1.0,1.3,0.9,0.5,0.2,3.2,1.1,0.6,1.2,5.1,8.0,0.9,2.1,4.9,1.6,2.8,1.8,2.3,3.3,4.5,3.5,1.7,2.8,4.0,1.1,0.5,0.5,1.9,0.5,0.4,3.0,3.5,0.1,0.1,1.0,2.7,3.3,4.1,3.0,0.6,0.4,0.6,1.2,1.3,0.7,1.3,1.0,2.9,0.5,2.5,0.4,1.7,0.5,1.4,0.5,1.3,0.2,0.5,1.3,0.8,2.2,2.2,0.9,0.6,1.2,1.9,3.3,0.2,5,16,8,7,13,17,8,11,11,6,2.0,26,11,4,10,52,66,7,20,37,13,26,17,27,34,36,37,15,22,43,13,7,4,24,4,3,33,37,1,2,5,23,23,21,20,5,2,4,5,10,3,11,9,24,2,18,3,14,4,9,4,9,1,3,11,9,19,16,6,5,8,10,24,1,0.03,0.02,0.023,0.018,0.033,0.037,0.019,0.024,0.035,0.024,0.027,0.033,0.023,0.045,0.03,0.031,0.029,0.038,0.032,0.039,0.033,0.035,0.027,0.032,0.032,0.033,0.028,0.023,0.023,0.031,0.031,0.024,0.035,0.025,0.015,0.01,0.033,0.032,0.014,0.013,0.022,0.035,0.041,0.039,0.024,0.013,0.019,0.011,0.02,0.024,0.027,0.017,0.026,0.02,0.018,0.02,0.011,0.02,0.023,0.025,0.02,0.027,0.025,0.025,0.019,0.022,0.019,0.023,0.02,0.021,0.029,0.026,0.015,0.009,1190,3669,2279,1798,1916,2561,2279,2950,1544,1213,392.0,2902,2736,822,2304,8812,15893,1857,3150,4496,2594,4106,2533,4698,6326,7667,6024,3114,5581,5760,2029,772,852,4603,1830,1576,5462,6782,229,408,1674,2650,4840,2518,3164,1221,632,1993,1973,1934,583,2358,2089,5639,718,3922,818,3117,728,1715,990,1819,378,696,2162,1065,3602,3475,1565,1173,1223,2393,7438,644,0.118,0.101,0.11,0.099,0.123,0.143,0.093,0.111,0.145,0.117,0.103,0.143,0.124,0.109,0.124,0.126,0.126,0.137,0.129,0.14,0.105,0.145,0.126,0.124,0.142,0.137,0.129,0.106,0.112,0.137,0.122,0.101,0.156,0.111,0.077,0.073,0.112,0.135,0.094,0.087,0.105,0.147,0.126,0.146,0.113,0.095,0.105,0.073,0.101,0.116,0.126,0.101,0.102,0.108,0.112,0.109,0.092,0.103,0.122,0.115,0.113,0.126,0.117,0.123,0.101,0.112,0.108,0.111,0.1,0.131,0.13,0.116,0.092,0.066,310,1259,767,703,709,890,785,917,430,344,144.0,1367,750,213,567,2597,4303,420,1030,1906,814,1233,1055,1219,1863,2253,2123,1153,1708,2133,527,396,236,1173,524,551,1609,1707,139,236,754,1189,1218,1668,2058,675,264,852,911,897,321,1262,777,2228,354,2017,425,1347,360,923,443,763,138,310,1132,555,1845,1614,790,450,682,1157,3369,289,3.514,2.834,2.815,2.659,2.336,2.549,2.362,2.921,2.763,2.721,2.37,1.933,2.759,2.604,2.868,2.586,2.976,3.643,2.619,2.036,2.826,2.563,2.106,2.867,2.675,2.84,2.253,2.131,2.566,2.317,2.773,2.019,3.082,2.777,2.935,2.677,2.654,3.013,1.899,1.968,2.702,2.019,3.133,1.833,1.816,2.041,2.809,2.817,2.684,2.594,2.302,1.995,2.625,2.524,2.654,2.271,2.158,2.445,2.424,2.165,2.508,2.607,2.624,2.511,2.125,2.244,2.071,2.32,2.355,2.847,2.235,2.643,2.373,2.455,0.602,0.585,0.637,0.503,0.632,0.503,0.565,0.647,0.503,0.377,0.771,0.401,0.34,0.664,0.563,0.629,0.601,0.815,0.429,0.515,0.797,0.409,0.402,0.538,0.444,0.463,0.466,0.483,0.471,0.502,0.904,0.866,0.665,0.6,0.821,0.549,0.649,0.542,0.328,0.33,0.603,0.593,0.738,0.696,0.56,0.404,0.789,0.761,0.574,0.502,0.338,0.478,0.676,0.549,0.364,0.355,0.329,0.395,0.45,0.314,0.314,0.438,0.729,0.597,0.473,0.672,0.354,0.462,0.395,0.847,0.531,0.442,0.573,0.651 -4009,Not Epileptic,F,22.0,0.7,2.6,0.8,1.4,1.2,2.8,1.2,1.7,1.3,0.9,0.6,2.9,1.6,0.5,1.5,5.0,8.5,1.3,2.2,5.9,1.5,3.7,2.3,4.3,4.8,4.2,3.7,2.8,2.7,3.3,1.8,1.8,0.7,2.1,0.5,0.5,3.2,3.5,0.2,0.2,1.1,3.0,2.0,2.5,2.9,0.9,0.6,0.9,1.4,0.8,0.9,2.7,1.0,2.1,0.3,2.4,0.7,1.5,1.3,1.0,1.0,1.6,0.4,0.7,2.3,1.6,2.6,0.8,0.8,0.5,1.2,1.1,5.5,0.3,12,26,7,11,13,24,13,20,15,10,5.0,29,21,7,22,62,91,10,22,55,14,47,23,43,56,46,56,33,24,37,17,15,7,27,3,4,36,40,1,1,8,28,25,19,18,8,3,6,8,5,6,24,8,14,2,20,4,15,11,8,10,13,3,5,18,20,21,6,6,4,8,9,53,3,0.037,0.025,0.013,0.026,0.031,0.034,0.021,0.027,0.045,0.035,0.043,0.035,0.029,0.027,0.026,0.028,0.03,0.046,0.033,0.046,0.025,0.036,0.045,0.04,0.04,0.026,0.031,0.032,0.025,0.026,0.04,0.051,0.036,0.029,0.014,0.013,0.039,0.034,0.013,0.022,0.022,0.035,0.037,0.023,0.022,0.019,0.026,0.015,0.018,0.02,0.034,0.022,0.021,0.018,0.016,0.016,0.02,0.017,0.027,0.016,0.027,0.024,0.022,0.019,0.024,0.023,0.017,0.014,0.017,0.013,0.023,0.02,0.021,0.023,1562,6162,2347,2643,2224,4198,3075,4398,2453,1994,762.0,2805,4002,1490,3789,12224,21030,2719,4223,5884,5194,5375,2095,6812,7179,10596,7356,4862,7295,6254,2159,1622,1108,6467,1995,2076,6303,8809,412,417,1612,2322,5412,3160,3716,1881,896,2455,2472,1645,679,4847,1915,4262,570,4586,1090,3336,1423,1697,1208,2875,565,1021,3205,1775,5057,2024,1888,783,2073,2079,10618,417,0.133,0.115,0.098,0.112,0.127,0.147,0.112,0.133,0.154,0.139,0.159,0.152,0.135,0.135,0.133,0.135,0.137,0.167,0.128,0.172,0.103,0.139,0.134,0.143,0.133,0.122,0.13,0.113,0.111,0.126,0.137,0.131,0.14,0.129,0.076,0.081,0.14,0.15,0.082,0.1,0.113,0.131,0.14,0.111,0.106,0.104,0.115,0.085,0.098,0.101,0.138,0.11,0.104,0.094,0.098,0.101,0.111,0.098,0.126,0.096,0.128,0.116,0.116,0.104,0.122,0.114,0.096,0.095,0.097,0.103,0.115,0.105,0.105,0.134,471,1825,851,892,747,1378,923,1179,576,504,210.0,1378,1059,335,1089,3126,5062,540,1165,2565,1044,1751,913,1858,1984,2909,2437,1644,1728,2123,721,600,341,1345,507,712,1542,1821,248,200,823,1348,1146,1773,2107,748,379,938,1137,662,419,2089,850,1781,295,2252,474,1540,772,885,594,1081,292,553,1469,1076,2346,901,828,495,846,942,4232,208,2.971,2.934,2.782,2.847,2.348,2.509,2.654,3.107,2.84,3.075,2.777,1.826,2.852,2.899,2.632,2.809,3.085,3.505,2.9,2.026,3.417,2.483,2.021,2.638,2.704,2.798,2.359,2.348,3.11,2.42,2.266,2.793,2.602,3.173,3.448,2.668,2.961,3.324,1.943,2.64,2.658,1.632,3.306,1.911,2.027,2.423,2.817,3.173,2.779,2.8,1.943,2.231,2.329,2.523,2.415,2.31,2.728,2.378,1.993,2.188,2.475,2.609,2.194,2.205,2.482,2.012,2.306,2.514,2.602,1.879,2.462,2.458,2.549,2.522,0.814,0.652,0.479,0.65,0.9,0.652,0.706,0.496,0.829,0.594,0.886,0.557,0.576,0.487,0.616,0.684,0.673,1.095,0.539,0.6,0.837,0.725,0.549,0.857,0.774,0.615,0.688,0.609,0.619,0.596,0.803,0.833,0.435,0.663,0.819,0.47,0.788,0.802,0.422,0.375,0.482,0.463,0.75,0.706,0.696,0.447,0.655,0.741,0.443,0.417,0.42,0.526,0.468,0.43,0.346,0.426,0.451,0.47,0.539,0.406,0.42,0.767,0.452,0.594,0.525,0.732,0.398,0.374,0.498,0.633,0.432,0.477,0.484,0.561 -4010,Not Epileptic,M,37.0,0.6,2.1,1.3,1.4,1.9,2.5,1.4,2.2,1.6,0.9,0.2,2.9,1.6,0.3,2.0,5.9,7.6,1.3,3.4,3.8,0.9,2.6,2.4,3.2,4.2,4.7,3.0,2.4,2.5,3.3,1.2,1.1,0.8,2.7,0.3,0.7,4.3,4.0,0.2,0.5,1.5,3.8,2.3,3.4,2.7,0.6,0.4,0.7,1.4,1.3,0.8,2.8,0.9,1.7,0.4,2.5,1.2,2.3,1.2,1.6,0.5,1.5,0.7,0.4,2.4,1.7,2.5,1.1,1.3,0.7,1.1,2.7,4.8,0.3,4,25,14,13,16,20,12,19,14,7,3.0,24,17,4,20,67,76,10,28,31,5,30,22,38,42,55,36,25,23,38,19,9,7,27,2,5,44,40,2,3,11,24,22,25,15,5,2,5,7,11,7,19,8,11,1,21,9,15,8,13,4,9,5,4,16,16,25,6,10,9,7,18,40,4,0.026,0.025,0.02,0.027,0.037,0.033,0.019,0.028,0.044,0.042,0.021,0.031,0.024,0.023,0.036,0.032,0.026,0.042,0.035,0.033,0.014,0.028,0.033,0.04,0.034,0.031,0.026,0.023,0.022,0.032,0.039,0.041,0.029,0.028,0.01,0.013,0.037,0.034,0.021,0.024,0.028,0.041,0.041,0.038,0.018,0.013,0.023,0.011,0.016,0.027,0.043,0.025,0.021,0.015,0.046,0.015,0.032,0.02,0.036,0.022,0.027,0.026,0.036,0.019,0.024,0.029,0.019,0.014,0.022,0.024,0.024,0.03,0.018,0.014,1529,4442,2483,2664,2119,3248,2633,3599,2346,1521,461.0,2660,3730,978,3284,11189,16850,2233,4785,3329,2390,4229,2547,5423,6071,8135,5480,3842,5827,5719,2120,1227,1187,6112,1659,2251,6995,7747,367,660,1888,2524,5149,1798,3800,1441,697,2272,2801,1795,492,4163,1668,4208,484,4177,1079,3415,823,1844,841,2473,678,746,2789,1427,4501,2466,2051,1188,1539,2616,9803,423,0.101,0.12,0.115,0.115,0.141,0.135,0.089,0.127,0.149,0.146,0.116,0.129,0.118,0.11,0.152,0.137,0.12,0.132,0.127,0.128,0.066,0.135,0.149,0.15,0.135,0.132,0.112,0.099,0.089,0.132,0.135,0.125,0.123,0.117,0.069,0.078,0.119,0.127,0.118,0.118,0.116,0.154,0.132,0.143,0.097,0.089,0.112,0.078,0.093,0.119,0.158,0.118,0.107,0.083,0.165,0.101,0.138,0.098,0.14,0.115,0.111,0.113,0.139,0.119,0.12,0.132,0.105,0.089,0.113,0.134,0.119,0.13,0.103,0.111,371,1448,893,961,824,1260,944,1196,642,402,176.0,1380,1087,281,978,3167,4827,482,1518,1745,805,1438,1130,1405,1866,2651,1956,1471,1614,1912,557,454,440,1420,458,832,1958,1947,179,343,932,1250,1057,1347,2256,726,309,922,1200,835,356,1789,821,1840,148,2297,617,1764,546,1076,386,769,324,356,1443,855,2207,1128,940,466,717,1370,4133,286,3.555,2.821,2.654,2.628,2.264,2.287,2.39,2.723,2.634,3.053,2.458,1.747,2.776,2.444,2.59,2.628,2.827,3.587,2.658,1.75,2.523,2.422,2.061,2.859,2.541,2.591,2.229,2.118,2.741,2.357,2.829,2.515,2.223,3.008,3.257,2.566,2.74,2.851,2.153,2.219,2.51,1.961,3.378,1.625,1.902,2.182,2.821,2.859,2.73,2.487,1.646,2.383,2.206,2.382,3.414,2.075,2.08,2.203,1.724,1.976,2.621,2.992,2.245,2.376,2.131,2.096,2.084,2.552,2.334,2.547,2.41,2.323,2.618,1.828,0.913,0.737,0.608,0.576,0.592,0.53,0.607,0.549,0.667,0.534,0.644,0.414,0.514,0.685,0.433,0.501,0.562,0.767,0.696,0.476,0.667,0.476,0.476,0.69,0.495,0.487,0.482,0.514,0.5,0.523,0.802,1.089,0.462,0.633,0.75,0.536,0.729,0.599,0.401,0.441,0.521,0.52,0.791,0.687,0.573,0.611,0.408,0.978,0.602,0.485,0.279,0.558,0.622,0.477,0.298,0.441,0.354,0.56,0.372,0.436,0.299,0.872,0.522,0.894,0.511,0.768,0.536,0.416,0.515,0.765,0.558,0.555,0.587,0.383 -4011,Not Epileptic,M,32.0,0.6,2.4,0.9,1.2,1.6,1.7,1.2,1.6,2.1,0.7,0.3,2.9,1.7,0.5,1.4,5.6,8.7,1.0,1.4,5.4,0.8,2.7,1.9,4.1,3.1,3.0,3.4,2.7,2.5,2.1,1.5,1.2,0.4,2.9,0.4,0.6,2.9,4.6,0.1,0.1,1.0,2.7,1.5,2.9,2.2,0.5,0.5,0.9,1.5,0.7,0.7,1.7,1.3,2.0,0.2,2.4,0.6,1.2,1.1,1.4,0.7,1.5,0.4,0.5,2.3,1.4,2.3,1.2,0.7,1.1,1.2,1.5,4.2,0.4,6,25,8,13,16,17,13,18,19,8,4.0,27,22,6,17,66,89,10,18,51,9,35,20,48,43,33,48,29,25,32,15,9,4,31,3,6,31,48,1,2,7,28,16,22,14,4,2,5,9,6,4,14,10,16,2,21,4,11,8,10,8,12,3,6,16,20,22,10,4,12,8,13,33,4,0.031,0.023,0.017,0.023,0.03,0.03,0.019,0.025,0.043,0.03,0.032,0.037,0.034,0.026,0.031,0.031,0.029,0.036,0.026,0.042,0.022,0.03,0.035,0.045,0.032,0.027,0.029,0.029,0.024,0.027,0.047,0.038,0.019,0.03,0.013,0.012,0.028,0.032,0.011,0.02,0.022,0.033,0.028,0.027,0.017,0.01,0.022,0.013,0.018,0.017,0.027,0.017,0.025,0.017,0.028,0.017,0.013,0.015,0.022,0.024,0.026,0.022,0.034,0.016,0.021,0.024,0.019,0.019,0.011,0.029,0.025,0.016,0.017,0.019,1736,4901,2517,2295,2114,3525,3055,3852,2444,1645,600.0,3285,3290,1192,2716,11157,19330,2806,3932,6039,3289,5087,2152,5654,6383,6279,6024,3762,6117,5229,2144,1490,1003,6957,2188,1878,7764,9753,280,357,1339,3038,4619,3166,3693,1354,713,2234,2566,1751,686,3014,1661,4202,428,4337,1306,2613,1379,1693,1033,2688,521,954,3181,1228,4277,2415,1745,1875,1447,3266,8882,470,0.114,0.117,0.095,0.106,0.134,0.137,0.096,0.123,0.171,0.139,0.122,0.14,0.15,0.144,0.148,0.142,0.135,0.138,0.125,0.155,0.089,0.13,0.131,0.149,0.131,0.128,0.124,0.11,0.112,0.136,0.154,0.116,0.101,0.135,0.085,0.083,0.121,0.151,0.096,0.117,0.117,0.131,0.122,0.119,0.092,0.082,0.102,0.079,0.105,0.092,0.118,0.102,0.114,0.097,0.134,0.105,0.092,0.098,0.111,0.122,0.125,0.117,0.132,0.114,0.109,0.13,0.103,0.106,0.081,0.15,0.127,0.103,0.1,0.122,437,1775,844,881,891,959,931,1172,729,374,165.0,1350,948,324,804,3091,5107,553,961,2296,703,1509,918,1641,1781,1814,2074,1375,1573,1480,552,587,349,1463,521,749,1775,2262,164,166,724,1223,960,1745,1981,709,330,984,1181,645,415,1463,838,1860,125,2104,610,1231,802,893,469,1035,231,506,1567,863,1989,1017,835,635,698,1425,3865,285,3.785,2.544,2.743,2.587,2.114,2.764,2.579,2.826,2.696,3.077,3.074,2.094,2.775,2.721,2.554,2.684,2.932,3.812,3.024,2.271,3.305,2.562,2.111,2.65,2.753,2.81,2.327,2.168,2.93,2.657,2.73,2.558,2.245,3.155,3.744,2.414,3.201,3.107,2.002,2.535,2.43,2.084,3.449,2.053,2.128,2.105,2.643,2.818,2.67,2.858,2.048,2.237,2.131,2.353,2.918,2.313,2.512,2.434,2.021,2.051,2.197,2.554,2.655,2.295,2.173,1.717,2.201,2.572,2.476,3.078,2.406,2.591,2.529,2.108,0.693,0.603,0.469,0.412,0.693,0.773,0.617,0.413,0.604,0.576,0.676,0.445,0.439,0.587,0.571,0.645,0.62,0.737,0.564,0.599,0.732,0.502,0.508,0.871,0.467,0.522,0.527,0.506,0.427,0.592,0.729,0.913,0.443,0.636,0.818,0.41,0.804,0.656,0.267,0.512,0.494,0.658,0.767,0.646,0.656,0.37,0.477,0.596,0.426,0.529,0.409,0.444,0.491,0.468,1.02,0.434,0.415,0.411,0.328,0.426,0.511,0.675,0.462,0.783,0.515,0.707,0.456,0.385,0.4,0.797,0.42,0.498,0.452,0.546 -4012,Not Epileptic,M,42.0,0.8,2.0,1.1,1.4,2.6,2.5,1.7,2.1,2.1,1.1,0.5,3.3,1.8,0.9,1.0,6.9,9.0,0.9,1.8,6.2,1.4,6.0,3.6,7.5,5.7,3.8,6.7,3.0,5.2,3.6,2.5,1.7,0.4,2.7,0.8,0.8,4.0,3.5,0.2,0.3,1.2,4.1,3.1,2.3,3.5,0.7,0.7,1.2,1.3,1.4,0.6,3.7,1.7,3.5,0.3,2.6,0.9,1.7,1.6,0.9,1.1,2.7,0.3,0.9,2.5,1.5,3.2,1.8,1.6,0.8,1.0,1.6,4.5,0.2,6,16,12,10,20,25,12,21,13,10,6.0,30,17,9,9,59,72,5,24,53,7,56,34,49,49,41,61,25,35,35,17,12,3,28,4,8,43,37,2,1,8,36,21,19,21,6,2,7,7,13,5,25,11,24,1,16,8,15,9,7,8,17,2,6,17,20,24,11,9,5,6,13,33,2,0.039,0.023,0.021,0.025,0.05,0.033,0.038,0.032,0.051,0.037,0.039,0.04,0.04,0.05,0.037,0.045,0.039,0.031,0.03,0.052,0.026,0.045,0.051,0.067,0.044,0.041,0.054,0.036,0.042,0.041,0.051,0.049,0.025,0.034,0.027,0.018,0.041,0.031,0.013,0.027,0.024,0.037,0.049,0.027,0.024,0.016,0.023,0.019,0.019,0.03,0.041,0.029,0.031,0.029,0.023,0.017,0.019,0.022,0.027,0.017,0.031,0.044,0.035,0.025,0.029,0.025,0.025,0.024,0.028,0.026,0.024,0.02,0.018,0.015,1350,4638,2286,2300,2636,3067,2258,3874,1687,1938,867.0,3251,3317,1085,2049,8648,15284,1944,4044,4542,2990,6477,2229,5004,5691,6467,5287,2975,6151,5593,2424,1362,738,7178,1917,1909,7799,7942,299,347,1480,2907,5095,2279,3657,1323,766,2298,2256,1943,718,4040,1738,4642,423,3860,1363,2773,1457,1451,1035,2266,249,931,2368,1337,3581,2299,1573,1116,1362,2345,8470,423,0.131,0.109,0.111,0.12,0.149,0.144,0.116,0.144,0.161,0.154,0.147,0.156,0.127,0.161,0.131,0.151,0.139,0.113,0.132,0.169,0.1,0.16,0.166,0.173,0.142,0.147,0.14,0.123,0.119,0.158,0.148,0.147,0.105,0.135,0.108,0.105,0.157,0.136,0.099,0.131,0.117,0.143,0.15,0.128,0.108,0.1,0.106,0.097,0.094,0.138,0.156,0.126,0.123,0.123,0.125,0.096,0.113,0.118,0.119,0.093,0.134,0.144,0.144,0.117,0.129,0.128,0.116,0.113,0.119,0.126,0.113,0.121,0.099,0.102,396,1509,910,869,1015,1309,787,1166,611,477,243.0,1536,954,287,587,2828,4181,448,1085,2207,872,2216,1155,1972,2078,1877,2059,1360,1815,1659,864,582,244,1422,478,741,1827,1854,202,148,781,1658,1118,1423,2248,660,392,963,1054,746,301,1970,896,2013,151,2170,687,1305,942,902,607,1076,154,540,1263,926,2003,1151,844,430,695,1148,3885,202,3.143,2.781,2.533,2.484,2.244,2.048,2.351,2.845,2.309,3.014,2.825,1.867,2.718,2.695,2.537,2.377,2.845,3.448,2.777,1.84,2.645,2.409,1.774,2.212,2.233,2.647,2.065,1.852,2.608,2.584,2.271,2.413,2.511,3.393,3.641,2.308,3.059,2.981,1.691,2.675,2.363,1.664,3.467,1.773,1.884,2.166,2.467,2.954,2.592,2.587,2.119,2.044,2.089,2.355,2.725,1.96,2.068,2.264,1.694,1.791,1.97,2.316,1.739,2.15,2.077,1.851,1.868,2.385,2.236,2.779,2.221,2.365,2.286,2.377,0.882,0.809,0.448,0.532,0.689,0.616,0.604,0.534,0.653,0.602,0.862,0.589,0.52,0.668,0.646,0.655,0.689,0.824,0.568,0.578,0.78,0.847,0.503,0.705,0.709,0.668,0.67,0.515,0.621,0.639,0.805,0.806,0.402,0.8,0.744,0.414,0.794,0.806,0.394,0.373,0.511,0.483,0.835,0.626,0.566,0.454,0.321,0.836,0.52,0.547,0.486,0.555,0.519,0.509,0.734,0.427,0.357,0.518,0.361,0.304,0.485,0.713,0.418,0.61,0.47,0.702,0.473,0.461,0.381,0.8,0.479,0.522,0.532,0.36 -4013,Not Epileptic,M,20.0,0.7,2.9,1.0,1.1,2.6,2.2,1.4,2.0,2.3,1.0,0.3,3.0,1.3,0.4,1.2,7.1,9.6,0.9,2.8,5.4,1.2,3.8,1.8,3.3,3.3,3.4,4.0,2.7,2.8,3.3,1.5,2.2,0.4,2.5,0.5,0.9,3.9,4.7,0.1,0.2,1.0,3.3,2.2,2.9,2.3,0.5,0.3,1.0,1.3,0.8,0.8,1.7,2.6,2.4,0.4,2.4,0.9,1.7,1.1,1.2,0.7,2.4,0.3,0.7,1.7,1.3,2.8,1.9,0.8,0.5,1.4,1.5,6.1,0.3,6,28,7,9,23,27,15,18,23,12,5.0,31,18,6,17,92,110,6,37,49,13,48,19,32,45,42,48,34,31,47,17,29,5,37,3,7,48,54,1,1,6,31,24,19,14,4,1,6,7,6,6,14,25,17,2,23,7,13,8,9,8,20,2,6,16,18,23,18,6,4,11,13,54,3,0.033,0.027,0.017,0.021,0.038,0.03,0.023,0.028,0.058,0.032,0.033,0.032,0.027,0.024,0.028,0.036,0.03,0.031,0.032,0.039,0.025,0.035,0.026,0.034,0.028,0.026,0.031,0.024,0.022,0.027,0.037,0.077,0.025,0.028,0.011,0.015,0.037,0.034,0.012,0.019,0.021,0.035,0.033,0.029,0.016,0.011,0.016,0.016,0.018,0.016,0.029,0.019,0.027,0.018,0.018,0.017,0.023,0.018,0.021,0.016,0.017,0.031,0.024,0.017,0.016,0.022,0.019,0.017,0.015,0.018,0.026,0.017,0.02,0.014,1633,5731,2563,2456,3070,3810,3206,4535,2485,2291,870.0,3275,3402,1212,2918,14214,21670,2476,5810,5983,4497,6403,2482,6860,8016,8961,6630,6705,8812,7540,2590,1618,1034,7829,2613,2818,8884,12037,361,557,1663,2906,6714,2826,3908,1427,749,2276,2449,2050,706,3176,3096,5064,524,4093,1512,3213,1351,2218,1322,3349,417,1034,3328,1597,4984,4593,1728,904,2021,3186,12137,562,0.111,0.128,0.096,0.107,0.143,0.135,0.109,0.133,0.179,0.141,0.136,0.147,0.129,0.129,0.135,0.144,0.135,0.119,0.14,0.154,0.098,0.136,0.118,0.123,0.125,0.126,0.122,0.116,0.107,0.127,0.131,0.148,0.103,0.128,0.073,0.091,0.142,0.151,0.084,0.089,0.103,0.13,0.124,0.122,0.09,0.082,0.087,0.081,0.096,0.093,0.14,0.099,0.131,0.095,0.111,0.108,0.117,0.101,0.112,0.101,0.104,0.136,0.13,0.113,0.107,0.116,0.104,0.095,0.091,0.117,0.123,0.099,0.104,0.112,418,1726,883,811,1138,1347,1001,1187,789,516,219.0,1670,860,277,746,3951,5963,474,1543,2574,973,1871,1068,1864,1979,2189,2266,1908,2125,2048,715,595,280,1702,648,931,2215,2515,201,249,777,1495,1386,1611,2209,679,300,832,1057,839,422,1489,1472,2123,286,2097,670,1480,804,1091,592,1252,227,565,1542,959,2361,1856,820,434,903,1445,5021,301,3.564,3.038,2.848,2.941,2.224,2.329,2.532,3.172,2.429,3.319,3.167,1.812,2.908,2.992,2.811,2.741,2.94,3.813,3.013,2.039,3.109,2.591,2.043,2.736,2.988,3.041,2.4,2.521,3.08,2.733,2.677,2.739,2.745,3.257,3.606,2.735,2.939,3.311,1.999,2.555,2.849,1.793,3.346,2.036,1.968,2.333,3.198,3.196,2.899,2.794,2.038,2.321,2.132,2.542,2.179,2.178,2.619,2.582,1.982,2.22,2.345,2.615,1.806,2.346,2.44,1.967,2.313,2.658,2.382,2.373,2.526,2.581,2.573,2.341,0.985,0.53,0.442,0.538,0.665,0.668,0.551,0.527,0.605,0.715,0.663,0.523,0.522,0.421,0.557,0.613,0.61,0.734,0.542,0.636,0.897,0.581,0.48,0.802,0.651,0.61,0.581,0.689,0.551,0.639,0.679,1.0,0.319,0.607,0.659,0.603,0.84,0.679,0.388,0.442,0.553,0.468,0.791,0.719,0.609,0.427,0.309,0.631,0.488,0.385,0.408,0.411,0.439,0.407,0.342,0.394,0.66,0.518,0.369,0.398,0.432,0.581,0.479,0.628,0.475,0.65,0.469,0.363,0.439,0.765,0.433,0.436,0.518,0.352 -4014,Not Epileptic,M,37.0,0.7,2.1,0.8,1.3,1.4,1.8,1.9,1.3,1.1,0.7,0.3,2.9,1.2,0.4,1.5,6.1,8.8,0.9,2.2,5.0,1.2,2.6,2.3,2.8,3.0,2.9,3.3,2.1,2.7,2.8,1.2,1.1,0.3,2.5,0.3,0.5,3.7,3.4,0.2,0.1,1.0,2.9,2.0,2.1,2.8,0.9,0.4,0.8,0.8,0.6,0.7,2.1,1.3,2.7,0.4,2.8,0.9,1.7,0.5,1.0,0.8,1.2,0.3,0.4,1.7,1.6,3.0,1.3,0.8,0.4,0.8,1.6,3.6,0.3,5,21,7,12,11,17,14,11,10,6,3.0,20,12,6,15,58,72,9,23,38,6,27,19,28,31,33,31,17,20,28,18,5,4,29,2,4,38,38,2,1,4,27,17,18,18,7,3,5,5,5,5,17,9,17,3,23,5,14,4,9,7,8,3,4,13,15,25,7,5,4,7,12,27,2,0.032,0.02,0.015,0.021,0.031,0.024,0.028,0.023,0.044,0.032,0.029,0.029,0.026,0.021,0.027,0.027,0.028,0.031,0.026,0.036,0.021,0.029,0.031,0.031,0.027,0.024,0.03,0.024,0.023,0.033,0.042,0.034,0.023,0.028,0.011,0.013,0.03,0.031,0.013,0.018,0.02,0.031,0.033,0.027,0.02,0.02,0.022,0.012,0.011,0.021,0.029,0.02,0.019,0.018,0.013,0.016,0.018,0.017,0.019,0.018,0.016,0.021,0.015,0.02,0.018,0.033,0.02,0.017,0.016,0.018,0.019,0.02,0.015,0.015,1675,4903,2542,2654,1975,3232,3977,3282,1859,1439,781.0,2987,3181,1095,3373,13548,20597,2246,5392,5449,3169,5270,2752,5595,6244,7544,6265,3906,7097,5181,2038,891,1076,7128,2184,1691,8403,8338,363,438,1665,3002,4819,2148,3838,1658,849,2344,2263,1695,755,4385,2348,6526,736,5571,2315,3538,961,1719,2152,2798,601,857,2961,1116,4928,2346,1746,880,1557,3075,10048,588,0.104,0.115,0.09,0.113,0.124,0.128,0.113,0.107,0.137,0.13,0.113,0.118,0.125,0.119,0.131,0.121,0.127,0.127,0.122,0.138,0.08,0.135,0.135,0.132,0.129,0.118,0.131,0.103,0.096,0.141,0.144,0.127,0.112,0.124,0.063,0.078,0.125,0.135,0.102,0.08,0.094,0.138,0.13,0.124,0.101,0.101,0.108,0.078,0.08,0.097,0.124,0.103,0.102,0.095,0.106,0.101,0.088,0.094,0.115,0.11,0.096,0.107,0.106,0.123,0.103,0.134,0.108,0.092,0.088,0.116,0.114,0.111,0.086,0.102,415,1582,861,970,787,1150,1107,883,514,374,197.0,1446,779,300,929,3412,5204,458,1372,2270,846,1452,1164,1496,1807,2116,1826,1399,1714,1487,573,419,314,1480,543,587,2075,1821,178,185,739,1426,1025,1354,2201,717,312,963,1026,603,434,1806,1108,2387,404,2713,803,1700,448,876,791,881,366,342,1426,664,2216,1103,768,367,662,1336,3988,262,3.694,2.976,2.938,2.749,2.323,2.424,2.965,3.101,2.663,3.406,3.07,1.817,3.053,2.616,2.797,2.886,3.205,3.666,3.168,2.051,2.9,2.876,2.101,2.82,2.722,2.871,2.569,2.262,2.944,2.827,2.61,2.272,2.794,3.305,3.497,2.833,2.955,3.297,2.257,2.549,2.776,1.902,3.299,1.823,2.04,2.516,3.154,2.955,2.681,3.352,2.161,2.513,2.51,2.898,2.369,2.295,3.237,2.465,2.316,2.222,2.817,3.239,1.882,2.611,2.331,2.152,2.253,2.519,2.515,2.652,2.845,2.726,2.742,2.92,0.824,0.592,0.735,0.529,0.57,0.514,0.808,0.496,0.625,0.612,1.032,0.593,0.391,0.499,0.51,0.579,0.623,0.895,0.595,0.706,0.816,0.56,0.565,0.681,0.57,0.605,0.611,0.578,0.686,0.672,0.79,1.012,0.401,0.638,0.83,0.603,0.825,0.466,0.448,0.45,0.545,0.496,0.887,0.62,0.657,0.448,0.648,0.749,0.365,0.919,0.528,0.509,0.528,0.529,0.355,0.511,0.597,0.603,0.404,0.395,0.434,0.961,0.394,0.976,0.661,0.769,0.486,0.429,0.402,1.014,0.453,0.62,0.478,0.365 -4015,Not Epileptic,F,47.0,1.0,2.5,1.1,1.3,2.2,1.8,2.0,1.4,2.1,0.7,0.5,3.2,1.2,0.3,1.1,5.7,8.1,0.7,1.9,4.2,1.3,2.2,2.1,3.0,4.6,3.3,2.9,1.8,2.5,2.6,2.0,0.8,0.5,2.2,0.6,0.6,3.9,3.9,0.2,0.2,0.7,3.8,2.1,2.2,2.8,0.6,0.5,0.7,1.2,0.5,0.4,2.0,1.3,1.8,0.6,2.5,1.2,1.3,0.9,0.8,0.9,1.4,0.3,0.5,1.5,1.3,1.6,1.1,1.1,0.4,1.1,1.7,5.0,0.2,9,21,8,10,19,20,15,11,19,10,5.0,31,15,4,12,61,85,11,25,32,14,30,19,33,56,39,35,19,22,33,17,6,3,26,3,8,36,48,1,1,3,30,23,18,18,4,3,4,7,4,2,17,9,14,4,21,10,9,7,5,9,12,2,6,11,17,12,6,8,4,6,14,47,1,0.044,0.026,0.025,0.026,0.041,0.032,0.034,0.027,0.075,0.035,0.035,0.035,0.025,0.04,0.028,0.039,0.034,0.037,0.036,0.044,0.026,0.026,0.036,0.035,0.036,0.029,0.026,0.023,0.025,0.029,0.052,0.037,0.029,0.027,0.023,0.019,0.039,0.03,0.021,0.017,0.019,0.039,0.034,0.022,0.021,0.014,0.018,0.013,0.022,0.015,0.019,0.024,0.026,0.019,0.016,0.02,0.02,0.017,0.021,0.017,0.023,0.025,0.023,0.018,0.015,0.021,0.017,0.017,0.022,0.02,0.025,0.025,0.02,0.015,1491,5004,2805,2546,2507,3425,3085,3056,1869,1713,840.0,3898,3467,680,2317,9790,17889,2254,4388,3681,3813,4949,2577,5547,8498,7016,6792,4749,6394,6081,2544,909,888,6298,1440,2085,7007,9240,258,451,1270,2928,6054,3063,3829,1365,728,2006,1959,1365,571,3151,1544,3570,904,4296,2282,3061,1280,1274,1313,2412,318,898,2998,1457,3029,2372,1663,732,1566,2401,10236,432,0.14,0.124,0.103,0.116,0.152,0.142,0.116,0.126,0.2,0.157,0.135,0.148,0.128,0.155,0.134,0.155,0.143,0.135,0.143,0.165,0.112,0.129,0.123,0.138,0.147,0.136,0.126,0.107,0.106,0.139,0.147,0.111,0.123,0.126,0.092,0.1,0.135,0.133,0.119,0.085,0.092,0.134,0.141,0.11,0.101,0.087,0.111,0.081,0.102,0.097,0.117,0.127,0.123,0.104,0.113,0.109,0.11,0.094,0.119,0.099,0.114,0.124,0.111,0.115,0.096,0.11,0.098,0.095,0.111,0.151,0.119,0.122,0.104,0.096,414,1511,787,873,952,1111,991,877,592,421,216.0,1670,832,185,633,2813,4566,448,1152,1616,871,1324,4015,1556,2247,2048,1919,1336,1542,1636,808,431,274,1347,367,621,1758,2460,123,225,589,1486,1296,1652,2131,650,324,884,889,553,252,1371,793,1582,491,2042,915,1288,677,669,614,916,199,481,1392,963,1458,1003,803,301,681,1114,4071,188,3.286,3.02,3.121,2.826,2.304,2.516,2.553,3.054,2.476,3.166,2.8,2.004,3.005,2.735,2.725,2.685,3.057,3.758,3.121,2.031,3.158,2.715,2.14,2.74,2.855,2.8,2.697,2.634,2.981,2.819,2.543,2.278,2.652,3.158,3.177,2.778,2.988,2.889,2.248,2.556,2.814,1.868,3.377,2.132,2.037,2.438,2.628,2.783,2.776,2.826,2.638,2.415,2.057,2.502,2.235,2.36,2.508,2.619,2.171,2.131,2.253,2.795,1.598,2.12,2.328,1.856,2.288,2.757,2.478,2.461,2.631,2.444,2.61,2.656,0.695,0.589,0.603,0.5,0.68,0.602,0.574,0.436,0.69,0.742,0.809,0.565,0.433,0.649,0.528,0.544,0.564,0.786,0.573,0.625,0.813,0.567,0.659,0.884,0.616,0.584,0.586,0.674,0.585,0.607,0.95,0.866,0.649,0.693,0.62,0.442,0.848,0.568,0.57,0.293,0.489,0.561,0.808,0.69,0.557,0.377,0.892,0.502,0.436,0.421,0.562,0.425,0.504,0.396,0.408,0.394,0.47,0.495,0.37,0.368,0.393,0.531,0.364,0.642,0.528,0.51,0.374,0.423,0.374,1.003,0.436,0.589,0.399,0.443 -4016,Not Epileptic,M,22.0,0.8,2.9,0.7,1.6,1.7,2.1,1.9,1.7,1.8,0.8,0.5,2.5,1.6,0.5,1.3,8.5,10.1,0.8,2.7,5.0,1.4,2.9,1.5,3.0,2.9,3.0,2.9,2.8,2.8,3.2,1.4,2.0,0.6,4.1,0.4,1.2,3.5,4.2,0.2,0.2,1.3,3.0,2.3,1.9,3.6,0.7,0.3,0.9,1.3,0.7,0.8,2.2,1.3,2.6,0.3,2.2,0.6,1.4,0.9,1.1,0.7,1.7,0.1,0.5,2.0,0.9,4.6,1.6,0.8,0.5,1.2,1.5,6.4,0.3,7,30,8,10,22,18,15,15,18,7,6.0,24,17,7,17,84,93,8,32,39,16,33,16,31,38,34,29,26,21,34,26,13,7,40,3,11,38,39,2,1,7,23,25,17,25,5,2,8,6,6,5,15,8,17,2,17,4,13,7,9,6,14,1,5,15,12,32,12,6,4,8,14,53,2,0.031,0.028,0.011,0.025,0.038,0.036,0.025,0.03,0.052,0.033,0.035,0.034,0.028,0.026,0.029,0.037,0.028,0.028,0.029,0.044,0.026,0.032,0.035,0.037,0.03,0.026,0.032,0.027,0.025,0.034,0.037,0.064,0.025,0.038,0.016,0.023,0.03,0.036,0.012,0.012,0.023,0.043,0.038,0.024,0.027,0.015,0.016,0.013,0.015,0.015,0.039,0.021,0.022,0.019,0.02,0.02,0.016,0.016,0.027,0.022,0.023,0.032,0.013,0.017,0.019,0.021,0.029,0.021,0.016,0.017,0.028,0.02,0.02,0.012,1900,5721,2186,2710,2041,2695,2890,3459,1970,1441,596.0,2426,4119,1131,3156,13499,22391,2640,5171,3482,3738,4753,2227,5618,6304,7087,4880,3673,6365,5208,2420,1082,1261,7681,1769,2584,7072,8299,432,659,1742,2812,5542,2186,3584,1366,781,2521,2718,1378,749,3591,1938,5439,505,3213,1201,2991,880,1549,1039,2586,329,945,2895,1112,4742,2425,1749,1042,1600,2388,11702,752,0.113,0.119,0.085,0.109,0.14,0.147,0.115,0.123,0.161,0.143,0.141,0.144,0.137,0.13,0.139,0.147,0.128,0.107,0.13,0.155,0.106,0.137,0.14,0.126,0.134,0.126,0.131,0.117,0.108,0.141,0.128,0.166,0.138,0.142,0.092,0.111,0.126,0.135,0.079,0.089,0.113,0.147,0.139,0.121,0.121,0.101,0.088,0.09,0.087,0.104,0.145,0.104,0.105,0.096,0.117,0.112,0.099,0.099,0.129,0.116,0.112,0.131,0.096,0.114,0.104,0.117,0.13,0.111,0.097,0.106,0.126,0.113,0.106,0.08,480,1715,960,991,765,963,1066,972,598,375,203.0,1187,1035,312,874,3750,5834,503,1496,1813,889,1550,807,1433,1760,1869,1585,1620,1644,1710,668,481,386,1766,380,880,1836,1884,249,278,813,1140,1073,1280,2253,688,326,1109,1259,619,341,1649,985,2302,245,1654,600,1454,553,817,525,883,181,438,1446,676,2378,1105,816,485,676,1128,4935,330,3.656,2.784,2.176,2.761,2.181,2.525,2.298,3.083,2.4,3.132,2.512,1.806,3.061,2.509,2.74,2.74,3.045,3.751,2.768,1.734,3.103,2.376,2.235,2.845,2.685,3.051,2.439,1.924,2.89,2.491,2.645,2.466,2.838,3.125,3.746,2.638,2.909,3.031,2.078,2.571,2.73,2.084,3.397,1.934,1.874,2.232,2.823,2.786,2.637,2.593,2.503,2.263,1.951,2.515,2.518,2.155,2.39,2.385,1.908,2.11,2.344,2.649,2.135,2.273,2.27,2.081,2.235,2.515,2.494,2.237,2.698,2.507,2.548,2.563,0.773,0.806,0.61,0.581,0.669,0.436,0.616,0.591,0.731,0.436,0.801,0.537,0.471,0.451,0.586,0.573,0.596,0.696,0.535,0.517,0.795,0.444,0.523,0.752,0.517,0.606,0.488,0.481,0.67,0.585,0.761,0.762,0.542,0.629,0.877,0.541,0.605,0.602,0.302,0.377,0.523,0.717,0.698,0.708,0.652,0.606,0.498,0.733,0.557,0.457,0.433,0.502,0.535,0.521,0.438,0.435,0.372,0.555,0.38,0.42,0.312,0.778,0.402,0.94,0.537,0.584,0.442,0.407,0.473,0.581,0.554,0.508,0.477,0.534 -4017,Not Epileptic,F,47.0,0.8,2.8,1.4,1.5,2.0,2.1,2.3,1.6,1.8,1.5,0.4,3.4,1.4,0.5,1.1,8.0,9.8,1.2,2.9,4.1,1.5,2.8,3.3,6.5,3.7,3.9,3.9,2.6,4.7,4.0,1.3,1.2,0.7,2.6,0.4,0.8,3.6,3.6,0.2,0.1,1.0,4.1,2.5,2.6,3.2,0.8,0.5,1.4,1.2,0.9,0.7,1.8,1.5,3.1,0.5,3.1,0.9,2.0,1.1,1.5,0.6,2.3,0.3,0.5,1.9,1.8,3.5,1.3,1.5,0.6,1.0,1.9,5.1,0.3,7,26,13,14,15,22,16,15,19,10,3.0,29,16,5,9,88,94,10,35,34,14,32,26,59,39,44,45,23,29,45,17,8,7,33,3,7,43,48,2,1,6,36,31,23,17,5,2,10,6,8,6,11,12,22,4,25,10,19,10,12,5,21,2,5,16,24,33,8,9,6,9,16,41,4,0.038,0.025,0.02,0.027,0.039,0.027,0.035,0.026,0.058,0.054,0.029,0.04,0.031,0.032,0.034,0.035,0.036,0.041,0.036,0.037,0.024,0.036,0.039,0.057,0.037,0.027,0.026,0.03,0.039,0.032,0.036,0.045,0.024,0.034,0.015,0.02,0.039,0.035,0.017,0.016,0.02,0.038,0.043,0.025,0.025,0.014,0.019,0.024,0.019,0.019,0.033,0.02,0.023,0.023,0.013,0.02,0.026,0.017,0.028,0.026,0.021,0.036,0.03,0.019,0.02,0.029,0.023,0.018,0.024,0.019,0.026,0.021,0.02,0.018,1094,5117,3143,2606,1784,4000,2933,3322,2086,1837,756.0,3207,2970,1134,2123,12681,17847,2017,5566,3580,4322,4337,2579,5620,6674,7815,7734,3395,6080,7036,2171,1197,1517,5871,2143,2097,6118,8392,431,355,1528,3661,6161,2355,3262,1419,746,2263,2147,1587,670,3051,1941,5196,971,4813,1054,3721,1142,1575,905,2788,383,1056,3096,1842,4428,2127,1747,838,1427,2798,9531,463,0.125,0.122,0.104,0.126,0.132,0.136,0.108,0.118,0.156,0.165,0.119,0.15,0.129,0.111,0.133,0.14,0.139,0.125,0.145,0.145,0.107,0.127,0.132,0.164,0.133,0.131,0.117,0.102,0.115,0.144,0.13,0.121,0.105,0.139,0.077,0.095,0.137,0.15,0.102,0.096,0.106,0.15,0.145,0.123,0.112,0.09,0.101,0.104,0.096,0.105,0.143,0.098,0.115,0.107,0.09,0.109,0.127,0.106,0.125,0.129,0.123,0.133,0.117,0.108,0.11,0.131,0.111,0.1,0.117,0.13,0.12,0.119,0.104,0.115,378,1757,1143,983,866,1291,1029,1029,675,443,194.0,1509,825,277,524,4056,4934,424,1463,1871,1057,1264,1238,1982,1799,2359,2598,1371,1607,2262,640,477,503,1458,514,662,1749,2003,182,166,755,1661,1289,1616,1952,754,335,902,990,724,339,1433,1052,2275,548,2359,536,1744,680,890,387,1207,223,520,1527,958,2309,1028,854,488,697,1274,4135,293,2.968,2.697,2.637,2.611,1.916,2.523,2.454,2.74,2.38,3.358,2.898,1.769,2.723,2.793,2.86,2.456,2.791,3.573,2.972,1.743,3.075,2.513,1.877,2.318,2.77,2.742,2.395,2.046,2.859,2.48,2.334,2.596,2.5,3.017,3.552,2.663,2.694,3.034,2.258,2.362,2.452,1.882,3.357,1.655,1.875,2.112,2.72,2.986,2.586,2.396,1.975,2.263,1.971,2.335,2.243,2.216,2.235,2.3,1.909,1.937,2.459,2.34,1.833,2.345,2.15,2.261,2.089,2.35,2.296,2.12,2.406,2.544,2.466,1.843,0.626,0.624,0.492,0.573,0.558,0.686,0.712,0.392,0.637,0.658,0.613,0.674,0.482,0.543,0.55,0.583,0.606,0.846,0.655,0.661,0.812,0.553,0.606,0.708,0.667,0.499,0.536,0.558,0.693,0.562,0.751,0.914,0.394,0.469,0.72,0.509,0.724,0.536,0.451,0.403,0.511,0.657,0.754,0.561,0.574,0.409,0.614,0.896,0.45,0.38,0.522,0.446,0.398,0.45,0.332,0.416,0.464,0.57,0.416,0.433,0.493,0.549,0.435,0.649,0.517,0.655,0.437,0.438,0.516,0.523,0.341,0.429,0.438,0.469 -4018,Not Epileptic,M,55.0,1.2,3.5,1.9,1.7,2.1,2.1,3.0,1.8,3.0,1.5,0.5,2.6,1.5,0.4,1.3,6.4,15.4,1.3,3.1,4.0,2.6,4.2,2.1,5.6,5.2,3.6,4.4,3.3,5.1,5.5,1.7,1.6,0.6,2.8,0.5,1.6,5.9,4.2,0.3,0.3,1.2,2.9,3.5,2.2,4.0,0.8,0.7,0.9,1.7,1.0,0.7,1.7,2.0,3.7,1.1,2.5,1.0,1.5,1.0,1.7,1.0,1.6,0.3,0.7,2.3,2.7,2.7,1.6,0.9,0.5,1.1,1.9,4.9,0.3,10,32,16,14,14,24,23,17,16,14,5.0,25,16,6,14,71,126,10,31,40,21,45,22,56,67,44,55,28,47,55,20,10,5,40,3,17,60,55,2,4,7,34,31,18,20,5,3,5,9,8,5,14,13,33,7,18,7,13,10,12,7,14,2,6,16,29,18,14,5,4,8,16,38,3,0.043,0.03,0.031,0.025,0.038,0.032,0.046,0.029,0.062,0.049,0.041,0.036,0.031,0.031,0.032,0.041,0.043,0.044,0.037,0.033,0.036,0.04,0.033,0.048,0.044,0.028,0.033,0.032,0.037,0.036,0.042,0.048,0.032,0.034,0.017,0.02,0.042,0.036,0.013,0.025,0.024,0.04,0.045,0.025,0.025,0.017,0.018,0.015,0.021,0.015,0.024,0.021,0.029,0.024,0.026,0.017,0.021,0.018,0.021,0.025,0.022,0.026,0.015,0.021,0.02,0.031,0.018,0.021,0.019,0.014,0.016,0.02,0.017,0.015,1999,5843,3498,3388,2059,3618,3174,3230,1623,2201,658.0,2915,2947,989,2747,10457,21729,2500,5022,5802,6168,5883,2790,6723,8387,7863,7470,5071,7436,8402,2829,1733,1038,6683,2188,3507,9450,10054,541,767,1562,3414,6697,2388,4307,1611,1153,2359,2696,2451,644,2708,2156,6636,1011,4569,1529,3528,1436,1842,1165,3105,372,1081,3242,2553,4884,2971,1488,896,2153,2771,10991,618,0.134,0.126,0.113,0.11,0.13,0.129,0.119,0.137,0.167,0.161,0.147,0.146,0.133,0.135,0.127,0.142,0.147,0.149,0.142,0.144,0.127,0.139,0.126,0.143,0.148,0.13,0.123,0.106,0.122,0.14,0.142,0.135,0.116,0.129,0.09,0.108,0.143,0.142,0.093,0.113,0.11,0.131,0.15,0.12,0.109,0.097,0.105,0.082,0.1,0.091,0.117,0.113,0.124,0.113,0.12,0.095,0.112,0.092,0.11,0.123,0.115,0.114,0.111,0.109,0.11,0.124,0.094,0.106,0.102,0.1,0.104,0.114,0.093,0.107,463,2016,1156,1119,861,1189,1079,1083,605,540,206.0,1257,799,255,739,2999,6219,542,1257,2099,1268,1696,974,2020,2420,2369,2619,1634,2106,2691,844,626,301,1445,475,1233,2505,2362,265,263,759,1274,1471,1406,2464,742,500,920,1206,994,398,1327,1075,2682,577,2218,746,1551,796,967,663,1122,231,573,1599,1423,2319,1269,731,510,989,1422,4591,329,3.541,2.704,2.84,2.833,2.275,2.447,2.465,2.677,2.389,3.119,2.509,1.951,2.899,2.747,2.73,2.614,2.739,3.295,2.998,2.28,3.465,2.6,2.291,2.557,2.65,2.659,2.299,2.382,2.74,2.526,2.609,2.791,2.551,3.045,3.476,2.506,2.784,2.902,2.311,2.571,2.549,2.089,3.206,1.903,2.014,2.364,2.814,3.179,2.67,2.758,1.957,2.265,2.172,2.463,2.205,2.27,2.234,2.446,1.855,2.062,2.112,2.781,1.717,2.275,2.216,1.997,2.266,2.546,2.242,2.05,2.418,2.237,2.425,2.404,0.863,0.596,0.645,0.542,0.622,0.705,0.78,0.467,0.672,0.966,0.918,0.522,0.524,0.433,0.566,0.6,0.741,0.838,0.559,0.672,0.851,0.67,0.587,0.66,0.663,0.49,0.565,0.575,0.513,0.644,0.637,0.928,0.651,0.685,1.046,0.494,0.886,0.775,0.306,0.637,0.455,0.663,0.814,0.62,0.6,0.489,0.395,0.778,0.567,0.568,0.366,0.427,0.432,0.501,0.402,0.391,0.427,0.478,0.56,0.369,0.339,0.555,0.333,0.783,0.56,0.841,0.415,0.344,0.484,0.446,0.48,0.463,0.464,0.432 -4019,Not Epileptic,F,47.0,0.5,3.0,1.3,1.4,1.7,1.7,2.2,1.3,1.0,0.5,0.2,2.9,1.3,0.4,1.5,6.4,8.9,0.9,2.4,4.6,1.5,2.5,1.6,4.2,2.4,2.7,4.6,3.2,4.0,3.9,2.2,1.6,0.3,2.4,0.3,0.7,4.7,3.1,0.2,0.2,1.1,3.1,2.1,2.9,3.5,0.9,0.2,0.7,1.1,0.8,0.6,2.3,1.4,2.9,0.1,2.5,0.9,1.6,1.2,1.2,0.7,1.6,0.6,0.6,1.5,1.8,1.9,1.5,1.0,0.7,0.9,1.7,4.0,0.3,6,33,12,8,15,17,19,13,11,5,3.0,28,15,5,16,71,83,6,27,43,11,33,16,36,29,31,42,31,33,38,24,12,4,27,2,6,47,35,1,1,6,27,18,21,19,7,1,4,6,6,5,19,8,24,1,24,7,11,9,9,8,14,3,5,10,16,15,12,6,6,7,12,29,3,0.033,0.03,0.022,0.023,0.04,0.026,0.028,0.023,0.039,0.034,0.021,0.034,0.033,0.032,0.035,0.035,0.028,0.035,0.036,0.041,0.027,0.026,0.025,0.041,0.03,0.028,0.04,0.031,0.029,0.042,0.048,0.051,0.022,0.034,0.01,0.015,0.042,0.034,0.018,0.017,0.021,0.034,0.034,0.031,0.021,0.017,0.013,0.012,0.017,0.02,0.03,0.024,0.021,0.019,0.029,0.022,0.02,0.022,0.022,0.018,0.017,0.027,0.026,0.021,0.019,0.033,0.02,0.019,0.014,0.026,0.026,0.021,0.018,0.018,1277,4637,2667,2572,2106,2826,3362,3233,1824,1176,643.0,2587,2841,877,2623,11398,19191,1750,4626,4840,4043,5290,1834,5548,4742,5505,4397,5180,6705,5285,2399,1342,951,6013,1553,2136,7503,7123,280,416,1577,2323,4878,2239,4393,1547,643,1790,2096,1532,563,3208,1571,5695,175,3947,1521,2678,1338,1787,1112,2583,578,856,2226,1031,3292,2902,2136,983,1317,2359,7789,348,0.123,0.135,0.113,0.106,0.159,0.132,0.101,0.116,0.156,0.136,0.101,0.152,0.135,0.127,0.145,0.141,0.127,0.131,0.151,0.151,0.103,0.117,0.118,0.141,0.135,0.141,0.127,0.12,0.097,0.145,0.145,0.137,0.102,0.148,0.068,0.089,0.151,0.141,0.105,0.106,0.104,0.135,0.139,0.129,0.103,0.097,0.087,0.084,0.093,0.104,0.131,0.115,0.115,0.106,0.128,0.115,0.108,0.111,0.116,0.1,0.112,0.126,0.12,0.123,0.106,0.14,0.1,0.102,0.09,0.145,0.118,0.113,0.1,0.134,376,1615,928,938,758,1021,1139,999,480,274,182.0,1361,822,230,758,3406,5178,406,1228,2030,921,1620,937,1684,1420,1596,1903,1676,1765,1576,751,567,289,1259,418,719,2054,1759,169,206,778,1326,1043,1511,2455,782,279,790,974,690,346,1603,897,2469,72,1863,738,1208,842,984,636,1043,355,477,1139,628,1494,1261,1001,423,642,1247,3443,223,3.467,2.674,2.768,2.754,2.411,2.267,2.472,2.783,2.858,3.134,2.682,1.738,2.702,2.707,2.659,2.546,2.929,3.508,2.969,2.023,3.221,2.441,1.814,2.554,2.696,2.8,2.086,2.44,2.905,2.565,2.352,2.543,2.504,3.317,3.339,2.629,2.684,2.866,1.949,2.128,2.639,1.683,3.435,1.798,2.013,2.241,2.905,2.823,2.615,2.595,1.906,2.075,2.011,2.365,2.708,2.213,2.286,2.625,1.812,1.988,2.076,2.314,1.92,2.21,2.276,2.164,2.343,2.556,2.471,2.588,2.323,2.169,2.442,1.832,0.649,0.715,0.534,0.446,0.689,0.659,0.767,0.568,0.561,0.439,0.72,0.486,0.44,0.432,0.518,0.619,0.605,0.787,0.538,0.657,0.842,0.595,0.397,0.771,0.648,0.458,0.506,0.533,0.546,0.601,0.753,0.814,0.469,0.588,0.744,0.541,0.81,0.615,0.397,0.363,0.437,0.453,0.699,0.493,0.595,0.402,0.503,0.495,0.498,0.455,0.414,0.438,0.368,0.441,0.428,0.363,0.37,0.449,0.372,0.409,0.356,0.728,0.381,0.638,0.477,0.699,0.41,0.327,0.507,0.872,0.405,0.474,0.467,0.396 -4020,Not Epileptic,F,37.0,0.9,2.3,1.0,0.9,1.3,1.6,1.8,1.8,1.2,0.4,0.3,2.8,1.7,0.8,1.5,6.5,10.3,1.0,2.1,4.2,1.9,6.4,2.4,3.0,6.6,4.0,4.2,2.2,2.1,3.9,1.3,0.7,0.6,2.9,0.5,0.6,4.9,3.9,0.3,0.1,1.2,3.9,2.8,2.0,2.2,0.7,0.6,1.3,1.5,0.8,0.5,2.6,1.9,2.7,0.3,2.7,1.0,1.9,1.2,1.2,0.6,1.8,0.4,0.5,2.4,1.4,3.3,0.9,0.9,0.6,0.7,1.6,4.7,0.7,9,22,8,9,14,19,17,18,13,5,3.0,25,20,8,18,74,98,10,24,43,17,53,20,36,56,48,50,22,20,45,16,5,7,32,4,4,54,50,1,1,7,33,29,16,17,6,2,8,8,6,3,19,16,19,1,23,8,19,8,9,6,13,3,5,21,19,28,8,6,5,6,11,49,6,0.038,0.025,0.017,0.018,0.031,0.031,0.031,0.027,0.037,0.024,0.034,0.034,0.033,0.039,0.038,0.035,0.036,0.038,0.034,0.037,0.028,0.051,0.038,0.042,0.048,0.034,0.034,0.023,0.026,0.031,0.038,0.042,0.039,0.035,0.021,0.015,0.045,0.032,0.016,0.021,0.023,0.049,0.045,0.027,0.023,0.015,0.025,0.017,0.019,0.012,0.026,0.029,0.027,0.026,0.025,0.019,0.02,0.022,0.022,0.022,0.019,0.026,0.03,0.017,0.019,0.027,0.022,0.017,0.022,0.021,0.017,0.022,0.018,0.024,1461,4614,2390,2098,2057,3032,3382,3404,2054,1360,535.0,3371,3924,1341,2813,11208,19528,2131,4052,4319,5402,5079,1785,5700,5287,7516,6509,4238,5022,6994,2488,751,904,6838,2036,1881,8830,8865,399,179,1664,2465,6369,2408,2281,1524,672,2338,2176,2189,479,3090,2002,4234,346,4034,1573,3384,1536,1763,1093,2678,534,831,3859,1282,4529,1872,1444,1043,1512,2185,9632,871,0.122,0.119,0.096,0.093,0.133,0.13,0.13,0.128,0.157,0.121,0.116,0.147,0.137,0.161,0.15,0.151,0.143,0.142,0.139,0.161,0.118,0.146,0.14,0.145,0.145,0.135,0.133,0.113,0.11,0.14,0.127,0.111,0.149,0.141,0.093,0.086,0.17,0.137,0.096,0.119,0.108,0.158,0.158,0.122,0.11,0.098,0.111,0.096,0.1,0.083,0.121,0.125,0.126,0.111,0.126,0.112,0.112,0.117,0.107,0.108,0.105,0.124,0.153,0.115,0.113,0.131,0.11,0.1,0.104,0.124,0.107,0.119,0.097,0.135,495,1586,900,809,829,998,1097,1176,559,350,166.0,1367,1048,336,885,3358,5410,515,1155,1987,1170,1872,925,1530,2134,2252,2271,1538,1365,2288,685,352,331,1441,484,687,2099,2224,230,80,864,1210,1290,1262,1607,710,328,1020,1100,941,297,1554,1024,1892,145,2157,761,1397,892,899,515,995,261,431,1875,791,2401,921,695,474,700,1050,4350,409,2.82,2.695,2.712,2.426,2.172,2.563,2.456,2.606,2.771,3.016,2.645,2.055,2.85,2.889,2.495,2.576,2.842,3.189,2.79,1.906,3.524,2.209,1.821,2.84,2.119,2.703,2.274,2.226,2.732,2.484,2.623,2.273,2.487,3.142,3.433,2.621,3.122,2.92,2.013,2.327,2.504,1.885,3.22,2.102,1.598,2.352,2.473,2.706,2.424,2.617,2.021,2.196,2.025,2.327,2.469,2.054,2.288,2.404,1.916,2.178,2.308,2.761,2.022,2.121,2.238,1.965,2.049,2.292,2.421,2.362,2.437,2.419,2.434,2.22,0.626,0.615,0.474,0.615,0.718,0.553,0.577,0.468,0.647,0.524,0.647,0.573,0.464,0.408,0.573,0.524,0.618,0.69,0.499,0.483,0.961,0.715,0.534,0.746,0.648,0.537,0.611,0.481,0.538,0.592,0.687,0.964,0.457,0.63,0.754,0.439,0.762,0.662,0.31,0.387,0.57,0.627,0.873,0.596,0.43,0.45,0.531,0.612,0.539,0.51,0.37,0.451,0.465,0.454,0.73,0.366,0.431,0.635,0.341,0.366,0.467,0.7,0.48,0.741,0.584,0.589,0.398,0.443,0.386,0.871,0.444,0.593,0.449,0.46 -4021,Not Epileptic,F,32.0,0.7,2.2,0.5,1.0,1.2,1.9,1.3,1.7,1.4,0.9,1.0,3.7,1.7,0.4,1.7,5.4,8.2,1.2,1.9,4.5,1.7,2.9,1.0,2.7,2.5,4.0,2.4,3.0,2.1,2.9,1.1,1.1,0.5,2.2,0.4,1.2,3.8,2.5,0.2,0.3,1.4,3.0,2.5,2.3,2.6,0.8,0.6,0.8,1.1,1.1,0.6,2.2,1.5,3.3,0.4,2.3,1.4,2.3,0.8,0.9,0.8,0.9,0.3,0.6,1.2,1.3,2.7,1.9,0.9,0.4,1.0,1.5,5.1,0.4,6,21,6,9,14,13,10,11,15,7,5.0,24,13,6,12,57,67,6,19,34,16,31,11,26,31,35,24,26,18,27,13,8,5,26,2,12,34,27,1,2,9,28,19,20,16,8,2,6,6,12,5,14,10,24,2,18,10,16,6,7,6,11,2,4,9,13,21,13,7,4,7,10,40,3,0.033,0.023,0.009,0.018,0.027,0.035,0.023,0.028,0.044,0.034,0.061,0.04,0.026,0.023,0.029,0.033,0.026,0.038,0.031,0.037,0.024,0.034,0.029,0.031,0.031,0.03,0.027,0.027,0.022,0.03,0.028,0.045,0.023,0.024,0.013,0.026,0.034,0.025,0.017,0.021,0.023,0.032,0.036,0.025,0.021,0.017,0.023,0.014,0.013,0.021,0.031,0.024,0.027,0.024,0.021,0.022,0.043,0.029,0.023,0.021,0.03,0.018,0.021,0.02,0.016,0.029,0.026,0.026,0.018,0.01,0.028,0.019,0.021,0.017,1743,5011,2023,2033,1420,2474,2736,3759,2207,1433,673.0,3041,4113,1351,3707,10620,19089,2669,3259,4750,3158,4300,1743,5348,5059,8263,4232,4365,5392,4709,2096,734,1251,5282,1814,2624,5272,6136,432,692,2445,3089,4218,2697,3555,1469,1042,2577,2786,1843,717,3201,2468,5628,537,3123,1199,3033,1047,1533,1213,1791,511,965,2552,1182,3822,2635,1772,1108,1495,2624,8613,585,0.116,0.113,0.079,0.101,0.111,0.139,0.108,0.11,0.134,0.127,0.15,0.15,0.118,0.116,0.111,0.129,0.118,0.122,0.112,0.134,0.091,0.143,0.128,0.115,0.136,0.129,0.129,0.121,0.106,0.13,0.108,0.151,0.103,0.107,0.064,0.111,0.116,0.103,0.084,0.084,0.115,0.141,0.122,0.118,0.106,0.103,0.106,0.078,0.082,0.099,0.137,0.109,0.105,0.102,0.117,0.12,0.143,0.115,0.115,0.106,0.135,0.103,0.106,0.113,0.09,0.138,0.119,0.119,0.099,0.085,0.124,0.099,0.104,0.099,396,1576,812,876,628,869,833,1053,530,426,207.0,1311,1012,316,885,2774,4901,524,1181,1947,1099,1444,636,1454,1445,2194,1397,1580,1529,1510,558,403,404,1354,534,815,1642,1604,239,269,990,1488,1132,1543,1961,724,388,1019,1213,891,341,1462,979,2199,263,1663,557,1391,589,672,440,796,234,400,1252,637,1772,1122,855,560,618,1245,3843,304,3.757,2.807,2.385,2.291,2.02,2.608,2.733,3.11,2.929,3.11,2.878,2.035,3.045,3.009,2.924,2.757,3.124,3.836,2.475,2.146,2.581,2.405,2.367,2.746,2.736,3.052,2.346,2.248,2.793,2.547,2.705,1.993,2.513,2.73,3.093,2.991,2.551,2.849,2.221,2.966,3.264,1.92,3.054,1.988,2.094,2.034,3.57,3.015,2.863,2.381,2.422,2.388,2.159,2.58,2.705,2.221,2.418,2.452,2.03,2.257,2.613,2.332,2.363,2.765,2.2,2.253,2.29,2.628,2.501,2.236,2.583,2.498,2.404,2.281,1.109,0.772,0.525,0.583,0.672,0.524,0.688,0.62,0.674,0.625,0.758,0.554,0.416,0.447,0.798,0.702,0.653,0.967,0.576,0.698,0.784,0.506,0.472,0.73,0.43,0.552,0.467,0.487,0.443,0.533,0.64,0.807,0.433,0.548,0.658,0.593,0.66,0.65,0.547,0.795,0.562,0.563,0.768,0.679,0.566,0.528,0.472,0.91,0.8,0.736,0.513,0.718,0.711,0.559,0.421,0.552,0.536,0.539,0.366,0.558,0.371,0.652,0.686,1.198,0.533,0.681,0.455,0.449,0.535,0.774,0.522,0.514,0.518,0.421 -4022,Not Epileptic,M,32.0,0.7,2.1,1.0,1.1,1.7,1.4,1.6,1.6,1.0,0.8,0.5,2.6,1.4,0.5,1.2,5.4,7.1,0.7,2.8,6.0,1.2,2.7,1.4,2.8,3.0,2.9,2.6,2.4,2.0,3.2,0.8,1.0,0.2,3.1,0.3,0.5,4.1,3.2,0.2,0.1,0.7,2.6,2.0,3.0,2.4,0.7,0.4,1.3,1.0,1.1,0.5,2.0,1.3,2.5,0.4,2.0,0.7,1.9,0.8,0.8,0.9,1.1,0.3,0.3,1.2,1.0,2.4,1.2,0.9,0.8,0.8,1.5,4.1,0.2,4,20,12,10,17,15,15,14,10,7,4.0,21,15,5,12,52,78,7,31,44,9,31,15,33,33,26,30,26,17,30,15,9,4,30,4,4,42,35,1,1,4,25,18,23,13,6,1,6,6,8,5,18,12,19,2,17,5,17,5,6,6,10,3,3,9,15,16,10,7,14,5,13,27,2,0.026,0.02,0.016,0.021,0.028,0.021,0.021,0.028,0.037,0.03,0.046,0.03,0.024,0.029,0.027,0.029,0.024,0.023,0.03,0.038,0.02,0.029,0.028,0.033,0.029,0.03,0.023,0.023,0.021,0.029,0.022,0.035,0.019,0.034,0.023,0.015,0.032,0.031,0.015,0.013,0.016,0.03,0.036,0.033,0.02,0.013,0.016,0.017,0.013,0.022,0.027,0.02,0.021,0.017,0.02,0.02,0.018,0.017,0.02,0.019,0.031,0.021,0.024,0.013,0.017,0.021,0.02,0.017,0.016,0.019,0.02,0.019,0.016,0.015,1688,5032,2813,2228,1997,2804,2952,3019,1439,1486,745.0,2669,3871,980,2697,10964,18159,2439,5152,5383,3113,4911,2005,5622,6229,6143,5171,4188,5745,5644,1770,1294,940,6767,1636,1639,8046,7496,323,400,1344,3288,5339,2578,3471,1655,774,2305,2330,1889,477,3390,2233,6077,666,3264,1601,3952,1013,1228,921,2026,466,821,2238,1376,3373,2549,1802,1602,1207,2300,9397,624,0.101,0.102,0.11,0.102,0.13,0.116,0.105,0.13,0.131,0.135,0.127,0.129,0.127,0.119,0.127,0.132,0.12,0.095,0.13,0.14,0.089,0.128,0.133,0.131,0.129,0.132,0.12,0.114,0.101,0.13,0.104,0.104,0.098,0.144,0.089,0.081,0.12,0.133,0.08,0.09,0.093,0.134,0.139,0.137,0.096,0.09,0.084,0.089,0.082,0.106,0.141,0.109,0.116,0.092,0.106,0.113,0.091,0.099,0.113,0.102,0.134,0.107,0.129,0.093,0.098,0.122,0.107,0.099,0.099,0.115,0.111,0.117,0.09,0.098,458,1647,985,876,894,1091,1059,995,496,412,205.0,1237,1023,260,740,2908,4813,492,1548,2380,909,1491,826,1414,1770,1713,1815,1607,1481,1718,522,513,264,1386,395,550,2121,1704,209,164,630,1324,1052,1551,1971,808,329,964,1180,880,327,1550,1014,2391,308,1518,681,1879,595,656,468,829,217,384,1140,848,1786,1053,837,646,574,1176,3816,202,3.471,2.77,2.702,2.535,2.063,2.33,2.357,2.773,2.229,2.821,2.791,1.968,3.043,2.611,2.787,2.86,2.967,3.781,2.777,1.965,2.748,2.502,2.081,2.891,2.741,2.856,2.357,2.121,2.916,2.615,2.45,2.333,3.026,3.329,3.525,2.565,2.795,3.103,1.764,2.875,2.563,2.015,3.561,1.914,2.058,2.226,2.781,2.93,2.423,2.676,1.709,2.213,2.2,2.513,2.499,2.267,2.631,2.401,1.924,2.191,2.346,2.39,2.373,2.113,2.229,2.224,2.215,2.658,2.415,2.475,2.359,2.352,2.553,3.229,0.789,0.669,0.722,0.521,0.516,0.527,0.569,0.526,0.544,0.454,0.849,0.523,0.554,0.457,0.53,0.576,0.624,0.652,0.657,0.669,0.858,0.516,0.531,0.743,0.529,0.513,0.5,0.555,0.514,0.616,0.639,1.037,0.407,0.696,0.888,0.497,0.748,0.655,0.292,0.662,0.634,0.659,0.808,0.723,0.638,0.536,0.513,0.638,0.537,0.707,0.34,0.537,0.512,0.546,0.429,0.459,0.526,0.492,0.352,0.448,0.631,0.703,0.543,1.058,0.584,0.699,0.459,0.437,0.478,0.683,0.549,0.5,0.565,0.537 -4023,Not Epileptic,F,42.0,0.7,2.6,1.0,0.9,2.3,1.5,1.4,1.5,1.8,0.6,0.4,3.1,1.2,0.6,1.1,4.9,8.0,0.8,1.7,4.2,1.0,2.6,1.3,4.4,2.8,3.0,3.3,1.9,2.6,2.6,1.3,1.4,0.7,2.4,0.3,0.5,3.5,3.4,0.1,0.2,1.3,3.1,2.3,2.7,3.4,0.7,0.5,0.9,1.3,0.7,0.7,1.3,1.4,1.8,0.4,2.4,1.0,1.1,1.1,0.8,0.4,1.7,0.5,0.5,1.8,0.9,2.1,0.8,0.9,0.5,1.1,1.3,3.4,0.4,5,37,8,8,19,18,13,16,15,8,4.0,31,13,8,11,56,73,7,21,44,9,30,16,49,36,36,39,23,23,33,17,14,6,31,2,5,39,42,1,1,10,31,23,21,19,5,3,6,7,8,4,14,15,13,2,23,9,10,8,6,4,16,4,6,14,11,17,5,6,7,8,10,26,3,0.039,0.03,0.021,0.019,0.032,0.023,0.022,0.027,0.043,0.025,0.036,0.034,0.025,0.028,0.029,0.03,0.028,0.029,0.025,0.039,0.018,0.03,0.025,0.041,0.034,0.026,0.03,0.025,0.024,0.025,0.035,0.056,0.021,0.027,0.013,0.012,0.037,0.036,0.014,0.014,0.024,0.034,0.037,0.032,0.025,0.016,0.022,0.017,0.019,0.022,0.031,0.02,0.024,0.018,0.024,0.018,0.023,0.015,0.024,0.018,0.012,0.027,0.027,0.016,0.02,0.03,0.019,0.014,0.018,0.018,0.028,0.023,0.018,0.015,1218,4379,1825,2105,2800,3141,3453,3024,2170,1457,606.0,3205,3495,1345,1909,9846,18234,2296,4231,4843,3451,4109,2231,6198,5409,6791,6024,4045,6640,6000,2704,1219,1226,6178,1770,1920,6398,7076,233,424,1756,3561,5629,2199,3606,1467,761,1994,2158,1232,563,2615,2229,4010,561,4059,1474,2564,1145,1350,866,2685,588,888,2778,751,3145,1880,1671,1015,1623,1803,7416,601,0.117,0.14,0.104,0.095,0.13,0.127,0.102,0.132,0.152,0.128,0.138,0.151,0.118,0.138,0.132,0.131,0.123,0.119,0.121,0.162,0.091,0.134,0.104,0.141,0.144,0.129,0.121,0.101,0.111,0.133,0.124,0.131,0.093,0.136,0.068,0.076,0.15,0.15,0.102,0.093,0.117,0.136,0.139,0.126,0.108,0.097,0.108,0.09,0.103,0.109,0.132,0.106,0.129,0.096,0.113,0.105,0.119,0.099,0.123,0.102,0.09,0.125,0.139,0.112,0.116,0.132,0.109,0.086,0.101,0.124,0.125,0.129,0.099,0.106,391,1552,726,793,1140,998,1054,943,702,361,190.0,1478,769,382,563,2687,4862,461,1116,1887,752,1321,853,1827,1504,1960,1855,1264,1577,1635,722,506,431,1433,477,747,1726,1699,131,221,869,1435,1131,1403,2078,707,357,891,984,534,347,1191,1013,1663,260,2073,683,1168,690,740,491,1083,283,511,1329,464,1608,862,794,455,739,833,3126,382,3.256,2.657,2.611,2.58,2.169,2.437,2.62,2.817,2.485,3.012,2.71,1.836,3.078,2.686,2.734,2.676,2.938,3.705,2.853,2.17,3.16,2.397,2.171,2.58,2.79,2.665,2.402,2.393,3.057,2.647,2.68,2.426,2.227,3.051,3.302,2.436,2.804,3.006,1.989,2.29,2.542,2.028,3.32,1.783,1.966,2.243,2.819,2.783,2.729,2.773,2.159,2.278,2.144,2.467,2.531,2.076,2.386,2.353,1.915,1.966,2.0,2.577,2.238,2.086,2.283,1.981,2.16,2.494,2.515,2.474,2.362,2.572,2.506,1.967,0.691,0.51,0.479,0.476,0.653,0.604,0.725,0.45,0.668,0.442,0.726,0.504,0.546,0.461,0.551,0.665,0.647,0.653,0.572,0.772,0.8,0.589,0.593,0.79,0.566,0.596,0.706,0.593,0.556,0.672,0.739,0.955,0.42,0.6,0.674,0.384,0.646,0.653,0.297,0.321,0.455,0.561,0.802,0.533,0.632,0.397,0.408,0.602,0.415,0.47,0.416,0.42,0.536,0.461,0.544,0.45,0.488,0.368,0.347,0.382,0.332,0.615,0.551,0.521,0.478,0.546,0.484,0.42,0.468,0.693,0.487,0.465,0.474,0.277 -4024,Not Epileptic,M,32.0,1.1,2.8,1.1,1.4,2.2,2.2,2.9,1.6,1.0,0.9,0.4,3.3,1.5,0.8,1.2,6.0,8.7,0.8,2.4,4.6,1.3,3.1,2.4,4.9,3.8,3.3,3.9,3.4,4.9,4.3,2.8,1.5,0.7,2.4,0.5,0.6,3.4,3.4,0.2,0.4,1.1,3.4,2.8,2.6,3.8,1.1,0.6,1.0,1.5,0.7,0.9,2.1,1.8,2.5,0.4,2.5,0.8,1.7,1.3,1.2,1.0,2.5,0.6,0.9,2.1,0.9,2.4,1.7,1.3,0.7,1.3,1.3,4.7,0.4,8,25,11,12,22,21,28,17,10,9,4.0,30,17,9,14,67,81,8,32,46,10,41,24,47,51,39,42,28,36,51,27,14,6,27,2,3,38,42,2,2,6,31,27,19,20,7,3,6,6,6,5,20,15,21,2,21,8,12,9,9,6,20,4,8,17,15,20,13,9,8,10,11,36,3,0.039,0.029,0.024,0.025,0.047,0.031,0.041,0.029,0.039,0.036,0.03,0.037,0.026,0.033,0.029,0.036,0.032,0.035,0.033,0.038,0.025,0.031,0.033,0.042,0.042,0.029,0.032,0.033,0.042,0.034,0.046,0.049,0.03,0.028,0.011,0.015,0.035,0.032,0.013,0.021,0.023,0.033,0.047,0.027,0.027,0.021,0.021,0.019,0.019,0.02,0.033,0.024,0.027,0.02,0.022,0.018,0.022,0.018,0.025,0.019,0.028,0.031,0.028,0.018,0.022,0.018,0.021,0.021,0.02,0.019,0.021,0.016,0.018,0.018,1780,4071,2141,2678,1983,3372,3370,3468,1455,2018,807.0,3314,3863,1779,2828,10905,17902,2358,4844,5435,3460,5409,2608,6620,6478,7816,6150,4500,7007,7753,2338,1491,1358,7339,2451,1957,7400,8351,458,621,1448,2846,5238,2628,3634,1514,1089,2020,2192,1988,762,3594,2047,5418,425,3936,1375,3276,1426,1906,1066,3917,678,1390,3122,1329,3737,2796,1890,1311,2042,2627,9028,566,0.131,0.128,0.122,0.121,0.144,0.147,0.127,0.138,0.137,0.151,0.141,0.143,0.121,0.147,0.134,0.14,0.133,0.137,0.146,0.158,0.094,0.139,0.129,0.142,0.149,0.132,0.125,0.113,0.123,0.149,0.14,0.135,0.11,0.129,0.062,0.081,0.134,0.141,0.093,0.104,0.105,0.134,0.15,0.12,0.111,0.109,0.113,0.094,0.101,0.108,0.139,0.107,0.12,0.103,0.12,0.112,0.108,0.101,0.121,0.102,0.124,0.129,0.127,0.104,0.113,0.105,0.111,0.109,0.109,0.122,0.119,0.1,0.101,0.11,493,1362,784,899,911,1144,1237,1022,461,450,217.0,1581,985,429,763,3178,4851,464,1308,2248,799,1585,1212,2090,1886,2105,2110,1549,1843,2307,913,597,450,1477,659,669,1898,1966,252,279,772,1579,1186,1657,2229,765,424,865,1065,684,386,1656,1090,2211,237,2035,679,1545,829,1029,541,1465,361,780,1486,869,1869,1226,999,584,934,1295,3974,325,3.291,2.727,2.701,2.787,1.988,2.35,2.252,2.928,2.39,3.036,2.91,1.831,2.953,2.919,2.765,2.573,2.837,3.683,2.836,2.074,2.991,2.554,1.917,2.339,2.662,2.867,2.353,2.263,2.779,2.566,2.069,2.485,2.434,3.278,3.299,2.59,2.849,3.009,2.113,2.54,2.462,1.635,3.234,1.843,1.853,2.167,2.867,2.851,2.552,2.69,2.133,2.192,1.985,2.407,2.123,2.158,2.205,2.393,1.947,1.956,2.196,2.599,2.057,2.179,2.245,1.868,2.162,2.546,2.278,2.414,2.2,2.404,2.424,2.129,0.757,0.561,0.495,0.624,0.554,0.691,0.532,0.535,0.788,0.788,0.751,0.599,0.49,0.463,0.505,0.667,0.644,0.752,0.574,0.704,0.819,0.527,0.617,0.793,0.614,0.594,0.628,0.659,0.662,0.652,0.657,0.831,0.411,0.744,0.83,0.431,0.834,0.657,0.284,0.383,0.455,0.464,0.737,0.715,0.588,0.459,0.68,0.517,0.493,0.661,0.408,0.467,0.426,0.455,0.499,0.456,0.47,0.476,0.433,0.435,0.466,0.681,0.377,0.66,0.508,0.663,0.478,0.434,0.492,0.589,0.479,0.486,0.438,0.246 -4025,Not Epileptic,F,55.0,1.2,3.2,1.4,1.4,2.8,1.6,1.7,1.9,2.2,1.0,0.3,2.9,2.2,0.7,1.2,5.9,12.1,1.8,2.9,4.0,0.9,2.9,2.3,4.2,3.0,4.2,4.6,2.4,4.7,2.9,1.9,1.4,0.5,2.4,0.7,0.4,4.5,4.1,0.2,0.2,1.1,3.1,3.9,2.4,3.2,0.6,0.6,0.9,1.5,1.0,0.5,1.6,1.1,3.2,0.3,3.1,0.5,2.0,1.1,1.0,0.3,2.1,0.4,0.8,1.8,1.6,3.2,1.4,1.5,0.7,0.7,2.1,4.5,0.4,7,30,13,12,16,16,12,16,15,12,2.0,22,16,6,11,63,96,11,28,35,7,29,18,35,34,37,46,23,32,32,19,9,5,27,3,2,38,47,1,1,5,25,27,17,14,3,2,5,7,9,4,8,7,16,1,18,5,14,8,8,3,10,2,6,11,14,18,8,6,5,4,15,32,3,0.055,0.034,0.024,0.026,0.052,0.027,0.033,0.037,0.054,0.055,0.022,0.032,0.044,0.074,0.042,0.044,0.045,0.063,0.044,0.036,0.021,0.037,0.033,0.06,0.042,0.039,0.042,0.032,0.05,0.041,0.045,0.045,0.028,0.038,0.026,0.013,0.052,0.05,0.021,0.022,0.026,0.039,0.059,0.029,0.025,0.012,0.031,0.017,0.023,0.023,0.039,0.018,0.023,0.029,0.02,0.02,0.02,0.022,0.028,0.019,0.02,0.036,0.037,0.027,0.025,0.025,0.024,0.024,0.027,0.025,0.025,0.026,0.021,0.026,1479,4173,2296,2310,1475,2805,2287,3149,1274,1275,647.0,2729,3142,793,1952,8657,14599,2502,4214,4368,2757,3921,2065,4105,5434,6514,5612,2901,4667,4390,2318,1325,845,5948,1812,1361,5929,7673,239,405,1163,2330,5648,2132,2808,1275,602,2249,1877,1510,425,2705,1384,3701,379,3922,1525,3349,906,1586,625,2051,331,875,2134,2010,3794,1999,1391,622,1044,2827,7937,406,0.148,0.137,0.117,0.113,0.148,0.124,0.106,0.137,0.158,0.174,0.116,0.126,0.14,0.191,0.137,0.147,0.149,0.162,0.154,0.141,0.09,0.129,0.119,0.158,0.141,0.149,0.143,0.112,0.14,0.15,0.143,0.121,0.101,0.136,0.102,0.071,0.152,0.167,0.118,0.116,0.106,0.14,0.177,0.124,0.112,0.082,0.12,0.084,0.105,0.11,0.153,0.093,0.107,0.117,0.111,0.108,0.105,0.116,0.136,0.104,0.101,0.131,0.144,0.121,0.12,0.11,0.106,0.11,0.109,0.124,0.113,0.128,0.104,0.136,387,1687,968,902,727,974,848,926,622,371,187.0,1338,854,236,529,2569,4773,473,1138,1797,721,1222,944,1399,1476,1901,1897,1111,1419,1405,724,580,281,1182,440,498,1534,1646,145,177,623,1211,1120,1400,1861,693,275,898,940,620,241,1272,738,1695,208,2093,485,1468,579,848,304,843,160,489,1057,958,2023,917,736,403,504,1237,3404,253,3.254,2.397,2.408,2.405,1.984,2.409,2.212,2.788,1.865,2.687,3.037,1.798,2.856,2.497,2.66,2.518,2.487,3.428,2.82,2.095,2.848,2.522,1.952,2.323,2.606,2.66,2.247,2.075,2.593,2.383,2.379,2.353,2.29,3.102,3.366,2.463,2.644,3.109,1.867,2.209,2.332,1.733,3.253,1.671,1.733,1.985,2.588,2.782,2.316,2.629,2.027,2.265,1.977,2.167,2.055,2.046,2.563,2.386,1.852,1.968,2.395,2.662,2.054,2.079,2.22,2.488,1.928,2.375,2.084,1.792,2.15,2.401,2.415,2.053,0.662,0.63,0.476,0.468,0.545,0.62,0.624,0.679,0.5,0.591,0.879,0.495,0.542,0.522,0.589,0.602,0.634,0.886,0.616,0.621,0.761,0.603,0.477,0.746,0.607,0.702,0.574,0.523,0.593,0.71,0.673,0.96,0.381,0.667,0.773,0.459,0.797,0.729,0.29,0.56,0.5,0.498,0.825,0.654,0.476,0.504,0.348,0.886,0.517,0.521,0.419,0.537,0.477,0.504,0.329,0.471,0.603,0.572,0.389,0.481,0.488,0.732,0.354,0.696,0.552,0.965,0.498,0.585,0.489,0.511,0.613,0.524,0.504,0.472 -4026,Not Epileptic,F,22.0,0.7,2.6,0.9,1.2,1.9,1.9,1.8,1.2,1.4,0.9,0.4,3.2,1.6,0.7,1.4,6.2,8.2,0.7,1.9,4.7,1.6,3.1,1.7,3.7,3.4,3.0,6.0,2.9,2.6,3.1,3.2,0.9,0.4,3.1,1.0,0.6,3.6,3.4,0.1,0.2,0.9,3.0,2.0,3.3,2.5,0.5,0.3,0.6,1.2,0.8,0.5,2.0,1.4,2.0,0.2,3.4,0.8,1.3,0.7,1.3,0.8,1.8,0.2,0.5,1.9,1.4,1.8,1.2,1.3,0.5,0.9,1.6,6.3,0.3,7,23,7,10,17,20,16,14,15,11,5.0,31,19,8,22,83,86,5,25,47,13,49,24,37,44,37,58,33,26,44,29,7,6,32,10,4,52,45,1,2,5,30,24,26,16,5,2,4,6,8,5,16,9,16,1,27,7,9,7,14,6,17,2,6,19,20,15,11,10,4,7,12,54,3,0.041,0.027,0.016,0.019,0.036,0.028,0.032,0.022,0.044,0.04,0.03,0.042,0.033,0.037,0.031,0.033,0.03,0.028,0.03,0.037,0.031,0.031,0.028,0.038,0.032,0.025,0.045,0.029,0.025,0.03,0.05,0.044,0.022,0.038,0.027,0.013,0.034,0.031,0.01,0.016,0.019,0.038,0.033,0.027,0.018,0.012,0.014,0.011,0.018,0.022,0.019,0.018,0.024,0.019,0.016,0.022,0.021,0.015,0.019,0.023,0.023,0.026,0.015,0.016,0.021,0.022,0.017,0.019,0.02,0.012,0.024,0.018,0.019,0.014,1584,5217,2313,2867,2390,4021,4022,3556,1902,1759,968.0,3168,4236,1123,3711,13891,21478,2465,4053,5784,4361,6299,2937,7037,7421,8378,6883,4701,7853,7164,3065,1437,1222,7276,1967,2227,9211,9838,457,501,1597,2846,7151,3032,3803,1538,747,1999,2405,1762,536,3991,1790,4538,476,4909,1439,3350,1362,1998,1135,3282,328,1163,3404,1364,3302,2496,2653,1237,1474,3112,13202,567,0.125,0.126,0.104,0.106,0.142,0.128,0.112,0.111,0.154,0.162,0.133,0.164,0.144,0.146,0.137,0.15,0.137,0.109,0.139,0.151,0.117,0.141,0.131,0.144,0.133,0.131,0.142,0.116,0.106,0.14,0.158,0.118,0.116,0.152,0.104,0.082,0.145,0.137,0.072,0.1,0.099,0.141,0.135,0.129,0.096,0.093,0.089,0.08,0.093,0.114,0.132,0.105,0.123,0.099,0.106,0.114,0.107,0.091,0.111,0.119,0.126,0.125,0.109,0.092,0.111,0.13,0.099,0.104,0.103,0.095,0.123,0.109,0.102,0.111,419,1594,844,962,922,1235,1164,1018,573,412,246.0,1526,955,315,966,3544,5021,432,1145,2359,833,1847,1091,1903,1958,2054,2408,1550,1777,2091,986,405,341,1471,491,726,2129,2103,247,236,732,1409,1350,1855,2148,661,308,813,1029,663,338,1763,870,1853,195,2359,659,1410,718,1011,535,1147,176,584,1547,855,1590,1056,1078,563,670,1257,5141,291,3.5,2.869,2.719,2.831,2.283,2.611,2.748,2.955,2.393,3.213,2.957,1.933,3.219,2.595,2.799,2.851,3.14,3.894,2.875,2.11,3.498,2.563,2.182,2.765,2.773,3.013,2.315,2.333,3.098,2.712,2.266,3.126,2.694,3.284,3.338,2.764,3.139,3.262,2.133,2.422,2.751,1.866,3.627,1.921,2.035,2.598,2.923,3.2,2.853,2.822,2.034,2.38,2.106,2.601,2.75,2.29,2.464,2.593,2.096,2.24,2.563,2.632,1.869,2.207,2.448,1.954,2.39,2.717,2.6,2.182,2.585,2.655,2.592,2.327,0.769,0.699,0.432,0.514,0.727,0.588,0.652,0.516,0.684,0.629,0.931,0.481,0.463,0.646,0.585,0.658,0.657,0.814,0.61,0.665,0.812,0.616,0.591,0.861,0.701,0.543,0.65,0.668,0.579,0.563,0.785,0.796,0.492,0.646,0.646,0.438,0.774,0.785,0.363,0.409,0.418,0.554,0.633,0.639,0.585,0.545,0.378,0.665,0.49,0.445,0.366,0.494,0.454,0.437,0.572,0.398,0.318,0.488,0.406,0.335,0.412,0.748,0.463,0.565,0.456,0.587,0.464,0.393,0.369,0.703,0.413,0.527,0.482,0.303 -4027,Not Epileptic,F,32.0,0.9,1.6,0.8,1.3,2.7,1.7,1.7,1.2,1.2,0.7,0.2,3.3,1.3,0.3,1.0,5.5,9.0,1.1,2.0,5.5,1.1,2.6,1.9,3.2,2.8,2.9,3.0,2.7,2.5,3.3,1.8,2.0,0.6,2.3,0.8,0.7,3.7,3.7,0.1,0.2,1.0,3.0,2.6,2.9,2.7,0.6,0.5,0.8,1.2,0.7,0.9,1.7,1.9,2.4,0.2,2.2,0.8,1.1,1.4,1.4,0.9,1.6,0.2,0.4,2.2,1.1,3.0,1.0,0.8,0.4,0.9,1.4,3.6,0.1,9,14,6,15,24,16,14,13,14,6,2.0,29,13,4,9,71,94,8,29,48,12,38,26,41,40,35,37,33,25,36,21,15,5,31,3,5,49,42,1,2,5,27,28,22,17,5,3,4,7,5,5,14,15,20,2,19,6,10,9,10,7,16,2,4,18,18,25,10,5,4,6,11,27,1,0.043,0.019,0.013,0.022,0.039,0.028,0.026,0.021,0.039,0.034,0.025,0.036,0.028,0.023,0.027,0.032,0.031,0.037,0.028,0.038,0.023,0.031,0.028,0.038,0.029,0.033,0.027,0.031,0.025,0.034,0.045,0.057,0.029,0.026,0.024,0.019,0.036,0.03,0.019,0.014,0.023,0.03,0.039,0.028,0.019,0.016,0.016,0.012,0.02,0.017,0.028,0.019,0.022,0.019,0.017,0.018,0.019,0.015,0.026,0.022,0.022,0.03,0.02,0.013,0.025,0.022,0.02,0.014,0.015,0.013,0.023,0.015,0.013,0.012,1482,4133,2115,2675,3012,3016,3096,3267,1855,1343,681.0,3452,3039,932,2393,11322,19066,2755,4683,6055,3536,5541,2699,6767,6999,6331,6064,4257,6516,5643,2296,1228,1213,6718,1764,1285,7292,8808,258,411,1284,2129,6399,2807,3872,1293,878,2345,2099,1454,730,3036,2619,4899,321,3778,1340,2818,1515,1959,1392,2264,372,957,3065,1112,4538,2576,1607,781,1216,2376,9254,507,0.135,0.107,0.095,0.115,0.147,0.125,0.113,0.118,0.142,0.143,0.102,0.145,0.122,0.11,0.119,0.14,0.135,0.141,0.135,0.148,0.106,0.123,0.121,0.148,0.134,0.139,0.128,0.112,0.105,0.146,0.155,0.145,0.113,0.127,0.092,0.099,0.142,0.138,0.107,0.122,0.11,0.13,0.16,0.129,0.099,0.093,0.095,0.082,0.102,0.103,0.132,0.107,0.123,0.104,0.125,0.109,0.104,0.097,0.117,0.112,0.109,0.132,0.118,0.095,0.124,0.12,0.109,0.091,0.091,0.101,0.12,0.102,0.086,0.085,417,1346,797,916,1158,1029,986,895,575,333,170.0,1632,800,226,615,3265,5060,535,1266,2508,800,1564,1140,1721,1862,1760,1962,1509,1665,1654,731,550,317,1450,437,517,1891,2130,111,196,648,1405,1307,1687,2171,650,412,929,961,642,447,1442,1180,2070,168,1818,662,1309,864,974,595,939,186,521,1387,813,2325,1135,730,397,597,1221,3967,211,3.376,2.961,2.771,2.659,2.198,2.536,2.554,2.906,2.498,2.992,3.015,1.938,2.767,2.973,2.793,2.609,2.912,3.728,2.846,2.087,3.194,2.581,1.945,2.855,2.831,2.9,2.454,2.247,2.899,2.677,2.433,2.373,2.989,3.176,3.445,2.433,2.85,2.923,2.412,2.407,2.567,1.451,3.31,1.937,2.02,2.306,2.65,3.032,2.69,2.62,2.143,2.268,2.21,2.443,2.282,2.215,2.398,2.469,2.001,2.222,2.425,2.277,2.257,2.111,2.292,1.726,2.135,2.5,2.446,2.31,2.235,2.256,2.438,2.685,0.857,0.59,0.375,0.537,0.655,0.611,0.516,0.499,0.535,0.717,0.744,0.526,0.501,0.437,0.512,0.577,0.583,0.755,0.536,0.621,0.833,0.657,0.64,0.745,0.627,0.582,0.564,0.603,0.557,0.568,0.579,0.965,0.477,0.709,0.684,0.407,0.711,0.639,0.467,0.401,0.593,0.498,0.782,0.653,0.62,0.462,0.575,0.83,0.529,0.471,0.509,0.399,0.462,0.439,0.309,0.367,0.36,0.488,0.419,0.352,0.428,0.692,0.383,0.664,0.559,0.557,0.412,0.377,0.406,0.531,0.476,0.422,0.45,0.495 -4028,Not Epileptic,M,42.0,0.8,2.3,0.9,1.8,1.4,2.9,1.3,2.0,0.8,0.8,0.4,2.6,1.8,0.6,1.4,6.3,8.4,1.4,2.5,5.1,1.4,3.3,2.8,5.4,3.1,5.1,4.8,3.6,2.8,4.2,1.5,1.0,0.7,2.7,0.4,1.0,3.3,4.0,0.1,0.2,1.3,3.6,2.5,2.7,2.5,0.5,0.6,1.1,1.6,0.6,0.7,1.3,1.6,2.9,0.7,2.2,1.0,1.4,1.0,1.0,0.5,2.5,0.4,0.4,1.7,1.8,2.8,1.0,1.2,1.5,2.0,1.4,5.7,0.5,8,24,8,15,13,27,11,22,16,9,4.0,26,20,11,17,75,76,20,29,47,12,39,26,80,41,53,51,34,23,49,19,7,6,32,2,9,40,49,1,2,9,32,25,19,15,4,3,6,9,5,5,10,12,22,4,17,10,12,7,9,4,18,3,5,15,20,22,7,8,17,15,10,52,4,0.028,0.021,0.016,0.027,0.023,0.032,0.027,0.027,0.027,0.036,0.029,0.03,0.029,0.029,0.026,0.028,0.03,0.041,0.026,0.038,0.023,0.029,0.037,0.053,0.031,0.029,0.032,0.028,0.025,0.028,0.035,0.041,0.024,0.024,0.011,0.015,0.032,0.034,0.008,0.014,0.024,0.036,0.031,0.019,0.018,0.011,0.02,0.015,0.02,0.013,0.024,0.016,0.021,0.02,0.018,0.012,0.023,0.014,0.019,0.017,0.013,0.03,0.017,0.016,0.02,0.022,0.019,0.015,0.019,0.026,0.025,0.017,0.018,0.021,1779,5500,2530,3267,2302,4935,3175,4279,2023,2125,899.0,3086,3969,1462,2719,13328,19507,3115,6100,6709,4873,5820,2647,7605,6007,11529,8245,6986,6206,8390,2774,929,1447,8241,2153,3503,7221,9268,485,417,1753,3260,6806,3560,4097,1367,1011,2847,2688,1939,871,2771,2280,6008,1127,5318,1549,3740,1368,2102,1090,2956,547,930,3027,1906,5084,2301,2265,2029,2637,2346,11954,769,0.112,0.115,0.097,0.123,0.109,0.136,0.105,0.121,0.127,0.13,0.118,0.127,0.129,0.155,0.138,0.132,0.127,0.149,0.121,0.145,0.096,0.127,0.128,0.149,0.122,0.129,0.118,0.113,0.107,0.131,0.133,0.118,0.107,0.118,0.069,0.083,0.142,0.139,0.081,0.097,0.112,0.123,0.139,0.107,0.096,0.088,0.101,0.081,0.104,0.088,0.12,0.098,0.113,0.101,0.1,0.087,0.124,0.09,0.106,0.1,0.089,0.129,0.113,0.107,0.108,0.113,0.106,0.093,0.1,0.145,0.126,0.109,0.1,0.117,529,1889,876,1055,1066,1515,887,1228,559,463,219.0,1313,1060,431,806,3923,4932,721,1585,2385,1064,1684,1048,2033,1718,2872,2348,1934,1637,2502,774,425,438,1797,571,1016,1770,2057,229,242,851,1555,1432,1842,2255,631,441,1154,1225,771,455,1298,1117,2399,525,2615,704,1599,780,992,540,1264,327,493,1496,1210,2273,1009,1036,831,1129,1098,4882,411,3.438,2.731,2.813,2.843,2.075,2.612,2.812,2.926,2.657,3.52,3.301,2.035,2.817,2.511,2.572,2.643,3.035,3.315,2.984,2.317,3.427,2.649,2.263,2.792,2.636,3.077,2.632,2.654,2.886,2.62,2.64,2.267,2.523,3.215,3.37,3.088,2.954,3.183,2.246,1.891,2.714,1.913,3.296,2.282,2.106,2.242,2.924,3.095,2.773,2.8,2.192,2.305,2.158,2.562,2.427,2.333,2.488,2.551,2.03,2.291,2.345,2.313,1.894,2.147,2.204,1.825,2.457,2.616,2.536,2.492,2.46,2.496,2.606,2.336,0.716,0.5,0.539,0.648,0.461,0.653,0.76,0.524,0.441,0.965,0.804,0.586,0.422,0.609,0.459,0.56,0.64,0.735,0.513,0.655,0.777,0.546,0.598,0.764,0.607,0.654,0.639,0.716,0.518,0.657,0.607,0.852,0.606,0.595,0.646,0.507,0.792,0.647,0.385,0.39,0.383,0.573,0.808,0.67,0.599,0.518,0.463,0.578,0.418,0.45,0.326,0.419,0.425,0.438,0.346,0.42,0.34,0.394,0.341,0.409,0.349,0.663,0.463,0.759,0.519,0.719,0.431,0.401,0.376,0.864,0.472,0.603,0.466,0.447 -4029,Not Epileptic,M,55.0,1.1,2.2,1.1,1.3,2.2,1.6,1.5,1.8,1.4,1.0,0.7,3.0,1.6,0.5,1.5,4.4,9.4,2.2,2.0,5.5,1.2,3.1,1.4,4.2,2.9,2.5,4.3,3.2,3.0,3.1,2.3,1.3,0.5,2.7,0.7,0.6,2.9,2.5,0.2,0.3,0.9,3.4,2.2,3.5,2.9,0.4,0.6,1.2,1.4,0.7,0.5,2.2,1.1,2.2,0.4,2.0,0.3,1.2,1.3,1.0,0.6,1.4,0.3,0.6,1.6,1.3,2.8,1.2,1.0,0.5,0.8,1.3,4.3,0.3,11,23,9,18,15,15,12,16,14,10,9.0,33,17,4,19,48,83,16,37,52,10,43,13,43,37,26,39,26,27,37,22,10,6,26,6,5,35,33,2,2,5,29,19,26,14,3,4,7,7,6,4,16,6,17,2,17,3,11,10,8,6,11,3,6,14,18,27,9,6,4,5,10,39,4,0.057,0.022,0.025,0.025,0.033,0.023,0.025,0.027,0.049,0.033,0.038,0.035,0.025,0.032,0.031,0.03,0.034,0.056,0.028,0.037,0.022,0.031,0.024,0.035,0.029,0.026,0.033,0.031,0.026,0.027,0.046,0.047,0.026,0.027,0.026,0.016,0.029,0.029,0.016,0.025,0.021,0.03,0.033,0.027,0.021,0.01,0.021,0.016,0.021,0.015,0.018,0.024,0.021,0.02,0.037,0.015,0.015,0.016,0.021,0.015,0.023,0.024,0.013,0.018,0.021,0.024,0.022,0.016,0.018,0.018,0.019,0.019,0.017,0.019,1391,5055,2140,2551,2437,3474,2811,3449,1794,1818,834.0,3233,3582,889,3194,9163,16831,2964,3766,5933,3969,5859,1808,6492,6035,5342,5354,3883,6235,6934,2758,1052,1089,6569,1726,1675,6504,7262,441,428,1187,3077,5828,3549,3894,1312,844,2526,2092,1643,724,2991,1545,4178,399,3911,955,2708,1758,1857,780,2759,586,1062,2289,1314,4099,2413,2053,1079,1398,2220,9327,496,0.157,0.117,0.11,0.119,0.125,0.114,0.092,0.129,0.162,0.149,0.152,0.143,0.125,0.137,0.138,0.13,0.13,0.171,0.138,0.148,0.099,0.123,0.109,0.131,0.124,0.122,0.113,0.106,0.104,0.127,0.147,0.123,0.106,0.131,0.093,0.088,0.128,0.138,0.097,0.108,0.1,0.12,0.137,0.118,0.096,0.075,0.109,0.085,0.098,0.095,0.108,0.116,0.115,0.099,0.13,0.095,0.09,0.107,0.113,0.097,0.116,0.111,0.102,0.108,0.117,0.114,0.112,0.095,0.092,0.108,0.107,0.099,0.094,0.113,454,1642,748,902,939,1190,930,1088,495,465,272.0,1568,1008,245,889,2578,4621,656,1152,2630,907,1839,831,1905,1748,1565,1831,1457,1645,2094,856,532,351,1504,493,588,1717,1679,224,215,670,1636,1234,2049,2119,669,415,1068,1002,772,436,1472,730,1865,177,1997,394,1207,982,969,447,1028,350,582,1184,872,2052,1152,898,478,663,1126,4136,264,2.724,2.875,2.68,2.559,2.331,2.429,2.479,2.696,2.671,3.028,2.554,1.827,2.805,2.683,2.773,2.689,2.923,3.478,2.642,1.957,3.209,2.445,1.929,2.611,2.635,2.729,2.389,2.152,2.876,2.534,2.503,2.125,2.499,3.09,3.377,2.523,2.828,3.07,2.107,2.508,2.292,1.743,3.448,1.937,2.098,2.188,2.514,2.757,2.604,2.391,1.928,2.167,2.394,2.418,2.364,2.177,2.36,2.431,2.109,2.112,1.913,2.715,1.985,2.118,2.17,1.862,2.106,2.35,2.535,2.507,2.345,2.323,2.367,2.232,0.773,0.471,0.497,0.564,0.607,0.61,0.646,0.442,0.681,0.594,0.706,0.474,0.475,0.44,0.472,0.548,0.589,0.811,0.465,0.593,0.842,0.568,0.482,0.699,0.536,0.45,0.542,0.55,0.531,0.584,0.764,0.692,0.348,0.583,0.663,0.449,0.644,0.616,0.321,0.392,0.374,0.447,0.709,0.539,0.656,0.361,0.472,0.678,0.37,0.407,0.422,0.403,0.525,0.386,0.471,0.379,0.45,0.497,0.36,0.365,0.382,0.56,0.391,0.581,0.426,0.54,0.437,0.317,0.398,0.655,0.471,0.42,0.424,0.432 -4030,Not Epileptic,F,55.0,0.8,2.5,1.4,1.3,1.6,1.6,1.4,1.5,1.4,1.0,0.2,4.0,1.4,0.6,1.9,4.9,7.9,0.7,2.1,5.5,1.4,3.4,2.2,4.4,2.0,3.2,3.8,2.8,3.4,3.6,3.6,1.6,0.8,2.2,0.5,0.3,3.6,3.5,0.3,0.2,1.0,4.2,2.2,3.0,2.6,0.6,0.4,0.7,1.5,0.7,0.4,2.3,1.4,2.1,0.0,2.6,0.7,2.0,1.5,1.0,0.8,1.9,0.4,1.0,1.9,1.3,2.4,1.3,0.9,0.6,0.8,1.3,4.1,0.4,6,22,12,12,15,23,15,16,15,9,4.0,37,16,6,21,58,71,4,22,52,16,37,19,41,30,35,49,31,27,55,27,10,7,26,2,2,39,41,2,2,6,40,22,29,17,4,2,4,8,7,3,18,8,12,0,23,8,19,12,8,9,14,3,6,17,19,17,8,4,6,7,10,31,3,0.038,0.029,0.025,0.024,0.034,0.029,0.029,0.028,0.059,0.031,0.024,0.043,0.029,0.032,0.039,0.033,0.035,0.034,0.029,0.039,0.029,0.034,0.034,0.044,0.027,0.035,0.029,0.032,0.034,0.033,0.069,0.052,0.036,0.027,0.013,0.01,0.038,0.035,0.019,0.02,0.024,0.041,0.038,0.024,0.02,0.012,0.018,0.015,0.022,0.012,0.018,0.022,0.024,0.023,0.012,0.02,0.028,0.023,0.026,0.022,0.03,0.031,0.024,0.03,0.021,0.026,0.022,0.018,0.015,0.022,0.024,0.019,0.019,0.021,1424,3987,2243,2325,1616,2927,2574,2651,1556,1725,592.0,3586,2963,1065,3319,10123,14688,1664,4215,6084,4208,4755,2080,5529,4943,5688,6861,3587,5789,6572,1919,1317,965,5048,1709,1285,5813,6542,514,465,1178,3146,5227,3550,3443,1325,730,1345,1938,1765,786,3417,1482,3262,64,4099,942,3658,1646,1424,1249,2591,436,829,2958,1747,3524,2313,1690,1088,1312,2121,8225,496,0.126,0.127,0.118,0.113,0.132,0.14,0.101,0.128,0.172,0.154,0.104,0.163,0.131,0.13,0.155,0.138,0.137,0.12,0.14,0.155,0.12,0.129,0.134,0.144,0.117,0.144,0.119,0.108,0.115,0.142,0.177,0.117,0.139,0.121,0.069,0.066,0.139,0.142,0.114,0.11,0.111,0.146,0.14,0.117,0.101,0.082,0.096,0.084,0.109,0.091,0.107,0.112,0.118,0.106,0.085,0.11,0.135,0.121,0.123,0.116,0.124,0.127,0.137,0.126,0.114,0.126,0.107,0.098,0.087,0.138,0.119,0.109,0.099,0.123,374,1432,870,870,779,930,849,877,474,431,203.0,1612,857,290,923,2708,3983,347,1147,2404,944,1668,924,1728,1489,1620,2403,1376,1503,2143,723,498,371,1222,485,490,1626,1779,259,228,648,1618,1177,2081,2024,689,331,689,985,819,325,1688,795,1448,24,2046,466,1511,938,732,504,1060,257,459,1519,922,1739,1028,836,449,614,1066,3455,245,3.31,2.569,2.529,2.53,1.883,2.568,2.454,2.621,2.446,2.971,2.635,1.957,2.621,2.621,2.69,2.687,2.808,3.502,2.818,2.133,3.289,2.283,2.051,2.513,2.64,2.808,2.297,2.07,2.86,2.392,2.014,2.613,2.388,2.853,3.224,2.444,2.716,2.732,2.205,2.262,2.287,1.749,3.165,1.882,1.943,2.108,2.708,2.293,2.374,2.486,2.282,2.178,2.054,2.422,2.247,2.199,2.232,2.627,2.002,2.068,2.299,2.566,1.932,2.124,2.1,2.253,2.164,2.579,2.271,2.528,2.44,2.289,2.451,2.43,0.993,0.484,0.483,0.462,0.56,0.651,0.573,0.489,0.578,0.605,0.761,0.549,0.454,0.398,0.464,0.639,0.627,0.772,0.62,0.672,0.804,0.55,0.489,0.818,0.52,0.495,0.606,0.628,0.603,0.57,0.761,0.845,0.518,0.636,1.008,0.512,0.732,0.651,0.39,0.409,0.501,0.56,0.65,0.536,0.634,0.362,0.461,0.658,0.492,0.458,0.529,0.462,0.417,0.421,0.183,0.342,0.36,0.608,0.439,0.371,0.424,0.668,0.476,0.671,0.46,0.789,0.448,0.382,0.403,0.85,0.392,0.48,0.5,0.35 -4031,Not Epileptic,M,42.0,1.0,2.5,1.0,1.0,1.4,1.7,1.8,2.3,1.0,0.7,0.5,3.0,2.1,0.7,1.4,6.0,11.0,1.1,2.8,5.7,1.2,2.9,2.0,3.7,2.3,3.2,3.6,3.7,3.2,3.7,1.9,0.7,0.6,2.4,0.6,0.9,3.4,3.5,0.2,0.2,1.3,4.0,2.5,4.2,3.5,0.7,0.6,0.9,1.6,0.7,1.0,2.4,1.3,2.7,0.4,2.6,1.6,3.0,0.9,1.0,0.8,1.8,0.4,0.5,2.4,1.1,3.4,1.3,1.5,0.9,1.1,1.5,4.1,0.5,7,27,8,7,16,14,17,20,11,6,5.0,28,25,10,14,67,103,7,24,43,12,30,22,42,25,36,42,32,25,41,22,5,5,27,4,8,42,33,2,2,7,27,23,29,24,6,3,6,9,5,5,17,11,17,3,22,11,21,7,7,6,19,2,4,21,17,30,12,14,9,8,11,33,4,0.036,0.023,0.015,0.019,0.027,0.029,0.025,0.033,0.049,0.029,0.039,0.038,0.029,0.032,0.032,0.034,0.032,0.032,0.032,0.037,0.026,0.036,0.028,0.039,0.032,0.027,0.026,0.03,0.023,0.03,0.046,0.035,0.029,0.031,0.017,0.019,0.035,0.032,0.009,0.014,0.026,0.036,0.033,0.028,0.023,0.014,0.02,0.015,0.018,0.013,0.053,0.022,0.033,0.02,0.018,0.02,0.024,0.032,0.022,0.017,0.025,0.029,0.029,0.02,0.026,0.028,0.02,0.017,0.022,0.023,0.025,0.024,0.018,0.029,1415,4923,1970,2159,2251,2666,2557,3298,1717,1499,608.0,2955,4283,1450,2891,10116,18921,2787,5011,5107,3398,4160,2479,6635,4435,6666,6047,4250,5528,6123,2670,1073,1020,6261,2048,2276,7531,6630,422,594,1551,3463,5687,3346,3523,1491,1031,2507,2619,1553,535,3432,1584,4221,471,3645,2313,3859,1094,1746,1222,2577,379,814,2804,1343,4861,2756,2118,1615,1613,2253,8060,440,0.123,0.123,0.099,0.094,0.124,0.13,0.105,0.145,0.164,0.123,0.129,0.15,0.14,0.147,0.128,0.142,0.137,0.114,0.13,0.145,0.1,0.15,0.137,0.151,0.13,0.119,0.126,0.107,0.096,0.127,0.145,0.101,0.117,0.132,0.092,0.098,0.13,0.122,0.089,0.082,0.118,0.142,0.139,0.125,0.111,0.096,0.11,0.089,0.101,0.092,0.17,0.118,0.132,0.102,0.12,0.111,0.115,0.135,0.117,0.103,0.118,0.135,0.132,0.11,0.127,0.132,0.108,0.101,0.118,0.115,0.125,0.124,0.1,0.149,421,1732,875,837,909,1052,1053,1173,423,377,226.0,1330,1264,391,794,3101,5881,508,1406,2454,899,1324,1097,1808,1254,2059,2302,1800,1811,2188,697,440,359,1375,534,780,1851,1753,255,309,733,1592,1243,2201,2282,754,431,989,1195,705,306,1645,748,2007,274,1956,1003,1559,671,821,479,999,176,396,1491,674,2640,1252,1100,654,737,1049,3463,271,3.054,2.736,2.22,2.582,2.121,2.27,2.091,2.638,2.902,3.058,2.418,1.963,2.701,2.723,2.708,2.511,2.625,3.99,2.881,1.851,3.073,2.538,2.021,2.817,2.703,2.643,2.172,1.952,2.385,2.29,2.665,2.319,2.302,3.115,3.507,2.616,2.987,2.83,1.9,2.311,2.774,1.936,3.303,1.825,1.74,2.161,3.086,3.322,2.781,2.526,1.899,2.306,2.228,2.347,2.076,2.083,2.794,2.82,1.97,2.268,2.567,2.44,2.252,2.437,2.088,2.337,1.997,2.334,2.105,2.698,2.425,2.603,2.457,2.14,0.937,0.545,0.452,0.502,0.581,0.645,0.439,0.471,0.623,0.433,0.755,0.542,0.511,0.479,0.493,0.561,0.546,0.84,0.602,0.632,0.741,0.524,0.564,0.561,0.602,0.556,0.503,0.523,0.457,0.567,0.733,0.983,0.509,0.647,0.817,0.532,0.697,0.668,0.284,0.289,0.563,0.618,0.708,0.726,0.477,0.38,0.523,0.799,0.507,0.356,0.398,0.508,0.459,0.423,0.322,0.414,0.545,0.719,0.406,0.359,0.458,0.71,0.332,0.845,0.437,0.693,0.417,0.437,0.517,0.725,0.522,0.521,0.487,0.508 -4032,Not Epileptic,M,27.0,0.7,2.7,0.9,1.5,1.3,1.7,2.3,1.7,1.0,0.6,0.4,3.2,2.0,0.4,1.6,9.6,10.6,1.0,2.4,6.7,1.1,2.7,1.7,2.6,3.8,3.4,2.7,2.5,3.6,2.6,1.2,0.7,0.6,2.4,0.5,1.0,3.2,3.4,0.2,0.3,1.0,3.6,2.3,3.0,3.7,0.7,0.4,1.8,1.3,0.7,0.5,1.9,1.1,3.0,0.1,2.5,0.7,1.6,1.3,1.0,0.7,1.7,0.4,0.3,2.1,1.1,2.0,2.7,1.2,0.8,1.0,1.3,4.7,0.5,10,21,9,14,13,17,16,16,11,8,5.0,30,21,6,15,94,89,10,30,48,18,33,18,29,39,39,31,24,27,31,17,5,4,26,2,7,38,42,1,2,5,31,25,21,22,5,2,9,6,5,4,16,8,17,1,67,5,12,8,8,7,11,3,4,16,11,15,16,7,7,7,11,39,5,0.038,0.027,0.013,0.023,0.032,0.028,0.03,0.028,0.052,0.031,0.026,0.03,0.033,0.021,0.026,0.041,0.031,0.029,0.034,0.046,0.024,0.027,0.028,0.027,0.032,0.034,0.027,0.026,0.031,0.026,0.033,0.043,0.025,0.026,0.017,0.032,0.038,0.03,0.012,0.018,0.021,0.034,0.037,0.025,0.024,0.011,0.022,0.026,0.017,0.011,0.023,0.019,0.023,0.019,0.012,0.019,0.014,0.018,0.021,0.018,0.015,0.026,0.026,0.017,0.022,0.027,0.018,0.023,0.018,0.021,0.021,0.017,0.016,0.028,1496,5466,2678,3111,2098,2541,3077,3496,1782,1433,920.0,3826,4035,1188,3510,15216,22648,2718,5504,5475,3637,5705,2314,5996,7158,6301,5432,4897,7434,5856,2646,835,1207,5786,1716,1487,6330,8149,286,640,1498,3737,5188,3469,4071,1842,817,2460,2432,1826,545,4030,2006,6033,322,4339,1620,3303,1674,1684,1666,2755,630,829,3258,1332,4007,3678,2464,1765,1690,2371,11396,488,0.119,0.114,0.086,0.107,0.134,0.14,0.12,0.13,0.157,0.131,0.123,0.14,0.14,0.115,0.13,0.154,0.126,0.121,0.131,0.148,0.09,0.132,0.134,0.122,0.134,0.139,0.129,0.118,0.112,0.128,0.129,0.103,0.114,0.113,0.076,0.122,0.129,0.129,0.091,0.099,0.105,0.144,0.14,0.117,0.112,0.085,0.109,0.102,0.091,0.088,0.125,0.096,0.105,0.099,0.089,0.109,0.09,0.093,0.107,0.103,0.098,0.114,0.125,0.106,0.115,0.121,0.104,0.116,0.093,0.126,0.107,0.108,0.093,0.136,447,1662,1034,1119,758,999,1070,1067,474,377,257.0,1634,1026,312,918,3875,5762,532,1384,2390,1013,1760,1009,1567,2085,1735,1650,1526,1957,1654,598,305,388,1440,454,551,1668,1902,209,260,735,1659,1113,1919,2324,850,313,1112,1119,795,347,1731,843,2398,117,2067,735,1555,934,834,785,968,241,391,1430,641,1693,1530,1042,568,781,1167,4619,273,2.989,2.974,2.424,2.698,2.479,2.308,2.507,2.914,2.84,3.125,3.167,1.991,2.979,2.739,2.81,2.961,3.138,3.424,2.963,2.001,2.795,2.511,2.002,2.821,2.719,2.901,2.562,2.561,2.908,2.723,3.071,2.695,2.626,3.006,3.044,2.527,2.814,3.051,1.651,2.826,2.756,2.028,3.046,2.001,1.984,2.418,3.102,2.775,2.727,2.462,1.924,2.33,2.316,2.686,2.551,2.372,2.398,2.473,2.005,2.266,2.225,2.635,2.464,2.113,2.499,2.303,2.631,2.761,2.838,3.202,2.57,2.408,2.557,2.032,0.586,0.709,0.665,0.442,0.644,0.469,0.581,0.605,0.468,0.376,0.532,0.517,0.597,0.6,0.462,0.694,0.688,0.64,0.528,0.575,0.761,0.407,0.501,0.725,0.536,0.6,0.457,0.632,0.551,0.535,0.716,0.977,0.613,0.646,0.695,0.429,0.66,0.605,0.386,0.505,0.471,0.578,0.813,0.579,0.52,0.486,0.587,0.685,0.364,0.586,0.39,0.627,0.524,0.497,0.38,0.541,0.387,0.516,0.369,0.324,0.372,0.819,0.78,0.839,0.487,0.732,0.518,0.475,0.43,0.805,0.457,0.41,0.514,0.449 -4033,Not Epileptic,F,52.0,0.8,1.6,0.8,0.9,1.8,2.9,2.7,1.6,1.7,0.6,0.1,2.5,1.6,0.6,1.5,4.9,8.3,0.6,2.9,3.0,1.9,2.8,1.5,3.3,2.7,3.6,2.3,2.4,3.7,2.6,1.3,1.1,0.2,2.2,0.6,0.6,3.5,3.0,0.1,0.5,0.8,2.9,3.4,2.4,3.8,0.9,0.4,0.7,1.2,0.9,0.8,1.5,1.1,2.9,0.4,1.7,0.8,2.0,1.2,1.2,0.6,1.7,0.2,0.6,1.9,1.1,2.3,1.8,1.3,0.8,0.9,1.6,4.4,0.4,5,11,7,7,13,21,14,13,11,5,2.0,17,16,4,10,40,57,5,30,30,11,26,13,25,29,33,24,24,25,26,16,7,3,21,5,6,38,29,1,3,4,27,26,17,20,7,2,5,6,13,4,8,5,17,2,14,6,15,7,7,4,12,2,4,14,11,19,10,8,6,8,11,32,2,0.037,0.023,0.019,0.023,0.042,0.035,0.042,0.03,0.076,0.032,0.022,0.033,0.035,0.048,0.043,0.045,0.039,0.031,0.038,0.03,0.03,0.034,0.028,0.049,0.035,0.036,0.027,0.029,0.035,0.032,0.046,0.042,0.019,0.033,0.025,0.019,0.038,0.032,0.017,0.031,0.019,0.042,0.067,0.024,0.028,0.026,0.022,0.013,0.017,0.028,0.033,0.023,0.029,0.028,0.032,0.017,0.019,0.023,0.028,0.022,0.022,0.033,0.029,0.028,0.02,0.026,0.024,0.028,0.027,0.029,0.024,0.025,0.02,0.03,1253,3681,1971,1855,1600,3660,2421,3194,1446,1076,531.0,2630,3134,741,2521,8211,13303,1948,4530,3746,3447,4565,2147,4751,4658,5925,4221,3805,5095,4118,1880,756,692,4589,1733,1524,5418,5934,302,655,1338,2619,3793,2471,3459,1055,697,2028,2281,1433,778,2275,1402,4360,311,3248,1365,3181,1304,1607,963,1880,434,890,3083,1200,3500,2238,1941,1349,1169,2346,8823,390,0.113,0.106,0.112,0.102,0.149,0.135,0.138,0.122,0.177,0.139,0.086,0.128,0.133,0.134,0.137,0.142,0.126,0.103,0.129,0.121,0.102,0.133,0.116,0.13,0.134,0.138,0.123,0.124,0.128,0.126,0.13,0.117,0.103,0.121,0.088,0.09,0.122,0.121,0.094,0.124,0.1,0.144,0.16,0.111,0.119,0.117,0.103,0.079,0.092,0.108,0.126,0.099,0.111,0.116,0.158,0.1,0.099,0.111,0.122,0.106,0.105,0.133,0.129,0.125,0.108,0.127,0.115,0.124,0.114,0.121,0.128,0.115,0.097,0.14,364,1073,654,677,666,1367,888,944,404,290,168.0,1161,845,207,611,1953,3522,334,1380,1727,950,1376,847,1243,1425,1743,1405,1388,1624,1387,496,380,249,1127,450,567,1558,1405,159,299,664,1199,1014,1500,2099,507,278,825,1024,638,369,1076,593,1665,162,1594,663,1451,721,838,445,831,173,349,1502,656,1655,990,839,450,581,1078,3638,168,3.399,2.924,2.953,2.653,2.188,2.468,2.324,3.095,2.643,3.234,2.714,1.992,2.785,2.663,2.953,2.9,2.931,3.873,2.803,1.896,2.887,2.606,2.169,2.826,2.622,2.77,2.374,2.235,2.617,2.384,2.814,2.037,2.271,2.898,3.553,2.491,2.565,3.038,2.114,2.362,2.529,1.926,2.899,1.838,1.897,2.03,3.042,2.979,2.608,2.505,2.11,2.183,2.384,2.367,2.287,2.193,2.403,2.472,2.195,2.134,2.379,2.293,2.692,2.55,2.207,2.434,2.233,2.597,2.537,3.268,2.228,2.594,2.551,2.697,1.151,0.843,0.621,0.56,0.497,0.484,0.488,0.613,0.535,0.503,0.72,0.445,0.544,0.49,0.627,0.668,0.727,0.846,0.64,0.461,0.734,0.413,0.456,0.634,0.57,0.615,0.562,0.47,0.592,0.544,0.716,0.968,0.423,0.757,0.841,0.523,0.709,0.527,0.54,0.487,0.593,0.527,0.695,0.533,0.562,0.547,0.493,0.908,0.601,0.509,0.446,0.539,0.796,0.701,0.441,0.447,0.341,0.627,0.367,0.287,0.465,0.599,0.47,0.886,0.586,0.76,0.451,0.569,0.492,0.676,0.727,0.714,0.501,0.697 -4034,Not Epileptic,M,55.0,0.6,1.7,0.8,1.1,1.3,1.4,1.5,1.9,0.8,0.6,0.3,2.7,1.7,0.5,1.3,5.0,9.0,0.8,1.8,3.3,0.7,2.2,1.7,3.7,3.3,2.7,2.6,2.2,2.7,3.0,1.2,1.0,0.6,2.1,0.4,0.9,2.4,3.0,0.2,0.2,1.1,3.2,1.8,2.3,2.5,0.6,0.5,0.9,1.6,0.5,0.5,1.9,1.5,2.2,0.7,2.3,0.4,1.6,0.9,0.8,0.5,2.1,0.2,0.6,1.9,1.1,2.2,1.2,0.9,0.7,0.9,1.0,3.5,0.3,7,19,6,8,14,17,15,19,14,7,5.0,25,22,7,15,59,97,5,27,30,6,33,15,38,43,31,38,25,29,36,17,8,8,30,2,11,32,36,2,1,7,26,21,20,15,6,3,6,7,4,4,12,9,17,7,16,2,18,6,6,3,19,1,5,15,14,24,10,6,5,5,7,60,2,0.032,0.023,0.016,0.022,0.03,0.023,0.03,0.034,0.031,0.035,0.031,0.032,0.028,0.034,0.032,0.035,0.031,0.031,0.026,0.035,0.015,0.029,0.032,0.039,0.031,0.025,0.025,0.027,0.028,0.031,0.039,0.036,0.027,0.027,0.013,0.024,0.04,0.03,0.02,0.022,0.022,0.037,0.035,0.023,0.019,0.013,0.02,0.015,0.019,0.021,0.018,0.021,0.026,0.02,0.025,0.015,0.016,0.017,0.021,0.014,0.022,0.029,0.013,0.018,0.022,0.022,0.018,0.018,0.017,0.02,0.022,0.018,0.018,0.017,1596,3909,2074,2004,2068,3260,2527,3215,1627,1442,770.0,3263,3845,1009,2453,9421,18289,2164,4710,4499,3088,4737,2020,6163,6927,6441,5345,3777,5810,5424,2190,1169,1244,5998,2229,2196,5467,7577,451,265,1431,2737,5231,2500,3513,1412,876,2546,2600,993,689,2888,1539,3783,759,4360,997,3217,1030,1599,708,3334,322,989,2579,1362,3887,2397,1545,1231,1337,1982,8190,465,0.115,0.118,0.093,0.105,0.133,0.119,0.099,0.143,0.143,0.137,0.129,0.134,0.129,0.142,0.147,0.138,0.133,0.121,0.118,0.141,0.077,0.124,0.121,0.14,0.136,0.123,0.115,0.105,0.106,0.146,0.13,0.103,0.126,0.136,0.069,0.112,0.14,0.152,0.111,0.134,0.114,0.133,0.138,0.12,0.1,0.092,0.108,0.088,0.097,0.104,0.115,0.107,0.121,0.104,0.103,0.092,0.086,0.11,0.118,0.097,0.103,0.135,0.095,0.106,0.113,0.106,0.098,0.109,0.096,0.111,0.114,0.107,0.097,0.116,444,1262,741,759,820,1101,934,1016,568,337,201.0,1340,1147,249,726,2692,5255,397,1308,1643,730,1298,914,1728,1962,1947,1905,1400,1639,1590,648,466,396,1378,522,702,1316,1673,192,123,715,1255,1034,1522,2000,696,385,925,1176,446,385,1339,778,1753,419,2216,456,1396,609,828,367,1211,185,508,1307,800,2032,1031,788,510,631,874,3501,248,3.375,2.717,2.586,2.531,2.206,2.465,2.257,2.85,2.254,2.97,2.779,2.042,2.643,2.875,2.598,2.567,2.641,3.871,2.854,2.27,2.945,2.651,2.002,2.723,2.693,2.633,2.208,2.122,2.693,2.539,2.47,2.502,2.628,3.062,3.45,2.731,3.148,3.186,2.527,2.349,2.619,1.926,3.476,1.806,1.967,2.131,2.78,3.302,2.621,2.785,1.941,2.287,2.152,2.297,2.19,2.145,2.509,2.454,1.953,2.085,2.378,2.688,2.025,2.311,2.111,1.955,1.995,2.437,2.224,2.561,2.323,2.561,2.424,2.341,0.837,0.729,0.516,0.529,0.573,0.624,0.665,0.57,0.612,0.668,1.087,0.499,0.468,0.347,0.482,0.577,0.644,0.738,0.715,0.657,0.712,0.569,0.435,0.863,0.643,0.557,0.558,0.544,0.493,0.695,0.749,0.778,0.359,0.597,0.717,0.398,0.711,0.587,0.432,0.518,0.443,0.536,0.639,0.56,0.577,0.425,0.528,0.823,0.499,0.468,0.323,0.455,0.504,0.414,0.346,0.411,0.454,0.465,0.41,0.386,0.339,0.757,0.227,0.762,0.48,0.676,0.458,0.439,0.461,0.712,0.415,0.549,0.415,0.307 -4035,Not Epileptic,F,52.0,1.5,2.0,1.0,1.1,1.8,1.7,3.5,2.1,1.6,0.8,0.4,3.1,1.5,0.8,1.3,6.9,11.3,0.9,2.2,4.1,1.8,2.4,2.7,6.7,3.3,3.8,6.3,3.5,3.9,3.6,1.5,1.1,0.6,2.4,0.4,0.6,5.3,3.5,0.2,0.4,1.4,2.7,3.4,2.3,4.5,1.1,1.0,1.0,1.7,0.8,0.8,2.1,1.3,3.8,0.4,3.6,0.7,2.3,1.1,1.5,0.8,1.9,0.3,0.8,2.3,1.5,3.9,2.0,1.6,0.5,1.2,1.4,4.5,0.4,13,17,7,7,15,16,22,18,11,10,5.0,32,14,5,11,58,92,6,19,37,14,28,24,41,41,41,50,29,27,38,13,8,4,25,5,4,48,90,1,4,7,25,29,21,25,8,5,6,9,8,5,14,8,20,2,26,6,24,10,11,7,14,2,7,17,18,27,14,9,6,8,10,33,3,0.05,0.026,0.02,0.021,0.037,0.031,0.045,0.03,0.055,0.035,0.037,0.034,0.032,0.055,0.033,0.038,0.038,0.032,0.038,0.034,0.039,0.026,0.034,0.054,0.033,0.029,0.041,0.033,0.035,0.033,0.041,0.044,0.026,0.03,0.02,0.018,0.051,0.035,0.02,0.027,0.026,0.032,0.052,0.021,0.029,0.021,0.044,0.018,0.021,0.023,0.027,0.024,0.028,0.031,0.014,0.02,0.021,0.029,0.024,0.021,0.026,0.032,0.019,0.026,0.021,0.025,0.026,0.025,0.029,0.02,0.029,0.018,0.018,0.024,1537,3620,1919,1990,1971,3421,3642,3633,1335,1634,570.0,3205,3042,963,2114,10076,17805,2266,3201,4868,3562,4457,3261,5550,6208,7832,6098,4130,6474,6103,1992,1064,954,5199,1307,1617,6371,7800,344,584,1484,2448,5865,2713,3745,1455,695,1930,2300,1412,589,2761,1474,4031,543,4795,1336,3249,993,2056,982,2981,354,847,3368,1300,4523,2691,1873,942,1427,2372,8668,408,0.14,0.109,0.105,0.102,0.127,0.131,0.126,0.124,0.15,0.135,0.147,0.138,0.127,0.139,0.125,0.139,0.134,0.11,0.138,0.135,0.122,0.117,0.124,0.154,0.14,0.127,0.128,0.111,0.112,0.136,0.143,0.118,0.097,0.123,0.086,0.094,0.151,0.127,0.107,0.138,0.113,0.13,0.161,0.112,0.117,0.107,0.135,0.09,0.105,0.117,0.137,0.113,0.126,0.115,0.102,0.111,0.117,0.137,0.138,0.106,0.124,0.12,0.101,0.131,0.108,0.122,0.114,0.114,0.119,0.113,0.122,0.107,0.097,0.127,536,1424,764,785,897,973,1233,1205,500,418,203.0,1478,915,254,642,3176,5251,449,1029,2045,836,1472,1196,2009,1817,2297,2351,1670,1755,1962,594,485,293,1320,413,567,1897,1803,170,247,796,1229,1311,1743,2375,753,352,897,1139,613,386,1459,713,2008,337,2503,493,1433,650,1125,487,1050,243,523,1661,897,2346,1293,878,449,721,1171,3860,208,2.96,2.559,2.615,2.511,1.991,2.734,2.338,2.556,2.147,2.873,2.273,1.875,2.633,2.75,2.579,2.451,2.753,3.687,2.746,1.989,3.26,2.359,2.226,2.326,2.605,2.674,2.139,2.046,2.794,2.468,2.42,2.308,2.662,2.696,2.797,2.679,2.53,3.079,2.253,2.481,2.27,1.837,3.158,1.771,1.856,1.971,2.396,2.559,2.559,2.578,1.976,2.075,2.267,2.189,1.917,2.108,2.658,2.318,1.8,1.973,2.177,2.777,1.734,2.017,2.179,1.795,1.994,2.411,2.288,2.346,2.258,2.311,2.349,2.532,0.788,0.546,0.45,0.464,0.53,0.839,0.683,0.524,0.679,0.75,0.94,0.567,0.482,0.575,0.546,0.543,0.664,0.758,0.579,0.69,0.867,0.532,0.735,0.795,0.556,0.675,0.579,0.548,0.698,0.627,0.751,0.918,0.446,0.685,0.622,0.429,0.816,0.705,0.403,0.39,0.461,0.575,0.845,0.606,0.61,0.437,0.516,0.615,0.519,0.558,0.484,0.446,0.479,0.499,0.367,0.42,0.756,0.719,0.405,0.408,0.545,0.653,0.423,0.527,0.573,0.584,0.452,0.479,0.384,0.7,0.391,0.686,0.51,0.668 -4036,Not Epileptic,M,27.0,1.5,2.3,1.0,1.3,1.9,2.6,1.9,2.0,1.2,0.8,0.4,3.4,1.9,0.6,1.6,6.5,10.1,1.3,2.4,5.4,1.9,2.3,2.2,2.8,3.3,3.6,3.1,3.8,4.3,3.2,2.2,0.9,0.3,3.4,0.5,1.4,3.9,3.3,0.2,0.3,0.9,3.9,3.0,4.3,3.8,0.6,0.5,0.8,1.2,1.0,0.7,3.0,0.8,2.8,0.5,4.4,0.9,1.2,1.4,1.3,0.5,1.9,0.6,0.5,2.9,1.5,4.4,1.2,1.1,0.7,0.7,1.6,4.0,0.3,11,18,8,11,13,22,13,19,9,9,3.0,27,19,9,14,55,75,9,28,40,14,23,19,25,43,33,31,33,29,36,21,6,4,31,3,12,35,34,2,2,5,30,25,26,20,4,2,5,6,9,4,22,6,15,4,29,6,10,8,11,4,10,4,3,25,12,38,6,6,6,5,9,29,2,0.044,0.024,0.019,0.025,0.041,0.032,0.03,0.035,0.05,0.035,0.024,0.038,0.031,0.044,0.034,0.042,0.038,0.046,0.03,0.04,0.033,0.033,0.03,0.035,0.03,0.032,0.029,0.037,0.039,0.036,0.052,0.04,0.028,0.037,0.019,0.029,0.04,0.035,0.014,0.018,0.02,0.04,0.05,0.031,0.033,0.012,0.022,0.014,0.015,0.02,0.034,0.027,0.02,0.024,0.02,0.03,0.021,0.017,0.029,0.028,0.019,0.036,0.029,0.023,0.027,0.032,0.029,0.019,0.024,0.026,0.024,0.021,0.018,0.02,1755,4956,2894,2523,2481,3723,2881,3236,1446,1596,642.0,3062,4181,1333,3474,11637,19076,2584,5177,5049,3871,4018,2830,6420,6798,7512,5576,5018,6732,5252,2655,1123,789,6741,2029,2602,5549,6829,341,660,1504,2910,5774,4161,3006,1454,941,1721,2496,1760,592,5030,1627,4564,830,4689,1487,2755,1574,1494,963,2323,669,1040,3607,1454,5313,2291,1482,1644,1080,2009,9294,643,0.147,0.106,0.094,0.11,0.138,0.135,0.108,0.138,0.138,0.136,0.112,0.143,0.126,0.142,0.131,0.138,0.132,0.125,0.128,0.138,0.105,0.137,0.135,0.13,0.14,0.124,0.123,0.12,0.122,0.144,0.153,0.107,0.143,0.132,0.082,0.112,0.126,0.124,0.097,0.1,0.103,0.146,0.135,0.127,0.126,0.087,0.098,0.087,0.088,0.102,0.128,0.109,0.1,0.108,0.115,0.135,0.099,0.098,0.121,0.135,0.101,0.121,0.139,0.113,0.128,0.135,0.12,0.098,0.116,0.125,0.125,0.115,0.094,0.107,541,1562,895,907,824,1337,1066,1013,430,388,241.0,1477,1110,280,873,2766,4638,528,1430,2138,1015,1260,1131,1454,1888,1922,1840,1777,1678,1622,651,459,220,1432,490,815,1682,1631,202,317,678,1484,1206,2259,1884,719,329,806,1150,730,324,1893,749,1848,401,2250,696,1226,807,776,446,793,285,328,1759,655,2436,976,684,512,488,1045,3619,234,3.049,2.796,2.871,2.829,2.529,2.55,2.282,2.924,2.501,3.357,2.726,1.88,2.91,3.125,2.915,2.953,3.174,3.584,2.91,1.994,3.007,2.491,2.086,3.219,2.875,3.089,2.463,2.25,2.897,2.651,2.9,2.572,2.885,3.323,3.299,2.857,2.604,3.098,1.989,2.511,2.941,1.867,3.099,2.211,1.887,2.299,3.576,2.667,2.718,2.484,2.221,2.617,2.321,2.626,2.764,2.334,2.553,2.562,2.213,2.19,2.39,2.886,2.454,3.097,2.085,2.574,2.277,2.722,2.638,3.098,2.613,2.389,2.712,3.048,0.832,0.902,0.748,0.578,0.765,0.496,0.723,0.524,0.535,0.429,0.833,0.592,0.487,0.604,0.624,0.674,0.7,0.83,0.605,0.736,0.77,0.458,0.549,0.813,0.549,0.649,0.481,0.549,0.791,0.543,0.816,0.949,0.436,0.807,0.82,0.646,0.695,0.616,0.317,0.347,0.679,0.528,0.829,0.701,0.676,0.43,0.44,0.562,0.483,0.617,0.407,0.544,0.423,0.411,0.357,0.461,0.577,0.487,0.363,0.474,0.373,0.87,0.662,0.941,0.446,0.789,0.531,0.406,0.45,0.797,0.39,0.627,0.533,0.897 -4037,Not Epileptic,F,32.0,0.9,1.8,1.1,1.1,1.6,2.3,1.5,1.9,1.0,0.4,0.2,3.3,1.5,0.5,0.7,5.5,10.1,1.2,1.8,5.3,1.3,3.4,2.3,2.5,3.4,2.7,2.5,2.1,2.4,3.1,2.2,1.5,0.5,2.3,0.6,0.4,2.8,3.1,0.2,0.2,1.1,3.7,2.1,2.9,2.6,0.8,0.4,1.3,1.4,0.8,0.6,1.0,1.3,2.7,0.5,2.5,0.9,1.5,1.0,1.4,0.8,1.3,0.3,0.6,1.9,1.5,2.4,0.9,1.5,0.5,0.8,1.1,4.6,0.4,9,16,7,8,17,28,13,21,11,6,3.0,33,16,7,12,85,103,9,24,45,11,42,24,33,39,31,32,23,25,38,29,11,7,26,4,4,35,40,2,2,7,31,20,25,18,5,2,7,8,6,5,9,11,22,2,22,8,13,7,11,5,13,2,5,14,17,18,8,10,4,5,10,38,4,0.041,0.021,0.019,0.02,0.031,0.026,0.02,0.028,0.039,0.027,0.025,0.033,0.026,0.038,0.026,0.033,0.03,0.04,0.026,0.039,0.029,0.035,0.031,0.033,0.031,0.023,0.023,0.022,0.025,0.027,0.043,0.062,0.024,0.025,0.018,0.012,0.029,0.027,0.018,0.016,0.022,0.038,0.036,0.026,0.018,0.013,0.015,0.019,0.017,0.014,0.022,0.012,0.021,0.019,0.023,0.02,0.025,0.018,0.025,0.021,0.024,0.022,0.017,0.018,0.018,0.029,0.016,0.013,0.022,0.015,0.019,0.013,0.019,0.019,1441,4218,2501,2821,2304,4831,3298,3562,1639,1477,701.0,3654,3513,950,1698,10488,20751,2343,4618,5276,3802,5296,3100,5128,6550,6543,6244,4553,5506,6559,2976,1013,1239,6561,1895,1758,6668,8891,399,358,1634,2903,5080,2916,3791,1775,803,2828,2599,1777,828,2459,1950,5251,527,3901,1311,3281,1309,1865,1025,2318,384,896,3330,1414,4569,2302,2078,863,1399,2511,9476,639,0.13,0.108,0.103,0.099,0.13,0.136,0.101,0.127,0.159,0.118,0.117,0.142,0.129,0.131,0.134,0.145,0.133,0.13,0.124,0.157,0.099,0.134,0.114,0.126,0.126,0.12,0.11,0.108,0.115,0.128,0.174,0.162,0.111,0.119,0.094,0.072,0.126,0.128,0.108,0.11,0.104,0.13,0.137,0.129,0.103,0.092,0.086,0.094,0.098,0.101,0.122,0.091,0.117,0.102,0.12,0.115,0.133,0.106,0.115,0.117,0.118,0.12,0.105,0.115,0.101,0.127,0.099,0.093,0.114,0.109,0.107,0.097,0.103,0.129,450,1417,855,933,902,1398,1037,1194,481,312,191.0,1706,945,275,511,3255,5784,522,1189,2216,820,1611,1093,1434,1813,1845,1843,1499,1622,1918,859,421,331,1464,497,610,1674,1990,186,191,806,1380,1121,1724,2156,843,350,1146,1228,796,440,1182,989,2301,292,1885,558,1398,668,988,504,938,247,465,1563,746,2145,1056,1004,475,676,1212,3901,274,2.902,2.723,2.779,3.041,2.214,2.691,2.541,2.627,2.52,3.493,2.851,1.919,2.775,2.582,2.459,2.482,2.828,3.539,3.042,2.023,3.419,2.584,2.431,2.724,2.738,2.773,2.607,2.39,2.641,2.58,2.654,2.4,2.863,3.128,3.472,2.559,2.977,3.141,2.423,2.195,2.585,1.939,3.325,1.951,1.999,2.443,2.905,3.041,2.607,2.533,2.214,2.126,2.063,2.375,2.215,2.24,2.48,2.723,2.189,2.109,2.529,2.27,1.679,2.239,2.373,2.23,2.328,2.482,2.446,2.114,2.437,2.337,2.672,2.648,0.549,0.73,0.51,0.409,0.634,0.672,0.674,0.516,0.563,0.485,0.885,0.553,0.414,0.431,0.483,0.504,0.627,0.93,0.577,0.716,0.689,0.53,0.648,0.588,0.571,0.545,0.578,0.499,0.443,0.583,0.582,0.985,0.389,0.541,0.546,0.473,0.645,0.555,0.415,0.415,0.493,0.559,0.651,0.609,0.528,0.507,0.408,0.753,0.4,0.43,0.445,0.47,0.512,0.38,0.373,0.415,0.544,0.615,0.393,0.412,0.486,0.583,0.305,0.677,0.461,0.735,0.381,0.398,0.366,0.495,0.475,0.456,0.476,0.464 -4038,Not Epileptic,F,22.0,1.4,2.6,1.0,1.3,1.9,1.7,2.4,1.5,1.2,0.6,0.2,3.1,1.6,0.5,0.9,5.7,7.7,1.2,2.1,4.0,0.8,3.0,1.4,4.4,2.5,2.5,3.3,2.2,3.0,2.9,2.8,0.9,0.3,1.8,0.5,0.7,3.6,2.7,0.1,0.2,1.0,2.9,2.0,2.2,2.8,0.7,0.6,0.8,1.3,0.7,0.5,1.5,1.6,2.6,0.4,1.7,0.9,1.3,1.2,0.8,0.3,1.9,0.3,0.6,1.5,1.1,2.3,1.2,1.2,0.4,0.9,1.4,3.4,0.2,9,23,8,10,15,16,19,15,9,6,3.0,27,15,4,12,59,66,10,24,37,7,37,16,46,33,25,37,20,25,37,23,5,3,22,3,7,41,37,1,1,5,27,19,21,18,5,3,5,7,6,5,14,9,17,2,14,6,10,14,7,2,33,2,6,9,15,16,9,8,3,5,10,25,2,0.048,0.028,0.02,0.024,0.036,0.029,0.034,0.03,0.038,0.026,0.024,0.031,0.034,0.025,0.023,0.032,0.031,0.04,0.034,0.037,0.017,0.032,0.024,0.047,0.027,0.027,0.029,0.028,0.03,0.032,0.056,0.037,0.022,0.023,0.016,0.024,0.035,0.029,0.011,0.016,0.022,0.034,0.032,0.027,0.022,0.013,0.022,0.015,0.019,0.019,0.022,0.023,0.026,0.023,0.022,0.015,0.025,0.015,0.026,0.013,0.014,0.034,0.017,0.016,0.02,0.024,0.02,0.017,0.019,0.016,0.025,0.02,0.016,0.014,1565,4474,2107,2165,2218,2912,2972,2798,1820,1234,653.0,2801,3164,1144,2420,11613,16849,2346,3976,4398,3094,4465,2166,6473,5717,5381,5130,3817,6728,5685,2057,1124,832,5663,2104,1710,8667,7565,290,393,1335,2099,5783,2245,3392,1586,822,1836,2176,1641,498,2360,1980,4371,410,3308,1397,2792,1325,1694,604,2536,423,1005,2328,959,3663,2483,1789,945,1244,2252,7234,502,0.139,0.131,0.113,0.113,0.139,0.125,0.124,0.126,0.143,0.139,0.107,0.135,0.139,0.128,0.126,0.142,0.13,0.15,0.131,0.146,0.089,0.13,0.111,0.149,0.126,0.124,0.115,0.108,0.115,0.138,0.154,0.103,0.101,0.12,0.081,0.098,0.14,0.142,0.083,0.096,0.109,0.133,0.132,0.13,0.106,0.095,0.105,0.084,0.101,0.105,0.121,0.116,0.111,0.11,0.121,0.095,0.121,0.097,0.142,0.09,0.094,0.131,0.109,0.104,0.104,0.129,0.101,0.096,0.105,0.099,0.12,0.115,0.096,0.102,470,1481,744,828,894,1012,1143,953,508,332,179.0,1510,832,290,700,3088,4420,529,1073,1858,743,1474,897,1761,1488,1563,1653,1170,1702,1712,755,412,279,1242,530,601,1974,1684,183,219,673,1271,1170,1420,2013,762,368,834,1035,621,345,1131,1035,1826,203,1721,601,1331,785,903,320,1028,268,532,1106,651,1772,1097,848,413,568,1083,3204,227,3.157,2.764,2.899,2.598,2.053,2.63,2.211,2.626,2.506,2.892,2.761,1.708,2.778,2.761,2.575,2.737,2.975,3.489,2.92,2.0,2.957,2.372,2.087,2.654,2.855,2.764,2.416,2.453,2.829,2.643,2.107,2.669,2.446,3.098,3.489,2.496,3.172,3.193,1.961,2.148,2.536,1.601,3.518,1.885,1.892,2.305,2.727,2.912,2.578,2.954,1.818,2.166,2.132,2.32,2.503,2.128,2.757,2.478,1.984,2.07,2.065,2.444,1.699,2.221,2.405,1.977,2.141,2.508,2.354,2.352,2.638,2.468,2.465,2.63,0.654,0.73,0.56,0.452,0.749,0.631,0.602,0.54,0.753,0.56,0.766,0.508,0.468,0.574,0.549,0.739,0.658,0.743,0.528,0.704,0.791,0.573,0.545,0.79,0.588,0.605,0.671,0.7,0.632,0.613,0.617,0.844,0.393,0.608,0.64,0.517,0.74,0.62,0.412,0.348,0.481,0.402,0.683,0.646,0.547,0.443,0.447,0.477,0.444,0.623,0.405,0.411,0.496,0.583,0.443,0.41,0.469,0.374,0.397,0.365,0.335,0.609,0.467,0.55,0.508,0.643,0.41,0.385,0.394,0.714,0.377,0.491,0.437,0.452 -4039,Not Epileptic,F,27.0,0.8,1.7,0.6,0.9,1.1,1.9,1.3,2.0,1.1,0.5,0.1,2.5,1.5,0.5,0.9,5.5,8.0,0.7,2.2,3.9,1.0,1.9,1.0,2.1,2.5,2.7,3.0,2.3,2.7,3.4,1.0,1.0,0.6,3.2,0.3,0.9,2.9,2.7,0.1,0.1,1.0,2.7,3.0,2.2,3.0,0.8,0.3,1.5,1.3,1.6,0.7,1.7,1.4,2.3,0.2,2.0,0.7,2.1,0.6,0.6,0.3,0.9,0.5,0.6,1.4,1.2,2.6,1.0,1.8,0.5,1.0,1.2,3.5,0.5,7,13,5,7,13,21,11,18,11,5,1.0,22,14,8,11,53,73,6,24,35,8,23,10,28,33,20,32,22,22,34,14,6,6,37,2,8,25,28,1,1,5,21,23,16,17,6,1,9,7,8,3,15,9,15,2,14,6,16,3,4,2,7,2,4,10,10,16,7,9,5,7,8,27,3,0.035,0.021,0.014,0.022,0.03,0.03,0.023,0.032,0.048,0.028,0.021,0.037,0.031,0.039,0.032,0.037,0.03,0.03,0.029,0.037,0.023,0.03,0.028,0.035,0.027,0.036,0.027,0.029,0.027,0.037,0.038,0.043,0.027,0.041,0.018,0.021,0.041,0.032,0.018,0.016,0.022,0.037,0.045,0.026,0.023,0.019,0.015,0.022,0.018,0.036,0.027,0.025,0.029,0.022,0.015,0.017,0.03,0.022,0.021,0.016,0.02,0.02,0.038,0.025,0.021,0.043,0.026,0.018,0.024,0.017,0.026,0.018,0.017,0.019,1420,4187,1992,2050,1968,2969,2473,3332,1595,1232,365.0,2568,2945,1157,2111,10379,18842,2278,4472,3993,2586,4016,1752,5125,5892,5224,5145,3828,6191,5279,2372,931,1208,6697,1678,2461,3156,6062,281,340,1621,2652,5271,1905,3445,1307,728,2465,2459,1497,632,2881,1961,4338,461,3370,1366,3276,816,1321,688,1889,527,827,2201,777,3287,2271,2323,977,1463,2357,8317,865,0.123,0.105,0.087,0.103,0.127,0.15,0.102,0.135,0.155,0.127,0.078,0.151,0.134,0.155,0.131,0.141,0.13,0.113,0.122,0.137,0.094,0.131,0.126,0.134,0.13,0.132,0.121,0.12,0.112,0.147,0.121,0.11,0.126,0.142,0.095,0.101,0.126,0.132,0.097,0.104,0.109,0.142,0.153,0.117,0.107,0.104,0.091,0.097,0.098,0.144,0.133,0.112,0.114,0.105,0.116,0.1,0.121,0.114,0.113,0.094,0.092,0.109,0.143,0.146,0.116,0.146,0.119,0.101,0.115,0.117,0.124,0.096,0.093,0.115,402,1355,697,741,689,1048,850,1135,396,324,113.0,1055,770,262,556,2648,4589,410,1152,1849,719,1099,632,1179,1541,1350,1711,1352,1626,1564,460,412,357,1424,336,661,1192,1390,155,183,704,1201,1174,1282,2022,649,293,983,1032,727,379,1159,848,1758,217,1819,460,1482,440,652,299,704,205,338,1032,371,1541,916,1046,464,634,1047,3352,344,3.314,3.004,2.692,2.793,2.218,2.395,2.413,2.657,2.692,3.213,2.918,2.113,2.949,2.995,2.655,2.798,3.077,3.913,3.115,1.896,2.986,2.762,2.41,3.159,2.742,3.075,2.404,2.287,2.831,2.677,3.241,2.262,2.722,3.096,3.69,3.029,2.276,3.028,1.994,2.111,2.925,1.982,3.172,1.769,1.955,2.066,3.05,3.194,2.831,2.531,2.217,2.42,2.254,2.517,2.492,2.063,2.691,2.548,2.221,2.238,2.763,2.684,2.618,2.545,2.351,2.382,2.345,2.829,2.648,2.317,2.445,2.589,2.626,3.384,0.97,0.534,0.578,0.669,0.737,0.545,0.592,0.742,0.725,0.591,0.807,0.668,0.436,0.581,0.597,0.722,0.676,0.943,0.693,0.572,0.719,0.468,0.421,0.654,0.629,0.652,0.552,0.586,0.522,0.581,0.781,0.896,0.518,0.733,0.916,0.597,0.749,0.629,0.306,0.435,0.553,0.575,0.88,0.741,0.571,0.45,0.453,0.82,0.604,0.59,0.444,0.528,0.611,0.583,0.546,0.469,0.598,0.633,0.319,0.346,0.512,0.691,0.608,0.884,0.6,0.662,0.529,0.503,0.562,0.747,0.497,0.552,0.523,0.495 -4040,Not Epileptic,F,55.0,0.6,2.0,0.5,0.8,1.2,2.2,1.3,1.5,1.1,0.6,0.6,3.0,1.7,0.2,1.7,4.7,6.9,0.9,2.1,4.5,0.7,2.6,1.3,2.6,2.9,2.8,3.1,1.9,2.4,3.1,1.1,0.7,0.4,2.4,0.3,0.3,4.1,3.8,0.1,0.1,0.9,2.8,2.0,2.9,2.1,0.4,0.3,0.8,0.9,0.8,0.6,2.3,0.9,2.2,0.1,2.0,0.7,1.6,1.1,0.8,0.6,1.1,0.5,0.3,1.4,1.5,2.2,1.0,0.9,0.5,1.1,1.6,5.4,0.4,5,24,7,7,12,16,12,12,11,5,4.0,24,15,4,15,44,62,7,21,35,7,28,11,25,26,27,30,16,18,27,15,5,4,22,2,2,38,37,2,1,4,22,18,18,15,3,2,4,5,6,5,17,6,13,0,16,4,14,8,8,5,8,2,3,10,15,16,7,5,5,7,10,40,3,0.028,0.023,0.012,0.019,0.03,0.036,0.026,0.03,0.036,0.037,0.04,0.038,0.03,0.018,0.033,0.031,0.025,0.03,0.034,0.036,0.018,0.034,0.028,0.033,0.031,0.034,0.032,0.028,0.026,0.036,0.032,0.029,0.017,0.031,0.011,0.011,0.036,0.036,0.015,0.016,0.019,0.033,0.031,0.03,0.019,0.011,0.015,0.013,0.012,0.02,0.033,0.023,0.016,0.021,0.01,0.021,0.018,0.022,0.026,0.017,0.032,0.021,0.021,0.015,0.019,0.034,0.023,0.019,0.017,0.021,0.033,0.023,0.02,0.019,1658,3968,1556,1635,1899,3191,2214,2696,1623,1045,662.0,2979,3470,738,2605,8643,15207,2117,3265,4545,2959,4316,1526,5232,4230,5138,4383,3087,4930,4275,1974,705,1025,5294,1431,1306,5870,6489,395,344,1381,2630,4238,2384,2600,1070,753,2079,2546,1256,422,3748,1599,4239,183,3092,1151,2517,1156,1192,658,2446,506,975,2088,843,2678,1814,1289,936,1224,1964,8729,461,0.098,0.113,0.093,0.1,0.121,0.13,0.106,0.119,0.136,0.125,0.152,0.144,0.123,0.125,0.15,0.131,0.121,0.108,0.124,0.137,0.085,0.139,0.117,0.128,0.13,0.133,0.127,0.111,0.103,0.144,0.134,0.107,0.109,0.118,0.073,0.066,0.126,0.12,0.092,0.092,0.094,0.134,0.126,0.119,0.103,0.087,0.093,0.075,0.079,0.114,0.155,0.11,0.092,0.097,0.082,0.116,0.095,0.112,0.129,0.098,0.13,0.107,0.111,0.109,0.104,0.134,0.116,0.108,0.102,0.119,0.14,0.107,0.103,0.098,377,1458,661,709,745,993,786,845,450,286,219.0,1149,882,215,789,2338,4279,409,1041,1973,702,1372,745,1268,1454,1473,1636,1026,1311,1391,543,373,349,1244,440,513,1863,1751,180,153,701,1199,1035,1451,1692,550,322,905,1159,648,269,1609,824,1852,88,1525,564,1268,650,781,350,829,284,347,1079,585,1440,839,702,401,524,990,3923,300,3.641,2.464,2.303,2.221,2.276,2.692,2.308,2.693,2.478,3.052,2.673,2.174,2.932,2.635,2.743,2.698,2.789,3.982,2.532,2.004,3.007,2.526,1.886,3.033,2.41,2.803,2.236,2.287,2.747,2.405,2.749,1.965,2.318,3.007,2.948,2.34,2.504,2.752,2.304,2.339,2.256,1.945,3.082,1.801,1.755,2.23,2.847,2.655,2.507,2.432,1.838,2.376,2.218,2.338,1.969,2.246,2.639,2.271,1.964,1.692,2.141,2.86,2.052,3.294,2.079,1.947,1.989,2.43,2.174,2.657,2.535,2.396,2.381,1.882,0.671,0.653,0.567,0.524,0.504,0.843,0.549,0.678,0.737,0.493,0.712,0.577,0.509,0.444,0.498,0.523,0.622,0.799,0.597,0.533,0.809,0.562,0.475,0.581,0.534,0.748,0.586,0.629,0.607,0.668,0.67,0.796,0.28,0.728,0.829,0.53,0.753,0.845,0.381,0.599,0.781,0.658,0.606,0.596,0.447,0.643,0.517,0.873,0.669,0.339,0.403,0.526,0.569,0.531,0.234,0.637,0.573,0.691,0.352,0.375,0.381,0.821,0.441,0.829,0.591,0.65,0.459,0.502,0.415,0.482,0.611,0.754,0.55,0.453 -4041,Not Epileptic,F,52.0,0.9,2.3,1.4,0.8,1.6,1.6,2.0,1.3,1.0,0.7,0.3,2.4,1.9,0.5,1.2,5.4,9.2,0.9,2.7,3.4,1.7,3.9,2.5,3.8,3.9,2.7,3.0,3.4,4.8,3.5,1.9,1.3,0.6,2.0,0.6,0.4,4.8,2.2,0.2,0.2,1.2,3.5,2.4,2.1,4.6,0.7,0.4,1.0,1.5,0.8,0.8,2.3,1.3,1.9,0.4,2.4,1.2,1.8,2.0,0.9,0.7,1.5,0.3,0.6,1.7,1.3,2.8,1.5,0.9,0.6,0.7,1.3,3.4,0.3,7,26,10,6,16,16,18,14,9,6,4.0,23,19,5,13,60,76,6,30,26,14,42,17,39,42,29,37,25,34,36,25,9,6,22,3,6,50,35,1,2,8,29,19,16,23,4,2,5,6,7,6,16,9,14,2,20,14,12,14,8,6,14,2,6,11,17,21,9,7,7,6,10,28,2,0.037,0.024,0.026,0.015,0.028,0.026,0.033,0.027,0.039,0.042,0.032,0.035,0.028,0.027,0.029,0.032,0.033,0.035,0.034,0.04,0.029,0.035,0.046,0.041,0.038,0.028,0.028,0.029,0.039,0.029,0.053,0.049,0.025,0.026,0.023,0.014,0.038,0.027,0.015,0.024,0.027,0.039,0.038,0.024,0.03,0.013,0.016,0.016,0.021,0.021,0.029,0.024,0.024,0.02,0.024,0.017,0.025,0.021,0.025,0.019,0.018,0.022,0.015,0.02,0.02,0.023,0.021,0.02,0.02,0.02,0.017,0.016,0.015,0.018,1536,4592,2435,2092,2186,3321,3054,2915,1657,1245,701.0,2837,4009,1107,2885,10752,18306,2287,5029,3206,3877,5649,2062,6547,6684,5778,6515,4134,6747,7181,2424,1294,1208,5749,1835,1869,9207,7037,417,361,1403,2852,5660,2408,3814,1455,724,2125,1946,1435,705,3493,1634,3846,419,4597,1609,2832,2190,1447,1290,2921,413,787,2631,1197,4120,2433,1519,957,1342,2503,8538,493,0.114,0.124,0.124,0.092,0.129,0.124,0.114,0.133,0.148,0.15,0.122,0.138,0.126,0.126,0.125,0.142,0.137,0.119,0.143,0.142,0.117,0.116,0.138,0.142,0.12,0.134,0.121,0.106,0.121,0.132,0.155,0.125,0.108,0.125,0.087,0.08,0.145,0.139,0.095,0.115,0.129,0.131,0.137,0.114,0.121,0.09,0.09,0.089,0.1,0.112,0.143,0.115,0.115,0.099,0.145,0.102,0.125,0.112,0.119,0.102,0.103,0.119,0.112,0.127,0.105,0.115,0.105,0.106,0.105,0.132,0.103,0.1,0.093,0.12,423,1601,804,728,900,1027,911,858,452,320,203.0,1182,1103,274,739,2873,4814,442,1397,1466,931,1598,827,1761,1756,1680,1899,1567,1807,2076,771,530,365,1262,480,635,2266,1622,232,159,672,1377,1207,1400,2299,733,315,911,964,625,353,1565,868,1559,185,2202,817,1329,1221,769,637,1054,245,423,1287,867,2121,1109,738,495,638,1199,3535,212,3.521,2.587,2.862,2.668,2.173,2.494,2.697,2.807,2.632,3.016,2.566,2.052,2.851,2.863,2.947,2.745,2.998,3.933,2.864,1.877,3.087,2.651,2.171,2.816,2.885,2.755,2.61,2.154,2.779,2.697,2.438,2.557,2.708,3.173,3.528,2.573,2.947,3.077,2.05,2.524,2.374,1.811,3.463,1.962,1.913,2.281,2.774,2.869,2.503,2.558,2.046,2.42,2.056,2.544,2.584,2.311,2.185,2.364,2.083,2.096,2.341,2.634,1.966,2.21,2.353,1.753,2.196,2.536,2.459,2.089,2.415,2.362,2.578,3.22,0.759,0.558,0.76,0.526,0.617,0.768,0.668,0.501,0.673,0.992,0.837,0.578,0.526,0.386,0.55,0.653,0.681,0.728,0.593,0.622,0.8,0.653,0.625,0.774,0.582,0.569,0.571,0.588,0.713,0.605,0.673,0.644,0.396,0.629,0.759,0.471,0.806,0.619,0.381,0.468,0.394,0.614,0.673,0.573,0.571,0.441,0.506,0.782,0.519,0.406,0.581,0.51,0.493,0.455,0.484,0.39,0.322,0.641,0.441,0.387,0.46,0.644,0.43,0.597,0.422,0.501,0.422,0.463,0.448,0.577,0.461,0.522,0.424,0.502 -4042,Not Epileptic,M,22.0,0.9,1.9,0.9,1.0,1.7,3.1,1.9,2.5,2.7,0.8,0.3,3.5,1.7,0.5,1.3,7.9,11.4,1.1,3.1,4.1,2.7,5.2,3.6,4.8,5.8,4.0,6.1,2.9,3.4,3.3,2.6,0.6,0.5,2.9,0.6,0.5,3.5,4.0,0.2,0.3,1.1,2.9,3.6,2.5,3.0,0.8,0.6,0.9,1.3,1.3,0.7,2.2,1.5,2.7,0.5,2.7,0.5,2.2,1.4,1.3,0.6,1.1,0.4,0.4,1.9,1.0,2.9,1.7,1.0,0.5,1.0,1.5,5.6,0.3,8,15,7,8,12,34,16,23,18,9,2.0,30,19,6,13,73,89,9,34,36,22,49,28,40,48,40,59,28,31,44,18,5,4,29,4,5,45,49,2,3,6,31,27,17,15,5,3,4,6,11,6,16,8,20,3,20,5,24,10,10,4,6,2,4,15,12,21,12,6,6,6,10,42,2,0.044,0.025,0.018,0.022,0.038,0.033,0.034,0.04,0.073,0.039,0.035,0.046,0.042,0.038,0.044,0.047,0.042,0.041,0.037,0.041,0.049,0.048,0.052,0.055,0.049,0.034,0.048,0.037,0.039,0.036,0.061,0.033,0.035,0.047,0.033,0.016,0.04,0.041,0.029,0.023,0.023,0.034,0.058,0.025,0.023,0.019,0.027,0.015,0.016,0.032,0.029,0.03,0.029,0.026,0.023,0.018,0.014,0.024,0.023,0.019,0.023,0.027,0.031,0.022,0.022,0.026,0.025,0.021,0.016,0.026,0.027,0.023,0.022,0.02,1660,3666,1832,2109,2298,4276,2711,3407,2000,1660,661.0,3070,3373,930,2549,10525,18006,2146,4473,4167,3267,5081,2508,6132,5399,7708,5810,4057,5971,6121,2086,749,733,5247,1351,1760,6357,8120,288,682,1456,2294,5151,2800,3428,1319,848,2011,2286,1555,811,2895,1560,3891,579,4412,1252,3293,1609,1903,615,1840,362,837,2685,1039,3978,2853,1601,855,1472,1954,9694,354,0.131,0.115,0.102,0.101,0.142,0.136,0.123,0.151,0.193,0.161,0.127,0.16,0.147,0.164,0.157,0.161,0.145,0.132,0.148,0.155,0.134,0.133,0.15,0.174,0.146,0.146,0.145,0.127,0.127,0.149,0.183,0.097,0.113,0.151,0.126,0.09,0.15,0.148,0.141,0.115,0.114,0.133,0.187,0.117,0.104,0.104,0.111,0.081,0.084,0.118,0.139,0.129,0.12,0.115,0.117,0.105,0.098,0.127,0.111,0.11,0.122,0.11,0.124,0.108,0.12,0.111,0.119,0.105,0.094,0.135,0.132,0.117,0.102,0.13,412,1293,766,744,723,1584,946,1209,606,378,181.0,1311,942,248,625,3091,4910,481,1434,1820,961,1730,1051,1635,1944,2052,2139,1458,1707,1883,648,378,249,1226,352,583,1666,1834,147,232,709,1371,1176,1625,1914,604,356,894,1097,674,383,1236,750,1847,322,2206,561,1580,875,1008,364,646,214,370,1247,590,1848,1295,805,379,602,1018,4150,169,3.58,2.626,2.409,2.738,2.363,2.281,2.33,2.592,2.291,3.063,3.408,2.034,2.743,2.909,2.848,2.486,2.753,3.321,2.432,1.921,2.603,2.343,2.05,2.744,2.346,2.791,2.218,2.2,2.698,2.555,2.33,2.108,2.43,2.843,3.106,2.682,2.707,3.062,2.283,2.78,2.399,1.603,2.844,1.921,2.043,2.542,2.813,2.694,2.558,2.336,2.211,2.441,2.315,2.216,2.174,2.243,2.165,2.16,2.04,2.01,2.123,2.504,1.818,2.318,2.335,2.013,2.277,2.41,2.276,2.488,2.615,2.183,2.436,2.645,0.725,0.639,0.571,0.575,0.828,0.646,0.489,0.58,0.782,0.603,0.696,0.516,0.515,0.511,0.626,0.661,0.663,0.568,0.671,0.719,0.824,0.657,0.594,0.691,0.653,0.646,0.594,0.584,0.584,0.582,0.798,0.839,0.454,0.714,0.741,0.619,0.809,0.756,0.53,0.7,0.55,0.408,0.845,0.586,0.671,0.723,0.467,0.514,0.486,0.609,0.621,0.525,0.512,0.565,0.366,0.448,0.431,0.556,0.459,0.439,0.373,0.845,0.362,0.879,0.568,0.652,0.523,0.455,0.443,1.018,0.638,0.514,0.52,0.521 -4043,Not Epileptic,M,47.0,1.0,2.8,1.1,1.6,2.9,1.8,1.4,1.6,1.7,0.7,0.3,3.3,1.2,0.7,1.1,5.8,9.7,0.9,2.9,5.0,1.7,3.1,1.8,3.2,3.1,2.7,2.2,2.0,2.4,2.7,2.0,1.8,0.5,1.8,0.5,0.5,3.7,3.1,0.1,0.2,0.7,4.2,2.1,4.2,2.5,0.8,0.3,0.7,1.5,0.8,0.8,2.4,1.9,2.6,0.5,2.2,0.7,1.3,1.4,0.8,0.6,1.5,0.3,0.4,1.4,1.4,2.4,1.4,0.9,0.7,1.0,1.9,4.0,0.1,9,28,10,12,22,20,14,37,12,9,3.0,31,14,11,19,79,103,10,35,49,12,39,17,39,42,33,29,27,25,33,19,14,6,23,3,7,44,44,1,1,4,44,25,27,14,8,2,5,9,6,6,21,19,22,5,19,5,11,9,5,5,13,2,5,11,21,28,11,5,5,7,12,30,1,0.046,0.027,0.019,0.026,0.048,0.025,0.024,0.031,0.059,0.037,0.031,0.035,0.027,0.035,0.028,0.032,0.034,0.039,0.032,0.043,0.031,0.034,0.037,0.037,0.03,0.032,0.022,0.026,0.022,0.035,0.047,0.068,0.031,0.025,0.016,0.016,0.042,0.036,0.013,0.019,0.016,0.045,0.034,0.027,0.018,0.014,0.017,0.013,0.019,0.013,0.036,0.024,0.026,0.02,0.027,0.017,0.018,0.015,0.023,0.015,0.022,0.025,0.021,0.019,0.017,0.024,0.023,0.021,0.015,0.019,0.023,0.019,0.016,0.007,1710,5450,2658,3135,2998,3660,2700,3489,1834,1643,849.0,4209,3220,1315,2392,11609,20458,2199,6057,5975,4316,6191,2436,5635,6826,6075,5377,4506,7042,5281,1945,1153,892,5877,1955,1680,7839,8310,339,447,1224,3468,5959,4367,3842,1603,739,1965,2658,1970,669,3519,2491,4367,762,4063,1226,2874,1683,1475,971,2934,525,906,2813,1504,3823,2412,1982,942,1487,2845,9196,511,0.14,0.124,0.108,0.117,0.154,0.127,0.108,0.143,0.167,0.157,0.105,0.149,0.128,0.156,0.133,0.146,0.141,0.136,0.128,0.17,0.109,0.133,0.127,0.142,0.141,0.135,0.117,0.106,0.1,0.142,0.142,0.163,0.128,0.118,0.078,0.09,0.14,0.151,0.083,0.084,0.094,0.156,0.141,0.127,0.091,0.095,0.097,0.082,0.099,0.086,0.154,0.118,0.129,0.11,0.138,0.1,0.108,0.097,0.12,0.093,0.109,0.118,0.117,0.117,0.097,0.124,0.111,0.111,0.089,0.105,0.12,0.115,0.095,0.057,494,1770,902,1053,1037,1179,918,1088,553,411,217.0,1659,831,292,677,3387,5437,462,1627,2211,957,1694,973,1575,1911,1767,1686,1508,1719,1464,710,559,317,1232,480,568,1969,1769,206,250,628,1700,1186,2252,2240,794,316,869,1231,856,333,1650,1130,1996,317,2028,548,1331,912,782,446,1046,233,463,1342,939,1879,1101,916,488,613,1326,3750,220,3.28,2.75,2.953,2.739,2.423,2.498,2.358,2.829,2.458,3.157,2.937,2.094,2.815,2.982,2.634,2.604,2.9,3.706,2.866,2.22,3.335,2.714,2.144,2.718,2.721,2.747,2.448,2.278,3.025,2.728,2.066,2.289,2.453,3.246,3.392,2.537,2.955,3.248,1.806,2.193,2.49,1.831,3.342,2.081,1.896,2.249,2.7,2.884,2.472,2.601,2.192,2.19,2.205,2.364,2.514,2.149,2.572,2.447,2.053,1.993,2.326,2.638,2.197,2.241,2.319,1.998,2.102,2.489,2.492,2.245,2.555,2.494,2.539,2.506,0.96,0.605,0.572,0.592,0.72,0.629,0.592,0.51,0.807,0.663,0.875,0.648,0.48,0.606,0.614,0.589,0.635,0.817,0.658,0.816,0.902,0.682,0.638,0.86,0.649,0.61,0.623,0.659,0.5,0.621,0.751,0.774,0.429,0.63,0.765,0.477,0.741,0.672,0.348,0.427,0.481,0.571,0.714,0.532,0.601,0.45,0.613,0.647,0.526,0.457,0.551,0.425,0.464,0.468,0.485,0.452,0.337,0.606,0.429,0.354,0.495,0.683,0.426,0.771,0.386,0.73,0.474,0.42,0.392,0.464,0.398,0.414,0.469,0.315 -4044,Not Epileptic,M,32.0,0.7,3.0,0.7,1.0,1.1,3.0,1.5,2.2,1.0,1.0,0.6,3.8,1.8,0.7,2.0,7.9,9.4,0.6,2.1,5.6,1.0,4.9,2.1,3.5,2.9,3.5,3.6,3.5,3.6,2.9,1.7,1.3,1.1,3.7,0.6,0.8,4.9,4.8,0.2,0.0,0.9,4.3,2.5,3.1,2.7,1.0,0.4,1.0,1.2,0.6,0.5,2.4,1.8,2.9,0.1,2.4,1.0,2.2,1.5,1.7,1.1,1.7,0.3,0.3,2.9,1.5,3.3,1.1,1.2,0.7,0.6,1.6,5.8,0.4,5,28,7,8,10,26,14,17,9,9,7.0,30,20,7,17,72,79,4,25,46,8,57,25,47,35,35,40,27,25,35,22,11,9,35,4,7,43,46,1,0,6,36,26,24,15,9,2,6,7,6,4,18,12,22,1,18,9,14,13,14,11,12,2,3,21,16,24,7,7,5,6,12,44,4,0.03,0.025,0.012,0.022,0.023,0.032,0.025,0.034,0.035,0.037,0.042,0.035,0.028,0.032,0.029,0.04,0.029,0.021,0.027,0.037,0.018,0.037,0.026,0.037,0.027,0.027,0.026,0.03,0.031,0.029,0.048,0.045,0.036,0.035,0.024,0.018,0.037,0.032,0.013,0.012,0.022,0.038,0.035,0.024,0.021,0.021,0.016,0.014,0.014,0.011,0.025,0.018,0.026,0.022,0.025,0.016,0.022,0.021,0.026,0.023,0.025,0.031,0.015,0.015,0.026,0.034,0.022,0.016,0.02,0.018,0.017,0.021,0.02,0.026,1518,6330,1937,2369,2052,4503,2657,3590,1817,1643,840.0,3834,4105,1541,3626,13812,20208,2243,5006,5911,3100,7233,3062,6577,5939,6478,6848,4123,6150,5497,2248,1424,1446,8083,1905,1947,7646,8646,506,125,1482,3737,6086,3729,3349,1662,1045,2574,2560,1927,538,4243,2272,5536,362,3727,1974,3991,1875,2054,1657,2591,619,850,3810,949,4187,2337,1950,1425,1287,2681,10958,479,0.109,0.113,0.094,0.101,0.109,0.135,0.104,0.135,0.123,0.149,0.146,0.138,0.135,0.131,0.128,0.141,0.118,0.1,0.118,0.137,0.091,0.146,0.131,0.139,0.126,0.132,0.115,0.111,0.114,0.132,0.133,0.113,0.143,0.137,0.108,0.094,0.131,0.128,0.086,0.07,0.108,0.145,0.135,0.112,0.105,0.113,0.088,0.082,0.088,0.086,0.129,0.102,0.113,0.101,0.117,0.103,0.105,0.103,0.123,0.121,0.116,0.121,0.091,0.098,0.128,0.133,0.114,0.094,0.101,0.11,0.107,0.106,0.1,0.126,418,2106,797,853,788,1672,965,1147,530,429,265.0,1742,1156,373,1157,3689,5665,408,1469,2426,892,2299,1333,1757,1792,2101,2345,1657,1762,1759,643,514,481,1868,406,771,2224,2375,259,51,706,1791,1414,2106,1990,760,389,1053,1162,793,335,2013,1139,2188,115,2069,805,1697,972,1117,749,936,297,372,1700,648,2199,1043,914,540,566,1361,4644,278,3.485,2.592,2.339,2.735,2.376,2.445,2.265,2.748,2.602,3.085,2.568,1.946,2.88,2.992,2.547,2.818,2.845,3.89,2.767,2.093,2.794,2.43,1.987,2.881,2.524,2.522,2.305,2.041,2.71,2.469,2.609,2.621,2.426,3.055,4.074,2.477,2.801,2.816,2.373,2.293,2.731,1.914,3.115,1.964,1.959,2.316,3.261,2.909,2.601,2.601,2.026,2.278,2.204,2.639,3.128,2.076,2.423,2.577,2.067,2.012,2.373,2.521,2.219,2.532,2.412,1.825,2.078,2.618,2.553,2.786,2.352,2.377,2.509,2.23,0.76,0.718,0.506,0.524,0.587,0.5,0.514,0.582,0.562,0.803,0.673,0.508,0.488,0.452,0.544,0.683,0.672,0.607,0.545,0.724,0.781,0.526,0.547,0.721,0.489,0.548,0.485,0.49,0.632,0.624,0.708,0.933,0.53,0.732,0.596,0.463,0.752,0.546,0.48,0.334,0.64,0.533,0.838,0.597,0.61,0.577,0.445,0.852,0.529,0.443,0.372,0.522,0.533,0.494,0.624,0.468,0.415,0.501,0.462,0.385,0.392,0.776,0.639,1.226,0.549,0.552,0.48,0.453,0.406,0.694,0.555,0.473,0.48,0.395 -4045,Not Epileptic,F,22.0,1.2,2.7,1.2,1.5,2.8,3.7,2.2,2.2,2.6,0.8,0.2,3.9,2.1,0.8,2.5,10.4,8.7,0.9,2.9,4.6,3.5,5.4,2.4,7.5,10.1,10.9,9.4,4.4,4.2,3.0,2.3,2.6,0.6,4.4,0.6,1.4,7.4,5.5,0.3,0.2,0.9,4.5,2.4,2.8,3.2,1.0,0.6,0.8,1.4,0.9,0.6,2.3,1.7,2.8,0.4,5.3,0.8,1.5,1.5,2.0,1.6,2.2,0.4,0.7,2.4,1.1,3.2,1.6,0.8,0.5,1.1,2.1,5.3,0.4,9,19,10,14,22,34,20,19,24,11,3.0,35,22,12,19,100,94,7,34,49,25,53,22,75,72,74,87,36,43,43,21,19,6,45,4,12,64,59,2,1,7,42,27,22,20,7,3,5,8,8,5,18,15,21,2,38,6,11,11,21,15,20,3,6,18,18,29,14,5,3,9,16,37,3,0.042,0.027,0.019,0.025,0.036,0.038,0.029,0.033,0.061,0.037,0.029,0.042,0.025,0.04,0.044,0.042,0.027,0.037,0.032,0.04,0.042,0.047,0.035,0.053,0.053,0.052,0.046,0.038,0.031,0.032,0.041,0.056,0.025,0.04,0.013,0.019,0.049,0.039,0.014,0.017,0.018,0.041,0.032,0.026,0.023,0.019,0.018,0.012,0.018,0.013,0.029,0.019,0.023,0.018,0.016,0.025,0.017,0.02,0.023,0.026,0.037,0.027,0.018,0.018,0.02,0.019,0.019,0.017,0.013,0.017,0.026,0.019,0.017,0.015,2100,6708,2706,3009,2044,3267,4019,3754,1391,1803,762.0,3899,5568,1853,3283,14134,22796,2406,5786,5829,4866,4289,2400,6633,4657,7824,5975,5517,7663,6637,2798,2506,1566,7694,2830,2951,7976,9856,449,509,1774,2973,6787,3297,3987,1676,1200,2910,2885,2338,821,4457,2592,6149,678,6037,2088,3481,1710,2160,1693,3429,633,1309,4130,1958,6120,3817,2148,871,1928,3655,12204,664,0.126,0.119,0.113,0.125,0.145,0.143,0.119,0.115,0.174,0.168,0.106,0.171,0.124,0.15,0.141,0.142,0.126,0.13,0.131,0.162,0.133,0.151,0.116,0.152,0.161,0.157,0.139,0.122,0.105,0.136,0.129,0.138,0.116,0.125,0.078,0.097,0.142,0.14,0.123,0.101,0.108,0.133,0.128,0.126,0.113,0.107,0.105,0.081,0.101,0.092,0.145,0.105,0.112,0.1,0.098,0.119,0.096,0.099,0.112,0.128,0.118,0.127,0.117,0.103,0.109,0.116,0.105,0.093,0.087,0.108,0.126,0.111,0.094,0.113,535,1854,920,985,1210,1497,1304,1123,656,446,181.0,1645,1397,447,895,4091,5819,456,1598,2192,1265,1704,1150,2334,2739,3197,3133,1877,2005,1937,931,831,395,1657,702,1136,2319,2379,223,237,817,1532,1487,1748,2217,749,496,1021,1230,1087,350,2057,1292,2525,364,3094,740,1478,1052,1131,668,1282,324,652,1919,1022,2763,1536,922,407,701,1693,4842,352,3.555,3.102,2.953,2.874,1.692,2.11,2.518,2.983,1.969,3.204,3.102,2.117,2.986,3.054,2.845,2.593,3.034,3.834,2.856,2.3,2.831,2.158,1.845,2.278,1.661,2.24,1.748,2.371,2.961,2.686,2.276,2.726,2.921,3.24,3.575,2.584,2.6,3.0,2.179,2.427,2.804,1.781,3.425,2.117,2.096,2.545,3.111,3.451,2.921,2.672,2.403,2.44,2.175,2.614,2.286,2.226,2.804,2.69,1.796,2.15,2.513,2.635,2.236,2.312,2.36,2.254,2.396,2.566,2.704,2.358,2.649,2.589,2.734,2.444,0.935,0.655,0.504,0.497,0.489,0.607,0.621,0.555,0.668,0.661,0.721,0.54,0.52,0.652,0.75,0.779,0.744,0.648,0.663,0.621,1.061,0.714,0.592,0.852,0.686,0.778,0.702,0.687,0.681,0.599,0.735,0.988,0.458,0.714,0.594,0.549,0.972,0.821,0.484,0.429,0.493,0.608,0.711,0.676,0.561,0.533,0.583,0.766,0.468,0.519,0.452,0.41,0.498,0.437,0.349,0.507,0.584,0.464,0.384,0.44,0.588,0.647,0.644,0.714,0.545,0.712,0.453,0.395,0.396,0.705,0.471,0.523,0.487,0.468 -4046,Not Epileptic,F,37.0,0.8,2.8,0.9,1.7,1.6,1.6,1.9,1.4,1.1,0.7,0.4,3.9,1.1,0.4,1.3,5.0,8.2,0.8,1.8,3.8,1.0,3.3,2.7,3.6,3.3,3.5,3.9,3.4,3.2,4.1,2.3,1.0,0.4,1.9,0.4,0.6,2.9,3.3,0.2,0.2,1.0,2.8,2.0,3.0,4.2,0.9,0.4,0.8,1.1,0.6,0.8,1.6,1.3,2.8,0.2,3.0,0.6,1.4,0.8,2.0,0.7,1.9,0.5,0.8,2.1,1.5,3.0,1.1,1.3,0.6,1.0,1.7,5.4,0.4,6,29,7,16,17,16,15,12,13,7,4.0,40,15,4,16,59,80,10,24,41,10,31,26,46,41,36,42,30,30,44,25,9,2,22,3,5,33,45,1,2,6,26,20,26,25,7,3,5,6,6,5,12,9,20,2,26,7,13,8,17,5,14,5,7,17,21,21,8,7,6,7,14,40,2,0.041,0.025,0.017,0.028,0.037,0.026,0.028,0.025,0.04,0.033,0.036,0.039,0.025,0.029,0.034,0.031,0.028,0.032,0.029,0.034,0.024,0.031,0.038,0.042,0.03,0.028,0.03,0.032,0.029,0.033,0.049,0.062,0.024,0.027,0.015,0.017,0.033,0.032,0.015,0.017,0.022,0.036,0.035,0.031,0.028,0.016,0.016,0.017,0.017,0.013,0.036,0.02,0.025,0.024,0.016,0.019,0.027,0.02,0.029,0.027,0.025,0.029,0.03,0.026,0.022,0.034,0.022,0.02,0.02,0.025,0.022,0.024,0.019,0.019,1214,4724,2209,2960,1986,2412,3135,3214,1871,1535,685.0,2928,3190,993,2497,9778,18512,1949,3997,4320,3463,4885,2318,5466,7206,6763,7018,4810,7130,6375,2590,991,811,5669,1776,1691,6396,7820,351,302,1436,2353,4711,2620,4248,1723,762,1635,1990,1557,596,2636,1659,5043,402,4666,1106,2601,920,1991,730,2303,674,998,2798,1051,4265,2357,2139,921,1537,2633,10041,642,0.131,0.123,0.102,0.128,0.15,0.122,0.119,0.11,0.152,0.138,0.139,0.143,0.124,0.13,0.142,0.137,0.126,0.141,0.134,0.153,0.107,0.127,0.13,0.147,0.125,0.136,0.129,0.115,0.112,0.141,0.145,0.128,0.101,0.125,0.087,0.094,0.136,0.145,0.09,0.129,0.111,0.132,0.143,0.133,0.121,0.097,0.108,0.093,0.091,0.099,0.138,0.106,0.112,0.111,0.113,0.11,0.124,0.111,0.135,0.134,0.13,0.139,0.151,0.124,0.119,0.151,0.113,0.103,0.104,0.125,0.114,0.124,0.105,0.11,390,1687,821,1068,762,888,1081,945,515,375,207.0,1572,788,224,681,2656,4933,451,1075,1832,805,1505,1074,1586,1902,1941,2164,1576,1747,2087,688,405,267,1178,442,610,1504,1896,175,160,707,1199,992,1617,2358,836,335,742,980,717,363,1253,835,1967,216,2389,507,1214,562,1118,420,967,280,512,1444,707,2077,992,989,505,734,1230,4272,277,3.186,2.602,2.746,2.761,2.22,2.266,2.377,2.701,2.634,3.104,2.828,1.714,2.929,3.005,2.756,2.703,2.96,3.17,2.914,2.047,3.181,2.509,1.969,2.588,2.81,2.786,2.458,2.402,3.091,2.443,2.554,2.598,2.622,3.255,3.503,2.704,3.058,3.025,2.251,2.318,2.634,1.764,3.243,1.915,2.099,2.289,2.863,2.772,2.512,2.498,2.135,2.187,2.09,2.515,2.262,2.164,2.303,2.411,1.896,1.997,2.214,2.541,2.18,2.253,2.192,1.895,2.294,2.723,2.618,1.949,2.504,2.556,2.572,2.654,0.62,0.552,0.422,0.521,0.618,0.598,0.52,0.573,0.723,0.431,0.546,0.438,0.5,0.372,0.529,0.619,0.63,0.603,0.466,0.633,0.778,0.564,0.478,0.71,0.606,0.524,0.527,0.58,0.519,0.529,0.655,0.882,0.441,0.533,0.774,0.511,0.674,0.611,0.369,0.44,0.467,0.622,0.745,0.524,0.613,0.401,0.464,0.616,0.425,0.375,0.42,0.566,0.476,0.491,0.314,0.397,0.283,0.521,0.39,0.304,0.346,0.701,0.651,0.676,0.474,0.656,0.397,0.433,0.448,0.525,0.382,0.392,0.436,0.428 -4047,Not Epileptic,F,42.0,0.7,1.9,1.1,1.2,2.0,1.8,1.7,1.7,1.1,0.9,0.2,3.2,1.4,0.5,1.2,6.8,10.1,0.9,3.2,4.9,1.4,4.0,1.9,3.2,4.4,4.2,3.9,2.7,3.0,4.3,1.5,0.9,0.6,4.8,0.4,0.6,3.9,2.8,0.1,0.1,1.0,3.4,3.3,2.7,3.3,1.0,0.3,0.9,1.0,0.5,0.8,1.5,1.5,2.3,0.2,3.6,0.7,1.8,1.3,1.5,0.7,1.7,0.3,0.5,1.8,1.5,3.1,1.1,1.0,0.9,0.9,1.6,4.6,0.3,7,22,13,10,17,18,16,14,11,9,2.0,27,15,6,14,68,94,6,35,44,11,43,18,36,42,45,53,25,26,50,16,4,6,42,2,4,44,36,1,1,6,28,24,19,20,7,2,4,5,5,5,12,11,17,1,29,5,13,11,15,6,12,2,5,15,17,24,8,6,10,5,11,38,2,0.033,0.024,0.023,0.022,0.037,0.029,0.029,0.031,0.029,0.038,0.027,0.033,0.032,0.04,0.036,0.033,0.035,0.033,0.047,0.039,0.024,0.038,0.028,0.043,0.043,0.04,0.031,0.032,0.032,0.035,0.044,0.035,0.034,0.05,0.02,0.019,0.043,0.032,0.01,0.016,0.025,0.034,0.049,0.024,0.023,0.019,0.02,0.015,0.016,0.012,0.033,0.022,0.021,0.019,0.035,0.025,0.018,0.018,0.025,0.021,0.018,0.026,0.027,0.02,0.023,0.032,0.021,0.017,0.016,0.026,0.02,0.025,0.019,0.021,1584,4389,2376,2504,2411,2991,3077,3019,2028,1898,701.0,2957,3142,946,2084,11763,19819,2236,4746,5350,4030,5135,2163,5071,5864,6803,6974,4843,6417,7144,2213,775,1089,7568,1309,1653,7436,7232,272,381,1318,2487,5055,3057,4055,1690,631,1946,1928,1160,568,2667,2111,4930,262,4280,1196,3508,1233,2027,1309,2661,345,842,2708,974,4526,2220,1777,1324,1297,1972,9317,509,0.113,0.118,0.117,0.104,0.141,0.123,0.101,0.135,0.143,0.141,0.116,0.135,0.14,0.14,0.152,0.14,0.136,0.123,0.172,0.156,0.105,0.136,0.114,0.146,0.145,0.156,0.118,0.115,0.114,0.148,0.155,0.098,0.119,0.175,0.074,0.098,0.14,0.138,0.103,0.1,0.116,0.131,0.149,0.114,0.106,0.096,0.099,0.083,0.084,0.1,0.137,0.106,0.112,0.096,0.151,0.122,0.115,0.111,0.122,0.119,0.102,0.123,0.117,0.114,0.115,0.13,0.109,0.096,0.098,0.14,0.115,0.124,0.101,0.127,414,1338,812,912,900,1097,1031,908,567,450,159.0,1488,815,249,601,3318,5227,414,1198,2143,983,1579,1061,1344,1596,1865,2207,1499,1641,2176,614,349,284,1616,350,523,1849,1661,166,174,637,1403,1171,1694,2099,809,271,854,932,611,371,1242,1101,1991,85,2166,565,1480,785,1062,620,962,188,400,1275,663,2248,981,895,522,630,953,3729,235,3.496,2.913,2.835,2.58,2.268,2.296,2.441,2.945,2.555,3.181,3.405,1.765,2.829,2.606,2.652,2.641,2.846,3.656,3.046,2.118,3.06,2.465,1.831,2.882,2.763,2.856,2.449,2.455,2.873,2.512,2.647,2.194,2.89,3.247,3.238,2.841,2.865,3.099,1.759,2.374,2.726,1.646,3.091,2.139,2.17,2.114,2.829,2.91,2.633,2.198,1.962,2.353,2.116,2.454,2.928,2.238,2.425,2.644,1.841,2.141,2.388,2.772,1.958,2.185,2.215,1.878,2.137,2.63,2.463,2.652,2.318,2.441,2.64,2.748,0.831,0.692,0.571,0.562,0.708,0.68,0.567,0.404,0.703,0.656,0.689,0.653,0.456,0.634,0.474,0.691,0.717,0.735,0.643,0.736,0.817,0.649,0.552,0.843,0.674,0.595,0.652,0.636,0.631,0.67,0.66,0.742,0.34,0.675,0.811,0.49,0.753,0.618,0.362,0.302,0.477,0.588,0.938,0.731,0.593,0.503,0.444,0.606,0.422,0.388,0.483,0.415,0.471,0.513,0.43,0.453,0.338,0.5,0.336,0.409,0.495,0.683,0.496,0.616,0.525,0.656,0.457,0.404,0.398,0.66,0.448,0.46,0.474,0.571 -4048,Not Epileptic,M,42.0,1.1,3.4,1.9,1.7,2.2,2.3,2.7,1.3,2.4,1.3,0.4,4.6,2.4,0.7,2.3,7.9,15.1,1.5,3.5,6.6,2.1,4.2,3.1,4.3,7.9,4.0,5.7,4.6,6.3,5.0,1.7,1.5,0.7,3.5,0.9,1.0,3.2,4.2,0.2,0.5,1.3,4.2,3.2,4.5,4.1,1.1,0.5,1.1,1.8,0.9,0.9,2.8,2.1,2.7,0.6,3.2,0.7,2.2,1.5,1.9,0.8,2.3,0.5,0.4,3.2,1.4,3.9,1.8,1.7,0.8,1.0,1.5,6.2,0.4,8,25,17,13,20,21,20,11,21,10,5.0,43,23,7,24,81,133,13,40,56,17,44,21,41,68,41,54,35,39,50,21,11,7,36,4,6,43,50,2,2,7,38,31,31,22,6,2,7,8,9,7,20,15,16,3,24,6,18,9,16,6,23,3,4,22,17,26,10,9,5,6,12,58,4,0.034,0.025,0.022,0.029,0.046,0.032,0.033,0.024,0.058,0.042,0.035,0.04,0.04,0.029,0.036,0.041,0.042,0.049,0.037,0.044,0.036,0.038,0.04,0.045,0.051,0.032,0.041,0.042,0.047,0.041,0.042,0.052,0.026,0.037,0.023,0.018,0.039,0.037,0.018,0.02,0.025,0.036,0.055,0.036,0.025,0.018,0.021,0.015,0.02,0.024,0.04,0.024,0.026,0.021,0.021,0.02,0.018,0.024,0.024,0.025,0.02,0.039,0.023,0.024,0.03,0.022,0.025,0.021,0.023,0.024,0.026,0.022,0.021,0.016,1659,6176,3794,3001,2659,3253,3718,2485,2288,1811,753.0,3329,4193,1330,3693,12408,22068,2892,5398,5512,4078,5388,2266,5494,7049,7524,6367,4268,6696,6202,2368,1580,1407,7493,2466,2284,5679,8848,323,734,1638,3060,6868,3149,4195,1842,743,2581,2962,1453,602,3774,2484,4729,744,4661,1241,3429,1388,2023,1155,2677,486,802,2950,1948,4720,2576,2364,915,1472,2342,11312,796,0.126,0.111,0.107,0.115,0.15,0.136,0.116,0.113,0.175,0.156,0.127,0.153,0.145,0.127,0.139,0.14,0.143,0.153,0.152,0.157,0.125,0.136,0.137,0.15,0.149,0.128,0.138,0.121,0.123,0.16,0.137,0.12,0.096,0.134,0.097,0.094,0.146,0.149,0.098,0.096,0.11,0.141,0.168,0.139,0.113,0.098,0.105,0.084,0.099,0.113,0.151,0.111,0.119,0.1,0.104,0.107,0.104,0.119,0.12,0.126,0.108,0.143,0.12,0.125,0.128,0.107,0.114,0.102,0.107,0.132,0.12,0.11,0.107,0.102,481,2124,1399,1086,857,1170,1345,871,679,486,228.0,1922,1106,389,1096,3589,6310,591,1597,2636,943,1837,1147,1676,2460,2245,2454,1695,1986,2107,665,546,475,1687,606,848,1531,2243,202,367,817,1721,1288,2201,2425,883,343,1133,1344,625,390,1852,1302,2120,415,2479,612,1619,865,1147,622,994,295,354,1629,1085,2477,1240,1102,437,715,1126,4996,452,3.382,2.525,2.586,2.688,2.433,2.335,2.328,2.524,2.412,2.897,2.666,1.623,2.859,2.463,2.559,2.59,2.762,3.572,2.752,1.819,3.16,2.262,1.812,2.55,2.344,2.687,2.136,2.039,2.653,2.392,2.593,2.999,2.355,2.971,3.514,2.538,2.71,2.857,1.872,2.418,2.471,1.69,3.484,1.652,1.975,2.257,2.671,2.926,2.639,2.635,1.963,2.165,2.057,2.412,2.178,2.034,2.206,2.292,1.802,1.952,2.169,2.385,1.717,2.48,2.037,2.013,2.066,2.409,2.393,2.065,2.47,2.468,2.393,2.17,0.737,0.619,0.548,0.635,0.719,0.628,0.652,0.581,0.615,0.802,0.85,0.423,0.526,0.524,0.459,0.582,0.62,0.624,0.588,0.613,0.878,0.561,0.503,0.639,0.552,0.464,0.528,0.506,0.615,0.508,0.705,0.957,0.388,0.68,0.82,0.504,0.603,0.636,0.275,0.375,0.54,0.523,0.842,0.482,0.651,0.487,0.566,0.81,0.584,0.405,0.328,0.55,0.497,0.429,0.361,0.442,0.398,0.572,0.387,0.389,0.452,0.68,0.452,0.818,0.529,0.699,0.457,0.409,0.469,0.712,0.492,0.436,0.401,0.292 -4049,Not Epileptic,F,52.0,1.4,2.1,0.7,1.1,1.3,1.3,1.1,1.5,0.9,0.7,0.2,3.1,1.5,0.4,1.2,6.4,7.4,0.7,2.5,4.6,1.3,2.0,1.5,3.4,2.9,3.2,3.7,2.6,2.5,4.3,1.0,1.1,0.5,2.4,0.3,1.1,3.6,3.7,0.1,0.2,1.1,2.4,2.1,3.5,3.6,0.6,0.2,1.0,0.9,1.3,0.7,1.3,1.2,3.5,0.5,2.3,0.6,1.8,0.9,1.5,0.7,1.3,0.3,0.3,1.7,0.9,2.2,1.6,1.0,0.6,1.4,1.8,3.3,0.2,7,16,6,8,12,12,8,11,10,6,2.0,22,13,4,12,52,69,4,21,33,10,19,13,34,30,30,36,23,19,34,14,6,3,22,1,9,34,33,1,1,6,22,22,26,22,5,2,6,6,9,5,11,10,23,3,19,5,16,7,10,6,9,3,3,14,13,15,12,8,7,9,12,25,2,0.047,0.022,0.012,0.021,0.028,0.023,0.02,0.023,0.038,0.027,0.017,0.032,0.027,0.029,0.028,0.035,0.024,0.027,0.027,0.032,0.024,0.027,0.026,0.036,0.03,0.028,0.026,0.028,0.023,0.034,0.035,0.035,0.022,0.027,0.009,0.023,0.039,0.032,0.021,0.028,0.023,0.03,0.039,0.034,0.026,0.012,0.014,0.016,0.013,0.036,0.03,0.017,0.025,0.022,0.022,0.018,0.021,0.022,0.026,0.023,0.023,0.025,0.019,0.016,0.02,0.028,0.02,0.024,0.021,0.017,0.028,0.024,0.015,0.018,1568,3915,2116,2096,2047,2108,2108,2780,1408,1328,460.0,2417,2874,769,2144,9566,16392,1843,3979,4194,2479,3479,1978,6059,4666,5506,5859,3612,4553,5445,1664,923,988,5329,1759,2249,4907,6581,240,297,1749,2492,3836,2254,2943,1399,716,2110,2232,1376,665,2548,1925,5780,546,3632,1182,2837,993,1600,955,2140,419,901,2418,1003,3067,2074,1719,1110,1668,2306,7795,549,0.132,0.108,0.087,0.103,0.129,0.116,0.083,0.113,0.129,0.125,0.082,0.129,0.119,0.133,0.128,0.131,0.116,0.104,0.118,0.128,0.079,0.117,0.115,0.13,0.128,0.127,0.12,0.111,0.096,0.138,0.136,0.109,0.098,0.116,0.061,0.105,0.129,0.125,0.089,0.111,0.106,0.129,0.133,0.14,0.12,0.093,0.095,0.082,0.084,0.134,0.126,0.098,0.112,0.109,0.127,0.103,0.104,0.111,0.123,0.115,0.115,0.114,0.12,0.115,0.108,0.113,0.107,0.124,0.11,0.113,0.124,0.122,0.09,0.102,441,1477,846,853,718,899,828,933,423,388,200.0,1283,869,228,652,2912,4835,389,1342,2086,790,1120,865,1521,1535,1739,2186,1332,1502,1833,483,449,332,1324,458,761,1465,1826,123,166,780,1241,1045,1679,2127,762,317,938,1116,600,342,1394,891,2562,283,1999,519,1518,595,950,490,849,256,354,1295,560,1635,1034,825,536,868,1162,3463,207,3.298,2.482,2.486,2.514,2.258,2.194,2.138,2.772,2.394,2.81,2.211,1.769,2.592,2.558,2.534,2.498,2.748,3.442,2.482,1.819,2.61,2.39,1.984,2.754,2.448,2.654,2.197,2.227,2.478,2.435,2.456,2.014,2.697,2.935,3.504,2.768,2.57,2.814,2.248,2.09,2.797,1.895,2.848,1.607,1.597,1.938,2.616,2.816,2.374,2.7,1.928,1.982,2.168,2.244,2.471,2.032,2.522,2.236,1.976,1.895,2.105,2.534,1.995,2.571,2.145,2.127,2.08,2.316,2.266,2.271,2.256,2.416,2.443,3.117,0.974,0.569,0.492,0.575,0.684,0.519,0.539,0.524,0.582,0.439,0.779,0.518,0.417,0.517,0.397,0.561,0.569,0.721,0.578,0.537,0.835,0.357,0.477,0.781,0.444,0.589,0.442,0.571,0.595,0.489,0.676,0.936,0.549,0.69,0.732,0.496,0.667,0.677,0.461,0.376,0.562,0.481,0.737,0.509,0.418,0.606,0.405,0.674,0.544,0.476,0.629,0.518,0.573,0.541,0.42,0.523,0.374,0.49,0.336,0.381,0.352,0.66,0.432,0.944,0.557,0.614,0.499,0.441,0.504,0.464,0.408,0.432,0.581,0.732 -4050,Not Epileptic,M,52.0,0.8,2.6,0.9,1.2,1.5,2.1,3.1,2.2,1.1,0.8,0.6,2.7,1.7,0.3,1.5,4.7,7.3,2.1,2.4,3.4,1.6,4.4,2.2,4.2,4.0,2.8,3.6,3.5,3.4,2.3,1.9,1.2,0.7,2.2,0.3,0.7,3.8,4.0,0.2,0.4,0.8,3.9,2.8,2.2,2.0,0.9,0.5,0.9,1.2,1.0,0.9,2.6,1.8,1.7,0.5,2.4,0.7,1.9,1.1,0.8,0.5,1.7,1.0,0.7,1.8,1.4,2.8,1.8,1.2,0.7,0.9,1.8,3.6,0.3,6,31,10,11,16,23,18,21,16,9,5.0,21,21,5,20,63,69,17,30,32,16,44,18,44,49,36,42,32,30,32,22,10,9,26,1,8,57,51,2,2,4,33,44,16,10,8,4,6,6,8,6,23,10,11,3,20,3,13,9,7,4,15,9,6,15,17,23,15,11,7,7,13,32,3,0.036,0.028,0.017,0.025,0.032,0.027,0.04,0.032,0.032,0.038,0.047,0.034,0.029,0.027,0.027,0.032,0.026,0.052,0.029,0.037,0.027,0.042,0.039,0.041,0.038,0.028,0.035,0.032,0.028,0.027,0.041,0.044,0.025,0.027,0.009,0.018,0.032,0.036,0.013,0.022,0.019,0.034,0.04,0.025,0.016,0.023,0.026,0.012,0.016,0.02,0.035,0.022,0.025,0.014,0.022,0.019,0.021,0.02,0.021,0.015,0.024,0.028,0.033,0.016,0.02,0.026,0.019,0.019,0.021,0.019,0.021,0.021,0.015,0.014,1581,4798,2009,2314,1987,4477,3161,3317,1868,1568,713.0,2488,3998,1037,2814,10728,17616,2648,4540,3060,4435,5206,2888,5768,6775,6717,6463,4724,6641,5261,2165,1196,1229,6367,1700,1760,8224,8067,455,477,1239,3095,5750,1969,3437,1521,694,2207,2276,1885,703,3852,1982,4025,652,4014,1061,3090,1363,1342,665,2555,872,1001,3027,993,4528,3351,2039,1083,1513,2488,7567,510,0.118,0.133,0.108,0.116,0.129,0.125,0.138,0.144,0.154,0.145,0.139,0.135,0.131,0.132,0.138,0.138,0.124,0.161,0.136,0.157,0.112,0.135,0.145,0.149,0.135,0.129,0.124,0.122,0.104,0.13,0.139,0.119,0.116,0.128,0.06,0.102,0.145,0.149,0.102,0.125,0.097,0.136,0.133,0.12,0.087,0.121,0.129,0.083,0.089,0.107,0.143,0.117,0.116,0.086,0.114,0.104,0.105,0.104,0.118,0.094,0.123,0.12,0.162,0.105,0.109,0.123,0.105,0.106,0.115,0.123,0.117,0.118,0.096,0.105,472,1668,800,825,796,1364,1034,1150,553,419,207.0,1266,1022,275,945,2907,4763,670,1462,1543,1025,1753,988,1863,1922,1900,1908,1579,1827,1585,846,484,418,1369,533,615,2176,2051,216,250,673,1584,1338,1334,1969,588,319,1006,1097,758,409,1904,1035,1804,350,2002,506,1494,768,785,385,1033,460,591,1473,815,2272,1442,962,507,672,1313,3595,274,3.392,2.77,2.509,2.696,2.259,2.629,2.436,2.522,2.468,2.903,2.537,1.814,2.883,2.74,2.36,2.716,2.849,2.945,2.66,1.801,3.192,2.386,2.237,2.391,2.629,2.777,2.607,2.371,2.732,2.652,2.049,2.619,2.436,3.153,2.929,2.393,2.854,2.835,2.335,2.481,2.31,1.742,3.159,1.72,1.957,2.472,2.7,2.737,2.519,2.654,2.066,2.091,2.2,2.435,2.258,2.118,2.436,2.299,1.982,1.904,2.007,2.53,1.991,2.039,2.217,1.508,2.168,2.469,2.32,2.396,2.462,2.261,2.283,2.249,0.706,0.63,0.43,0.481,0.581,0.682,0.68,0.551,0.694,0.56,0.885,0.518,0.519,0.566,0.522,0.607,0.609,1.003,0.546,0.619,0.807,0.679,0.764,0.827,0.712,0.551,0.655,0.635,0.587,0.591,0.639,0.969,0.391,0.688,0.458,0.505,0.813,0.682,0.389,0.416,0.381,0.639,0.851,0.638,0.662,0.576,0.694,0.552,0.356,0.517,0.395,0.428,0.376,0.372,0.379,0.39,0.391,0.622,0.388,0.357,0.368,0.674,0.431,0.592,0.495,0.48,0.456,0.388,0.454,0.541,0.446,0.482,0.371,0.4 -4051,Not Epileptic,F,42.0,1.0,1.8,0.7,1.1,1.1,1.3,1.4,1.4,2.1,0.5,0.3,1.8,1.2,0.3,1.5,4.2,7.2,1.0,1.6,3.7,1.3,3.3,1.6,2.6,2.5,2.7,3.2,1.9,1.9,2.6,1.4,0.8,0.4,1.7,0.4,0.4,4.0,2.8,0.2,0.2,1.0,3.8,1.5,1.8,2.1,0.5,0.2,0.6,1.2,0.6,0.4,2.1,1.8,2.2,0.3,2.4,0.6,1.1,1.3,1.2,0.7,1.5,0.6,0.7,1.2,1.0,2.0,1.3,0.6,0.5,0.7,1.2,3.9,0.4,9,17,6,9,10,14,14,14,18,6,3.0,15,14,6,16,47,68,9,17,34,13,37,15,35,33,31,35,19,19,37,15,7,5,21,2,3,41,38,1,2,5,29,15,12,10,4,1,5,6,5,3,18,13,18,2,19,6,7,10,9,6,15,4,6,11,14,17,10,3,4,6,8,32,3,0.049,0.024,0.014,0.022,0.03,0.029,0.022,0.03,0.054,0.028,0.031,0.033,0.027,0.02,0.032,0.03,0.027,0.04,0.026,0.034,0.025,0.034,0.035,0.034,0.028,0.029,0.03,0.023,0.026,0.025,0.033,0.045,0.029,0.023,0.013,0.012,0.038,0.032,0.015,0.013,0.021,0.037,0.029,0.022,0.018,0.01,0.014,0.012,0.018,0.011,0.02,0.024,0.028,0.02,0.017,0.016,0.023,0.015,0.025,0.023,0.021,0.026,0.034,0.02,0.017,0.026,0.018,0.02,0.015,0.016,0.019,0.018,0.016,0.018,1187,3723,1872,2252,1550,2980,3230,2787,1712,1332,635.0,2219,2859,891,2591,8460,16479,2175,3942,4410,4061,4915,2179,5412,5755,5763,5080,3700,4722,5962,2273,1131,812,5034,1950,1563,7130,6578,335,563,1400,2511,4856,2092,3191,1315,649,1943,1997,1970,610,2948,1872,4173,331,4153,1122,2574,1485,1561,1243,2195,458,994,2104,993,3824,2045,1235,1014,1149,2013,9284,608,0.147,0.121,0.094,0.109,0.135,0.12,0.109,0.13,0.164,0.131,0.132,0.135,0.124,0.116,0.134,0.132,0.126,0.125,0.121,0.133,0.115,0.122,0.117,0.138,0.121,0.137,0.123,0.094,0.111,0.125,0.139,0.118,0.108,0.112,0.071,0.083,0.135,0.143,0.083,0.091,0.108,0.133,0.119,0.112,0.095,0.08,0.081,0.082,0.097,0.085,0.106,0.122,0.137,0.104,0.109,0.101,0.125,0.091,0.122,0.109,0.106,0.126,0.161,0.124,0.102,0.133,0.099,0.113,0.091,0.109,0.11,0.105,0.091,0.111,422,1276,708,823,690,841,984,858,565,341,178.0,925,820,259,756,2418,4537,486,1015,1854,912,1388,757,1422,1624,1615,1681,1201,1178,1904,668,385,272,1141,549,593,1840,1614,208,249,670,1295,973,1257,1740,676,279,804,982,806,322,1370,982,1837,191,2109,447,1165,821,797,608,961,264,503,1053,567,1857,987,589,460,588,993,3829,262,2.924,2.68,2.644,2.668,1.991,2.79,2.606,2.809,2.391,2.956,2.906,2.017,2.704,2.498,2.663,2.621,2.86,3.295,2.96,2.015,3.212,2.703,2.393,2.805,2.685,2.881,2.396,2.361,2.966,2.548,2.55,3.003,2.4,3.091,3.218,2.451,2.826,3.018,1.827,2.643,2.571,1.708,3.5,1.912,2.139,2.164,2.765,2.917,2.52,2.621,2.22,2.234,2.113,2.404,2.055,2.189,2.565,2.567,2.043,2.089,2.239,2.346,2.04,2.416,2.141,2.309,2.215,2.394,2.408,2.411,2.341,2.363,2.484,2.498,0.702,0.647,0.4,0.429,0.662,0.653,0.466,0.356,0.667,0.555,0.75,0.619,0.399,0.433,0.391,0.571,0.518,0.731,0.522,0.591,0.826,0.578,0.617,0.669,0.664,0.448,0.555,0.533,0.41,0.484,0.614,0.874,0.45,0.561,0.657,0.473,0.855,0.703,0.339,0.368,0.469,0.572,0.732,0.594,0.6,0.371,0.426,0.811,0.36,0.402,0.444,0.405,0.433,0.415,0.357,0.375,0.437,0.438,0.448,0.387,0.384,0.601,0.542,0.762,0.533,0.62,0.421,0.372,0.364,0.67,0.427,0.545,0.479,0.599 -4052,Not Epileptic,F,22.0,0.6,2.0,0.9,1.5,1.7,1.4,1.4,1.5,1.5,0.7,0.3,3.0,2.1,0.5,1.5,5.1,9.4,1.1,2.0,3.9,1.0,2.4,2.4,3.6,2.4,2.2,2.9,2.5,2.8,2.5,1.3,1.3,0.5,2.4,0.4,0.6,4.1,2.7,0.2,0.3,0.9,3.2,2.6,2.1,2.9,0.7,0.4,0.9,1.7,1.0,0.6,2.2,1.5,3.1,0.3,2.2,1.0,1.8,1.1,1.1,0.5,1.7,0.5,0.6,2.1,1.2,2.3,1.5,0.9,1.0,1.1,1.7,3.5,0.3,6,23,8,14,17,17,15,18,13,7,4.0,29,26,6,16,62,98,11,24,40,11,32,20,35,33,28,32,29,24,32,16,10,6,26,3,5,52,39,1,2,6,32,19,19,20,5,2,6,9,7,4,18,10,24,2,21,7,16,8,8,4,14,4,5,18,16,22,12,5,14,7,10,27,3,0.029,0.021,0.013,0.024,0.035,0.026,0.023,0.026,0.054,0.029,0.033,0.03,0.031,0.026,0.031,0.031,0.03,0.036,0.03,0.038,0.024,0.029,0.036,0.039,0.029,0.024,0.023,0.03,0.025,0.028,0.037,0.043,0.026,0.027,0.012,0.015,0.034,0.029,0.013,0.018,0.021,0.035,0.034,0.028,0.02,0.017,0.015,0.014,0.019,0.027,0.023,0.02,0.028,0.022,0.027,0.019,0.022,0.021,0.024,0.019,0.021,0.029,0.03,0.017,0.021,0.018,0.018,0.023,0.015,0.027,0.027,0.022,0.016,0.018,1504,4533,2224,2699,2360,3155,2987,3281,2276,1550,564.0,3109,4285,1082,3149,11161,20954,2490,4438,4245,2972,4690,2430,5335,5588,5337,5949,4860,6449,5202,2431,1130,1161,6624,1935,1897,8885,7780,313,480,1308,2419,5976,2115,3629,1235,697,2224,2801,1610,706,3389,1775,4897,379,3803,1410,3124,1236,1589,672,2566,613,966,3282,1365,4344,2310,2001,1496,1365,2329,7793,389,0.105,0.119,0.097,0.119,0.144,0.129,0.101,0.127,0.177,0.129,0.137,0.134,0.145,0.122,0.14,0.142,0.134,0.138,0.135,0.153,0.09,0.126,0.131,0.138,0.125,0.123,0.112,0.112,0.109,0.135,0.137,0.12,0.109,0.136,0.073,0.081,0.136,0.139,0.094,0.104,0.107,0.136,0.133,0.125,0.105,0.105,0.095,0.089,0.103,0.126,0.117,0.107,0.124,0.112,0.138,0.111,0.115,0.116,0.129,0.11,0.112,0.133,0.14,0.102,0.111,0.11,0.106,0.115,0.088,0.138,0.124,0.111,0.096,0.12,419,1637,870,1017,873,1060,919,1047,564,415,174.0,1523,1285,272,882,2918,5749,541,1144,1808,749,1390,1031,1541,1466,1518,2023,1454,1686,1493,659,513,377,1366,520,654,2319,1796,169,245,670,1246,1219,1305,2054,603,357,907,1246,611,406,1633,888,2140,153,1790,637,1359,678,798,359,917,263,530,1608,894,2008,1047,886,620,592,1154,3342,243,3.47,2.638,2.613,2.636,2.307,2.484,2.59,2.764,3.019,2.843,2.468,1.846,2.661,2.766,2.715,2.807,2.879,3.56,2.929,2.012,2.846,2.633,2.143,2.671,2.943,2.864,2.432,2.538,2.902,2.68,2.666,2.361,2.487,3.31,3.274,2.642,2.809,3.127,2.117,2.18,2.592,1.8,3.345,1.839,1.992,2.384,2.531,2.927,2.786,3.103,2.17,2.224,2.372,2.441,2.655,2.292,2.608,2.494,2.287,2.144,2.294,2.788,2.503,2.28,2.305,1.886,2.282,2.508,2.62,2.478,2.499,2.43,2.593,2.026,0.703,0.505,0.407,0.466,0.576,0.524,0.463,0.509,0.544,0.708,0.822,0.535,0.435,0.562,0.494,0.516,0.582,0.805,0.619,0.612,0.777,0.549,0.471,0.743,0.603,0.547,0.589,0.701,0.471,0.467,0.626,0.906,0.441,0.562,0.74,0.451,0.742,0.585,0.407,0.346,0.465,0.553,0.72,0.598,0.573,0.405,0.623,0.668,0.399,0.499,0.38,0.47,0.435,0.409,0.566,0.38,0.425,0.525,0.385,0.407,0.294,0.717,0.737,0.658,0.474,0.619,0.44,0.38,0.362,0.686,0.392,0.464,0.38,0.458 -4053,Not Epileptic,M,55.0,0.9,2.5,1.0,1.7,2.7,1.4,2.5,2.1,1.7,1.1,0.7,2.8,1.5,0.7,1.3,6.7,10.3,1.3,2.5,5.0,2.8,2.8,1.9,4.0,3.1,3.8,4.9,4.3,4.3,2.5,1.6,1.8,0.6,2.2,0.4,0.7,5.0,3.1,0.4,0.1,1.4,3.3,2.1,3.2,4.8,0.9,0.9,1.0,1.4,0.9,0.7,2.8,1.4,2.6,0.4,2.2,0.6,1.6,0.9,1.0,0.7,2.2,0.4,0.6,2.4,1.9,3.6,1.6,1.6,0.5,1.0,1.4,4.1,0.4,6,24,9,15,15,13,21,17,16,10,6.0,30,17,10,14,65,89,11,29,45,20,41,22,40,38,38,52,40,29,32,15,15,4,27,2,4,56,39,2,1,9,29,26,28,27,7,5,6,8,10,5,21,10,16,3,17,8,12,7,9,7,15,2,5,20,25,27,11,10,5,7,11,32,4,0.037,0.024,0.016,0.03,0.041,0.024,0.031,0.027,0.049,0.039,0.053,0.025,0.025,0.044,0.029,0.038,0.031,0.039,0.031,0.032,0.04,0.033,0.026,0.041,0.031,0.031,0.035,0.034,0.031,0.023,0.04,0.056,0.025,0.024,0.013,0.013,0.038,0.031,0.023,0.013,0.026,0.039,0.033,0.029,0.029,0.02,0.031,0.015,0.018,0.018,0.028,0.028,0.024,0.021,0.014,0.018,0.014,0.019,0.016,0.018,0.023,0.032,0.017,0.021,0.021,0.029,0.02,0.021,0.022,0.02,0.025,0.016,0.016,0.02,1491,4306,2158,2419,1882,2974,3082,3580,1874,1751,812.0,3477,3147,1157,2434,11102,18909,2298,4614,5479,4288,5457,2726,5699,5512,7311,6581,5221,7202,5913,2229,1443,1035,5684,1611,1997,7853,6888,464,343,1415,3031,5921,2678,4173,1412,932,1894,2161,1782,714,3732,1563,3799,697,3733,1258,3022,1333,1698,1000,2611,501,878,3442,1413,5348,2624,2315,805,1447,2450,8764,451,0.111,0.121,0.103,0.127,0.131,0.117,0.109,0.122,0.149,0.142,0.156,0.128,0.119,0.166,0.128,0.136,0.125,0.142,0.134,0.139,0.132,0.133,0.128,0.149,0.12,0.125,0.119,0.116,0.109,0.116,0.144,0.149,0.095,0.121,0.067,0.082,0.142,0.133,0.116,0.095,0.119,0.138,0.143,0.132,0.115,0.109,0.135,0.083,0.098,0.117,0.125,0.126,0.111,0.103,0.101,0.098,0.101,0.106,0.104,0.108,0.122,0.135,0.1,0.114,0.11,0.122,0.107,0.108,0.108,0.116,0.119,0.102,0.094,0.117,457,1749,926,956,939,1001,1145,1270,594,527,260.0,1649,1011,341,848,3291,5579,531,1421,2598,1101,1511,1104,1814,1649,2172,2368,1913,1961,1857,717,632,342,1486,490,742,2233,1807,248,177,829,1346,1308,1800,2569,706,423,943,1160,771,427,1643,915,1917,385,1864,677,1389,815,892,535,1071,307,479,1790,1094,2688,1198,1054,465,691,1269,3889,296,3.238,2.328,2.355,2.391,1.896,2.412,2.318,2.489,2.442,2.681,2.401,1.863,2.464,2.669,2.299,2.523,2.732,3.277,2.575,1.822,2.994,2.655,2.081,2.433,2.594,2.681,2.283,2.205,2.84,2.52,2.433,2.393,2.432,2.764,2.988,2.52,2.693,2.749,2.062,2.27,2.05,1.918,3.247,1.65,1.833,2.231,2.59,2.42,2.338,2.336,2.002,2.247,1.88,2.197,2.131,2.163,2.066,2.443,1.833,2.08,2.132,2.398,1.805,2.183,2.049,1.609,2.198,2.448,2.372,2.034,2.316,2.352,2.452,1.885,0.634,0.485,0.51,0.514,0.507,0.666,0.527,0.506,0.654,0.658,1.053,0.509,0.387,0.33,0.47,0.65,0.587,0.721,0.585,0.616,0.816,0.57,0.543,0.72,0.626,0.572,0.529,0.632,0.549,0.569,0.589,0.856,0.415,0.668,0.77,0.451,0.67,0.665,0.476,0.278,0.444,0.604,0.732,0.657,0.57,0.473,0.447,0.656,0.42,0.533,0.411,0.504,0.469,0.446,0.33,0.448,0.363,0.519,0.346,0.353,0.353,0.522,0.312,0.561,0.551,0.556,0.425,0.435,0.475,0.518,0.451,0.444,0.423,0.435 -4054,Not Epileptic,F,20.0,0.6,1.3,0.7,0.9,1.4,3.0,1.7,1.3,1.0,0.4,0.3,3.1,1.1,0.5,1.1,5.8,7.5,0.5,3.9,4.8,1.7,2.3,1.6,2.2,2.8,3.6,4.1,2.2,2.3,2.1,1.6,0.8,0.5,2.5,0.4,1.1,3.1,3.6,0.1,0.1,0.8,3.3,2.4,3.0,2.0,0.6,0.3,0.7,0.8,0.9,0.8,1.5,0.8,2.1,0.5,2.3,0.7,1.5,0.7,0.6,0.8,0.8,0.1,0.5,1.8,0.8,2.1,1.1,1.1,0.3,0.5,1.4,3.8,0.4,4,12,6,10,10,21,13,13,11,4,3.0,22,13,5,9,62,62,4,29,31,14,26,17,25,30,32,40,19,21,25,16,7,5,24,3,9,37,38,1,0,4,33,22,24,12,4,2,4,4,8,4,13,5,17,3,19,5,9,4,5,4,5,1,3,15,8,16,9,7,2,4,9,28,3,0.029,0.017,0.015,0.022,0.044,0.039,0.026,0.031,0.055,0.028,0.034,0.036,0.031,0.031,0.03,0.036,0.032,0.021,0.038,0.039,0.03,0.034,0.029,0.035,0.036,0.036,0.033,0.026,0.027,0.027,0.053,0.035,0.028,0.031,0.02,0.031,0.035,0.035,0.014,0.008,0.017,0.033,0.037,0.025,0.021,0.013,0.015,0.012,0.013,0.019,0.039,0.019,0.021,0.019,0.025,0.025,0.015,0.018,0.023,0.021,0.026,0.021,0.016,0.026,0.023,0.024,0.019,0.017,0.024,0.015,0.015,0.023,0.018,0.022,1499,4911,2370,2357,1579,3111,2805,3142,1749,959,593.0,2833,3554,1130,3529,13308,18392,2360,4630,3093,3212,4038,2334,4871,5837,6394,6625,3889,5780,4772,2454,965,1105,5859,1698,2219,5779,6622,372,325,1896,3027,5294,3204,2855,1338,885,2068,2240,1765,396,3391,1856,5126,525,3355,1625,2990,957,818,1062,1808,312,773,3296,1125,3770,2413,1617,921,1105,2029,8703,465,0.097,0.097,0.096,0.101,0.137,0.141,0.106,0.123,0.148,0.121,0.113,0.133,0.122,0.123,0.098,0.135,0.122,0.085,0.122,0.137,0.103,0.15,0.138,0.128,0.141,0.134,0.136,0.103,0.111,0.116,0.141,0.121,0.121,0.121,0.074,0.113,0.122,0.124,0.082,0.054,0.091,0.135,0.126,0.118,0.097,0.092,0.096,0.08,0.078,0.108,0.141,0.104,0.102,0.096,0.138,0.118,0.094,0.095,0.115,0.111,0.118,0.105,0.101,0.13,0.112,0.116,0.102,0.103,0.117,0.1,0.099,0.108,0.093,0.121,351,1231,687,757,504,1296,875,839,361,256,157.0,1271,735,231,603,2812,3914,402,1633,1808,845,1168,948,1113,1465,1714,2121,1288,1413,1340,491,415,363,1272,394,627,1606,1735,182,125,723,1464,1179,1923,1670,608,311,834,972,766,294,1327,734,1883,264,1490,699,1430,503,488,432,557,144,294,1329,545,1775,997,727,325,509,1015,3522,271,3.789,3.253,3.075,2.904,2.382,2.363,2.582,3.214,2.883,3.193,3.047,1.957,3.34,3.111,3.298,3.22,3.437,3.931,2.436,1.673,3.026,2.683,2.177,2.93,2.953,2.927,2.437,2.303,2.996,2.656,3.261,2.351,2.551,3.026,3.52,2.837,2.746,2.767,2.376,2.518,3.145,1.902,3.083,1.852,1.941,2.392,3.526,3.218,2.801,2.484,1.719,2.478,2.591,2.54,2.685,2.388,2.793,2.5,2.31,1.901,3.216,3.254,2.36,3.235,2.573,2.436,2.364,2.962,2.598,3.143,2.489,2.378,2.704,2.077,0.888,0.866,0.902,0.598,0.716,0.631,0.719,0.859,0.804,0.45,1.017,0.62,0.717,0.521,0.84,0.753,0.721,0.767,0.702,0.516,0.858,0.424,0.556,0.773,0.683,0.601,0.589,0.618,0.51,0.718,0.788,1.003,0.485,0.719,0.63,0.75,0.765,0.6,0.421,0.793,0.825,0.532,0.741,0.741,0.591,0.68,0.508,0.795,0.684,0.622,0.461,0.688,0.761,0.557,0.362,0.465,0.751,0.502,0.396,0.382,0.81,0.929,0.496,0.934,0.679,0.607,0.577,0.59,0.394,0.839,0.494,0.639,0.566,0.441 -4055,Not Epileptic,F,52.0,1.1,2.8,1.0,1.4,1.4,1.5,1.4,1.5,1.1,0.9,0.2,2.1,1.3,0.4,1.2,5.2,7.0,0.6,2.1,3.8,0.8,2.3,2.3,3.2,3.9,2.6,4.6,2.5,2.3,3.5,1.0,1.2,0.6,1.9,0.5,0.6,3.4,3.3,0.1,0.3,0.9,2.7,2.1,2.0,3.6,0.7,0.3,1.1,1.2,0.6,0.6,1.7,1.5,1.8,0.4,3.3,0.8,1.6,1.0,1.3,0.6,1.8,0.4,0.6,1.4,1.4,2.3,1.4,0.9,0.7,1.0,1.6,3.6,0.3,12,29,8,11,15,15,11,12,12,7,3.0,21,13,3,12,53,63,4,23,35,7,33,24,41,38,29,48,24,22,38,13,10,5,22,3,6,42,37,1,2,6,25,21,15,23,5,1,7,6,4,5,11,11,15,2,25,6,12,8,13,4,15,3,7,16,21,19,11,6,5,8,11,31,3,0.046,0.028,0.02,0.026,0.032,0.033,0.021,0.029,0.04,0.036,0.034,0.029,0.026,0.026,0.027,0.032,0.031,0.029,0.03,0.035,0.019,0.026,0.03,0.037,0.033,0.028,0.033,0.029,0.024,0.027,0.028,0.046,0.031,0.024,0.014,0.016,0.033,0.029,0.016,0.022,0.02,0.035,0.035,0.026,0.027,0.012,0.017,0.021,0.02,0.021,0.029,0.018,0.028,0.021,0.014,0.02,0.024,0.017,0.024,0.02,0.017,0.03,0.026,0.017,0.017,0.025,0.019,0.02,0.018,0.024,0.019,0.021,0.015,0.022,1348,4748,2218,2426,1807,2410,3187,2950,1705,1435,436.0,2068,3011,878,2410,8985,14910,1940,4052,3805,2877,4615,2444,5608,5910,5929,7024,4068,5575,7222,2217,1329,854,5555,2041,1666,7263,7548,268,478,1298,2083,5589,2095,3531,1588,712,1950,1912,1138,621,3069,1676,3772,751,5135,1440,3043,1247,2021,1063,2357,438,895,2576,1160,3730,2736,1635,754,1637,2269,8981,529,0.15,0.132,0.109,0.116,0.14,0.135,0.101,0.126,0.166,0.144,0.118,0.127,0.121,0.129,0.123,0.141,0.129,0.107,0.131,0.143,0.081,0.115,0.119,0.143,0.114,0.125,0.121,0.1,0.104,0.127,0.117,0.128,0.122,0.122,0.077,0.088,0.133,0.137,0.099,0.106,0.11,0.125,0.135,0.12,0.121,0.091,0.093,0.087,0.099,0.114,0.149,0.098,0.131,0.105,0.092,0.11,0.125,0.095,0.122,0.11,0.105,0.128,0.156,0.119,0.108,0.124,0.108,0.104,0.097,0.125,0.119,0.118,0.094,0.127,465,1676,813,883,817,883,958,835,502,372,144.0,1074,820,217,647,2629,3848,408,1139,1693,698,1259,1145,1613,1783,1624,2267,1310,1377,2226,638,480,297,1238,543,510,1889,1803,163,209,686,1107,1143,1305,2108,769,295,925,913,511,327,1432,811,1549,392,2508,558,1494,682,1038,439,947,209,517,1322,872,1871,1149,748,426,768,1151,3703,223,2.852,2.599,2.639,2.671,2.018,2.467,2.581,2.983,2.753,2.922,2.602,1.673,2.848,2.901,2.758,2.683,3.045,3.761,2.87,1.976,2.93,2.664,1.964,2.708,2.656,2.946,2.505,2.408,3.024,2.548,2.536,2.599,2.643,3.198,3.509,2.87,2.876,3.113,2.045,2.695,2.338,1.736,3.453,1.869,1.912,2.345,2.906,2.586,2.564,2.686,2.068,2.334,2.27,2.537,2.161,2.297,2.649,2.311,2.098,2.149,2.321,2.463,2.075,2.163,2.142,1.661,2.186,2.551,2.557,2.103,2.361,2.424,2.59,2.533,0.574,0.509,0.555,0.469,0.509,0.467,0.574,0.315,0.439,0.553,0.627,0.543,0.357,0.39,0.44,0.47,0.561,0.775,0.533,0.601,0.754,0.427,0.579,0.765,0.642,0.529,0.562,0.624,0.497,0.504,0.599,0.839,0.583,0.483,0.642,0.427,0.677,0.585,0.484,0.487,0.442,0.464,0.738,0.581,0.578,0.39,0.545,0.526,0.38,0.435,0.38,0.463,0.363,0.498,0.388,0.484,0.358,0.411,0.312,0.383,0.491,0.625,0.5,0.869,0.499,0.47,0.451,0.464,0.407,0.484,0.514,0.438,0.443,0.492 -4056,Not Epileptic,F,47.0,0.6,1.7,1.0,0.8,2.0,2.3,1.6,1.5,1.0,0.6,0.2,2.5,1.8,0.6,0.9,4.3,8.8,0.7,2.9,4.2,1.6,2.1,1.2,2.5,2.1,3.3,2.6,2.3,2.7,3.3,1.2,1.1,0.7,2.2,0.6,0.6,2.3,4.3,0.4,0.1,0.9,2.1,2.1,2.8,3.1,0.5,0.5,0.8,0.9,0.9,0.7,1.1,1.7,2.0,0.5,2.3,0.9,1.7,0.6,0.7,0.9,0.8,0.3,0.4,2.0,1.2,2.4,1.2,1.0,0.3,0.9,1.7,4.0,0.2,4,13,8,7,17,22,13,12,12,5,2.0,18,18,7,11,42,68,6,25,33,12,25,13,29,25,34,26,23,22,31,14,8,6,24,4,5,28,49,2,1,5,19,21,21,19,4,3,5,5,7,5,9,20,14,2,16,4,15,5,6,7,5,2,4,14,12,18,8,7,3,6,13,29,2,0.033,0.023,0.017,0.019,0.033,0.031,0.027,0.028,0.044,0.03,0.019,0.03,0.036,0.03,0.034,0.03,0.03,0.028,0.032,0.034,0.026,0.03,0.025,0.034,0.029,0.032,0.026,0.025,0.027,0.03,0.036,0.048,0.023,0.026,0.021,0.018,0.033,0.034,0.024,0.017,0.021,0.032,0.037,0.028,0.025,0.013,0.022,0.013,0.014,0.018,0.035,0.018,0.029,0.019,0.021,0.02,0.028,0.021,0.021,0.017,0.027,0.018,0.037,0.018,0.028,0.032,0.023,0.02,0.018,0.02,0.027,0.028,0.02,0.014,1269,3974,2557,2107,2438,3226,2506,2921,1648,1144,502.0,2265,3400,1297,1875,8509,16767,2433,4380,3491,3293,4221,1760,5304,4235,7126,4629,3907,5668,5104,1728,923,1316,6100,1912,1650,4900,8581,516,303,1498,2368,4519,2518,3255,1153,835,2183,2343,1560,438,2452,2841,4569,568,3711,1204,2544,764,1046,1283,1529,324,745,2470,883,3653,2308,1673,716,1128,2554,9069,505,0.104,0.107,0.088,0.093,0.139,0.14,0.104,0.128,0.151,0.126,0.097,0.122,0.134,0.146,0.143,0.128,0.115,0.102,0.134,0.124,0.1,0.138,0.131,0.131,0.133,0.134,0.122,0.112,0.116,0.129,0.127,0.131,0.102,0.119,0.078,0.085,0.122,0.139,0.125,0.111,0.1,0.133,0.131,0.122,0.108,0.084,0.115,0.078,0.082,0.101,0.138,0.096,0.113,0.094,0.115,0.105,0.115,0.11,0.122,0.101,0.125,0.102,0.16,0.12,0.12,0.131,0.113,0.106,0.104,0.123,0.127,0.135,0.096,0.099,324,1218,751,697,913,1177,905,887,459,324,173.0,1198,862,307,534,2301,4260,419,1404,1935,909,1220,793,1290,1265,1896,1607,1339,1593,1805,510,438,440,1331,495,562,1326,2147,206,129,669,1014,1055,1616,2020,659,329,901,1005,807,306,1069,1139,1721,307,1761,529,1307,461,655,542,591,138,353,1252,533,1705,966,882,286,539,1074,3596,227,3.687,3.024,3.041,2.724,2.363,2.457,2.267,2.914,2.737,3.008,2.689,1.678,2.977,3.159,2.852,2.759,3.111,3.898,2.678,1.647,2.805,2.609,1.928,2.936,2.522,2.949,2.289,2.288,2.725,2.352,2.553,2.401,2.498,3.155,3.353,2.556,2.791,2.883,2.838,2.618,2.889,1.991,3.231,1.743,1.876,1.827,3.259,2.829,2.755,2.34,1.894,2.45,2.408,2.722,2.342,2.304,2.764,2.216,2.005,1.88,2.545,2.668,2.404,2.23,2.236,2.281,2.381,2.734,2.314,2.995,2.484,2.872,2.689,2.699,1.007,0.59,0.78,0.86,0.641,0.603,0.614,0.74,0.538,0.536,0.877,0.45,0.5,0.604,0.548,0.579,0.717,0.804,0.714,0.535,0.782,0.477,0.513,0.75,0.532,0.551,0.524,0.61,0.664,0.621,0.648,0.892,0.544,0.599,0.956,0.598,0.79,0.657,0.703,0.479,0.716,0.654,0.794,0.63,0.669,0.48,0.639,0.888,0.681,0.404,0.442,0.415,0.616,0.538,0.353,0.622,0.516,0.557,0.428,0.434,0.504,0.692,0.447,0.877,0.557,0.713,0.539,0.449,0.434,0.792,0.54,0.569,0.628,0.504 -4057,Not Epileptic,F,55.0,0.5,2.2,0.9,1.4,2.0,1.6,1.5,1.9,1.0,0.6,0.4,2.7,1.2,0.8,0.8,6.1,9.0,1.2,1.9,3.7,1.1,2.3,1.9,3.4,2.5,3.5,4.2,3.6,2.8,3.0,2.2,1.1,0.4,2.7,0.4,0.8,4.3,2.6,0.1,0.1,1.1,3.4,2.3,2.0,2.7,0.6,0.6,1.2,1.3,1.2,0.4,1.7,1.5,2.5,0.3,1.8,0.5,1.2,1.0,1.1,0.4,2.5,0.6,0.6,1.9,1.0,2.3,1.4,1.5,0.4,0.9,1.0,4.9,0.3,7,19,8,13,19,21,15,18,11,8,3.0,28,15,7,12,76,81,7,24,44,14,34,20,40,34,42,49,34,28,33,18,8,5,29,3,7,49,36,1,1,7,34,22,16,15,5,3,8,7,10,3,14,9,21,1,15,4,11,11,11,3,21,5,5,20,17,19,13,10,4,5,9,43,3,0.032,0.025,0.016,0.029,0.041,0.025,0.026,0.028,0.038,0.029,0.033,0.034,0.028,0.036,0.024,0.034,0.031,0.042,0.027,0.034,0.021,0.027,0.035,0.036,0.03,0.033,0.034,0.04,0.029,0.026,0.051,0.038,0.021,0.031,0.014,0.019,0.039,0.032,0.016,0.012,0.021,0.038,0.03,0.024,0.018,0.015,0.025,0.018,0.019,0.018,0.018,0.018,0.022,0.018,0.024,0.014,0.018,0.017,0.023,0.02,0.026,0.033,0.033,0.018,0.022,0.02,0.019,0.019,0.02,0.016,0.019,0.013,0.021,0.02,1305,4557,2175,2201,2279,3186,3149,3411,1735,1598,517.0,3096,3230,1308,2321,11297,17231,2182,4514,4983,4535,5015,2041,6055,5411,7121,6415,4565,6380,6457,2275,1559,1218,5874,1848,1795,7951,6621,267,380,1476,2499,6623,2330,3916,1286,782,2424,2085,2466,590,3014,1748,5161,386,3533,933,2841,1774,1607,509,3053,828,942,2740,1205,3733,2466,2239,725,1562,1973,9235,444,0.11,0.12,0.095,0.133,0.145,0.136,0.105,0.13,0.15,0.131,0.118,0.154,0.131,0.152,0.118,0.148,0.138,0.141,0.121,0.153,0.099,0.129,0.136,0.134,0.124,0.133,0.14,0.125,0.108,0.133,0.158,0.105,0.096,0.138,0.075,0.1,0.155,0.144,0.108,0.087,0.112,0.141,0.125,0.117,0.096,0.098,0.116,0.095,0.101,0.103,0.096,0.098,0.119,0.102,0.128,0.096,0.118,0.101,0.132,0.111,0.121,0.133,0.133,0.103,0.119,0.124,0.104,0.111,0.107,0.097,0.103,0.099,0.106,0.125,349,1493,839,852,895,1103,997,1169,478,392,190.0,1395,918,346,682,3437,5098,454,1237,2011,1036,1484,1000,1889,1505,1982,2135,1621,1647,1939,780,565,432,1416,472,675,2083,1634,138,209,756,1421,1417,1413,2203,650,347,977,971,1033,375,1551,949,2284,171,1864,436,1252,718,863,279,1270,336,514,1475,781,1923,1071,1081,412,712,1081,3858,219,3.554,2.729,2.574,2.557,2.215,2.536,2.532,2.632,2.681,2.994,2.58,1.955,2.724,2.933,2.544,2.483,2.64,3.493,2.894,2.167,3.29,2.569,1.862,2.452,2.636,2.781,2.332,2.198,2.855,2.637,2.301,2.811,2.471,2.973,3.307,2.481,2.774,2.873,2.367,2.064,2.438,1.669,3.34,1.863,2.003,2.139,2.85,3.051,2.581,2.479,1.871,2.081,1.952,2.326,2.44,2.087,2.353,2.453,2.326,2.074,2.216,2.399,2.208,2.173,2.015,1.827,2.106,2.483,2.324,2.048,2.533,2.164,2.404,2.426,0.858,0.56,0.473,0.48,0.743,0.622,0.617,0.463,0.649,0.606,0.626,0.663,0.486,0.421,0.483,0.638,0.621,0.744,0.618,0.617,0.854,0.639,0.525,0.761,0.694,0.623,0.699,0.724,0.627,0.611,0.778,0.878,0.372,0.607,0.515,0.473,0.817,0.659,0.411,0.42,0.479,0.481,0.758,0.542,0.603,0.447,0.475,0.807,0.476,0.511,0.364,0.414,0.459,0.414,0.594,0.406,0.492,0.563,0.594,0.315,0.338,0.622,0.548,0.709,0.572,0.515,0.422,0.445,0.45,0.543,0.339,0.466,0.478,0.466 -4058,Not Epileptic,M,52.0,1.2,3.4,1.5,1.2,2.6,2.5,2.2,2.2,2.1,0.8,0.2,3.7,1.7,0.6,1.5,6.5,9.8,0.9,2.8,5.4,1.5,3.6,2.1,4.7,3.3,3.6,5.1,3.2,3.5,4.0,1.5,1.6,0.6,2.3,0.4,0.8,4.6,3.2,0.2,0.2,1.3,4.3,2.8,2.6,3.4,1.7,0.6,1.3,1.5,0.9,0.9,2.5,1.4,2.7,0.4,2.7,0.9,1.6,1.3,1.5,0.6,2.5,0.3,0.7,2.0,1.8,2.5,1.4,1.3,0.4,1.1,1.7,4.1,0.4,7,32,15,11,23,24,20,18,19,11,3.0,37,22,7,16,74,93,11,33,54,12,44,26,49,41,43,61,28,30,41,20,13,5,27,3,6,49,38,2,2,8,43,29,20,18,15,2,7,8,7,6,19,12,18,2,24,6,15,7,11,5,21,3,6,18,19,20,9,8,5,14,13,29,3,0.044,0.031,0.024,0.025,0.037,0.028,0.035,0.034,0.051,0.037,0.027,0.036,0.031,0.03,0.024,0.036,0.033,0.04,0.033,0.039,0.029,0.033,0.028,0.042,0.03,0.029,0.033,0.035,0.03,0.03,0.032,0.048,0.024,0.029,0.019,0.014,0.037,0.031,0.014,0.018,0.024,0.039,0.032,0.023,0.026,0.031,0.024,0.016,0.02,0.016,0.029,0.026,0.025,0.022,0.03,0.017,0.022,0.018,0.022,0.024,0.027,0.031,0.017,0.017,0.018,0.028,0.021,0.019,0.021,0.014,0.025,0.017,0.017,0.02,1523,5094,2329,2147,2433,4529,3116,3005,1713,1527,591.0,3682,3686,1115,2816,9925,18052,2359,5143,5889,4707,5864,2577,6622,5923,7273,6688,3774,6473,6468,2486,1450,1168,5698,1973,2342,8746,7818,472,495,1673,3430,6965,2740,3656,1842,791,2738,2239,1933,797,3416,1740,4056,456,4243,1504,3287,1365,1657,1016,3125,414,1100,3037,1457,3580,2315,1896,794,1623,2985,8436,484,0.132,0.133,0.129,0.115,0.142,0.131,0.117,0.134,0.155,0.159,0.123,0.148,0.132,0.135,0.126,0.146,0.136,0.137,0.145,0.151,0.105,0.13,0.131,0.141,0.127,0.135,0.122,0.124,0.105,0.141,0.136,0.126,0.104,0.133,0.088,0.084,0.145,0.133,0.091,0.108,0.117,0.141,0.133,0.119,0.112,0.129,0.105,0.086,0.101,0.1,0.147,0.118,0.128,0.111,0.125,0.106,0.113,0.106,0.11,0.12,0.129,0.136,0.113,0.111,0.109,0.123,0.109,0.104,0.105,0.104,0.127,0.102,0.096,0.111,444,1803,891,801,1142,1444,1109,990,624,412,181.0,1710,1096,292,932,3145,5203,513,1487,2631,985,1885,1203,1972,1911,2175,2579,1397,1766,2165,798,585,372,1349,450,820,2276,1828,259,241,832,1720,1466,1765,2048,847,358,1141,1102,801,412,1637,914,1897,233,2326,658,1545,805,958,374,1268,262,588,1556,877,1772,1095,950,474,805,1379,3614,301,3.274,2.561,2.54,2.652,1.972,2.383,2.373,2.68,2.192,2.925,2.874,1.866,2.667,2.697,2.376,2.477,2.726,3.563,2.78,1.939,3.387,2.443,1.934,2.622,2.449,2.667,2.095,2.175,2.813,2.386,2.457,2.56,2.438,3.024,3.703,2.619,2.878,3.108,2.07,2.536,2.505,1.845,3.364,1.723,2.034,2.123,2.651,2.797,2.517,2.573,2.074,2.175,2.038,2.361,2.395,1.965,2.452,2.397,1.883,1.914,2.606,2.445,1.853,2.284,2.134,2.121,2.081,2.47,2.3,1.997,2.141,2.48,2.493,1.974,0.857,0.618,0.537,0.475,0.508,0.758,0.579,0.424,0.618,0.692,0.734,0.55,0.441,0.351,0.525,0.502,0.595,0.711,0.592,0.578,0.922,0.558,0.484,0.837,0.553,0.558,0.521,0.582,0.489,0.642,0.573,0.843,0.315,0.623,0.97,0.422,0.785,0.546,0.341,0.554,0.525,0.482,0.685,0.548,0.614,0.519,0.45,0.877,0.511,0.473,0.429,0.429,0.458,0.437,0.372,0.416,0.377,0.492,0.41,0.392,0.575,0.541,0.337,0.7,0.526,0.728,0.503,0.371,0.436,0.504,0.513,0.439,0.431,0.321 -4059,Not Epileptic,M,37.0,1.1,3.6,1.1,1.7,2.1,2.0,3.3,1.6,0.9,1.3,0.5,3.0,1.9,0.5,1.6,7.1,10.1,0.9,2.1,5.0,1.6,2.8,2.0,5.5,6.7,3.5,3.6,4.6,4.7,2.8,1.7,1.4,0.8,2.5,0.5,0.7,5.3,3.5,0.2,0.4,1.1,3.2,2.3,3.0,3.0,1.0,0.6,1.0,1.8,0.8,0.6,2.2,1.6,3.0,0.2,3.4,0.7,1.9,0.8,1.1,0.8,2.8,0.6,0.8,1.6,1.9,2.8,1.3,1.8,0.6,1.2,1.9,6.7,0.4,9,30,11,16,18,20,25,21,10,16,6.0,25,24,6,18,72,91,8,24,50,13,41,17,53,60,41,38,36,38,33,16,10,7,30,3,7,57,52,2,2,6,29,23,20,16,6,3,7,10,5,4,17,13,21,2,27,7,12,7,8,9,22,3,6,14,21,23,9,10,5,11,15,54,4,0.038,0.035,0.016,0.022,0.039,0.028,0.037,0.025,0.038,0.038,0.038,0.031,0.027,0.034,0.032,0.033,0.03,0.032,0.031,0.037,0.026,0.031,0.036,0.045,0.043,0.032,0.029,0.038,0.035,0.028,0.042,0.04,0.03,0.031,0.014,0.015,0.041,0.024,0.015,0.017,0.022,0.033,0.033,0.023,0.019,0.018,0.023,0.017,0.02,0.012,0.026,0.021,0.023,0.022,0.017,0.017,0.026,0.02,0.021,0.019,0.024,0.035,0.021,0.021,0.018,0.023,0.018,0.016,0.022,0.018,0.021,0.019,0.019,0.021,1659,5584,3023,3577,2598,3340,3352,3934,1566,2104,864.0,2937,4218,869,3284,13447,21870,2653,5070,5936,5456,5316,1954,6898,7192,6777,6306,4578,7189,6378,2962,1551,1251,6994,2163,2230,9208,9111,335,595,1663,3118,6751,3407,4198,1905,918,2283,2784,1952,464,3716,2143,5003,361,4725,1215,3425,1041,1316,1405,2987,635,1113,2206,1860,4695,2497,2498,920,2025,3596,12706,494,0.131,0.137,0.094,0.115,0.139,0.131,0.119,0.129,0.154,0.165,0.141,0.131,0.124,0.128,0.139,0.136,0.129,0.124,0.131,0.161,0.108,0.128,0.133,0.148,0.142,0.134,0.115,0.12,0.108,0.129,0.143,0.118,0.114,0.132,0.08,0.086,0.147,0.125,0.101,0.103,0.105,0.132,0.132,0.111,0.097,0.098,0.112,0.095,0.106,0.087,0.134,0.107,0.112,0.106,0.126,0.107,0.109,0.102,0.116,0.112,0.123,0.144,0.109,0.115,0.111,0.116,0.099,0.096,0.108,0.117,0.117,0.107,0.105,0.129,517,1749,1062,1236,975,1223,1216,1172,452,600,235.0,1427,1219,250,957,3733,5756,559,1218,2394,1084,1658,850,2140,2475,2006,2087,1819,1902,1893,750,578,401,1479,561,729,2344,2496,185,311,807,1416,1380,2004,2341,868,371,945,1250,919,314,1763,1141,2211,164,2707,518,1498,682,819,539,1296,403,592,1177,1197,2411,1115,1177,484,889,1561,5183,292,3.215,2.788,2.644,2.687,2.271,2.297,2.297,2.847,2.529,2.82,2.823,1.78,2.707,2.423,2.548,2.608,2.875,3.738,3.161,2.129,3.438,2.43,1.996,2.462,2.309,2.727,2.35,2.117,2.889,2.523,2.764,2.666,2.502,3.207,3.566,2.692,2.896,2.724,2.175,2.298,2.641,1.898,3.435,1.921,2.033,2.256,3.124,2.879,2.718,2.581,1.808,2.246,2.011,2.343,2.463,1.952,2.51,2.648,1.69,1.852,2.445,2.197,1.83,2.207,2.037,1.806,2.065,2.396,2.436,2.107,2.383,2.449,2.559,2.189,0.77,0.733,0.562,0.525,0.633,0.632,0.636,0.479,0.553,0.76,0.81,0.491,0.586,0.612,0.552,0.711,0.659,0.638,0.604,0.736,0.799,0.616,0.585,0.783,0.745,0.548,0.684,0.632,0.677,0.604,0.709,0.813,0.503,0.674,0.664,0.529,0.803,0.691,0.456,0.412,0.602,0.637,0.779,0.536,0.649,0.563,0.454,0.698,0.429,0.416,0.439,0.396,0.453,0.501,0.722,0.469,0.507,0.499,0.335,0.384,0.577,0.666,0.389,0.834,0.457,0.542,0.45,0.389,0.444,0.629,0.49,0.561,0.466,0.572 -4060,Not Epileptic,F,47.0,0.7,2.2,0.9,1.4,1.5,1.6,1.6,1.6,0.8,1.1,0.2,3.2,1.6,0.5,1.3,6.6,8.9,1.0,2.4,5.7,1.1,2.6,1.5,2.7,3.1,3.7,3.1,2.8,2.3,3.6,1.1,0.8,0.5,1.8,0.4,0.3,3.8,4.0,0.2,0.3,0.9,2.7,2.4,2.2,2.4,0.5,0.6,0.9,1.2,1.4,0.8,1.5,1.3,2.6,0.4,1.7,1.1,1.5,0.4,0.8,0.6,0.9,0.3,0.2,1.5,1.2,3.4,0.6,1.0,0.4,1.0,1.4,4.2,0.3,8,23,9,11,16,16,15,16,7,9,4.0,25,18,7,14,65,84,8,26,41,9,25,17,37,30,35,36,29,19,39,17,5,5,22,3,2,37,40,2,2,5,24,20,18,14,4,3,5,7,11,6,12,8,16,2,16,9,13,5,9,4,7,2,4,14,29,27,5,7,4,7,11,32,3,0.027,0.024,0.016,0.022,0.032,0.035,0.024,0.031,0.033,0.038,0.024,0.039,0.027,0.027,0.036,0.032,0.029,0.027,0.036,0.041,0.022,0.036,0.033,0.029,0.032,0.035,0.024,0.027,0.021,0.032,0.029,0.032,0.028,0.025,0.013,0.009,0.034,0.037,0.014,0.019,0.023,0.035,0.032,0.024,0.017,0.013,0.018,0.015,0.018,0.023,0.031,0.016,0.024,0.018,0.019,0.013,0.022,0.019,0.016,0.018,0.027,0.019,0.015,0.011,0.02,0.026,0.02,0.012,0.018,0.014,0.023,0.021,0.017,0.016,1460,4841,2090,2445,2220,2705,2631,3342,1444,1948,627.0,2502,3338,1281,2443,10988,18342,2518,4177,4964,3481,3532,2035,5788,5625,6565,5346,4198,5404,6008,2473,827,894,5340,1907,1532,7789,7960,321,436,1469,2628,5287,2293,3602,1199,1142,2009,2326,2534,664,3420,1758,4849,462,3131,1726,2884,833,1266,725,2183,451,812,2456,1173,4953,1860,1929,1063,1845,2478,9228,397,0.122,0.121,0.104,0.109,0.136,0.144,0.107,0.137,0.129,0.146,0.121,0.139,0.13,0.136,0.141,0.143,0.135,0.115,0.142,0.141,0.088,0.155,0.14,0.133,0.141,0.147,0.116,0.116,0.1,0.145,0.123,0.097,0.135,0.128,0.076,0.067,0.132,0.142,0.114,0.101,0.105,0.149,0.122,0.113,0.095,0.089,0.102,0.083,0.097,0.102,0.146,0.091,0.115,0.101,0.123,0.09,0.116,0.107,0.107,0.108,0.13,0.107,0.106,0.109,0.112,0.136,0.111,0.085,0.103,0.104,0.117,0.113,0.095,0.127,474,1587,852,928,831,919,908,1004,385,501,180.0,1229,1094,354,710,3303,5229,577,1192,2292,833,1194,776,1614,1602,1899,2081,1568,1516,1877,603,437,314,1175,521,555,2022,1914,175,194,687,1166,1250,1488,2039,631,483,896,1045,922,400,1549,844,2126,229,1797,777,1362,379,750,360,778,253,401,1250,697,2522,877,891,496,775,1137,3998,195,3.071,2.819,2.446,2.572,2.414,2.625,2.461,2.958,2.778,3.203,2.924,1.765,2.563,2.728,2.759,2.618,2.851,3.458,2.894,1.87,3.108,2.441,2.272,2.776,2.647,2.822,2.094,2.169,2.723,2.635,2.92,2.021,2.379,3.175,3.299,2.437,2.917,3.045,2.166,2.236,2.711,2.0,3.197,1.712,2.016,2.079,3.1,2.738,2.789,2.686,1.957,2.304,2.223,2.499,2.442,1.828,2.609,2.518,2.059,1.842,2.439,2.804,1.898,2.281,2.161,2.182,2.164,2.476,2.582,2.69,2.737,2.64,2.455,2.86,0.708,0.521,0.532,0.468,0.589,0.377,0.625,0.526,0.557,0.626,0.872,0.553,0.521,0.456,0.4,0.536,0.527,0.708,0.567,0.568,0.923,0.568,0.519,0.575,0.509,0.544,0.541,0.503,0.523,0.624,0.703,0.868,0.394,0.585,0.627,0.51,0.666,0.564,0.263,0.342,0.565,0.474,0.619,0.544,0.639,0.454,0.547,0.65,0.493,0.597,0.389,0.57,0.484,0.495,0.584,0.423,0.418,0.606,0.438,0.349,0.306,0.733,0.468,0.792,0.736,0.649,0.566,0.487,0.465,0.56,0.465,0.44,0.548,0.637 -4061,Not Epileptic,M,22.0,1.2,2.8,1.2,1.7,2.5,1.8,2.5,2.1,1.4,0.7,0.5,3.4,1.9,0.5,1.3,7.0,13.8,1.4,2.8,6.7,2.3,2.4,3.2,4.0,4.2,4.1,4.3,3.3,3.2,5.2,1.4,1.9,0.7,3.0,0.7,1.3,4.4,5.4,0.2,0.2,1.4,4.5,2.4,3.4,3.4,0.7,0.5,1.1,1.9,1.2,0.8,1.9,1.9,3.3,0.6,3.4,0.7,2.0,1.0,0.6,0.9,2.0,0.4,0.7,2.7,1.5,2.6,1.5,0.9,0.8,1.0,1.8,4.5,0.4,13,29,11,13,19,21,39,22,14,8,5.0,30,24,9,17,81,130,11,30,62,19,32,34,43,51,47,48,36,30,57,14,14,7,38,4,12,47,58,2,2,8,39,25,27,21,5,3,6,10,8,6,17,16,28,5,25,5,17,5,5,9,20,2,5,23,18,23,10,7,7,8,13,37,3,0.04,0.026,0.019,0.024,0.038,0.023,0.03,0.027,0.04,0.033,0.032,0.034,0.033,0.032,0.027,0.031,0.039,0.043,0.034,0.041,0.035,0.029,0.044,0.036,0.042,0.029,0.03,0.03,0.027,0.04,0.035,0.055,0.031,0.038,0.013,0.02,0.039,0.038,0.015,0.02,0.022,0.041,0.034,0.026,0.022,0.013,0.018,0.016,0.02,0.022,0.03,0.02,0.026,0.022,0.024,0.018,0.015,0.023,0.019,0.017,0.021,0.027,0.025,0.018,0.021,0.019,0.018,0.019,0.018,0.018,0.018,0.017,0.017,0.013,1955,5458,3000,2971,2241,3787,4126,4081,2091,1616,1255.0,3349,3867,1233,3572,13632,22276,2614,6172,6710,5394,4669,2318,7576,6315,8523,7535,5497,6774,7479,2267,1530,1404,6877,2844,3348,7067,10086,427,457,2005,3420,6105,4069,4130,1723,1173,2429,3183,1979,928,3479,2448,6397,757,5933,1814,3415,1337,1163,1239,3106,432,1244,4350,2399,5745,2622,1596,1439,1694,3208,9849,691,0.137,0.12,0.1,0.112,0.143,0.114,0.123,0.131,0.138,0.136,0.123,0.131,0.14,0.15,0.126,0.132,0.15,0.137,0.131,0.156,0.114,0.111,0.14,0.141,0.137,0.128,0.121,0.12,0.113,0.145,0.128,0.148,0.115,0.141,0.078,0.1,0.137,0.148,0.09,0.107,0.107,0.14,0.143,0.115,0.107,0.088,0.092,0.09,0.1,0.111,0.136,0.104,0.125,0.112,0.125,0.101,0.089,0.113,0.098,0.104,0.117,0.121,0.118,0.1,0.115,0.107,0.095,0.101,0.101,0.127,0.111,0.1,0.096,0.104,576,1745,1004,1121,982,1310,1370,1345,639,403,281.0,1546,1034,318,905,4045,6089,578,1441,2898,1172,1388,1036,2013,1714,2489,2471,1924,1877,2258,677,591,392,1597,741,1051,2053,2460,250,209,968,1615,1325,2159,2330,816,472,1019,1393,807,390,1479,1189,2372,394,2906,778,1536,751,612,569,1195,251,636,1993,1286,2465,1145,793,653,854,1542,4085,372,3.294,2.788,2.74,2.582,2.078,2.355,2.437,2.641,2.438,3.044,3.182,1.877,2.822,2.786,2.839,2.592,2.804,3.483,3.187,1.968,3.243,2.473,2.062,2.774,2.788,2.799,2.388,2.292,2.759,2.546,2.43,2.62,2.73,3.058,3.432,2.806,2.582,3.013,1.944,2.555,2.743,1.846,3.395,2.055,2.068,2.306,2.904,3.026,2.733,2.794,2.487,2.443,2.121,2.572,2.324,2.262,2.731,2.513,2.02,2.135,2.21,2.4,2.008,2.344,2.315,2.15,2.303,2.494,2.445,2.393,2.339,2.407,2.567,2.33,0.695,0.602,0.589,0.509,0.669,0.678,0.61,0.469,0.751,0.567,0.851,0.561,0.467,0.499,0.54,0.615,0.724,0.706,0.513,0.676,0.814,0.561,0.566,0.729,0.663,0.55,0.55,0.596,0.491,0.536,0.701,1.015,0.429,0.579,0.621,0.54,0.803,0.81,0.346,0.508,0.582,0.596,0.65,0.608,0.59,0.463,0.591,0.691,0.531,0.407,0.579,0.479,0.487,0.555,0.428,0.399,0.358,0.488,0.405,0.372,0.502,0.724,0.331,0.681,0.503,0.571,0.475,0.4,0.416,0.879,0.493,0.515,0.442,0.288 -4062,Not Epileptic,F,22.0,0.8,2.6,1.4,1.4,1.1,2.1,1.8,1.5,1.6,0.5,0.3,3.4,1.7,0.4,1.1,6.1,7.2,0.9,1.4,4.7,1.3,4.3,2.3,5.1,2.3,4.3,2.4,2.1,2.6,2.1,2.2,1.5,0.6,2.2,0.5,0.9,3.5,2.8,0.2,0.2,1.3,4.1,1.8,2.4,2.6,0.5,0.7,1.0,1.4,0.9,0.5,2.5,1.6,2.8,0.2,2.3,0.7,1.8,1.6,1.1,0.4,1.9,0.5,0.6,1.6,1.2,2.1,1.1,0.9,0.6,0.7,1.5,4.3,0.3,9,27,18,13,13,23,17,16,16,9,4.0,32,23,6,14,84,70,7,21,40,13,57,23,58,35,53,38,23,24,35,19,12,7,32,3,8,37,36,1,2,11,36,17,22,17,4,4,7,8,4,3,23,15,20,1,22,6,11,12,10,3,14,5,5,12,18,18,10,6,5,5,11,41,3,0.041,0.025,0.024,0.021,0.022,0.034,0.03,0.026,0.047,0.034,0.025,0.035,0.031,0.028,0.028,0.031,0.026,0.032,0.027,0.048,0.025,0.044,0.037,0.044,0.03,0.031,0.026,0.026,0.023,0.026,0.043,0.056,0.022,0.027,0.013,0.018,0.035,0.026,0.017,0.018,0.023,0.038,0.031,0.022,0.02,0.011,0.026,0.017,0.018,0.022,0.021,0.02,0.027,0.02,0.02,0.017,0.015,0.023,0.027,0.021,0.013,0.024,0.026,0.015,0.018,0.018,0.018,0.018,0.016,0.019,0.017,0.018,0.019,0.013,1456,5227,2861,2609,1944,3301,3008,3316,1841,1397,674.0,3195,3940,1187,2664,13004,17891,2151,3667,4465,3474,4619,2234,6431,5521,8685,5598,4178,6772,5281,2648,1301,1416,6020,2013,2099,7040,8164,374,561,1967,2768,5316,2796,3565,1371,906,2189,2444,1465,531,4019,1893,5127,454,4502,1473,2678,2006,1835,757,3123,486,1146,3014,1941,3862,2783,1875,992,1254,2749,8508,599,0.144,0.12,0.117,0.113,0.119,0.151,0.117,0.128,0.159,0.143,0.122,0.149,0.133,0.142,0.137,0.141,0.124,0.131,0.133,0.168,0.11,0.15,0.139,0.148,0.133,0.136,0.118,0.112,0.108,0.124,0.146,0.135,0.109,0.128,0.073,0.102,0.132,0.13,0.095,0.113,0.125,0.144,0.125,0.114,0.1,0.08,0.12,0.09,0.096,0.1,0.118,0.107,0.124,0.107,0.11,0.109,0.1,0.109,0.116,0.115,0.087,0.12,0.134,0.099,0.102,0.111,0.098,0.097,0.09,0.115,0.117,0.104,0.105,0.1,466,1737,1058,954,926,1077,1032,1001,639,353,183.0,1616,1186,291,721,3688,4849,458,955,1920,825,1581,1006,2013,1463,2618,1738,1407,1716,1620,819,520,453,1438,503,817,1841,1948,196,221,878,1585,1084,1756,2101,686,398,965,1140,645,323,2048,945,2181,145,2085,663,1247,1022,837,431,1191,277,613,1441,1043,1932,1078,909,463,590,1246,3735,333,3.129,2.563,2.715,2.517,1.894,2.549,2.423,2.749,2.25,2.974,2.544,1.82,2.685,2.956,2.73,2.614,2.871,3.5,2.833,2.049,3.057,2.313,2.027,2.355,2.819,2.641,2.515,2.271,2.948,2.549,2.333,2.59,2.576,2.94,3.37,2.431,2.748,2.992,2.172,2.593,2.817,1.696,3.516,1.788,1.957,2.234,2.861,2.732,2.689,2.555,1.87,2.07,2.051,2.433,2.779,2.278,2.384,2.395,2.184,2.369,2.088,2.552,1.914,2.163,2.289,2.057,2.167,2.656,2.4,2.276,2.306,2.433,2.383,2.11,0.818,0.646,0.424,0.62,0.578,0.623,0.574,0.45,0.695,0.702,1.027,0.572,0.432,0.383,0.545,0.604,0.639,0.764,0.613,0.555,0.764,0.66,0.463,0.809,0.598,0.559,0.549,0.611,0.528,0.548,0.871,0.92,0.342,0.604,0.672,0.449,0.787,0.732,0.404,0.307,0.517,0.459,0.681,0.556,0.631,0.412,0.701,0.645,0.433,0.566,0.432,0.416,0.468,0.482,0.521,0.41,0.472,0.472,0.38,0.354,0.474,0.743,0.557,0.581,0.441,0.669,0.455,0.473,0.417,0.871,0.435,0.464,0.456,0.357 -4063,Not Epileptic,M,52.0,1.2,2.8,1.4,1.6,2.2,2.0,3.4,2.0,1.7,0.7,0.8,3.1,1.2,0.5,1.4,7.1,12.6,1.0,2.6,4.7,1.1,2.8,1.9,3.7,3.3,4.7,3.0,2.9,3.3,3.2,2.3,1.0,0.5,2.4,0.6,0.8,2.9,3.0,0.2,0.1,1.3,4.0,2.1,3.3,4.5,0.7,0.5,1.4,1.6,1.2,0.7,2.5,2.0,3.8,0.4,3.2,0.7,1.6,1.5,1.8,0.9,1.6,0.5,0.8,1.5,1.9,3.0,1.6,1.0,0.9,1.2,1.4,5.3,0.3,10,23,14,13,19,21,24,20,13,8,8.0,27,15,5,14,83,117,11,32,41,12,33,20,37,43,50,35,26,31,37,22,10,5,30,5,4,36,41,2,1,9,37,25,22,21,4,3,8,8,10,5,17,14,29,3,30,8,18,12,13,8,11,3,7,11,19,24,13,5,7,7,11,42,3,0.04,0.027,0.023,0.032,0.039,0.034,0.046,0.025,0.051,0.04,0.051,0.031,0.026,0.04,0.031,0.035,0.04,0.036,0.031,0.04,0.031,0.03,0.027,0.041,0.029,0.028,0.03,0.029,0.033,0.032,0.049,0.039,0.028,0.031,0.019,0.016,0.027,0.029,0.015,0.013,0.032,0.044,0.034,0.029,0.029,0.014,0.03,0.019,0.019,0.024,0.036,0.028,0.026,0.026,0.015,0.02,0.013,0.02,0.026,0.022,0.023,0.031,0.023,0.023,0.02,0.032,0.024,0.021,0.017,0.026,0.024,0.017,0.019,0.017,1501,4463,1876,2221,2049,2774,2584,3791,1680,1365,788.0,3144,3150,893,2071,11576,17188,2078,4914,4272,3052,4913,2121,5499,6345,8888,4791,3689,6257,5325,2245,1168,742,5203,2020,1673,6884,7707,422,236,1251,3565,5609,2883,4192,1458,764,2084,2219,1626,433,2672,2211,5094,653,4481,1567,2616,1176,1900,1016,2217,506,1026,2346,1336,3940,2283,1692,1286,1449,1991,8560,433,0.133,0.118,0.103,0.127,0.137,0.142,0.127,0.124,0.155,0.146,0.156,0.128,0.113,0.148,0.128,0.131,0.138,0.142,0.129,0.145,0.101,0.129,0.114,0.143,0.124,0.126,0.112,0.109,0.108,0.133,0.156,0.116,0.108,0.132,0.094,0.078,0.117,0.131,0.096,0.096,0.12,0.157,0.139,0.123,0.118,0.086,0.109,0.097,0.098,0.122,0.151,0.121,0.119,0.118,0.098,0.111,0.089,0.119,0.128,0.113,0.119,0.133,0.133,0.113,0.103,0.133,0.114,0.117,0.094,0.12,0.117,0.106,0.103,0.116,521,1779,912,890,1032,985,1138,1327,581,377,280.0,1546,894,226,676,3631,5719,553,1500,2027,770,1528,1077,1701,1912,2823,1790,1393,1724,1774,768,576,283,1365,577,693,1810,1836,222,106,781,1515,1247,1862,2337,774,352,1051,1236,780,301,1454,1176,2462,395,2412,863,1369,856,1183,609,851,276,563,1197,899,2086,1127,812,571,733,1126,4228,275,2.763,2.307,2.214,2.395,1.862,2.256,2.034,2.436,2.251,2.801,2.226,1.751,2.799,2.708,2.372,2.456,2.45,3.022,2.636,1.819,2.987,2.366,1.785,2.444,2.519,2.544,2.171,2.102,2.707,2.397,2.343,2.073,2.084,2.751,3.019,2.272,2.741,2.916,2.178,2.265,1.91,1.915,3.28,1.742,2.029,2.07,2.482,2.359,2.111,2.333,1.7,1.995,2.017,2.099,1.892,1.962,1.926,2.151,1.607,1.724,1.892,2.7,1.944,2.084,2.139,1.715,2.0,2.188,2.335,2.161,2.126,2.08,2.141,1.917,0.621,0.572,0.406,0.494,0.454,0.668,0.509,0.57,0.616,0.779,0.847,0.525,0.448,0.513,0.511,0.578,0.563,0.66,0.596,0.551,0.715,0.663,0.499,0.802,0.624,0.695,0.461,0.53,0.515,0.555,0.673,0.862,0.513,0.594,0.54,0.516,0.765,0.739,0.35,0.863,0.383,0.699,0.632,0.498,0.572,0.487,0.593,0.631,0.506,0.64,0.337,0.372,0.434,0.524,0.327,0.398,0.364,0.472,0.261,0.374,0.384,0.822,0.532,0.706,0.502,0.556,0.487,0.421,0.405,0.636,0.461,0.442,0.451,0.587 -4064,Not Epileptic,M,55.0,1.1,2.1,0.8,1.1,1.6,2.0,2.4,2.0,0.9,1.0,0.5,3.0,1.9,0.6,2.1,5.4,10.2,0.9,2.2,4.7,1.0,3.5,2.6,4.4,6.4,4.3,4.7,3.4,4.1,3.7,1.2,1.4,0.5,2.6,0.3,1.2,5.6,3.2,0.4,0.1,1.2,3.8,2.3,2.5,3.1,0.7,0.5,1.0,1.5,1.0,0.6,2.7,1.9,2.9,0.5,3.0,0.6,1.4,1.3,1.2,0.6,2.0,0.5,0.7,1.9,1.7,2.5,1.4,1.1,1.1,1.1,1.1,5.1,0.4,9,20,8,8,12,18,17,18,10,10,6.0,31,16,9,24,60,102,8,31,42,7,37,23,45,58,44,53,29,31,51,17,10,5,29,1,13,55,42,2,1,9,47,25,18,19,5,3,7,9,6,3,22,14,21,2,22,5,12,8,8,4,17,3,7,14,20,24,10,6,10,7,9,50,2,0.042,0.02,0.015,0.021,0.033,0.034,0.034,0.032,0.033,0.035,0.041,0.034,0.036,0.029,0.033,0.03,0.03,0.034,0.027,0.04,0.019,0.035,0.033,0.039,0.042,0.029,0.033,0.033,0.032,0.034,0.035,0.049,0.021,0.025,0.006,0.018,0.032,0.031,0.026,0.016,0.023,0.039,0.032,0.027,0.024,0.016,0.018,0.018,0.017,0.022,0.038,0.022,0.025,0.02,0.017,0.019,0.015,0.014,0.026,0.019,0.021,0.026,0.027,0.017,0.021,0.027,0.02,0.018,0.016,0.02,0.021,0.017,0.017,0.02,1519,5099,2212,2414,1896,2448,3644,3351,1759,1883,772.0,3196,3892,1323,4081,11573,21488,2507,5332,4005,3500,5781,2492,6983,7268,8113,7005,4371,7360,6337,2629,1277,1179,6067,2183,3134,10501,8335,475,294,1824,3686,6287,2775,3961,1526,1004,2421,2910,1703,460,4084,2058,5836,624,4725,1289,3107,1385,1965,995,3436,489,1265,2852,1375,4045,2711,2163,1644,1764,2437,11311,504,0.127,0.109,0.093,0.103,0.132,0.14,0.113,0.132,0.129,0.137,0.131,0.137,0.13,0.147,0.145,0.132,0.131,0.136,0.13,0.159,0.082,0.126,0.124,0.139,0.137,0.127,0.121,0.113,0.113,0.153,0.13,0.135,0.097,0.119,0.049,0.092,0.132,0.141,0.119,0.118,0.114,0.136,0.135,0.119,0.106,0.092,0.102,0.084,0.097,0.11,0.153,0.113,0.117,0.103,0.108,0.105,0.102,0.089,0.118,0.097,0.108,0.125,0.132,0.104,0.107,0.129,0.11,0.099,0.094,0.124,0.112,0.099,0.099,0.099,498,1745,813,848,748,1033,1134,1110,488,507,237.0,1385,966,350,1155,3251,5892,495,1440,1980,842,1556,1111,1959,2309,2488,2336,1526,1904,2019,748,499,368,1604,628,1139,2701,1969,245,128,821,1566,1354,1548,2047,725,398,939,1292,697,230,1914,1077,2353,339,2352,616,1492,792,992,466,1222,287,643,1381,894,2003,1133,1003,728,834,1094,4661,280,3.185,2.721,2.702,2.727,2.346,2.265,2.563,2.743,2.694,3.04,2.754,1.925,3.083,2.765,2.733,2.644,2.885,3.66,2.898,1.858,2.96,2.742,1.957,2.725,2.612,2.64,2.412,2.186,2.878,2.555,2.626,2.535,2.466,2.874,3.053,2.457,2.974,3.058,2.245,2.593,2.647,2.011,3.342,1.939,2.156,2.266,2.953,3.211,2.62,3.002,2.124,2.254,2.122,2.465,2.25,2.256,2.455,2.231,2.039,2.14,2.348,2.768,2.016,2.309,2.315,1.874,2.142,2.576,2.511,2.593,2.408,2.607,2.455,2.17,0.828,0.469,0.492,0.508,0.569,0.469,0.656,0.426,0.528,0.612,0.701,0.589,0.473,0.509,0.523,0.601,0.626,0.657,0.57,0.565,0.785,0.54,0.574,0.737,0.661,0.632,0.638,0.764,0.594,0.505,0.704,0.883,0.467,0.59,0.51,0.42,0.812,0.65,0.376,0.444,0.476,0.609,0.749,0.615,0.619,0.42,0.605,0.793,0.433,0.557,0.4,0.428,0.404,0.478,0.437,0.358,0.369,0.481,0.409,0.411,0.443,0.663,0.505,0.672,0.462,0.753,0.398,0.396,0.425,0.56,0.45,0.441,0.415,0.341 -4065,Not Epileptic,F,22.0,0.9,3.0,1.1,1.1,1.1,2.8,2.0,1.8,1.5,0.7,0.3,3.0,2.2,0.5,1.7,9.0,11.4,0.9,2.4,4.3,1.1,3.6,3.0,3.6,2.8,4.0,3.2,3.1,3.5,4.6,1.9,1.0,0.7,3.4,0.5,0.7,5.3,4.3,0.1,0.4,1.1,3.7,2.4,2.1,3.5,0.8,0.8,1.7,1.1,1.2,0.6,3.4,1.6,2.7,0.5,2.4,0.8,1.5,1.1,1.3,0.6,1.9,0.5,0.4,2.8,1.5,3.1,1.5,0.9,0.6,1.5,2.8,4.3,0.4,6,28,11,12,12,28,15,16,18,11,3.0,28,22,9,22,97,104,6,29,36,8,46,26,39,35,36,33,31,28,47,26,5,9,33,4,6,48,50,2,2,7,35,20,23,22,5,3,14,6,13,4,25,11,18,3,20,5,12,10,13,3,18,3,5,21,18,27,10,7,4,10,19,35,3,0.032,0.026,0.013,0.019,0.031,0.03,0.028,0.031,0.042,0.029,0.042,0.039,0.036,0.03,0.033,0.036,0.029,0.026,0.029,0.04,0.017,0.033,0.041,0.037,0.033,0.034,0.028,0.028,0.029,0.039,0.046,0.038,0.029,0.037,0.017,0.017,0.04,0.03,0.011,0.018,0.02,0.038,0.037,0.023,0.024,0.018,0.026,0.02,0.014,0.035,0.026,0.025,0.019,0.018,0.019,0.019,0.023,0.016,0.026,0.03,0.021,0.028,0.024,0.017,0.025,0.03,0.02,0.019,0.016,0.023,0.034,0.025,0.017,0.016,1708,6494,2902,2306,1941,4403,3290,3832,1972,1374,313.0,3574,4650,1354,3364,15608,24071,3029,4797,4005,2731,5525,3235,7193,4972,7213,5623,5188,7025,6097,2722,774,1629,7272,2113,2051,7753,8968,422,741,1647,4104,5306,2480,3669,1475,1038,2826,2449,1389,642,4883,3050,6344,596,3397,1527,3131,1560,1634,1152,3015,633,957,4226,1041,5111,2551,1862,1283,1771,3837,8797,559,0.123,0.114,0.091,0.104,0.122,0.145,0.114,0.132,0.146,0.141,0.126,0.154,0.141,0.123,0.143,0.148,0.125,0.106,0.123,0.145,0.084,0.144,0.152,0.133,0.144,0.145,0.126,0.125,0.118,0.161,0.142,0.11,0.123,0.153,0.09,0.087,0.147,0.126,0.079,0.111,0.109,0.155,0.13,0.123,0.114,0.101,0.112,0.1,0.087,0.123,0.128,0.119,0.108,0.096,0.117,0.11,0.109,0.093,0.127,0.13,0.092,0.129,0.118,0.111,0.122,0.14,0.109,0.101,0.097,0.111,0.135,0.122,0.098,0.1,498,2026,1278,939,677,1609,1112,1047,602,411,152.0,1364,1192,355,909,4459,6610,570,1503,1865,827,1922,1168,1878,1526,2018,1888,1816,2026,2017,683,372,468,1604,517,688,2260,2409,237,323,777,1725,1222,1437,2230,719,453,1177,1153,596,355,2068,1285,2499,320,1796,575,1581,795,759,524,1075,301,475,1889,670,2496,1212,852,425,714,1608,3919,315,3.337,2.897,2.278,2.402,2.351,2.433,2.441,3.22,2.614,2.893,2.136,2.271,2.983,2.717,2.858,2.712,3.014,3.86,2.648,1.907,2.597,2.305,2.318,2.895,2.473,2.777,2.375,2.293,2.709,2.523,2.737,2.22,2.676,3.395,3.509,2.588,2.846,2.803,2.213,2.736,2.664,2.144,3.172,1.831,1.889,2.237,2.947,2.909,2.538,2.576,2.274,2.356,2.558,2.658,2.228,2.102,2.862,2.252,2.08,2.141,2.242,2.831,2.307,2.263,2.488,2.059,2.179,2.584,2.347,3.2,2.595,2.601,2.424,2.178,0.725,0.613,0.494,0.496,0.619,0.468,0.494,0.655,0.568,0.612,0.775,0.493,0.483,0.612,0.55,0.524,0.562,0.747,0.502,0.524,0.691,0.543,0.472,0.69,0.584,0.581,0.494,0.524,0.501,0.59,0.867,0.863,0.494,0.579,0.572,0.626,0.615,0.621,0.388,0.454,0.598,0.442,0.698,0.608,0.498,0.382,0.396,0.799,0.443,0.723,0.379,0.508,0.575,0.532,0.283,0.42,0.631,0.449,0.383,0.428,0.409,0.786,0.615,0.824,0.695,0.626,0.452,0.468,0.571,0.765,0.662,0.563,0.543,0.508 -4066,Not Epileptic,F,22.0,0.8,2.0,0.9,1.4,2.2,1.5,1.7,1.4,1.1,0.6,0.3,3.0,1.4,0.5,1.0,5.0,7.4,0.7,2.2,3.8,1.4,2.5,2.8,4.0,6.0,2.7,4.3,2.4,2.7,3.2,1.9,0.7,0.6,1.9,0.4,0.7,3.2,2.3,0.1,0.3,1.0,4.4,2.8,2.4,2.9,0.6,0.5,0.7,1.3,0.7,0.4,1.9,1.0,2.0,0.3,2.9,0.5,1.0,0.9,1.0,0.4,1.7,0.5,0.6,2.3,1.1,2.5,1.4,0.8,0.7,1.1,1.2,3.9,0.3,7,18,8,10,21,15,15,13,13,8,3.0,24,16,7,11,58,75,5,25,29,16,31,22,42,63,33,52,25,22,37,17,5,6,29,2,6,33,37,1,3,6,33,26,15,14,4,2,5,7,7,3,16,11,15,1,24,5,10,6,7,3,12,3,4,18,16,17,10,5,3,7,8,35,2,0.036,0.026,0.018,0.026,0.045,0.028,0.027,0.025,0.039,0.03,0.035,0.033,0.031,0.035,0.032,0.032,0.029,0.03,0.027,0.04,0.028,0.032,0.04,0.05,0.047,0.03,0.035,0.035,0.032,0.029,0.042,0.046,0.031,0.031,0.015,0.018,0.039,0.03,0.016,0.021,0.021,0.043,0.041,0.028,0.023,0.013,0.017,0.013,0.018,0.013,0.018,0.027,0.02,0.02,0.017,0.019,0.024,0.013,0.018,0.016,0.019,0.029,0.032,0.017,0.025,0.025,0.02,0.02,0.016,0.019,0.025,0.018,0.019,0.024,1638,3973,2358,2530,2151,2908,3658,3277,1631,1560,901.0,2855,3262,1002,2548,10277,18840,1991,5185,3995,4919,5829,2593,5345,6517,6165,7962,4066,5965,7100,2918,1057,1075,4995,1751,1983,6644,7023,265,566,1498,3549,5627,2298,3499,1605,800,2082,2368,1839,575,3201,1900,4219,522,4821,1029,2683,1373,1794,644,2398,395,971,3150,1402,3941,2389,1435,944,1605,1932,8441,480,0.121,0.122,0.104,0.113,0.153,0.127,0.102,0.118,0.162,0.13,0.125,0.134,0.131,0.148,0.14,0.132,0.129,0.11,0.125,0.147,0.113,0.123,0.13,0.154,0.147,0.129,0.13,0.103,0.112,0.128,0.149,0.1,0.122,0.135,0.082,0.091,0.135,0.138,0.095,0.129,0.105,0.143,0.153,0.123,0.105,0.085,0.099,0.081,0.096,0.096,0.126,0.118,0.118,0.102,0.109,0.107,0.118,0.091,0.103,0.099,0.107,0.13,0.151,0.108,0.116,0.12,0.102,0.103,0.099,0.1,0.113,0.108,0.096,0.132,413,1283,787,874,862,931,1074,890,483,349,188.0,1384,847,257,617,2734,4504,435,1305,1640,959,1398,1079,1505,1981,1652,2298,1239,1377,1855,778,397,284,1103,424,626,1511,1466,159,241,718,1546,1136,1372,1921,751,350,871,1071,830,318,1385,888,1682,216,2340,463,1251,710,891,307,874,228,482,1562,743,1931,1054,692,451,772,949,3353,220,3.56,2.813,2.709,2.776,2.008,2.556,2.614,3.018,2.474,3.305,3.576,1.806,2.874,2.778,2.906,2.677,3.135,3.496,3.008,2.007,3.536,2.949,2.073,2.72,2.592,2.884,2.624,2.443,3.129,2.882,2.607,2.727,2.814,3.108,3.432,2.863,3.022,3.327,1.842,2.593,2.633,1.944,3.246,2.016,2.12,2.408,2.769,2.915,2.74,2.579,2.066,2.294,1.892,2.488,2.819,2.282,2.264,2.28,2.237,2.209,2.278,2.577,1.821,2.326,2.274,2.262,2.194,2.468,2.412,2.204,2.494,2.443,2.628,2.756,0.849,0.646,0.493,0.536,0.782,0.678,0.718,0.459,0.813,0.418,0.847,0.494,0.511,0.481,0.546,0.758,0.688,0.764,0.522,0.7,0.84,0.618,0.677,0.716,0.749,0.611,0.685,0.744,0.554,0.568,0.754,1.011,0.455,0.628,0.69,0.493,0.813,0.647,0.408,0.848,0.418,0.685,0.865,0.569,0.634,0.416,0.606,0.806,0.418,0.393,0.301,0.479,0.612,0.55,0.577,0.402,0.409,0.569,0.394,0.414,0.361,0.77,0.466,0.467,0.528,0.74,0.419,0.448,0.516,0.594,0.341,0.557,0.457,0.519 -4067,Not Epileptic,F,37.0,0.8,2.4,0.7,1.3,1.6,1.8,1.4,1.6,1.5,0.8,0.8,2.8,1.2,0.5,1.0,7.3,7.5,1.0,2.4,4.8,1.1,2.9,2.0,3.9,2.6,3.2,3.7,2.9,2.4,2.6,1.3,1.5,0.6,2.4,0.5,0.8,3.2,3.2,0.2,0.2,1.0,3.6,2.4,3.6,2.7,0.6,0.5,1.0,1.3,0.9,0.6,1.9,1.1,2.7,0.4,2.1,0.5,1.2,1.1,1.3,0.7,1.8,0.5,0.7,2.4,1.4,2.3,0.9,1.1,0.7,1.2,1.4,3.8,0.3,8,27,6,11,13,21,13,17,13,9,7.0,28,15,9,12,72,78,11,29,46,13,36,22,43,36,40,44,33,22,29,14,12,5,33,4,7,45,46,2,1,6,34,25,25,17,4,2,8,7,8,5,12,6,22,3,20,4,12,9,11,6,12,3,5,21,19,24,8,9,5,10,12,30,3,0.035,0.028,0.016,0.024,0.035,0.03,0.025,0.029,0.045,0.035,0.047,0.04,0.025,0.038,0.032,0.043,0.028,0.038,0.032,0.039,0.028,0.033,0.029,0.041,0.029,0.027,0.027,0.029,0.021,0.029,0.036,0.058,0.023,0.031,0.015,0.016,0.033,0.035,0.018,0.02,0.021,0.042,0.038,0.034,0.018,0.013,0.016,0.017,0.021,0.021,0.026,0.022,0.024,0.022,0.026,0.015,0.015,0.018,0.024,0.02,0.026,0.028,0.032,0.023,0.025,0.028,0.016,0.016,0.018,0.023,0.03,0.019,0.017,0.015,1370,4541,1905,2550,2027,3314,2764,3379,1960,1357,749.0,2742,2761,1029,2066,10702,18343,2223,4488,5197,3681,4928,2592,5903,5828,6454,6845,4726,7246,4955,2559,1088,1252,6523,2158,2199,6989,6920,369,321,1330,2646,5825,2791,3735,1244,931,2200,1950,1721,649,2689,1361,4395,489,4223,1251,2437,1259,1875,869,2722,522,993,2980,1191,4265,2091,1937,1281,1498,2204,7968,337,0.138,0.123,0.094,0.117,0.146,0.134,0.11,0.13,0.168,0.155,0.145,0.161,0.126,0.153,0.145,0.157,0.126,0.151,0.141,0.164,0.115,0.133,0.116,0.151,0.129,0.142,0.12,0.12,0.103,0.134,0.136,0.134,0.105,0.143,0.086,0.092,0.142,0.147,0.105,0.107,0.115,0.145,0.136,0.139,0.098,0.089,0.095,0.089,0.102,0.108,0.131,0.112,0.116,0.111,0.134,0.097,0.087,0.105,0.117,0.111,0.125,0.127,0.148,0.118,0.122,0.133,0.102,0.096,0.104,0.136,0.139,0.112,0.097,0.132,436,1623,687,855,770,1081,902,1072,552,396,221.0,1316,808,285,597,3144,4833,525,1273,2208,817,1530,1105,1708,1580,1943,2249,1670,1792,1540,696,481,427,1496,570,756,1853,1825,195,186,726,1256,1249,1675,2218,630,418,941,964,680,372,1301,725,1956,234,2244,617,1145,751,965,469,1005,255,473,1565,909,2156,971,962,465,677,1174,3575,213,3.264,2.579,2.649,2.767,2.16,2.505,2.569,2.73,2.626,2.911,2.772,1.846,2.644,2.689,2.736,2.559,2.93,3.312,2.813,2.106,3.144,2.495,2.044,2.66,2.772,2.705,2.355,2.245,2.94,2.552,2.717,2.43,2.41,3.115,3.343,2.557,2.755,2.757,2.263,1.865,2.358,1.894,3.384,1.968,1.94,2.127,2.787,2.79,2.555,2.703,2.186,2.13,1.982,2.298,2.445,2.089,2.24,2.331,1.885,2.146,2.201,2.713,2.158,2.457,2.075,1.62,2.133,2.447,2.461,2.967,2.396,2.102,2.362,2.103,0.659,0.648,0.492,0.465,0.668,0.599,0.576,0.452,0.801,0.677,0.694,0.51,0.369,0.515,0.643,0.638,0.634,0.668,0.521,0.546,0.831,0.526,0.638,0.758,0.611,0.55,0.633,0.598,0.509,0.537,0.692,0.796,0.388,0.663,0.841,0.525,0.762,0.636,0.368,0.383,0.571,0.513,0.738,0.599,0.603,0.44,0.438,0.71,0.386,0.578,0.307,0.433,0.478,0.475,0.575,0.372,0.436,0.455,0.318,0.365,0.313,0.82,0.766,0.741,0.467,0.42,0.462,0.335,0.447,0.784,0.565,0.473,0.397,0.284 -4068,Not Epileptic,M,47.0,1.6,2.6,1.0,1.6,2.1,2.3,1.8,2.1,0.9,1.3,0.3,3.0,1.4,0.5,1.3,6.6,9.7,1.2,3.3,6.0,2.2,3.6,1.8,3.2,3.7,4.5,3.4,3.9,4.2,3.6,1.6,0.9,0.5,3.5,1.1,1.2,5.5,5.0,0.1,0.2,1.4,3.2,2.7,3.8,3.5,0.7,0.4,1.3,1.2,0.7,0.9,1.9,1.3,3.1,0.3,2.5,0.9,2.3,1.3,1.0,0.6,2.0,0.3,0.6,2.2,2.3,3.1,1.7,0.9,0.8,1.3,2.6,8.0,0.4,9,21,10,11,17,20,15,18,9,11,4.0,25,14,5,15,64,87,8,25,45,18,39,16,32,38,41,31,29,28,34,16,8,5,33,15,9,42,48,2,2,8,29,23,28,21,5,2,6,6,6,5,15,9,23,2,22,7,14,11,9,4,12,3,5,18,22,23,12,6,8,8,15,69,4,0.05,0.024,0.023,0.032,0.043,0.035,0.023,0.029,0.037,0.04,0.027,0.034,0.023,0.023,0.03,0.039,0.03,0.037,0.039,0.039,0.032,0.031,0.027,0.036,0.029,0.039,0.029,0.026,0.029,0.028,0.039,0.03,0.024,0.032,0.03,0.023,0.044,0.035,0.013,0.015,0.026,0.038,0.039,0.03,0.02,0.016,0.019,0.017,0.017,0.01,0.036,0.022,0.024,0.023,0.03,0.024,0.02,0.029,0.025,0.02,0.016,0.029,0.02,0.019,0.024,0.038,0.019,0.019,0.014,0.021,0.026,0.029,0.02,0.018,1875,5105,2121,2208,2679,2706,2948,3716,2160,1951,629.0,2817,3374,970,2660,10652,19082,2727,3673,4708,3927,6261,2504,6432,5652,5774,5306,5091,6744,6241,2858,1209,1155,8382,2355,2267,6722,8752,333,516,1679,3179,5548,2405,4506,1378,866,2906,2379,2072,490,3000,2078,5794,287,3393,1341,2391,1521,1558,1418,3044,483,987,2870,1619,4511,3192,1681,1358,1862,3433,15583,448,0.15,0.113,0.109,0.128,0.144,0.145,0.098,0.121,0.143,0.152,0.123,0.132,0.111,0.12,0.139,0.148,0.129,0.124,0.138,0.139,0.123,0.142,0.124,0.127,0.112,0.136,0.121,0.101,0.101,0.128,0.125,0.097,0.117,0.128,0.097,0.095,0.131,0.126,0.106,0.086,0.12,0.145,0.143,0.129,0.098,0.099,0.092,0.083,0.09,0.083,0.156,0.108,0.113,0.107,0.132,0.115,0.113,0.118,0.134,0.108,0.086,0.12,0.109,0.106,0.12,0.137,0.106,0.103,0.094,0.111,0.111,0.121,0.105,0.118,503,1720,808,856,829,1117,1164,1167,466,520,230.0,1382,983,278,716,2955,5501,472,1454,2310,1085,1969,1042,1639,1845,1895,1863,1968,1950,2037,731,549,394,1740,551,759,1995,2323,184,271,774,1430,1216,1788,2629,692,348,1087,1108,939,363,1354,917,2270,132,1720,685,1246,816,863,620,1100,269,560,1426,963,2404,1442,915,612,871,1517,6483,267,3.512,2.627,2.503,2.511,2.623,2.185,2.154,2.874,3.094,3.063,2.473,1.832,2.665,2.588,2.805,2.697,2.781,3.918,2.218,1.886,2.889,2.543,2.096,2.869,2.409,2.659,2.371,2.164,2.705,2.386,2.768,2.175,2.454,3.319,3.676,2.71,2.659,2.827,1.859,2.415,2.818,1.948,3.195,1.59,1.944,2.168,3.045,3.19,2.606,2.468,1.799,2.277,2.293,2.494,2.847,2.135,2.211,2.085,2.243,2.03,2.682,2.619,2.1,2.079,2.215,2.035,2.088,2.502,2.231,2.247,2.406,2.65,2.526,2.118,0.974,0.66,0.698,0.556,0.732,0.575,0.663,0.496,0.749,0.538,0.808,0.508,0.415,0.511,0.489,0.611,0.674,0.673,0.587,0.633,0.843,0.496,0.474,0.598,0.531,0.624,0.521,0.653,0.661,0.558,0.726,0.931,0.575,0.611,0.814,0.561,0.701,0.597,0.458,0.408,0.671,0.502,0.773,0.554,0.638,0.496,0.476,0.932,0.448,0.36,0.37,0.488,0.532,0.566,0.361,0.46,0.53,0.489,0.543,0.376,0.461,0.679,0.358,0.552,0.644,0.732,0.51,0.456,0.452,0.544,0.529,0.488,0.505,0.591 -4069,Not Epileptic,F,52.0,0.6,2.2,0.9,0.9,1.3,1.8,1.6,1.4,1.1,0.4,0.3,3.1,1.2,0.4,0.8,5.5,7.4,0.8,1.8,5.4,1.1,2.8,2.1,4.7,3.1,3.1,2.8,2.6,3.0,3.1,1.6,1.6,0.8,2.1,0.5,0.5,3.5,2.8,0.1,0.2,1.0,3.7,2.0,2.8,3.5,0.6,0.4,0.9,1.1,0.6,0.5,1.8,1.2,2.2,0.2,2.2,1.0,1.3,1.1,1.2,0.5,1.8,0.2,0.6,2.3,1.3,2.0,1.1,1.4,0.4,1.1,1.4,4.7,0.3,7,20,7,8,12,18,14,13,11,5,4.0,27,15,4,11,69,68,8,21,54,8,33,17,44,33,27,28,22,23,38,22,11,8,21,3,3,45,38,1,2,5,27,18,19,20,4,2,5,6,5,5,23,8,18,1,18,7,12,8,10,3,12,2,5,16,14,15,8,8,4,7,11,36,2,0.034,0.029,0.018,0.022,0.029,0.029,0.03,0.028,0.043,0.027,0.027,0.044,0.027,0.034,0.03,0.036,0.031,0.033,0.033,0.048,0.026,0.038,0.046,0.048,0.041,0.037,0.033,0.033,0.034,0.035,0.039,0.047,0.04,0.03,0.021,0.015,0.034,0.032,0.014,0.017,0.025,0.052,0.037,0.03,0.028,0.012,0.021,0.017,0.017,0.016,0.029,0.03,0.023,0.022,0.028,0.021,0.027,0.022,0.027,0.026,0.023,0.033,0.023,0.018,0.024,0.038,0.022,0.019,0.023,0.025,0.024,0.018,0.021,0.02,1147,3484,1865,1902,1758,2761,2547,2735,1384,1186,633.0,2162,2940,682,1436,9213,15080,2039,3189,4225,2973,3431,1228,5034,4644,4916,4154,3387,5167,5258,2379,1391,1020,5114,1501,1478,6789,5870,241,468,1049,1451,4705,2440,3428,1199,741,1765,1832,1171,394,1797,1359,3610,264,2840,1010,2047,932,1337,695,2166,264,1000,2640,920,2308,2020,1783,746,1304,2178,7930,356,0.116,0.128,0.103,0.109,0.133,0.135,0.111,0.125,0.168,0.119,0.13,0.151,0.133,0.142,0.134,0.139,0.133,0.123,0.142,0.167,0.096,0.133,0.142,0.146,0.134,0.137,0.124,0.114,0.108,0.148,0.138,0.13,0.155,0.134,0.096,0.079,0.14,0.135,0.092,0.112,0.118,0.165,0.145,0.126,0.114,0.084,0.102,0.092,0.097,0.106,0.143,0.123,0.119,0.113,0.122,0.117,0.13,0.113,0.132,0.117,0.107,0.136,0.116,0.101,0.12,0.14,0.11,0.1,0.115,0.127,0.12,0.111,0.109,0.136,391,1255,746,720,737,969,868,865,426,292,205.0,1058,784,188,419,2584,3937,432,851,1982,710,1265,708,1567,1245,1308,1424,1164,1367,1609,757,545,340,1104,390,526,1762,1541,151,180,580,1000,904,1470,2068,675,327,791,934,554,269,1061,813,1620,131,1513,530,1076,600,767,388,841,156,545,1422,496,1388,930,847,303,698,1087,3542,180,2.833,2.626,2.453,2.605,1.998,2.48,2.371,2.653,2.498,3.021,2.718,1.817,2.816,2.682,2.471,2.55,2.87,3.384,2.83,1.892,3.149,2.195,1.648,2.53,2.764,2.785,2.278,2.248,2.807,2.476,2.357,2.488,2.443,3.144,3.555,2.448,2.91,2.851,1.725,2.34,2.21,1.483,3.632,1.855,1.92,1.981,2.902,2.783,2.462,2.518,1.893,1.812,1.805,2.216,2.073,2.042,2.297,2.19,1.852,2.001,2.186,2.631,1.997,2.161,2.024,2.182,1.886,2.265,2.456,2.907,2.1,2.29,2.431,2.548,0.751,0.729,0.545,0.521,0.658,0.645,0.682,0.494,0.701,0.406,0.628,0.51,0.482,0.386,0.559,0.68,0.633,0.596,0.582,0.571,0.735,0.608,0.408,0.81,0.678,0.61,0.595,0.641,0.592,0.565,0.613,0.723,0.424,0.603,0.64,0.401,0.697,0.629,0.386,0.465,0.42,0.409,0.685,0.482,0.585,0.378,0.343,0.644,0.42,0.351,0.443,0.519,0.385,0.504,0.532,0.348,0.314,0.394,0.344,0.321,0.296,0.658,0.386,0.668,0.502,0.536,0.413,0.308,0.457,0.624,0.367,0.482,0.421,0.348 -4070,Not Epileptic,F,37.0,0.5,2.3,0.9,0.9,1.4,2.0,1.0,1.4,1.1,0.5,0.4,2.4,1.5,0.7,1.1,5.7,6.8,0.9,2.3,4.3,1.5,2.4,1.4,2.8,2.5,2.9,3.3,2.0,2.1,2.8,1.2,0.4,0.4,2.3,0.3,1.0,3.9,2.2,0.2,0.1,0.8,2.7,1.6,1.7,2.5,0.6,0.4,0.9,1.0,0.6,0.5,2.2,1.0,2.4,0.1,2.3,0.9,1.4,0.7,0.9,0.7,1.5,0.3,0.4,0.8,1.6,2.1,1.5,1.2,0.5,0.7,2.2,3.2,0.2,5,28,9,7,12,19,12,14,12,5,3.0,22,15,7,13,61,58,8,23,36,12,29,14,29,31,31,39,22,18,35,17,4,5,25,2,10,40,28,2,1,4,22,19,13,13,4,1,5,5,5,3,16,6,20,1,17,6,10,5,7,5,15,3,4,7,15,18,10,7,4,5,13,28,2,0.026,0.025,0.015,0.019,0.032,0.031,0.02,0.028,0.049,0.029,0.03,0.03,0.026,0.031,0.024,0.034,0.028,0.037,0.035,0.036,0.029,0.034,0.026,0.039,0.031,0.033,0.03,0.026,0.024,0.032,0.036,0.026,0.029,0.027,0.013,0.03,0.038,0.027,0.014,0.015,0.018,0.039,0.034,0.021,0.021,0.015,0.02,0.016,0.013,0.014,0.025,0.022,0.02,0.023,0.023,0.018,0.024,0.016,0.019,0.019,0.023,0.028,0.028,0.016,0.016,0.04,0.02,0.024,0.022,0.016,0.019,0.032,0.014,0.016,1470,4311,2055,1931,2309,3106,2319,3015,1651,1264,641.0,2879,3721,1306,3195,10851,16129,2326,4264,5194,3389,4788,1878,5763,4899,5408,6308,3451,5319,5640,2215,711,845,5055,1505,1892,7072,6230,408,319,1432,3040,4816,2261,3071,1427,799,1899,2218,1512,586,3537,1713,4780,199,3763,994,3074,1101,1503,1023,2492,498,886,1845,1038,3391,2252,1634,1105,1151,2388,8521,438,0.107,0.125,0.103,0.098,0.137,0.143,0.109,0.126,0.165,0.124,0.132,0.134,0.132,0.156,0.122,0.139,0.125,0.122,0.149,0.133,0.1,0.143,0.127,0.145,0.14,0.15,0.137,0.123,0.108,0.137,0.126,0.089,0.142,0.126,0.076,0.116,0.133,0.117,0.085,0.095,0.102,0.152,0.139,0.103,0.103,0.091,0.099,0.086,0.085,0.098,0.126,0.107,0.103,0.111,0.128,0.099,0.126,0.099,0.11,0.103,0.115,0.132,0.145,0.108,0.095,0.146,0.105,0.116,0.11,0.114,0.115,0.135,0.087,0.106,394,1472,847,715,745,1012,778,920,444,305,199.0,1209,975,350,838,2957,4099,445,1171,1976,885,1364,852,1373,1444,1585,2037,1219,1434,1726,646,324,269,1201,387,596,1869,1445,241,141,625,1166,995,1273,1802,623,299,838,1023,679,311,1620,759,1866,91,1925,482,1312,588,752,489,827,207,392,882,555,1694,970,845,460,552,1078,3497,175,3.699,2.734,2.36,2.593,2.771,2.704,2.43,2.979,2.795,3.165,2.842,2.006,2.971,2.694,2.988,2.845,3.197,3.753,2.898,2.2,3.027,2.739,2.01,3.208,2.64,2.945,2.442,2.182,2.853,2.705,2.672,2.066,2.691,2.966,3.544,2.675,2.795,3.043,2.041,2.693,2.835,2.297,3.354,1.966,1.93,2.427,3.141,2.793,2.632,2.544,2.511,2.244,2.4,2.448,2.353,2.204,2.518,2.625,2.245,2.221,2.524,3.026,2.634,2.694,2.237,2.288,2.198,2.597,2.403,2.758,2.455,2.647,2.566,3.026,0.83,0.483,0.591,0.524,0.672,0.516,0.481,0.529,0.611,0.503,0.982,0.421,0.517,0.603,0.647,0.549,0.544,0.837,0.542,0.576,0.743,0.525,0.474,0.65,0.54,0.699,0.506,0.523,0.494,0.56,0.625,0.889,0.41,0.687,0.613,0.6,0.701,0.587,0.387,0.357,0.535,0.539,0.696,0.666,0.507,0.664,0.602,0.69,0.471,0.405,0.477,0.453,0.706,0.584,0.424,0.344,0.504,0.514,0.324,0.343,0.453,0.739,0.322,1.013,0.504,0.598,0.493,0.467,0.393,0.59,0.421,0.493,0.518,0.426 -4071,Not Epileptic,F,22.0,0.6,2.0,1.0,0.9,1.5,1.6,1.6,2.0,1.0,0.8,0.1,2.7,1.6,0.5,1.8,5.9,7.4,0.5,1.9,4.7,1.3,2.6,1.8,2.7,2.7,4.6,3.1,2.4,2.6,4.1,0.7,0.5,0.3,2.3,0.2,0.4,3.3,3.1,0.1,0.1,1.0,2.8,2.7,3.1,2.1,0.8,0.3,0.7,0.9,0.9,0.6,1.3,1.0,1.6,0.2,1.7,0.7,1.6,1.2,0.9,0.6,1.3,0.2,0.3,1.9,1.1,2.5,1.7,0.7,0.6,0.8,1.3,4.4,0.3,4,17,13,9,18,18,14,17,12,8,2.0,21,15,5,13,67,69,2,18,39,17,23,14,37,30,44,37,22,21,46,13,3,3,28,1,3,41,43,1,1,6,23,18,23,13,7,1,5,5,6,4,12,8,10,2,13,5,15,9,7,4,10,1,4,14,14,17,12,5,4,6,9,41,2,0.03,0.024,0.017,0.021,0.032,0.03,0.024,0.032,0.033,0.038,0.023,0.041,0.027,0.024,0.035,0.033,0.028,0.02,0.03,0.034,0.028,0.033,0.036,0.033,0.031,0.042,0.025,0.026,0.024,0.032,0.03,0.023,0.019,0.026,0.009,0.011,0.027,0.034,0.009,0.013,0.02,0.036,0.041,0.028,0.018,0.018,0.014,0.013,0.012,0.015,0.028,0.015,0.019,0.015,0.021,0.015,0.025,0.019,0.027,0.022,0.026,0.023,0.016,0.015,0.022,0.019,0.019,0.019,0.016,0.016,0.021,0.019,0.018,0.013,1161,5195,2457,2185,2092,2976,3276,3811,2009,1444,395.0,2331,4381,1223,3522,13326,20140,2376,3303,4939,3150,4472,2286,5905,5847,8440,6021,4461,6628,6914,1736,969,942,6492,1729,2021,7988,8347,450,663,1828,2818,4771,3068,3156,1410,923,2256,2896,2042,555,3497,1677,4089,361,3252,1349,3580,1326,1487,742,2669,304,769,2761,1161,4169,3637,1720,1131,1707,2417,9149,736,0.112,0.107,0.109,0.103,0.128,0.135,0.115,0.131,0.133,0.143,0.116,0.145,0.133,0.111,0.143,0.139,0.125,0.087,0.118,0.127,0.102,0.141,0.138,0.135,0.138,0.153,0.125,0.119,0.111,0.137,0.11,0.085,0.108,0.126,0.06,0.078,0.123,0.134,0.073,0.08,0.104,0.142,0.122,0.122,0.096,0.107,0.085,0.081,0.081,0.098,0.138,0.092,0.115,0.086,0.129,0.094,0.109,0.099,0.131,0.108,0.125,0.11,0.109,0.118,0.112,0.112,0.099,0.101,0.091,0.102,0.109,0.117,0.098,0.096,333,1414,917,794,807,976,1002,1076,519,334,129.0,1074,1021,283,811,3174,4590,392,986,2132,862,1256,814,1458,1517,2021,2037,1452,1738,2188,462,356,292,1451,416,665,2088,1834,244,260,779,1226,1115,1699,1771,678,313,921,1117,845,308,1548,752,1697,140,1675,549,1578,703,726,386,907,154,344,1320,782,1958,1390,753,471,665,1018,3964,295,3.198,3.276,2.476,2.72,2.166,2.636,2.625,3.159,2.747,3.179,2.772,1.92,3.191,2.998,3.122,3.037,3.387,3.962,2.62,2.011,2.857,2.703,2.515,2.882,2.888,3.102,2.34,2.439,2.939,2.603,2.709,2.37,2.54,3.191,3.484,2.76,2.96,3.222,2.152,2.988,2.924,2.034,3.28,2.116,2.032,2.223,3.698,3.058,3.086,2.651,2.102,2.353,2.27,2.676,2.807,2.25,2.867,2.632,2.294,2.24,2.447,2.827,2.255,2.585,2.321,1.957,2.343,2.85,2.651,2.612,2.834,2.804,2.449,3.023,0.837,0.695,0.735,0.543,0.652,0.655,0.516,0.742,0.724,0.665,0.846,0.46,0.561,0.443,0.592,0.681,0.668,0.813,0.694,0.62,0.838,0.535,0.429,0.681,0.652,0.69,0.518,0.561,0.608,0.613,0.764,1.107,0.624,0.614,0.624,0.477,0.664,0.648,0.311,0.392,0.624,0.489,0.743,0.608,0.564,0.559,0.774,0.65,0.78,0.522,0.363,0.441,0.586,0.568,0.578,0.471,0.43,0.53,0.386,0.385,0.382,0.845,0.308,0.898,0.587,0.685,0.516,0.462,0.384,0.724,0.498,0.512,0.535,0.55 -4072,Not Epileptic,F,42.0,0.6,2.6,0.9,1.3,1.5,2.4,2.3,1.7,1.5,0.9,0.6,2.7,2.2,0.4,1.5,5.1,8.7,1.0,2.4,5.4,1.9,3.3,1.8,2.7,3.4,3.7,3.5,2.9,3.6,3.7,1.7,1.0,0.6,2.1,0.4,0.7,4.3,3.1,0.3,0.3,1.1,3.4,2.9,3.2,3.4,1.1,0.3,0.8,1.3,0.9,0.7,2.3,1.1,2.2,0.6,2.6,0.8,1.7,1.3,0.8,0.5,1.3,0.2,0.2,1.6,1.5,2.8,1.6,1.1,0.9,1.3,0.9,3.9,0.3,4,27,8,11,15,22,16,14,14,8,4.0,26,17,7,17,48,75,10,26,40,14,34,17,29,42,33,36,28,26,38,23,7,6,21,3,5,48,34,3,2,7,27,24,23,21,9,2,5,8,8,5,16,8,15,4,20,7,13,10,8,4,10,2,3,13,16,24,11,7,8,8,8,32,3,0.028,0.022,0.016,0.021,0.038,0.035,0.03,0.025,0.049,0.036,0.042,0.039,0.035,0.031,0.038,0.037,0.029,0.032,0.034,0.039,0.031,0.037,0.032,0.038,0.034,0.032,0.028,0.033,0.029,0.032,0.049,0.035,0.025,0.031,0.015,0.021,0.037,0.029,0.02,0.026,0.024,0.038,0.039,0.03,0.025,0.022,0.016,0.012,0.017,0.02,0.037,0.026,0.029,0.021,0.033,0.022,0.029,0.021,0.026,0.017,0.029,0.026,0.015,0.014,0.024,0.028,0.024,0.025,0.021,0.023,0.032,0.017,0.019,0.02,1370,5085,2277,2548,1560,2775,2840,3029,1350,1445,648.0,2258,3614,740,2348,6742,14829,1919,3880,3982,3615,4189,1768,4849,5454,5795,5450,3579,5871,5175,2118,1141,964,4057,1369,1633,5508,5994,404,508,1380,2881,4672,2434,3407,1400,642,1832,2084,1718,586,3178,1531,3413,474,3642,1038,2798,1311,1194,710,1761,368,790,1854,1361,3722,2351,1672,1213,1469,1721,7481,399,0.097,0.118,0.095,0.105,0.142,0.156,0.122,0.124,0.167,0.141,0.143,0.15,0.144,0.137,0.152,0.151,0.134,0.136,0.136,0.15,0.107,0.158,0.138,0.141,0.144,0.14,0.124,0.129,0.121,0.148,0.166,0.134,0.125,0.122,0.089,0.093,0.136,0.131,0.116,0.113,0.118,0.147,0.143,0.127,0.117,0.12,0.097,0.082,0.099,0.106,0.141,0.124,0.135,0.104,0.152,0.115,0.129,0.112,0.129,0.107,0.128,0.128,0.106,0.108,0.124,0.125,0.122,0.117,0.103,0.12,0.133,0.112,0.098,0.133,398,1871,881,1047,681,1168,1091,1036,489,426,237.0,1136,1057,263,748,2277,4707,453,1170,2014,985,1478,858,1373,1818,1976,2016,1424,1779,1817,618,475,332,1066,376,553,1834,1745,188,233,729,1381,1243,1699,2069,744,286,888,1040,798,321,1395,619,1585,252,1870,526,1329,784,711,304,713,198,318,1025,805,1833,1049,843,568,714,853,3498,231,3.364,2.632,2.462,2.5,1.99,2.197,2.246,2.636,2.247,2.797,2.418,1.76,2.679,2.171,2.413,2.37,2.579,3.339,2.751,1.841,2.938,2.293,1.926,2.637,2.387,2.452,2.192,2.073,2.646,2.351,2.698,2.507,2.411,2.763,3.275,2.595,2.402,2.776,2.03,2.087,2.36,1.923,2.889,1.725,1.872,2.16,2.956,2.408,2.39,2.431,2.12,2.163,2.217,2.24,2.352,2.126,2.383,2.434,2.008,1.944,2.226,2.489,1.717,2.29,2.003,2.063,2.137,2.385,2.358,2.357,2.432,2.372,2.31,2.288,0.676,0.563,0.543,0.453,0.539,0.443,0.545,0.575,0.509,0.419,0.55,0.463,0.555,0.548,0.583,0.545,0.515,0.892,0.641,0.541,0.758,0.461,0.433,0.636,0.512,0.47,0.541,0.468,0.51,0.46,0.648,0.912,0.47,0.594,0.609,0.548,0.558,0.568,0.442,0.468,0.511,0.495,0.625,0.564,0.513,0.528,0.52,0.478,0.471,0.533,0.413,0.569,0.61,0.484,0.426,0.514,0.535,0.668,0.365,0.358,0.376,0.751,0.339,0.952,0.509,0.66,0.508,0.53,0.478,0.409,0.443,0.574,0.52,0.506 -4073,Not Epileptic,F,42.0,0.8,1.8,1.0,1.3,2.2,1.3,2.0,1.3,1.3,0.8,0.2,2.4,1.3,0.6,1.5,5.0,7.3,0.7,2.6,3.3,1.1,1.8,2.1,3.6,2.3,2.8,3.1,3.0,2.3,2.5,1.2,0.7,0.3,1.9,0.3,0.7,3.2,2.6,0.2,0.4,1.1,3.6,2.0,2.2,3.6,0.6,0.4,0.7,1.2,0.8,0.5,2.2,1.0,1.8,0.3,2.0,0.7,1.3,1.1,0.7,0.4,1.2,0.6,0.7,1.8,0.9,2.3,1.1,0.6,0.6,0.8,1.3,3.6,0.3,6,17,10,9,18,13,14,15,14,7,4.0,22,15,7,18,58,63,6,32,28,10,24,18,34,34,33,34,25,20,26,16,6,3,23,2,6,41,36,1,2,7,28,23,17,20,5,2,5,6,9,4,17,8,12,2,14,5,14,9,7,3,10,5,6,18,17,16,6,3,6,6,10,29,2,0.043,0.026,0.025,0.028,0.043,0.027,0.036,0.03,0.043,0.036,0.037,0.04,0.032,0.032,0.033,0.035,0.032,0.034,0.03,0.041,0.022,0.031,0.041,0.045,0.03,0.032,0.036,0.04,0.031,0.033,0.044,0.053,0.03,0.03,0.014,0.021,0.033,0.034,0.018,0.024,0.025,0.048,0.038,0.03,0.031,0.017,0.023,0.015,0.021,0.017,0.036,0.029,0.029,0.023,0.013,0.021,0.014,0.02,0.026,0.028,0.018,0.025,0.04,0.024,0.027,0.026,0.023,0.022,0.017,0.022,0.027,0.023,0.017,0.019,1269,3825,1848,2001,1921,2274,2381,2597,1740,1353,421.0,2249,3278,1199,3264,9271,15753,1912,4481,3461,3921,3444,2142,5104,5083,5992,4477,3820,4698,4285,2345,605,646,4864,1543,1657,6836,6120,300,563,1242,2437,6165,1633,2873,990,600,1639,1984,1667,501,3165,1339,3085,519,2905,1371,2833,1088,1044,793,2053,483,921,2135,944,3205,1649,1008,1258,1084,1725,7805,542,0.136,0.121,0.126,0.12,0.15,0.124,0.124,0.138,0.162,0.151,0.131,0.157,0.142,0.144,0.146,0.149,0.132,0.131,0.135,0.161,0.099,0.131,0.151,0.139,0.139,0.143,0.137,0.125,0.114,0.14,0.141,0.126,0.119,0.14,0.076,0.115,0.137,0.149,0.103,0.118,0.12,0.145,0.15,0.137,0.128,0.104,0.111,0.086,0.1,0.115,0.159,0.13,0.122,0.104,0.099,0.109,0.091,0.117,0.13,0.134,0.103,0.129,0.166,0.119,0.132,0.145,0.112,0.111,0.102,0.134,0.12,0.116,0.098,0.111,361,1190,673,753,855,821,807,842,533,353,147.0,1120,805,283,872,2734,4137,381,1387,1488,880,1035,851,1464,1414,1705,1454,1292,1300,1269,633,269,225,1151,389,532,1842,1510,190,256,679,1200,1144,1129,1768,502,253,750,890,681,234,1379,608,1363,284,1416,686,1153,612,490,360,763,262,493,1175,601,1627,754,456,419,539,836,3324,225,3.341,2.912,2.772,2.636,2.072,2.395,2.385,2.808,2.711,2.917,2.378,1.779,2.95,2.908,2.733,2.654,3.045,3.781,2.751,2.071,3.404,2.509,2.204,2.688,2.737,2.832,2.437,2.293,2.772,2.636,2.796,2.246,2.426,2.987,3.363,2.823,2.916,3.021,1.875,2.744,2.349,1.824,3.598,1.728,1.853,2.108,2.74,2.734,2.693,2.638,2.11,2.316,2.369,2.331,2.261,2.254,2.352,2.534,1.975,2.201,2.282,2.657,2.143,2.177,2.033,1.901,2.265,2.595,2.491,3.243,2.439,2.309,2.458,2.67,0.718,0.558,0.368,0.439,0.547,0.491,0.635,0.481,0.503,0.696,0.764,0.509,0.534,0.578,0.521,0.605,0.552,0.824,0.63,0.638,0.746,0.592,0.675,0.803,0.619,0.547,0.631,0.555,0.621,0.515,0.658,0.826,0.405,0.617,0.643,0.46,0.7,0.655,0.318,0.436,0.464,0.517,0.76,0.527,0.588,0.402,0.453,0.631,0.458,0.51,0.45,0.434,0.42,0.437,0.423,0.452,0.41,0.594,0.398,0.413,0.434,0.588,0.467,0.459,0.536,0.55,0.436,0.344,0.407,0.863,0.351,0.566,0.401,0.53 -4074,Not Epileptic,M,27.0,1.1,2.3,1.0,1.4,1.8,2.1,1.9,1.7,1.2,0.7,0.3,3.7,1.4,0.7,1.8,5.7,10.4,0.8,2.3,4.4,1.4,3.4,2.1,6.0,2.7,3.3,3.9,3.4,2.6,3.6,1.6,1.4,0.4,2.3,0.6,0.4,3.1,3.4,0.2,0.2,1.1,3.0,2.5,3.5,3.4,0.7,0.3,1.1,1.2,0.9,0.6,2.3,1.8,2.1,0.2,3.6,0.6,2.5,1.1,2.0,0.7,2.3,0.4,0.6,2.9,2.1,3.1,2.3,0.8,0.5,1.5,1.8,4.5,0.4,9,21,9,9,19,21,17,15,14,8,4.0,36,17,9,25,65,102,6,28,47,16,46,21,60,35,37,52,32,20,44,21,10,4,28,4,2,36,45,1,1,7,36,23,26,19,5,2,7,6,10,3,20,18,14,1,27,6,20,8,16,5,18,2,5,24,24,25,15,7,4,10,11,36,4,0.037,0.021,0.013,0.021,0.029,0.027,0.027,0.022,0.038,0.033,0.034,0.033,0.026,0.038,0.031,0.028,0.03,0.032,0.029,0.03,0.025,0.03,0.027,0.047,0.028,0.027,0.026,0.032,0.02,0.028,0.035,0.042,0.024,0.024,0.013,0.007,0.029,0.027,0.015,0.014,0.025,0.028,0.035,0.023,0.024,0.014,0.014,0.018,0.016,0.017,0.021,0.022,0.025,0.017,0.019,0.019,0.018,0.024,0.018,0.022,0.023,0.03,0.023,0.015,0.021,0.029,0.024,0.022,0.018,0.017,0.028,0.019,0.017,0.019,1630,5194,2471,3011,2512,3547,3289,3744,1954,1894,733.0,4190,3343,1333,3963,11626,22885,2638,4549,6512,4761,6428,3543,6938,6719,7242,7844,4846,7405,8107,3151,1664,1134,7198,2805,1915,7762,9059,404,561,1641,3695,6046,4277,3827,1570,855,2410,2458,2303,626,3820,3525,4071,248,5404,1321,3794,1475,2853,1161,3187,577,1134,4492,1631,4180,4165,1754,804,2092,3039,9584,540,0.136,0.112,0.099,0.102,0.131,0.132,0.097,0.119,0.144,0.14,0.116,0.13,0.126,0.142,0.143,0.129,0.128,0.108,0.135,0.133,0.11,0.133,0.101,0.143,0.126,0.127,0.123,0.112,0.096,0.127,0.129,0.129,0.084,0.121,0.083,0.055,0.125,0.135,0.096,0.086,0.115,0.128,0.136,0.111,0.108,0.091,0.09,0.09,0.09,0.106,0.11,0.111,0.117,0.095,0.122,0.108,0.1,0.117,0.101,0.112,0.108,0.129,0.107,0.107,0.112,0.136,0.116,0.11,0.102,0.111,0.122,0.102,0.096,0.134,494,1667,984,1006,969,1239,1048,1138,514,392,201.0,1670,871,308,1056,3193,5715,470,1286,2376,1048,1938,1277,2077,1720,1995,2495,1624,1847,2226,807,566,331,1458,686,730,1861,1973,204,258,741,1678,1262,2214,2174,752,354,1008,1125,844,402,1706,1201,1857,125,2730,630,1721,938,1344,492,1180,285,589,2083,967,2021,1582,781,439,871,1444,4073,298,3.256,2.814,2.523,2.922,2.315,2.364,2.617,2.984,2.755,3.508,3.014,2.077,3.003,2.976,2.848,2.799,3.116,3.934,2.862,2.229,3.276,2.553,2.331,2.598,2.879,2.912,2.449,2.339,3.057,2.731,2.855,2.847,2.627,3.315,3.684,2.515,3.023,3.169,2.24,2.339,2.734,1.951,3.418,2.034,2.012,2.285,2.886,3.011,2.759,2.9,1.806,2.307,2.503,2.464,2.068,2.254,2.359,2.393,1.77,2.177,2.285,2.745,2.174,2.227,2.286,2.039,2.233,2.628,2.55,2.2,2.62,2.477,2.583,2.375,0.581,0.534,0.419,0.526,0.647,0.613,0.559,0.56,0.614,0.659,0.578,0.58,0.41,0.591,0.55,0.601,0.631,0.747,0.549,0.616,0.826,0.627,0.686,0.768,0.565,0.596,0.605,0.645,0.592,0.52,0.666,1.087,0.493,0.676,0.646,0.388,0.775,0.638,0.312,0.468,0.483,0.516,0.684,0.602,0.643,0.529,0.431,0.684,0.446,0.481,0.363,0.374,0.696,0.354,0.553,0.455,0.375,0.499,0.418,0.444,0.477,0.662,0.477,0.733,0.483,0.724,0.403,0.451,0.372,0.516,0.504,0.477,0.424,0.398 -4075,Not Epileptic,F,22.0,0.6,2.2,0.6,0.9,1.9,1.9,2.1,1.3,1.4,0.7,0.2,3.0,1.5,0.8,1.7,5.9,10.1,0.8,4.3,5.1,1.9,3.7,1.9,3.6,3.3,4.7,4.9,3.3,3.7,4.6,1.4,0.8,0.6,3.2,0.3,0.9,5.7,5.9,0.2,0.2,1.0,3.8,4.2,3.3,3.0,0.9,0.4,0.7,0.9,1.2,0.8,1.4,1.8,2.1,0.2,2.7,0.9,1.5,1.1,0.9,0.6,1.0,0.2,0.6,2.2,1.4,3.2,1.4,0.9,0.4,0.7,1.7,3.6,0.3,4,20,5,8,14,16,14,11,9,6,2.0,24,13,6,16,52,72,5,28,40,23,29,14,33,25,36,39,23,25,30,17,7,5,27,2,6,49,51,1,1,4,25,33,21,17,7,2,4,4,9,5,10,13,13,1,18,7,13,8,7,5,6,1,4,14,13,22,7,6,3,6,12,26,2,0.029,0.028,0.011,0.021,0.05,0.042,0.036,0.031,0.052,0.037,0.031,0.04,0.034,0.049,0.046,0.048,0.041,0.033,0.048,0.041,0.034,0.05,0.038,0.054,0.038,0.048,0.039,0.041,0.035,0.042,0.049,0.045,0.029,0.039,0.013,0.022,0.047,0.044,0.015,0.019,0.024,0.049,0.055,0.027,0.026,0.026,0.02,0.012,0.015,0.026,0.043,0.021,0.03,0.024,0.031,0.026,0.02,0.019,0.037,0.019,0.026,0.027,0.027,0.04,0.026,0.032,0.029,0.024,0.021,0.018,0.02,0.018,0.018,0.026,1500,3855,1856,2199,2269,3102,2257,2781,1805,1180,507.0,2727,3647,1347,2662,10679,17018,2324,4011,4755,3198,4693,1693,5263,5135,6495,5667,3161,5530,5387,1804,928,979,6103,1497,1981,6541,7790,262,443,1536,2591,4611,2897,2889,1481,691,1961,2227,1658,489,2616,2190,4208,270,3503,1439,2999,1063,1239,1224,1995,442,815,2979,1041,4005,2045,1451,810,1423,2577,8266,505,0.11,0.122,0.087,0.098,0.156,0.135,0.121,0.119,0.145,0.138,0.118,0.137,0.14,0.138,0.155,0.143,0.13,0.119,0.154,0.142,0.112,0.164,0.14,0.149,0.136,0.153,0.129,0.128,0.137,0.137,0.15,0.131,0.118,0.141,0.068,0.097,0.142,0.142,0.1,0.109,0.106,0.146,0.147,0.119,0.117,0.111,0.1,0.079,0.088,0.128,0.166,0.099,0.118,0.101,0.116,0.12,0.107,0.105,0.146,0.112,0.109,0.116,0.11,0.127,0.116,0.134,0.121,0.108,0.109,0.106,0.11,0.108,0.096,0.13,356,1302,741,765,653,911,901,798,411,299,150.0,1290,787,290,721,2292,4233,434,1520,2103,938,1314,826,1284,1529,1773,2070,1285,1626,1924,536,369,340,1392,406,635,2160,2289,175,186,677,1249,1315,1894,1822,663,280,874,939,731,318,1167,914,1617,117,1724,722,1504,572,708,444,604,151,315,1363,670,1866,899,708,336,661,1475,3470,217,3.771,2.722,2.362,2.819,2.402,2.745,2.084,2.911,2.953,3.309,3.112,1.892,3.143,2.973,2.606,2.956,2.926,3.729,2.388,2.008,2.694,2.608,1.956,2.73,2.604,2.834,2.265,1.999,2.564,2.305,2.508,2.703,2.349,3.002,3.064,2.762,2.384,2.548,1.747,2.724,2.799,1.945,2.559,1.74,1.87,2.19,3.121,2.581,2.983,2.639,1.924,2.182,2.178,2.426,2.484,2.343,2.271,2.337,2.131,2.022,2.436,2.73,2.543,2.51,2.475,2.062,2.238,2.506,2.401,2.515,2.415,2.265,2.599,2.653,0.93,0.691,0.53,0.609,0.852,0.705,0.587,0.76,0.848,0.535,0.929,0.463,0.769,0.71,0.775,0.859,0.753,0.755,0.755,0.619,0.891,0.736,0.475,0.837,0.65,0.656,0.537,0.55,0.623,0.695,0.887,0.799,0.53,0.778,1.032,0.595,0.852,0.737,0.398,0.613,0.763,0.56,0.96,0.406,0.567,0.486,0.654,0.84,0.545,0.652,0.431,0.767,0.748,0.706,0.39,0.591,0.49,0.535,0.555,0.471,0.55,0.888,0.859,0.853,0.705,0.597,0.475,0.538,0.615,0.733,0.622,0.508,0.623,0.771 -4076,Not Epileptic,M,52.0,0.7,2.1,0.9,1.1,1.6,2.0,2.2,1.4,1.5,0.5,0.2,2.7,1.0,0.5,1.1,6.2,8.9,0.9,2.4,6.6,1.4,3.7,2.1,3.0,2.8,3.4,2.4,2.2,3.0,2.8,1.5,1.7,0.3,2.2,0.3,0.6,2.9,3.3,0.2,0.2,1.2,4.0,2.3,5.2,3.5,0.7,0.6,0.9,1.2,0.9,0.7,2.3,1.3,2.6,0.2,2.5,0.7,1.7,2.1,1.0,0.9,1.7,0.5,0.5,2.6,1.3,2.6,1.1,1.8,0.7,1.5,1.6,4.1,0.3,7,20,6,7,14,16,17,11,13,5,2.0,24,9,6,11,58,70,8,23,44,13,40,15,28,33,32,24,20,23,32,15,10,3,21,2,4,27,34,1,1,6,31,21,34,17,5,3,5,6,9,6,16,10,13,1,19,7,15,15,8,7,14,2,4,19,12,18,7,11,6,10,13,31,3,0.03,0.023,0.015,0.02,0.029,0.034,0.033,0.026,0.041,0.028,0.02,0.029,0.022,0.031,0.023,0.033,0.03,0.033,0.029,0.038,0.023,0.029,0.029,0.034,0.027,0.03,0.024,0.022,0.026,0.026,0.041,0.053,0.021,0.028,0.014,0.015,0.036,0.028,0.012,0.014,0.027,0.033,0.035,0.039,0.023,0.016,0.024,0.014,0.019,0.027,0.032,0.025,0.028,0.024,0.027,0.021,0.02,0.019,0.026,0.019,0.016,0.029,0.028,0.019,0.025,0.029,0.018,0.016,0.031,0.023,0.029,0.021,0.016,0.017,1526,4613,1993,2331,2853,3308,2730,2986,2324,1224,573.0,2899,3161,1363,2665,10682,17847,2369,4436,5398,4129,6600,2385,6208,5674,6574,5120,3834,5971,5456,2431,1141,911,6928,1855,1805,5347,7303,442,541,1268,3861,5950,3018,3841,1392,912,2242,2137,1339,618,3027,1826,3890,390,3780,1160,3085,2325,1437,1725,2591,415,880,3309,1170,4254,2246,1725,1357,1772,2402,9759,479,0.125,0.112,0.099,0.102,0.116,0.138,0.102,0.114,0.147,0.126,0.093,0.127,0.111,0.131,0.121,0.14,0.125,0.131,0.128,0.136,0.1,0.127,0.119,0.13,0.123,0.134,0.11,0.097,0.104,0.131,0.132,0.136,0.106,0.119,0.072,0.085,0.126,0.12,0.082,0.086,0.119,0.134,0.131,0.151,0.108,0.091,0.112,0.08,0.098,0.129,0.14,0.116,0.118,0.108,0.137,0.11,0.106,0.108,0.125,0.101,0.09,0.126,0.13,0.116,0.117,0.117,0.1,0.095,0.128,0.113,0.135,0.117,0.092,0.113,396,1511,857,857,1000,1036,1025,950,669,364,197.0,1537,770,320,754,3250,5101,487,1331,2592,1028,2186,1056,1534,1739,1958,1681,1460,1750,1825,598,562,322,1342,439,573,1482,1872,234,248,682,1867,1234,2214,2305,733,394,1046,985,585,387,1487,857,1661,132,1871,611,1543,1268,807,864,972,216,415,1647,660,2195,1025,934,532,781,1268,4066,227,3.337,2.911,2.527,2.638,2.425,2.724,2.207,2.781,2.621,3.231,2.687,1.73,3.023,2.985,2.731,2.605,2.847,3.629,2.787,1.895,3.138,2.38,1.97,2.937,2.543,2.787,2.428,2.126,2.663,2.405,2.815,2.199,2.384,3.526,3.503,2.829,2.73,2.859,2.147,2.742,2.443,1.869,3.362,1.663,1.921,2.075,2.743,2.682,2.728,2.526,1.91,2.264,2.34,2.437,3.434,2.231,2.15,2.283,2.118,1.97,2.177,2.735,2.392,2.343,2.164,2.118,2.131,2.514,2.181,2.924,2.458,2.292,2.535,2.453,0.614,0.571,0.376,0.489,0.599,0.59,0.592,0.557,0.552,0.453,0.802,0.437,0.37,0.392,0.519,0.498,0.569,0.689,0.58,0.636,0.781,0.498,0.514,0.676,0.545,0.535,0.523,0.545,0.561,0.578,0.694,0.916,0.72,0.601,0.77,0.581,0.734,0.614,0.337,0.431,0.505,0.604,0.771,0.602,0.588,0.441,0.609,0.589,0.524,0.52,0.458,0.411,0.493,0.548,0.479,0.477,0.43,0.573,0.482,0.397,0.4,0.716,0.361,0.687,0.583,0.663,0.482,0.414,0.518,0.89,0.405,0.391,0.577,0.561 -4077,Not Epileptic,F,42.0,1.1,1.9,1.0,0.9,1.2,1.6,1.5,1.8,1.5,0.8,0.3,2.6,1.4,0.4,1.5,5.9,8.6,1.1,2.3,2.9,1.1,3.1,2.0,2.8,3.2,2.8,3.0,2.9,3.5,2.9,2.1,1.1,0.7,2.0,0.4,0.9,2.8,3.6,0.2,0.3,1.1,3.3,1.7,1.7,3.2,0.7,0.4,0.8,1.3,0.7,0.4,2.4,1.2,2.6,0.2,2.1,0.9,1.4,0.9,1.7,0.5,1.5,0.6,0.6,2.1,1.2,2.7,1.8,0.8,1.0,1.0,1.2,3.9,0.3,7,18,8,8,12,18,16,16,14,8,5.0,23,19,6,19,66,77,10,29,31,9,40,19,33,37,37,39,29,28,38,21,9,11,29,3,8,34,45,1,3,5,32,18,17,18,8,2,5,6,4,3,17,8,17,2,17,7,10,7,12,4,15,3,6,16,17,18,14,6,8,7,8,31,3,0.042,0.023,0.02,0.022,0.032,0.023,0.029,0.032,0.052,0.029,0.036,0.031,0.032,0.027,0.032,0.036,0.031,0.036,0.026,0.03,0.026,0.029,0.031,0.036,0.034,0.031,0.03,0.031,0.034,0.03,0.046,0.047,0.028,0.031,0.012,0.016,0.033,0.037,0.018,0.021,0.02,0.034,0.031,0.022,0.024,0.019,0.015,0.013,0.017,0.018,0.024,0.024,0.028,0.021,0.02,0.016,0.033,0.013,0.017,0.021,0.022,0.023,0.055,0.018,0.022,0.019,0.021,0.021,0.017,0.032,0.018,0.019,0.018,0.014,1614,4176,2546,2397,2015,4212,3449,3491,2064,1859,747.0,3597,3374,954,3220,11737,19155,2337,5546,4650,3930,6894,3494,5704,6372,6539,6174,5599,6936,6617,2804,1157,1446,5743,2076,2285,6150,8228,337,603,1744,4233,5573,2171,3700,1329,775,2023,2371,1385,561,3078,1591,4701,330,3771,1202,3518,1509,2275,704,2620,419,1017,3327,1455,4021,3056,1684,1194,1850,2279,7670,710,0.127,0.112,0.1,0.099,0.131,0.122,0.109,0.136,0.177,0.131,0.131,0.146,0.144,0.134,0.139,0.149,0.131,0.136,0.12,0.142,0.1,0.125,0.137,0.133,0.129,0.14,0.128,0.122,0.118,0.14,0.165,0.12,0.116,0.129,0.066,0.099,0.13,0.149,0.095,0.117,0.101,0.128,0.127,0.12,0.108,0.113,0.093,0.082,0.091,0.103,0.123,0.119,0.121,0.101,0.132,0.104,0.137,0.089,0.102,0.11,0.116,0.122,0.21,0.111,0.112,0.111,0.115,0.108,0.093,0.163,0.104,0.102,0.1,0.089,476,1380,854,823,715,1179,983,1022,514,442,213.0,1462,967,247,947,3108,4952,523,1453,1708,841,1768,1079,1619,1721,1859,1903,1693,1833,1806,779,434,452,1280,546,843,1544,1909,194,270,819,1625,1054,1346,2122,619,341,860,1107,537,247,1527,763,2007,157,1951,449,1603,792,1144,379,1011,183,535,1510,959,1794,1334,742,466,857,1050,3394,361,3.478,2.666,2.777,2.742,2.409,2.66,2.777,2.933,3.183,3.234,2.882,2.145,2.688,2.729,2.631,2.777,3.054,3.565,2.918,2.346,3.269,2.788,2.549,2.794,2.715,2.77,2.474,2.531,2.873,2.711,2.778,2.686,2.592,3.059,3.329,2.589,2.86,3.103,1.843,2.292,2.749,2.195,3.472,1.812,1.986,2.281,2.822,2.887,2.638,3.034,2.612,2.134,2.178,2.482,2.623,2.135,2.792,2.509,2.069,2.167,2.364,2.612,2.038,2.233,2.459,1.855,2.416,2.434,2.546,2.612,2.453,2.409,2.373,2.381,0.819,0.573,0.544,0.467,0.697,0.786,0.684,0.499,0.679,0.649,0.818,0.57,0.48,0.63,0.543,0.668,0.608,0.709,0.572,0.73,0.978,0.58,0.622,0.726,0.62,0.537,0.619,0.656,0.654,0.667,0.572,0.966,0.329,0.608,0.72,0.528,0.784,0.666,0.297,0.457,0.609,0.645,0.72,0.564,0.584,0.412,0.399,0.774,0.443,0.474,0.509,0.477,0.443,0.423,0.288,0.462,0.625,0.42,0.409,0.351,0.357,0.87,0.682,0.592,0.518,0.547,0.512,0.372,0.424,0.712,0.467,0.489,0.45,0.369 -4078,Not Epileptic,M,27.0,0.7,1.8,0.8,1.1,1.8,1.8,1.1,1.2,1.3,0.7,0.2,3.1,1.3,0.8,1.3,5.2,7.8,0.9,2.8,5.2,1.5,2.4,1.7,4.0,3.0,2.9,5.7,2.4,2.6,2.9,2.1,1.3,0.4,2.0,0.3,0.4,3.4,3.2,0.2,0.3,1.0,3.4,2.4,3.5,2.2,0.4,0.4,0.9,1.4,0.8,0.7,2.0,2.2,2.6,0.4,2.7,0.6,1.9,1.4,1.0,1.3,1.6,0.4,0.7,2.2,1.6,2.8,1.0,0.8,0.5,1.1,1.6,4.3,0.4,5,17,7,8,17,21,12,15,16,10,4.0,29,17,10,16,64,84,8,32,52,19,34,18,48,43,37,58,26,31,36,20,10,5,30,1,2,38,40,2,2,6,33,27,31,12,3,2,6,8,6,4,17,15,21,3,22,5,20,14,9,12,15,2,5,16,20,21,7,5,4,7,11,31,3,0.034,0.023,0.016,0.023,0.034,0.028,0.022,0.026,0.048,0.029,0.038,0.035,0.03,0.026,0.024,0.027,0.028,0.037,0.032,0.038,0.028,0.029,0.03,0.04,0.028,0.026,0.036,0.027,0.03,0.026,0.048,0.047,0.03,0.029,0.009,0.012,0.033,0.034,0.015,0.014,0.021,0.036,0.038,0.029,0.015,0.011,0.017,0.016,0.017,0.022,0.026,0.023,0.029,0.02,0.011,0.016,0.02,0.018,0.023,0.019,0.028,0.024,0.025,0.019,0.023,0.022,0.02,0.016,0.015,0.015,0.024,0.019,0.018,0.015,1374,4714,2363,2643,2473,3418,3588,3062,2176,1948,715.0,3458,3496,1884,4172,12224,20752,2584,6085,6655,3845,5215,2199,7188,7631,8028,9113,4931,7217,7105,2836,1174,1055,6143,1864,1767,7237,9407,607,591,1548,4333,6443,4251,4003,1284,972,1827,2764,1524,838,3761,2707,5827,794,4703,1615,4446,1973,1435,2153,3307,452,1188,3310,1583,4794,2296,1594,1262,1474,2755,9063,612,0.119,0.107,0.1,0.107,0.148,0.136,0.095,0.124,0.147,0.149,0.126,0.138,0.138,0.124,0.122,0.134,0.128,0.137,0.125,0.156,0.104,0.133,0.122,0.146,0.13,0.126,0.139,0.105,0.118,0.124,0.138,0.13,0.12,0.131,0.052,0.066,0.134,0.137,0.089,0.107,0.102,0.14,0.147,0.125,0.091,0.082,0.089,0.087,0.097,0.106,0.12,0.11,0.124,0.097,0.085,0.099,0.102,0.1,0.128,0.103,0.122,0.119,0.124,0.109,0.118,0.107,0.104,0.094,0.095,0.094,0.121,0.105,0.097,0.108,382,1442,816,812,869,1163,911,903,597,431,189.0,1485,848,442,1002,3385,5047,522,1609,2537,869,1476,932,1832,1885,2083,2868,1594,1618,1995,857,481,302,1360,536,557,1797,1958,315,267,784,1711,1318,2124,2107,576,375,827,1192,581,442,1537,1114,2227,441,2422,633,1881,953,815,728,1156,232,554,1452,1087,2202,951,699,542,703,1270,3699,324,3.386,3.09,2.901,2.895,2.407,2.491,2.919,2.916,2.752,3.19,2.716,2.029,2.973,3.002,2.954,2.739,3.1,3.684,2.902,2.209,3.024,2.69,2.0,2.885,2.926,2.813,2.463,2.361,3.142,2.656,2.553,2.393,2.689,3.148,3.063,2.813,2.929,3.347,2.27,2.721,2.43,2.233,3.451,2.092,2.177,2.383,3.065,2.802,2.842,2.866,2.19,2.51,2.5,2.602,2.247,2.171,2.538,2.543,2.13,1.953,2.427,2.649,2.149,2.455,2.439,1.743,2.38,2.66,2.567,2.815,2.389,2.651,2.612,2.362,0.833,0.535,0.513,0.599,0.732,0.622,0.714,0.571,0.706,0.783,0.865,0.555,0.548,0.454,0.61,0.654,0.705,0.947,0.67,0.653,0.755,0.518,0.51,0.928,0.647,0.711,0.634,0.651,0.538,0.696,0.82,0.947,0.399,0.706,0.776,0.443,0.722,0.712,0.416,0.871,0.451,0.662,0.786,0.601,0.701,0.475,0.559,0.6,0.476,0.559,0.323,0.456,0.546,0.454,0.292,0.458,0.582,0.464,0.421,0.337,0.559,0.702,0.444,0.71,0.53,0.654,0.456,0.337,0.608,0.608,0.573,0.612,0.514,0.327 -4079,Not Epileptic,F,47.0,1.0,2.5,1.3,1.8,2.2,1.8,1.3,1.5,1.2,0.8,0.4,2.0,1.1,0.3,1.0,5.9,8.3,0.8,1.6,4.1,0.9,3.0,1.3,3.1,3.0,2.7,4.2,2.4,2.7,2.2,1.5,0.8,0.5,2.5,0.4,0.6,2.9,2.5,0.1,0.2,1.0,3.1,1.7,2.0,2.1,0.9,0.4,0.8,1.1,1.0,0.5,2.1,1.5,3.1,0.3,2.1,0.7,1.2,1.0,0.9,0.6,2.0,0.4,0.6,1.5,1.6,3.3,1.4,1.2,1.0,1.1,1.0,5.3,0.4,7,25,13,12,19,16,18,19,13,7,4.0,22,14,6,14,65,84,8,18,40,8,35,17,44,35,38,51,28,31,33,16,6,6,28,3,6,35,39,1,1,6,35,21,16,11,7,2,6,5,10,3,17,13,24,2,17,7,10,7,8,4,17,2,4,11,25,32,10,7,11,7,7,46,4,0.048,0.023,0.022,0.031,0.043,0.033,0.025,0.031,0.037,0.046,0.036,0.037,0.03,0.019,0.033,0.035,0.036,0.032,0.03,0.04,0.022,0.039,0.034,0.042,0.039,0.03,0.036,0.032,0.034,0.032,0.042,0.033,0.029,0.031,0.014,0.02,0.038,0.03,0.012,0.02,0.021,0.04,0.035,0.03,0.017,0.022,0.024,0.013,0.017,0.024,0.021,0.021,0.031,0.03,0.027,0.019,0.015,0.016,0.025,0.022,0.025,0.033,0.021,0.021,0.02,0.022,0.024,0.021,0.019,0.023,0.031,0.016,0.02,0.021,1295,5011,2519,2654,2449,3288,2781,3316,1978,1502,714.0,2394,2703,930,2538,10439,16405,1961,3949,5038,3408,4526,2143,6233,4210,5639,5107,3655,5677,4546,2200,1271,922,6939,1708,1546,6366,7153,401,387,1251,3210,4643,2109,3251,1198,700,2606,2033,1951,485,3119,1527,4065,342,2882,1436,2779,1040,1140,696,2679,361,892,2353,2291,4945,2434,1780,1574,1016,1854,9413,875,0.141,0.114,0.108,0.126,0.156,0.154,0.108,0.143,0.159,0.159,0.154,0.15,0.133,0.119,0.128,0.142,0.141,0.12,0.126,0.158,0.089,0.147,0.121,0.141,0.145,0.141,0.129,0.118,0.114,0.144,0.144,0.105,0.139,0.135,0.078,0.104,0.137,0.13,0.088,0.099,0.109,0.152,0.14,0.12,0.091,0.122,0.11,0.082,0.091,0.125,0.113,0.111,0.139,0.128,0.136,0.11,0.099,0.098,0.132,0.126,0.116,0.136,0.12,0.107,0.11,0.125,0.115,0.103,0.103,0.135,0.135,0.104,0.107,0.138,356,1746,954,928,917,894,958,1004,569,335,202.0,1046,758,216,690,3055,4481,418,926,1869,709,1377,774,1597,1286,1699,2132,1302,1495,1408,637,457,300,1452,427,547,1661,1669,207,182,667,1387,972,1273,1876,617,289,944,964,638,312,1536,766,1776,173,1614,709,1248,613,666,398,1009,202,451,1143,1072,2402,1107,888,642,563,939,4047,330,3.512,2.599,2.551,2.644,2.427,2.683,2.267,2.764,2.617,3.198,2.944,1.948,2.734,2.851,2.656,2.554,2.74,3.59,3.134,2.216,3.221,2.517,2.229,3.028,2.432,2.607,2.003,2.194,2.744,2.506,2.622,2.814,2.558,3.26,3.538,2.363,2.927,3.052,2.373,2.28,2.362,1.978,3.512,1.848,1.952,2.107,2.851,3.159,2.545,2.924,1.923,2.178,2.169,2.422,2.066,1.949,2.349,2.505,1.858,1.796,2.17,2.819,2.028,2.36,2.246,2.279,2.083,2.371,2.281,2.603,2.148,2.165,2.348,3.066,0.734,0.473,0.446,0.52,0.696,0.773,0.548,0.561,0.606,0.541,0.911,0.48,0.483,0.558,0.611,0.616,0.674,0.699,0.582,0.576,0.829,0.59,0.663,0.68,0.694,0.585,0.534,0.516,0.564,0.664,0.526,0.885,0.416,0.758,0.556,0.461,0.708,0.695,0.328,0.431,0.427,0.595,0.722,0.602,0.598,0.4,0.453,0.871,0.43,0.494,0.458,0.365,0.412,0.495,0.487,0.365,0.416,0.385,0.433,0.392,0.331,0.67,0.271,0.579,0.567,0.572,0.474,0.386,0.389,0.519,0.397,0.528,0.504,0.56 -4080,Not Epileptic,F,37.0,0.6,2.2,1.1,1.2,1.2,2.0,1.3,1.6,1.0,0.4,0.3,2.2,1.1,0.5,1.0,5.0,6.5,0.7,2.1,5.1,1.4,2.6,1.0,2.9,1.9,3.0,2.5,2.1,2.2,2.9,1.9,1.4,0.5,2.0,0.5,0.4,2.8,2.4,0.0,0.1,1.1,2.2,2.4,2.9,2.8,0.5,0.3,0.6,1.2,0.8,0.5,2.2,0.9,2.0,0.1,1.5,0.8,1.3,1.3,0.9,0.8,1.2,0.3,0.6,1.4,1.3,2.1,1.5,0.6,0.6,0.8,1.5,3.1,0.4,7,24,9,9,18,19,13,18,12,5,4.0,26,13,7,16,62,69,8,24,48,11,32,11,36,25,38,34,28,23,38,20,10,5,29,3,3,36,34,1,1,11,20,24,20,18,4,2,4,7,7,4,19,7,13,0,12,6,14,8,7,9,11,2,5,12,14,18,14,4,6,6,15,28,5,0.038,0.028,0.024,0.026,0.031,0.03,0.026,0.025,0.043,0.028,0.032,0.035,0.022,0.036,0.03,0.035,0.029,0.038,0.033,0.044,0.029,0.036,0.029,0.038,0.033,0.029,0.026,0.029,0.028,0.034,0.049,0.058,0.029,0.03,0.017,0.012,0.037,0.028,0.013,0.012,0.024,0.027,0.04,0.032,0.022,0.014,0.014,0.013,0.017,0.015,0.022,0.023,0.025,0.017,0.042,0.016,0.022,0.022,0.028,0.034,0.021,0.026,0.036,0.03,0.017,0.026,0.017,0.019,0.012,0.025,0.021,0.021,0.016,0.019,1498,4275,2281,1981,1950,3088,2424,3637,1567,1065,749.0,2390,3105,1145,2329,9239,15146,2022,3569,5357,4091,2987,1275,5840,3619,6540,4662,4140,5140,5066,1959,921,904,5715,1880,1138,7129,5605,232,321,1523,1853,5653,2518,3193,1189,726,1868,2017,2004,610,3532,1317,3770,88,2746,1239,2890,1153,896,1259,1979,390,691,2286,1158,3871,2889,1444,998,1200,2189,6864,760,0.13,0.128,0.12,0.122,0.139,0.132,0.117,0.127,0.163,0.125,0.115,0.153,0.111,0.162,0.147,0.149,0.13,0.129,0.157,0.165,0.11,0.124,0.108,0.156,0.127,0.139,0.125,0.125,0.114,0.148,0.167,0.139,0.124,0.13,0.084,0.078,0.145,0.127,0.094,0.099,0.124,0.118,0.156,0.135,0.115,0.096,0.092,0.078,0.098,0.097,0.122,0.113,0.121,0.098,0.204,0.101,0.115,0.113,0.129,0.119,0.11,0.128,0.144,0.154,0.103,0.11,0.103,0.109,0.085,0.129,0.118,0.119,0.094,0.138,392,1373,749,751,780,1075,872,1056,431,257,201.0,1129,858,280,659,2703,4066,372,987,2224,858,1154,614,1448,1094,1925,1727,1314,1358,1527,593,470,294,1192,467,468,1742,1440,127,175,749,1146,1166,1482,1815,559,290,812,980,773,338,1554,637,1684,25,1346,577,1150,715,439,612,742,178,342,1207,715,1855,1264,680,466,597,1110,3002,304,3.605,2.781,2.932,2.523,2.12,2.292,2.315,2.865,2.759,2.999,3.016,1.807,2.747,2.934,2.616,2.622,2.872,3.727,2.872,2.022,3.482,2.12,1.819,2.953,2.554,2.729,2.225,2.422,2.781,2.56,2.466,2.194,2.617,3.15,3.372,2.379,2.968,2.756,2.054,2.146,2.588,1.511,3.402,1.905,1.941,2.268,2.831,2.858,2.595,2.688,2.094,2.241,2.26,2.471,3.696,2.301,2.525,2.635,1.905,2.062,2.201,2.771,2.325,2.304,2.064,2.034,2.208,2.606,2.375,2.329,2.449,2.234,2.37,2.606,0.791,0.646,0.629,0.59,0.611,0.62,0.528,0.483,0.574,0.384,0.851,0.574,0.395,0.648,0.555,0.542,0.554,0.738,0.485,0.686,0.808,0.552,0.461,0.739,0.558,0.545,0.524,0.506,0.502,0.601,0.791,0.839,0.431,0.689,0.689,0.455,0.683,0.644,0.461,0.409,0.477,0.44,0.743,0.567,0.505,0.532,0.505,0.699,0.4,0.503,0.398,0.451,0.408,0.385,0.295,0.436,0.47,0.529,0.374,0.44,0.401,0.556,0.526,0.681,0.466,0.624,0.429,0.423,0.415,0.545,0.604,0.473,0.452,0.358 -4081,Not Epileptic,F,27.0,1.1,2.1,0.7,0.9,1.8,3.1,1.7,2.0,1.7,0.9,0.3,2.7,1.1,0.5,1.6,4.9,7.6,0.6,3.5,5.5,1.4,2.6,2.0,2.6,4.0,3.9,2.8,3.3,3.9,3.1,1.8,0.8,0.5,2.6,0.8,1.4,4.9,4.2,0.1,0.1,1.4,2.5,3.6,3.5,3.1,0.4,0.4,0.8,1.0,1.0,1.1,1.7,1.3,2.5,1.1,2.3,0.7,1.2,0.7,0.9,0.5,0.9,0.4,0.3,1.3,1.0,2.6,1.4,1.4,0.6,0.8,1.9,3.7,0.3,6,18,6,7,14,19,17,14,17,7,3.0,23,10,5,15,53,63,4,25,39,12,23,18,25,35,38,28,28,25,32,21,7,5,28,3,12,48,44,1,1,6,21,26,25,18,4,2,5,5,7,7,14,6,15,50,17,5,11,4,7,2,6,2,3,10,12,19,9,11,6,6,16,29,3,0.043,0.034,0.017,0.022,0.043,0.037,0.033,0.037,0.062,0.04,0.022,0.033,0.028,0.03,0.038,0.035,0.032,0.025,0.039,0.038,0.026,0.033,0.029,0.034,0.037,0.038,0.03,0.036,0.032,0.039,0.056,0.049,0.019,0.031,0.02,0.03,0.039,0.036,0.016,0.016,0.025,0.029,0.049,0.031,0.025,0.017,0.023,0.013,0.016,0.018,0.032,0.021,0.019,0.021,0.029,0.021,0.019,0.018,0.024,0.02,0.018,0.02,0.03,0.02,0.022,0.029,0.024,0.02,0.024,0.022,0.02,0.021,0.017,0.015,1554,4771,1793,1934,2525,3671,2654,3332,2132,1381,659.0,2678,2846,956,2860,11250,17643,2598,3949,4690,2787,3880,2421,6148,6070,6903,5090,3812,5911,5097,1968,835,1249,6309,2215,2478,6869,7630,319,422,1918,2365,4896,3206,3253,1092,818,2370,2585,2344,847,3291,2427,5031,1104,3337,1595,2661,836,1228,822,2037,499,777,2034,1078,3539,2208,1949,1427,1435,2886,8143,594,0.135,0.124,0.093,0.103,0.148,0.138,0.126,0.128,0.19,0.14,0.111,0.127,0.12,0.129,0.143,0.136,0.135,0.094,0.139,0.139,0.104,0.136,0.128,0.135,0.144,0.119,0.132,0.121,0.108,0.151,0.14,0.128,0.096,0.122,0.08,0.102,0.126,0.128,0.089,0.092,0.111,0.126,0.141,0.123,0.115,0.096,0.11,0.083,0.083,0.094,0.151,0.103,0.098,0.1,0.126,0.111,0.093,0.099,0.12,0.111,0.104,0.104,0.129,0.1,0.109,0.135,0.118,0.1,0.123,0.121,0.104,0.108,0.091,0.09,419,1202,647,700,725,1306,928,913,499,356,209.0,1314,725,262,774,2635,4158,401,1371,2261,830,1276,1102,1393,1729,1769,1644,1397,1789,1516,539,335,420,1501,660,771,2049,1904,170,198,780,1264,1328,1932,1989,478,297,912,1026,902,504,1384,1012,1912,599,1745,681,1290,429,716,388,730,212,315,1044,615,1756,1105,944,450,692,1394,3553,337,3.332,3.323,2.42,2.727,2.565,2.512,2.396,3.097,2.932,3.082,2.902,1.807,2.893,2.552,2.671,3.013,3.291,4.139,2.484,1.878,2.878,2.371,1.995,3.007,2.68,2.925,2.391,2.168,2.545,2.749,2.713,2.485,2.286,2.925,3.102,2.786,2.544,2.914,1.923,2.813,2.922,1.732,2.824,1.929,1.86,2.381,3.427,3.048,2.913,2.826,2.233,2.369,2.469,2.554,2.359,2.196,2.814,2.404,2.214,1.934,2.677,2.607,2.686,2.509,2.056,2.239,2.285,2.355,2.219,3.37,2.344,2.472,2.418,2.103,1.127,0.817,0.691,0.664,0.773,0.595,0.576,0.797,0.595,0.498,0.683,0.52,0.49,0.66,0.596,0.701,0.648,0.871,0.652,0.585,0.825,0.48,0.421,0.76,0.616,0.852,0.544,0.608,0.504,0.676,0.754,1.082,0.485,0.751,0.901,0.714,0.717,0.688,0.586,0.795,0.529,0.433,0.79,0.64,0.497,0.812,0.671,0.811,0.701,0.668,0.366,0.624,0.76,0.718,0.348,0.498,0.721,0.59,0.449,0.393,0.461,0.788,0.669,1.173,0.516,0.563,0.556,0.556,0.554,0.727,0.637,0.62,0.598,0.47 -4082,Not Epileptic,F,52.0,0.9,2.4,0.9,1.2,1.4,2.0,1.5,1.5,1.4,0.5,0.3,2.4,1.4,0.2,1.3,4.9,8.0,0.9,1.9,4.4,1.0,2.4,1.4,3.4,3.3,2.6,4.2,1.7,1.9,3.1,1.7,1.1,0.4,1.8,0.4,0.6,3.0,2.8,0.2,0.3,1.1,3.7,1.7,1.9,2.5,0.6,0.3,0.6,1.2,0.7,0.5,1.4,1.4,2.0,0.3,2.3,0.6,1.6,1.3,1.2,0.5,1.1,0.2,0.5,2.0,1.0,2.1,1.1,1.1,0.4,0.8,1.5,3.7,0.2,7,26,10,12,10,22,14,13,17,6,3.0,25,13,4,17,58,71,8,25,37,8,27,12,40,39,32,42,17,19,40,37,9,4,23,2,4,34,32,1,2,7,29,19,18,16,4,2,4,8,7,5,10,11,13,2,18,6,14,11,10,5,9,1,6,16,18,17,10,6,4,6,10,33,3,0.036,0.023,0.018,0.025,0.029,0.032,0.023,0.03,0.038,0.026,0.037,0.032,0.029,0.024,0.033,0.032,0.028,0.035,0.033,0.037,0.022,0.03,0.028,0.04,0.036,0.028,0.039,0.022,0.024,0.031,0.039,0.047,0.021,0.024,0.013,0.013,0.031,0.028,0.017,0.021,0.023,0.035,0.035,0.026,0.02,0.012,0.016,0.011,0.016,0.02,0.029,0.02,0.023,0.02,0.012,0.017,0.018,0.022,0.028,0.023,0.022,0.02,0.015,0.014,0.024,0.021,0.021,0.022,0.016,0.019,0.023,0.022,0.018,0.012,1278,4221,2033,2296,1694,2663,3256,2529,2027,1328,583.0,2409,2972,707,2273,9743,16745,2150,3636,4226,3114,3369,1995,5465,5207,5874,4919,4090,5519,5750,2637,1013,917,5283,1510,1827,5293,6267,285,503,1260,2207,5007,1706,3155,1286,694,1967,2103,1482,524,2149,1926,3787,607,3324,998,2579,1243,1582,830,2065,428,910,2371,917,2994,1979,1978,673,1282,2193,7284,322,0.128,0.122,0.114,0.12,0.125,0.147,0.106,0.13,0.149,0.13,0.121,0.152,0.142,0.111,0.154,0.142,0.122,0.131,0.142,0.15,0.099,0.121,0.118,0.143,0.138,0.13,0.131,0.101,0.098,0.145,0.122,0.107,0.095,0.122,0.071,0.083,0.127,0.138,0.107,0.108,0.113,0.134,0.135,0.128,0.107,0.084,0.093,0.075,0.098,0.112,0.132,0.106,0.12,0.098,0.095,0.103,0.113,0.117,0.126,0.118,0.122,0.107,0.093,0.105,0.123,0.126,0.115,0.108,0.096,0.112,0.118,0.116,0.101,0.123,425,1585,820,818,792,1063,993,873,738,351,176.0,1310,818,206,669,2707,4856,501,1085,2015,725,1187,814,1651,1614,1719,1908,1222,1427,1783,794,374,351,1268,442,658,1608,1630,162,250,720,1417,1036,1188,1890,682,309,870,1074,601,338,1131,958,1752,309,1924,492,1241,785,795,374,884,243,542,1267,738,1575,931,934,370,588,1071,3312,212,3.003,2.529,2.359,2.598,2.07,2.229,2.568,2.514,2.296,2.891,2.62,1.677,2.751,2.523,2.595,2.682,2.724,3.396,2.712,1.826,3.254,2.239,2.083,2.535,2.501,2.803,2.133,2.493,2.841,2.551,2.417,2.567,2.198,3.017,2.986,2.515,2.466,2.968,2.019,2.086,2.257,1.519,3.316,1.704,1.877,2.036,2.812,2.797,2.449,2.609,1.875,2.066,2.187,2.41,2.398,2.006,2.341,2.338,1.879,2.208,2.419,2.378,2.013,1.947,2.165,1.551,2.197,2.325,2.371,2.132,2.516,2.352,2.381,1.995,0.659,0.563,0.52,0.614,0.447,0.523,0.688,0.436,0.58,0.601,0.833,0.585,0.407,0.447,0.428,0.545,0.584,0.766,0.537,0.627,0.683,0.517,0.585,0.654,0.604,0.466,0.545,0.661,0.585,0.542,0.608,0.827,0.376,0.575,0.492,0.331,0.663,0.578,0.28,0.435,0.417,0.433,0.787,0.59,0.562,0.391,0.428,0.618,0.404,0.586,0.378,0.347,0.414,0.342,0.264,0.395,0.349,0.523,0.317,0.456,0.436,0.447,0.36,0.409,0.483,0.47,0.361,0.352,0.356,0.577,0.351,0.476,0.375,0.372 -4083,Not Epileptic,M,37.0,0.6,2.3,1.3,1.0,1.7,1.6,2.2,1.7,1.6,1.6,0.2,2.8,1.5,0.8,0.9,6.0,8.1,0.8,2.2,4.4,1.5,2.3,2.4,4.4,4.3,2.9,5.2,2.4,2.9,3.3,3.5,1.9,0.4,2.9,0.3,0.9,4.2,3.5,0.2,0.2,0.9,2.9,1.9,2.1,2.7,0.7,0.4,0.7,1.2,0.8,0.6,2.1,1.1,2.3,0.5,2.4,0.8,1.1,0.8,1.0,0.6,1.8,0.2,0.8,1.8,1.4,2.5,1.2,0.9,0.9,1.7,1.4,4.9,0.2,7,25,10,8,21,19,16,14,15,13,3.0,23,15,12,13,66,71,6,26,35,13,31,18,52,43,33,52,24,24,37,38,13,4,35,2,10,49,42,1,1,5,22,17,15,16,6,2,4,7,6,3,21,8,18,4,20,6,9,9,6,6,13,1,7,16,20,20,8,5,10,10,10,35,2,0.031,0.021,0.021,0.022,0.031,0.03,0.038,0.03,0.047,0.047,0.039,0.04,0.025,0.033,0.025,0.029,0.028,0.03,0.032,0.04,0.03,0.027,0.036,0.042,0.036,0.028,0.036,0.027,0.028,0.029,0.058,0.056,0.027,0.031,0.008,0.024,0.042,0.03,0.013,0.021,0.022,0.04,0.031,0.022,0.019,0.019,0.015,0.012,0.016,0.016,0.023,0.023,0.015,0.017,0.014,0.015,0.022,0.015,0.02,0.015,0.026,0.025,0.012,0.023,0.019,0.019,0.018,0.019,0.021,0.023,0.032,0.02,0.017,0.012,1558,5301,2971,2377,2406,2927,3857,3358,2008,1986,519.0,3056,3736,1745,2415,13983,18204,2285,4774,4919,4507,4839,2594,6626,6131,6521,7041,4661,6641,6685,2757,1339,988,7492,2145,2523,7421,9080,330,373,1398,2802,5957,2736,3741,1289,808,2187,2436,1802,597,3952,2259,5443,1027,4650,1183,2902,1240,1882,887,3170,335,1112,2959,1881,4295,2005,1563,1571,1982,2220,9406,633,0.118,0.111,0.105,0.103,0.138,0.138,0.115,0.131,0.149,0.168,0.125,0.147,0.118,0.157,0.118,0.123,0.124,0.103,0.127,0.154,0.116,0.13,0.122,0.148,0.134,0.128,0.133,0.111,0.107,0.134,0.167,0.142,0.122,0.136,0.059,0.111,0.145,0.139,0.106,0.118,0.107,0.134,0.125,0.116,0.098,0.1,0.089,0.078,0.091,0.098,0.125,0.109,0.101,0.096,0.096,0.097,0.115,0.093,0.124,0.092,0.124,0.121,0.095,0.123,0.107,0.113,0.106,0.102,0.099,0.135,0.133,0.115,0.096,0.088,434,1837,977,797,969,980,1064,933,610,550,158.0,1154,1005,445,627,3501,4618,450,1198,1755,937,1361,986,1960,1931,1841,2500,1490,1570,1908,895,537,278,1633,536,751,1934,2062,158,144,681,1135,1153,1492,2095,620,348,975,1141,784,347,1717,1109,2201,548,2317,551,1300,578,979,427,1117,200,510,1488,1110,2120,995,698,614,867,1066,4043,274,3.403,2.738,2.849,2.755,2.218,2.406,2.712,3.062,2.569,2.872,2.622,2.191,2.935,2.896,2.802,2.858,3.076,3.821,2.985,2.33,3.309,2.646,2.216,2.704,2.507,2.87,2.283,2.426,3.023,2.695,2.407,2.665,2.689,3.333,3.497,2.961,2.886,3.109,2.367,2.699,2.531,2.053,3.554,2.097,2.038,2.176,2.95,2.73,2.606,2.619,2.147,2.322,2.228,2.639,2.267,2.197,2.215,2.556,2.212,2.107,2.183,2.92,1.854,2.402,2.143,1.997,2.176,2.38,2.45,2.7,2.489,2.564,2.455,2.569,0.643,0.536,0.56,0.52,0.634,0.653,0.75,0.521,0.626,0.835,0.866,0.671,0.491,0.426,0.481,0.7,0.584,0.701,0.589,0.74,0.884,0.481,0.59,0.708,0.666,0.484,0.628,0.604,0.672,0.668,0.832,0.945,0.518,0.67,0.493,0.481,0.799,0.605,0.346,0.316,0.45,0.703,0.655,0.554,0.569,0.463,0.459,0.545,0.48,0.448,0.552,0.416,0.412,0.418,0.35,0.412,0.433,0.406,0.567,0.376,0.322,0.682,0.342,0.693,0.533,0.764,0.424,0.339,0.448,0.593,0.545,0.627,0.449,0.5 -4084,Not Epileptic,F,55.0,1.3,2.3,1.2,1.1,2.1,1.5,1.5,1.7,1.5,0.6,0.2,3.7,1.1,0.4,1.5,5.8,10.0,0.8,2.6,4.8,1.8,3.4,3.4,5.2,3.9,2.5,3.9,3.2,2.6,2.3,3.2,0.8,0.3,2.1,0.2,0.7,6.5,3.9,0.2,0.2,1.2,2.6,2.4,3.2,3.0,0.6,0.5,0.7,1.4,0.8,0.6,1.9,2.2,2.6,0.2,2.6,1.0,1.5,1.3,1.8,0.8,2.0,0.2,0.4,2.0,1.1,2.4,1.1,0.9,0.4,0.8,1.4,4.9,0.3,11,24,9,9,14,23,13,17,13,6,3.0,38,12,6,22,68,105,7,34,48,60,46,22,55,42,33,41,30,25,32,24,8,4,29,2,6,49,46,1,1,6,23,23,25,18,5,2,5,6,8,5,17,15,17,1,21,8,10,11,12,6,16,3,4,18,16,20,9,7,4,5,11,37,3,0.055,0.027,0.024,0.023,0.039,0.025,0.027,0.028,0.046,0.036,0.032,0.038,0.024,0.03,0.037,0.042,0.039,0.039,0.039,0.036,0.036,0.035,0.044,0.052,0.039,0.029,0.038,0.033,0.025,0.031,0.065,0.033,0.021,0.028,0.011,0.016,0.051,0.037,0.017,0.014,0.024,0.03,0.045,0.024,0.021,0.012,0.022,0.015,0.022,0.023,0.029,0.023,0.034,0.024,0.032,0.016,0.023,0.019,0.034,0.02,0.021,0.03,0.028,0.016,0.019,0.024,0.019,0.015,0.021,0.022,0.025,0.02,0.02,0.014,1572,4009,2072,2224,1783,2842,2770,2976,1285,1164,646.0,3497,2822,868,2847,8522,16505,1989,4441,5843,3490,4497,2070,5579,4691,5394,4564,4462,5549,4646,1760,1211,895,5769,1650,1697,5726,7797,360,410,1302,1901,3633,3531,3820,1295,756,1687,1835,1412,517,2700,1895,3662,201,4277,1542,2648,1428,2250,1162,2752,433,891,3293,1084,3950,2144,1452,801,1024,2325,8241,533,0.177,0.124,0.117,0.111,0.143,0.118,0.095,0.122,0.16,0.147,0.118,0.15,0.114,0.142,0.143,0.158,0.144,0.127,0.146,0.152,0.127,0.126,0.129,0.149,0.144,0.128,0.122,0.108,0.104,0.131,0.162,0.109,0.099,0.124,0.058,0.092,0.155,0.146,0.095,0.094,0.109,0.132,0.131,0.122,0.102,0.087,0.103,0.083,0.108,0.11,0.145,0.114,0.14,0.117,0.159,0.1,0.112,0.104,0.124,0.108,0.112,0.137,0.126,0.096,0.106,0.118,0.105,0.096,0.107,0.127,0.124,0.105,0.103,0.11,432,1473,826,811,865,1155,936,1065,558,315,177.0,1832,856,257,851,2819,5066,437,1233,2357,742,1681,1149,1911,1846,1724,1862,1657,1599,1647,795,469,319,1365,507,662,2022,2085,224,218,715,1238,1009,2131,2240,693,340,780,902,647,333,1454,936,1710,87,2396,761,1215,695,1257,589,1082,202,495,1665,755,1909,1050,735,379,509,1162,3821,323,3.506,2.513,2.455,2.497,1.886,2.064,2.418,2.435,1.945,2.714,2.778,1.73,2.58,2.46,2.542,2.39,2.573,3.556,2.83,2.131,3.292,2.222,1.624,2.241,2.132,2.506,2.025,2.174,2.679,2.259,1.821,2.531,2.224,2.981,3.006,2.427,2.35,2.74,1.813,2.066,2.302,1.536,2.779,1.825,1.901,2.121,2.531,2.478,2.521,2.495,1.85,2.051,2.008,2.336,2.422,2.014,2.355,2.553,2.102,1.971,2.227,2.573,2.026,2.112,2.081,1.891,2.115,2.262,2.264,2.067,2.186,2.231,2.359,2.057,0.865,0.59,0.471,0.493,0.545,0.511,0.662,0.441,0.598,0.742,0.806,0.5,0.41,0.455,0.498,0.518,0.688,0.757,0.762,0.644,0.771,0.626,0.47,0.764,0.547,0.542,0.445,0.557,0.483,0.518,0.633,0.748,0.403,0.608,0.642,0.476,0.724,0.578,0.324,0.38,0.481,0.494,0.791,0.531,0.594,0.45,0.385,0.725,0.477,0.658,0.405,0.422,0.435,0.411,0.4,0.395,0.405,0.451,0.601,0.347,0.402,0.694,0.501,0.581,0.466,0.706,0.44,0.37,0.426,0.708,0.404,0.392,0.416,0.328 -4085,Not Epileptic,F,52.0,0.8,2.4,0.9,1.4,2.0,1.6,1.8,1.9,1.2,0.6,0.3,2.3,1.7,0.5,1.7,4.8,9.7,1.0,2.6,4.8,1.2,2.6,2.1,3.9,3.3,4.2,4.4,4.0,3.3,3.4,1.2,2.3,0.6,1.9,0.6,0.6,4.2,2.6,0.3,0.3,1.2,2.2,3.3,2.2,3.5,1.0,0.7,1.1,1.3,0.8,0.6,3.0,1.7,2.9,0.2,2.6,0.9,1.3,1.0,1.4,0.6,1.5,0.4,0.6,1.6,1.5,3.7,1.6,1.4,0.8,1.3,1.3,4.2,0.3,7,22,7,9,16,17,15,16,11,7,2.0,24,16,6,18,58,94,8,32,48,12,34,22,39,41,47,42,37,28,42,15,21,8,28,3,5,50,32,2,1,8,24,29,21,22,8,3,8,7,7,4,21,14,18,2,21,4,15,6,11,5,15,3,5,16,20,28,11,8,8,8,9,32,3,0.038,0.022,0.015,0.023,0.038,0.027,0.028,0.028,0.037,0.027,0.035,0.029,0.033,0.025,0.034,0.03,0.03,0.032,0.029,0.042,0.027,0.029,0.034,0.038,0.027,0.034,0.032,0.034,0.029,0.025,0.03,0.066,0.027,0.023,0.02,0.012,0.038,0.028,0.017,0.02,0.027,0.039,0.047,0.023,0.023,0.019,0.027,0.018,0.016,0.02,0.022,0.024,0.024,0.022,0.018,0.017,0.022,0.014,0.028,0.021,0.023,0.023,0.02,0.015,0.018,0.032,0.024,0.022,0.023,0.02,0.027,0.017,0.017,0.015,1354,4893,2070,2425,1978,2682,3165,3186,1495,1518,546.0,2304,3355,1160,2838,9797,20285,2525,5292,4130,3423,4481,2554,6182,6459,7212,6521,5045,6406,6476,2353,1706,1091,5841,1875,1962,7564,6925,490,483,1314,2474,5298,2426,3807,1470,841,2188,2228,1391,577,4097,2344,4926,483,4005,1201,2965,935,1594,926,2523,475,1060,2549,1366,4859,2353,1911,1207,1549,1951,8918,576,0.133,0.116,0.095,0.105,0.142,0.133,0.107,0.129,0.141,0.135,0.119,0.134,0.134,0.124,0.144,0.131,0.127,0.119,0.131,0.161,0.103,0.13,0.136,0.129,0.117,0.144,0.122,0.113,0.099,0.124,0.117,0.159,0.129,0.112,0.09,0.077,0.147,0.136,0.087,0.086,0.128,0.143,0.15,0.12,0.113,0.109,0.121,0.093,0.094,0.107,0.125,0.111,0.117,0.104,0.104,0.103,0.107,0.096,0.135,0.113,0.109,0.119,0.115,0.098,0.109,0.135,0.119,0.109,0.107,0.11,0.124,0.111,0.094,0.101,395,1745,926,941,833,963,1028,1099,466,366,149.0,1212,962,289,884,2785,5649,506,1461,1939,823,1399,997,1772,2058,2228,2190,1839,1639,2280,744,658,373,1426,448,750,1969,1680,296,254,702,1061,1289,1524,2260,769,377,977,1098,646,372,1996,1148,2140,209,2184,575,1398,537,988,422,1085,302,621,1411,762,2402,1124,889,612,740,1021,3871,287,3.305,2.558,2.349,2.551,2.128,2.289,2.467,2.565,2.416,3.181,2.873,1.709,2.697,2.841,2.457,2.623,2.777,3.774,2.87,1.939,3.001,2.474,2.243,2.623,2.538,2.678,2.348,2.17,2.832,2.343,2.435,2.751,2.379,2.842,3.666,2.354,2.762,2.934,1.889,2.209,2.288,2.001,3.009,1.73,1.888,2.152,2.867,2.711,2.451,2.377,1.962,2.114,2.011,2.417,2.453,2.01,2.362,2.176,1.898,1.794,2.176,2.337,1.761,2.122,1.975,2.111,2.214,2.491,2.417,2.144,2.356,2.208,2.389,2.331,0.815,0.501,0.348,0.46,0.635,0.691,0.636,0.54,0.631,0.491,0.873,0.474,0.388,0.335,0.496,0.601,0.609,0.728,0.627,0.666,0.765,0.522,0.495,0.764,0.585,0.49,0.631,0.624,0.59,0.543,0.513,0.752,0.456,0.636,0.824,0.471,0.76,0.728,0.346,0.39,0.377,0.551,0.711,0.656,0.639,0.513,0.478,0.896,0.442,0.4,0.35,0.499,0.449,0.46,0.611,0.409,0.516,0.454,0.522,0.336,0.508,0.626,0.43,0.564,0.539,0.615,0.474,0.525,0.493,0.593,0.395,0.44,0.444,0.335 -4086,Not Epileptic,M,55.0,0.9,2.6,1.1,1.5,2.2,1.8,1.4,1.9,1.4,0.4,0.2,3.7,1.4,0.7,0.7,5.8,8.6,0.8,1.9,5.0,1.7,2.9,2.0,2.6,3.2,3.9,2.7,2.8,2.4,2.9,1.4,1.0,0.5,2.8,0.5,0.7,4.3,3.2,0.1,0.1,1.4,3.0,2.2,2.9,3.7,0.4,0.5,0.9,1.1,1.3,0.3,1.9,1.2,2.4,0.2,3.0,0.8,2.4,0.9,0.9,0.7,1.4,0.4,0.4,2.1,2.2,2.6,1.3,0.8,0.8,0.7,1.6,4.1,0.5,6,29,17,14,16,15,9,17,14,3,3.0,33,14,7,10,64,79,9,21,39,12,35,20,34,37,40,33,25,21,30,17,7,5,30,2,6,50,36,2,1,9,29,20,21,23,4,3,6,7,10,4,16,9,16,1,25,8,22,7,7,8,11,3,4,14,25,21,9,7,7,5,14,36,4,0.037,0.027,0.017,0.023,0.036,0.035,0.026,0.027,0.046,0.033,0.027,0.037,0.026,0.03,0.024,0.032,0.031,0.029,0.027,0.035,0.027,0.038,0.032,0.033,0.032,0.038,0.026,0.026,0.023,0.028,0.038,0.034,0.023,0.03,0.016,0.016,0.037,0.031,0.016,0.011,0.026,0.038,0.033,0.025,0.025,0.011,0.019,0.015,0.016,0.028,0.017,0.023,0.021,0.021,0.02,0.024,0.018,0.03,0.029,0.021,0.024,0.025,0.02,0.017,0.024,0.038,0.023,0.019,0.016,0.02,0.022,0.018,0.018,0.018,1153,4114,2304,2201,2428,2510,2467,3520,1881,893,619.0,3275,2691,1082,1625,10486,15435,2003,4137,4465,2972,4376,2043,5676,5106,5831,4731,4184,5832,4823,2305,1296,1023,5778,1644,1869,6434,6722,289,253,1428,3120,5126,2950,3180,1139,792,2100,2078,1386,467,2732,1876,4015,290,3234,1449,3195,981,1086,1016,2197,521,621,2788,1336,3407,2226,1544,1259,955,2372,8131,495,0.126,0.131,0.117,0.121,0.145,0.135,0.097,0.128,0.162,0.107,0.125,0.152,0.127,0.147,0.122,0.139,0.137,0.133,0.12,0.129,0.113,0.16,0.141,0.135,0.141,0.15,0.13,0.111,0.098,0.128,0.136,0.102,0.102,0.135,0.073,0.088,0.139,0.129,0.107,0.096,0.115,0.154,0.135,0.113,0.112,0.079,0.106,0.084,0.091,0.134,0.122,0.118,0.105,0.106,0.139,0.115,0.1,0.127,0.142,0.113,0.128,0.119,0.115,0.111,0.118,0.139,0.116,0.108,0.099,0.126,0.118,0.112,0.102,0.109,439,1543,1008,946,912,940,842,1105,553,250,175.0,1604,910,341,549,3182,4679,422,1181,2162,850,1449,995,1465,1740,1865,1669,1572,1648,1650,672,496,359,1504,557,657,2052,1784,177,150,728,1357,1191,1876,2115,622,366,924,1075,714,288,1302,931,1770,119,1842,748,1477,507,632,515,882,299,395,1379,855,1743,1047,770,574,533,1297,3653,333,2.841,2.582,2.264,2.311,2.378,2.353,2.356,2.72,2.543,2.96,2.714,1.853,2.444,2.463,2.325,2.601,2.741,3.247,2.65,1.789,2.73,2.48,1.85,2.862,2.383,2.647,2.267,2.167,2.691,2.39,2.65,2.357,2.208,2.905,2.747,2.593,2.584,2.744,1.782,1.841,2.482,2.093,3.223,1.742,1.7,2.063,2.605,2.734,2.378,2.356,2.001,2.193,2.174,2.32,2.694,1.976,2.279,2.3,2.189,1.951,2.213,2.576,2.125,1.765,2.235,1.929,2.027,2.457,2.161,2.36,2.171,2.184,2.439,1.749,0.77,0.571,0.577,0.445,0.54,0.588,0.588,0.649,0.527,0.535,0.747,0.483,0.374,0.391,0.522,0.475,0.541,0.771,0.543,0.549,0.82,0.521,0.476,0.619,0.5,0.484,0.452,0.57,0.507,0.432,0.703,0.825,0.334,0.615,0.812,0.557,0.609,0.51,0.38,0.509,0.467,0.485,0.63,0.564,0.45,0.339,0.491,0.872,0.488,0.415,0.499,0.401,0.457,0.504,0.425,0.397,0.411,0.642,0.434,0.375,0.305,0.689,0.465,0.668,0.535,0.649,0.394,0.345,0.394,0.539,0.512,0.42,0.48,0.337 -4087,Not Epileptic,F,37.0,0.8,2.6,1.0,0.9,2.0,1.2,1.4,1.2,1.1,1.0,0.3,2.1,1.4,0.5,1.5,4.5,7.1,0.9,1.3,3.6,1.3,2.9,2.4,3.1,2.6,3.6,3.6,2.0,2.5,4.2,1.4,1.4,0.5,1.9,0.4,0.4,3.3,3.4,0.1,0.1,1.1,3.0,2.7,1.9,2.8,0.7,0.3,1.5,1.2,0.9,0.5,2.7,1.5,1.6,0.4,3.0,0.4,1.8,1.1,1.3,1.1,2.2,0.4,0.5,1.3,1.8,2.5,1.4,0.8,1.2,1.3,1.8,3.7,0.3,6,23,8,10,18,12,12,13,13,11,4.0,22,16,7,19,53,75,9,17,30,11,29,17,34,40,39,48,20,23,50,20,11,5,26,4,3,47,38,1,1,7,23,26,14,16,6,2,11,6,8,3,20,11,12,2,22,3,14,9,9,11,19,3,5,9,23,19,10,4,9,10,14,33,3,0.031,0.026,0.019,0.016,0.032,0.024,0.023,0.021,0.033,0.037,0.028,0.035,0.022,0.022,0.025,0.027,0.026,0.037,0.028,0.034,0.023,0.027,0.034,0.03,0.029,0.028,0.028,0.025,0.026,0.033,0.037,0.056,0.023,0.023,0.017,0.011,0.031,0.029,0.01,0.016,0.022,0.039,0.038,0.022,0.022,0.016,0.012,0.019,0.017,0.022,0.02,0.022,0.02,0.018,0.015,0.016,0.01,0.021,0.022,0.019,0.022,0.028,0.022,0.019,0.02,0.028,0.021,0.018,0.015,0.029,0.024,0.021,0.014,0.014,1434,4876,2524,2418,2462,2271,3006,2928,2062,1783,619.0,2175,4263,1288,4026,10971,18897,2105,3886,3655,4634,6328,2836,6739,6672,7945,7780,3844,6749,7759,2436,1208,1233,6072,1651,1645,8238,8492,392,587,1543,2820,6503,1970,3750,1763,796,2722,2343,2063,602,4082,2267,4060,590,5275,1242,3039,1403,1989,1774,3188,552,952,2110,1364,4027,2439,1843,1589,1907,3138,9840,520,0.12,0.123,0.108,0.098,0.131,0.12,0.096,0.113,0.142,0.152,0.128,0.146,0.116,0.121,0.123,0.129,0.126,0.131,0.118,0.14,0.102,0.121,0.115,0.13,0.13,0.135,0.123,0.099,0.099,0.147,0.144,0.145,0.098,0.121,0.089,0.071,0.137,0.135,0.082,0.087,0.108,0.129,0.151,0.118,0.109,0.091,0.086,0.104,0.095,0.107,0.11,0.113,0.113,0.091,0.102,0.097,0.083,0.111,0.119,0.103,0.122,0.132,0.121,0.115,0.105,0.142,0.106,0.103,0.092,0.134,0.122,0.114,0.088,0.119,415,1618,800,891,969,812,964,903,533,438,207.0,1075,1023,325,1086,2752,4403,496,885,1684,976,1534,1100,1768,1732,2128,2372,1178,1505,2221,684,464,364,1377,407,593,2005,1980,219,251,774,1072,1229,1322,2000,794,351,1137,1038,701,352,1845,1066,1611,308,2641,573,1350,785,1010,706,1214,285,495,988,900,1856,1123,832,619,884,1379,4175,282,3.318,2.815,3.003,2.696,2.275,2.523,2.559,2.879,2.783,3.084,2.596,1.81,3.108,2.864,2.931,2.899,3.262,3.311,3.069,1.975,3.302,2.961,2.171,2.832,2.897,2.94,2.547,2.518,3.18,2.723,2.631,2.843,2.74,3.099,3.597,2.444,2.998,3.098,1.996,2.828,2.483,2.105,3.296,1.788,2.179,2.449,2.711,2.889,2.858,2.876,2.121,2.281,2.342,2.638,2.211,2.26,2.6,2.496,2.179,2.223,2.348,2.455,2.255,2.141,2.295,1.872,2.291,2.529,2.699,2.55,2.533,2.558,2.512,2.375,0.514,0.423,0.549,0.444,0.569,0.43,0.705,0.498,0.677,0.811,1.023,0.586,0.43,0.436,0.571,0.635,0.596,0.721,0.518,0.688,0.886,0.652,0.715,0.745,0.651,0.559,0.648,0.669,0.582,0.596,0.604,0.816,0.428,0.657,0.631,0.525,0.647,0.63,0.401,0.408,0.482,0.754,0.869,0.638,0.671,0.459,0.507,0.578,0.445,0.592,0.343,0.454,0.422,0.45,0.291,0.39,0.347,0.456,0.327,0.346,0.415,0.61,0.631,0.799,0.485,0.612,0.416,0.362,0.322,0.739,0.412,0.453,0.42,0.446 -4088,Not Epileptic,F,52.0,0.9,2.4,1.4,1.7,1.3,1.5,3.3,1.4,1.2,0.9,0.3,2.6,1.3,0.6,1.3,5.4,9.1,0.9,2.1,2.9,1.1,2.9,2.6,3.5,4.3,4.0,5.1,2.7,3.1,3.6,1.7,1.0,0.5,2.0,0.4,0.6,4.7,3.3,0.2,0.2,1.1,3.2,2.0,1.6,2.8,0.8,0.4,0.9,1.2,0.7,0.4,1.6,1.4,2.1,0.3,2.9,0.6,2.1,0.8,1.0,0.6,1.6,0.3,0.4,1.7,1.3,2.4,0.7,0.8,0.7,1.4,1.3,4.3,0.3,8,30,12,11,14,19,19,16,17,10,3.0,26,11,6,14,59,92,9,20,32,9,34,28,34,49,44,49,29,32,45,18,7,4,23,2,4,54,47,2,2,7,27,20,14,16,9,2,5,5,7,3,12,9,16,2,23,4,17,5,8,4,11,2,4,15,21,20,4,5,6,11,8,37,2,0.041,0.028,0.024,0.028,0.029,0.026,0.047,0.024,0.049,0.034,0.029,0.036,0.028,0.041,0.035,0.036,0.037,0.046,0.036,0.03,0.022,0.033,0.037,0.039,0.043,0.031,0.039,0.035,0.033,0.032,0.043,0.049,0.026,0.026,0.016,0.014,0.04,0.035,0.017,0.023,0.024,0.039,0.033,0.024,0.021,0.018,0.017,0.015,0.018,0.025,0.016,0.017,0.024,0.019,0.017,0.017,0.02,0.024,0.022,0.018,0.023,0.03,0.014,0.017,0.021,0.028,0.021,0.011,0.016,0.022,0.023,0.02,0.019,0.023,1574,4283,2667,2569,1871,2930,2447,3188,1736,1715,831.0,3011,3254,1096,2630,9209,15635,2065,4180,4220,3334,4760,2901,5425,6239,7140,7749,4005,6023,6738,2322,939,810,5627,1766,1925,8946,7191,403,431,1431,2800,5808,2168,3631,1454,715,2053,2273,1148,604,2757,1665,4051,335,4504,960,3030,885,1669,687,2483,504,799,2652,1399,3977,1835,1482,1097,1811,2246,8034,442,0.133,0.133,0.116,0.119,0.132,0.131,0.136,0.117,0.168,0.141,0.117,0.136,0.114,0.148,0.131,0.143,0.139,0.137,0.138,0.135,0.088,0.144,0.13,0.141,0.147,0.139,0.129,0.114,0.112,0.141,0.133,0.126,0.095,0.13,0.079,0.082,0.155,0.149,0.104,0.104,0.116,0.143,0.134,0.114,0.101,0.108,0.098,0.085,0.092,0.117,0.113,0.096,0.118,0.102,0.111,0.105,0.102,0.112,0.114,0.109,0.116,0.12,0.096,0.099,0.114,0.132,0.109,0.078,0.097,0.116,0.12,0.113,0.102,0.127,430,1474,976,903,753,983,988,949,533,442,222.0,1252,797,267,722,2594,4507,423,1048,1630,824,1352,1191,1542,1773,2149,2231,1342,1492,2020,713,362,259,1230,462,676,2053,1839,210,200,732,1184,1130,1274,2071,716,315,896,993,474,361,1414,893,1758,205,2378,469,1431,536,851,380,878,306,419,1334,700,1789,937,739,492,965,995,3609,198,3.408,2.852,2.68,2.667,2.201,2.31,2.132,2.679,2.444,2.905,2.986,1.945,2.99,2.952,2.709,2.596,2.723,3.737,2.983,2.147,2.786,2.586,2.123,2.625,2.669,2.629,2.596,2.296,2.936,2.524,2.465,2.457,2.664,3.103,3.413,2.615,3.114,2.822,2.199,2.444,2.525,2.05,3.632,1.931,1.958,2.054,2.785,2.735,2.766,2.583,1.844,2.096,2.034,2.379,2.076,2.129,2.383,2.322,1.832,2.197,2.341,2.748,1.917,2.112,2.135,2.292,2.212,2.292,2.29,2.343,2.148,2.274,2.353,2.593,0.698,0.609,0.577,0.501,0.62,0.735,0.604,0.6,0.627,0.545,0.706,0.563,0.505,0.387,0.52,0.537,0.628,0.751,0.485,0.627,0.842,0.647,0.481,0.714,0.678,0.549,0.637,0.665,0.621,0.613,0.606,0.836,0.418,0.625,0.585,0.421,0.786,0.65,0.332,0.38,0.431,0.563,0.72,0.76,0.601,0.428,0.494,0.63,0.551,0.612,0.355,0.392,0.428,0.473,0.289,0.447,0.45,0.489,0.303,0.346,0.373,0.566,0.335,0.755,0.537,0.883,0.455,0.277,0.34,0.741,0.474,0.564,0.43,0.502 -4089,Not Epileptic,M,55.0,1.1,2.8,0.8,1.3,2.6,2.5,2.1,1.8,1.8,0.7,0.3,3.6,2.6,0.3,1.5,6.5,8.5,1.1,2.5,4.4,1.4,2.6,1.9,4.4,2.6,2.9,3.3,2.2,2.7,3.5,1.3,1.1,0.5,2.4,0.3,1.0,3.8,3.4,0.3,0.4,1.1,2.9,2.7,3.4,3.0,0.6,0.4,1.2,1.4,1.0,0.7,2.3,1.6,2.2,0.4,3.1,0.7,1.5,1.4,1.1,0.6,2.1,0.3,0.7,1.8,1.6,2.6,2.0,0.7,1.2,0.8,1.1,3.3,0.5,7,23,9,11,19,27,18,15,17,8,4.0,34,27,5,15,79,80,9,28,49,9,33,18,45,35,35,40,24,28,42,16,9,6,32,2,10,42,39,4,3,7,26,26,24,16,4,2,6,7,8,4,17,11,13,3,27,5,10,8,7,4,18,3,6,16,17,17,14,4,11,5,8,23,4,0.045,0.026,0.015,0.025,0.039,0.031,0.031,0.027,0.043,0.04,0.032,0.034,0.033,0.027,0.029,0.04,0.031,0.038,0.035,0.034,0.031,0.034,0.03,0.044,0.033,0.032,0.029,0.026,0.031,0.034,0.038,0.045,0.033,0.031,0.013,0.023,0.041,0.034,0.024,0.025,0.023,0.029,0.037,0.024,0.022,0.012,0.018,0.017,0.018,0.022,0.024,0.023,0.027,0.024,0.03,0.021,0.022,0.017,0.025,0.017,0.025,0.029,0.023,0.02,0.019,0.027,0.023,0.022,0.019,0.036,0.025,0.016,0.016,0.031,1701,5364,1999,2428,2306,3956,3438,3349,2220,1461,723.0,3976,5439,953,2899,11553,17542,2557,5074,6276,3316,5055,2826,6464,5840,6255,5877,3678,6106,6332,1970,1569,967,6760,1864,2047,7537,8066,625,548,1599,2679,7143,3622,3682,1387,838,2364,2643,1470,661,3213,1829,3379,382,4755,1138,3128,1575,1797,769,3056,294,899,3236,1148,3867,3403,1314,1334,1255,2086,7886,638,0.122,0.122,0.102,0.115,0.137,0.149,0.113,0.13,0.143,0.145,0.128,0.126,0.135,0.128,0.136,0.155,0.128,0.132,0.142,0.142,0.11,0.13,0.114,0.147,0.135,0.137,0.122,0.119,0.123,0.138,0.125,0.115,0.114,0.124,0.066,0.12,0.147,0.135,0.119,0.12,0.115,0.119,0.145,0.119,0.107,0.082,0.095,0.092,0.094,0.109,0.124,0.118,0.124,0.109,0.143,0.119,0.116,0.102,0.118,0.101,0.12,0.131,0.125,0.122,0.11,0.124,0.113,0.111,0.1,0.15,0.119,0.102,0.092,0.154,439,1695,783,857,962,1344,1094,1013,710,315,220.0,1689,1343,261,806,3028,4518,530,1254,2304,729,1342,1070,1794,1473,1674,1908,1265,1496,1837,678,513,257,1316,443,682,1729,1664,282,272,740,1368,1318,2094,1973,676,336,966,1143,599,416,1541,870,1465,187,2127,503,1381,834,896,381,1147,194,516,1503,818,1695,1377,592,496,579,1040,3251,237,3.578,2.984,2.673,2.683,2.109,2.507,2.437,2.924,2.388,3.279,2.814,1.995,3.084,2.618,2.65,2.776,2.921,3.58,3.027,2.317,3.109,2.793,2.257,2.702,2.868,2.945,2.465,2.316,2.955,2.654,2.3,3.068,2.758,3.238,3.478,2.815,2.947,3.143,2.109,2.585,2.715,1.811,3.564,1.912,2.103,2.137,2.988,2.969,2.834,2.52,1.895,2.3,2.217,2.44,2.219,2.372,2.495,2.588,2.098,2.138,2.554,2.71,1.877,2.088,2.302,1.702,2.355,2.577,2.411,2.807,2.449,2.349,2.655,2.989,0.777,0.609,0.424,0.586,0.627,0.578,0.657,0.49,0.61,0.621,0.804,0.508,0.477,0.468,0.534,0.667,0.665,0.84,0.546,0.8,0.748,0.576,0.556,0.842,0.621,0.54,0.547,0.551,0.555,0.585,0.591,0.85,0.52,0.756,0.712,0.526,0.791,0.692,0.489,0.473,0.455,0.48,0.825,0.547,0.548,0.416,0.676,0.855,0.466,0.617,0.488,0.46,0.55,0.467,0.335,0.38,0.497,0.424,0.397,0.424,0.37,0.673,0.283,0.683,0.53,0.577,0.511,0.451,0.479,0.675,0.462,0.472,0.463,0.523 -4090,Not Epileptic,M,52.0,0.9,2.9,1.2,1.4,2.7,1.7,2.9,1.6,1.6,0.9,0.3,3.4,0.8,0.7,0.9,5.7,9.2,0.9,2.5,5.2,1.4,3.2,2.0,3.7,3.4,2.9,5.8,3.3,4.5,3.9,2.2,1.8,0.3,2.7,0.6,0.4,4.3,3.7,0.1,0.1,0.9,3.8,2.7,3.2,4.1,0.7,0.5,1.4,1.1,0.9,0.5,1.9,1.9,2.4,0.3,2.1,1.0,1.5,1.5,1.8,0.5,2.4,0.4,0.6,2.3,1.7,2.9,1.7,1.2,0.6,1.1,1.3,5.6,0.3,7,28,12,13,23,15,21,14,13,6,4.0,38,9,5,10,59,78,8,29,46,13,43,22,36,39,29,52,26,32,43,18,12,3,31,4,3,43,40,1,1,4,42,24,23,24,5,2,11,7,5,3,16,16,14,1,17,8,13,9,14,4,17,2,5,21,23,22,12,7,6,8,10,38,2,0.027,0.022,0.018,0.026,0.035,0.023,0.036,0.023,0.034,0.031,0.029,0.034,0.024,0.034,0.024,0.027,0.027,0.027,0.03,0.037,0.024,0.027,0.026,0.036,0.032,0.025,0.035,0.03,0.031,0.032,0.043,0.05,0.018,0.024,0.014,0.01,0.041,0.03,0.014,0.012,0.018,0.037,0.036,0.025,0.025,0.013,0.017,0.016,0.018,0.015,0.017,0.017,0.019,0.019,0.024,0.014,0.018,0.015,0.026,0.021,0.02,0.031,0.024,0.019,0.019,0.021,0.019,0.018,0.019,0.019,0.023,0.016,0.018,0.015,1773,5775,2684,2677,2770,3580,3276,3367,2180,1591,640.0,4422,2389,1176,2091,13007,22159,2502,4967,6064,4725,6698,3399,6617,6197,6437,7097,4537,6478,7480,2778,1563,814,7311,2872,1466,7415,8206,260,332,1402,3775,7153,3390,4222,1775,859,2644,1929,1772,611,3821,3180,4683,255,4226,1858,3420,1527,2435,866,3160,480,1067,3453,1496,5393,3416,2003,881,1758,2438,11264,723,0.111,0.114,0.102,0.122,0.14,0.121,0.129,0.108,0.135,0.118,0.132,0.145,0.114,0.142,0.121,0.117,0.119,0.125,0.124,0.145,0.107,0.136,0.12,0.134,0.122,0.118,0.106,0.101,0.108,0.131,0.142,0.137,0.092,0.127,0.076,0.075,0.142,0.139,0.096,0.076,0.097,0.142,0.141,0.12,0.111,0.085,0.093,0.081,0.094,0.098,0.103,0.097,0.109,0.097,0.133,0.087,0.109,0.093,0.12,0.114,0.101,0.131,0.107,0.112,0.109,0.116,0.103,0.097,0.102,0.121,0.116,0.102,0.095,0.098,511,2132,1078,967,1198,1242,1348,1124,671,448,217.0,1769,653,304,604,3567,5781,533,1501,2329,1117,1998,1178,1859,1909,1857,2379,1679,2070,2134,811,616,279,1728,754,564,1932,2059,144,155,744,1673,1468,1982,2534,816,378,1153,1016,743,418,1800,1553,1905,130,2181,839,1644,909,1289,431,1257,271,485,1820,1189,2506,1485,891,487,796,1176,4822,312,3.245,2.631,2.467,2.628,2.174,2.293,2.158,2.52,2.544,2.745,2.413,2.095,2.84,2.86,2.625,2.764,3.023,3.702,2.665,2.193,3.165,2.592,2.398,2.681,2.582,2.728,2.464,2.166,2.529,2.709,2.711,2.713,2.475,3.156,3.331,2.384,2.868,2.855,2.058,2.021,2.33,1.921,3.515,1.877,1.903,2.345,2.609,2.714,2.299,2.637,1.733,2.149,2.232,2.57,2.414,2.108,2.118,2.228,1.839,2.048,2.056,2.516,1.971,2.441,2.062,1.559,2.258,2.41,2.58,2.016,2.339,2.243,2.44,2.598,0.724,0.485,0.492,0.44,0.518,0.706,0.637,0.53,0.574,0.482,0.675,0.536,0.445,0.515,0.434,0.548,0.668,0.757,0.545,0.562,0.787,0.541,0.628,0.793,0.689,0.575,0.621,0.626,0.683,0.591,0.516,1.001,0.325,0.57,0.589,0.4,0.757,0.698,0.311,0.415,0.401,0.502,0.692,0.545,0.646,0.415,0.497,0.655,0.455,0.437,0.27,0.455,0.406,0.491,0.311,0.388,0.605,0.531,0.425,0.366,0.508,0.611,0.324,0.91,0.453,0.478,0.369,0.417,0.465,0.408,0.543,0.676,0.47,0.362 -4091,Not Epileptic,F,32.0,0.6,2.9,1.2,1.0,1.8,1.9,1.7,2.1,1.4,1.1,0.4,2.8,1.6,0.7,1.1,5.9,9.5,0.7,2.4,4.3,1.2,2.1,1.5,3.4,3.7,2.9,4.1,2.7,3.0,4.3,1.8,2.6,0.8,2.4,0.5,0.8,3.9,3.2,0.2,0.2,1.4,2.9,2.4,2.2,4.1,1.0,0.4,1.0,1.5,1.2,0.6,2.0,1.9,2.7,0.4,3.3,0.7,1.7,1.1,1.1,0.4,1.6,0.4,0.6,1.9,1.4,3.6,1.3,1.2,1.0,1.3,1.2,4.3,0.4,7,27,11,9,14,17,13,21,15,11,4.0,28,16,7,13,73,96,8,28,41,9,26,20,40,47,34,52,29,26,49,24,21,7,31,3,8,47,34,2,1,8,28,23,19,25,8,2,7,8,13,5,18,13,20,3,29,4,15,8,10,3,17,2,5,18,21,33,11,9,9,8,9,36,3,0.027,0.023,0.016,0.015,0.031,0.03,0.027,0.026,0.042,0.031,0.031,0.032,0.027,0.033,0.034,0.028,0.027,0.03,0.025,0.033,0.021,0.028,0.028,0.036,0.026,0.022,0.027,0.024,0.022,0.035,0.048,0.071,0.027,0.028,0.014,0.018,0.033,0.029,0.013,0.014,0.027,0.036,0.033,0.022,0.026,0.019,0.017,0.013,0.018,0.024,0.022,0.022,0.022,0.018,0.014,0.02,0.016,0.016,0.024,0.018,0.017,0.021,0.022,0.018,0.019,0.017,0.022,0.018,0.021,0.019,0.024,0.017,0.016,0.017,1694,5805,2776,2727,2375,3803,3351,4969,2019,2476,746.0,3098,3935,1577,2463,13770,21612,2171,5438,5427,3696,4672,2338,6076,8474,7991,7933,5632,8023,7359,2347,1566,1572,5441,2609,2311,8337,8550,472,559,1790,3233,6888,2818,4253,1719,761,2572,2852,2500,674,3044,2644,5164,740,4561,1476,3923,1111,1688,784,3206,360,1052,2980,1786,5014,2869,2031,1604,1694,2281,10285,694,0.109,0.121,0.108,0.09,0.12,0.129,0.106,0.115,0.161,0.135,0.127,0.145,0.122,0.123,0.141,0.129,0.125,0.13,0.123,0.134,0.095,0.133,0.14,0.134,0.13,0.118,0.127,0.103,0.101,0.152,0.147,0.15,0.105,0.137,0.073,0.096,0.129,0.13,0.094,0.098,0.116,0.135,0.139,0.118,0.118,0.105,0.09,0.085,0.094,0.111,0.124,0.113,0.113,0.101,0.093,0.112,0.093,0.096,0.123,0.11,0.104,0.116,0.138,0.107,0.116,0.11,0.117,0.097,0.111,0.125,0.118,0.099,0.095,0.101,485,2049,1074,996,881,1206,1048,1559,600,614,222.0,1452,1002,377,655,3677,6017,474,1651,2209,903,1257,956,1842,2360,2255,2667,1781,2026,2294,753,610,470,1376,630,789,2355,1931,257,228,857,1415,1443,1556,2469,832,340,1048,1280,888,405,1463,1330,2306,381,2559,689,1791,707,913,386,1249,195,557,1480,1231,2441,1337,943,720,847,1165,4145,375,3.452,2.74,2.57,2.635,2.347,2.575,2.581,2.756,2.602,2.956,2.643,1.823,2.953,3.019,2.858,2.82,2.869,3.653,2.82,2.087,3.021,2.656,2.041,2.636,2.757,2.787,2.318,2.446,2.976,2.523,2.447,2.654,2.565,2.979,3.581,2.571,2.756,3.163,2.059,2.512,2.659,1.957,3.399,2.024,2.017,2.329,2.745,3.181,2.776,2.925,1.968,2.247,2.195,2.478,2.24,1.981,2.449,2.421,1.759,1.891,2.362,2.589,1.975,2.183,2.262,1.704,2.192,2.429,2.508,2.359,2.339,2.383,2.5,2.298,0.82,0.525,0.433,0.39,0.619,0.594,0.6,0.518,0.657,0.688,0.896,0.442,0.504,0.481,0.462,0.572,0.557,0.725,0.452,0.612,0.787,0.477,0.492,0.8,0.602,0.568,0.59,0.596,0.536,0.575,0.74,0.848,0.423,0.624,0.581,0.455,0.715,0.59,0.437,0.525,0.464,0.56,0.799,0.686,0.572,0.413,0.418,0.7,0.458,0.545,0.317,0.456,0.441,0.383,0.343,0.404,0.365,0.443,0.362,0.372,0.356,0.733,0.619,0.879,0.543,0.679,0.454,0.352,0.415,0.591,0.444,0.412,0.527,0.275 -4092,Not Epileptic,F,20.0,1.3,2.9,1.8,0.9,2.8,2.0,1.6,2.2,1.3,0.8,0.2,3.5,2.0,0.5,1.3,5.9,10.6,0.6,2.3,4.9,0.8,4.5,2.2,4.1,6.5,2.1,2.3,1.7,2.1,3.0,1.4,1.8,0.5,2.1,0.3,0.5,4.1,3.3,0.2,0.3,0.9,3.5,1.7,3.3,1.8,0.6,0.3,0.8,1.5,0.6,0.6,2.3,1.8,2.8,0.2,1.6,0.6,1.4,0.7,1.5,0.7,1.5,0.5,0.6,1.9,1.2,1.2,1.6,0.9,0.4,0.9,1.9,5.4,0.3,8,23,12,7,23,19,16,23,13,10,3.0,29,25,7,16,69,92,6,28,43,7,52,23,43,63,25,27,24,19,37,24,13,5,27,2,4,42,46,1,1,5,25,15,20,10,4,1,4,7,5,4,22,11,17,2,15,4,13,6,12,5,14,3,5,13,17,9,11,4,3,5,15,41,2,0.047,0.028,0.023,0.018,0.049,0.032,0.041,0.029,0.038,0.032,0.031,0.036,0.028,0.026,0.025,0.031,0.03,0.025,0.032,0.039,0.019,0.041,0.037,0.043,0.049,0.026,0.029,0.03,0.023,0.032,0.044,0.058,0.028,0.032,0.025,0.012,0.044,0.034,0.014,0.013,0.02,0.038,0.031,0.032,0.016,0.014,0.012,0.013,0.02,0.026,0.026,0.021,0.025,0.018,0.019,0.019,0.015,0.014,0.019,0.021,0.019,0.025,0.017,0.019,0.017,0.027,0.015,0.015,0.021,0.01,0.018,0.021,0.017,0.02,1915,5865,3275,2341,2332,3587,2753,4904,2443,1652,702.0,3519,5053,1442,3682,13052,24458,2677,5346,5419,3500,6312,2811,5928,7088,5294,5018,4418,4738,5992,2276,1267,984,6902,1224,1884,8261,9433,509,714,1450,2480,5313,3090,3435,1588,774,2410,2720,1091,809,4402,2893,6012,342,3247,1418,3436,1288,1801,1525,3017,711,999,3849,1381,2273,4549,1193,845,1529,3003,12010,462,0.131,0.125,0.113,0.094,0.152,0.13,0.128,0.129,0.154,0.141,0.119,0.142,0.122,0.124,0.123,0.136,0.129,0.102,0.135,0.147,0.083,0.125,0.131,0.143,0.148,0.118,0.121,0.125,0.091,0.148,0.128,0.139,0.126,0.124,0.095,0.074,0.144,0.134,0.085,0.089,0.108,0.138,0.128,0.129,0.087,0.087,0.074,0.075,0.096,0.12,0.124,0.11,0.116,0.094,0.13,0.105,0.092,0.093,0.11,0.112,0.092,0.117,0.122,0.112,0.095,0.12,0.094,0.085,0.1,0.088,0.101,0.119,0.095,0.129,443,1694,1079,810,890,1179,761,1343,595,413,173.0,1627,1240,313,885,3331,5955,481,1323,2093,714,1834,995,1755,2137,1378,1439,1076,1601,1712,673,519,276,1288,291,613,1818,1901,263,331,676,1295,967,1709,1655,657,315,926,1147,435,412,1867,1068,2409,168,1428,649,1494,645,1019,693,1034,306,518,1702,704,1194,1718,692,512,714,1243,4765,221,3.691,3.007,2.98,2.889,2.287,2.499,2.66,2.973,2.934,3.3,3.06,1.921,3.072,2.966,2.912,2.882,3.083,3.815,3.067,2.209,3.201,2.593,2.327,2.644,2.542,2.984,2.592,2.878,2.334,2.691,2.45,2.566,2.752,3.634,3.62,2.711,3.031,3.277,2.33,2.541,2.736,1.817,3.567,2.022,2.399,2.632,2.856,3.154,2.931,2.953,2.36,2.431,2.493,2.714,2.347,2.289,2.661,2.577,2.182,2.082,2.644,2.649,2.249,2.323,2.527,2.508,2.123,2.638,2.093,1.936,2.484,2.655,2.67,2.733,0.935,0.61,0.598,0.449,0.68,0.663,0.595,0.533,0.756,0.568,0.577,0.61,0.474,0.629,0.696,0.679,0.674,0.915,0.558,0.687,0.762,0.685,0.577,0.807,0.828,0.634,0.741,0.512,0.608,0.559,0.749,0.857,0.559,0.584,0.534,0.505,0.88,0.736,0.502,0.401,0.465,0.555,0.733,0.67,0.393,0.41,0.468,0.678,0.47,0.468,0.368,0.484,0.615,0.395,0.247,0.553,0.366,0.404,0.42,0.455,0.556,0.69,0.581,0.633,0.558,0.753,0.46,0.614,0.545,0.515,0.388,0.536,0.498,0.45 -4093,Not Epileptic,F,42.0,0.6,2.3,0.9,1.1,1.9,1.9,1.5,2.0,0.8,0.6,0.3,3.7,1.8,0.4,1.2,5.6,6.7,0.9,2.0,5.6,0.6,3.3,2.0,2.8,3.3,3.4,3.5,3.1,2.4,2.6,1.1,0.7,0.6,2.8,0.3,1.0,3.7,3.2,0.1,0.1,1.1,2.3,2.0,2.2,3.0,0.6,0.3,1.1,1.0,0.7,0.9,1.8,1.3,2.0,0.5,2.2,0.8,1.5,1.1,0.9,0.7,1.4,0.3,0.3,1.9,1.3,3.0,0.9,0.9,1.0,1.0,1.4,4.0,0.3,6,21,13,12,17,22,16,17,11,7,4.0,29,21,4,12,58,65,6,27,47,6,27,18,30,42,40,40,25,22,35,19,6,9,28,2,7,41,41,1,1,6,22,18,18,19,4,2,7,6,6,5,13,12,13,3,20,7,12,9,6,6,12,3,3,18,12,23,7,7,10,7,10,30,3,0.034,0.024,0.015,0.02,0.036,0.035,0.026,0.03,0.034,0.032,0.03,0.042,0.034,0.029,0.029,0.03,0.023,0.034,0.027,0.038,0.016,0.037,0.034,0.031,0.033,0.03,0.032,0.029,0.024,0.029,0.038,0.03,0.027,0.03,0.016,0.023,0.038,0.03,0.01,0.015,0.022,0.029,0.034,0.026,0.025,0.013,0.018,0.016,0.014,0.024,0.028,0.023,0.023,0.018,0.02,0.021,0.021,0.018,0.03,0.018,0.027,0.022,0.026,0.015,0.02,0.038,0.022,0.017,0.016,0.023,0.03,0.021,0.017,0.019,1324,4663,2326,2460,2316,3184,2650,3195,1364,1265,737.0,2896,3677,899,2501,10302,16749,2386,4236,5328,1878,3861,2099,5805,6160,6953,5073,4087,5222,4717,1819,1023,1464,6380,1592,2197,6471,7150,350,389,1575,2669,4578,2348,3094,1216,742,2449,2489,1407,720,2866,2153,4260,535,3277,1427,2953,1155,1344,945,2665,523,748,3084,1255,4240,1973,1861,1664,1367,2316,8675,457,0.116,0.114,0.103,0.11,0.144,0.147,0.13,0.139,0.126,0.139,0.121,0.154,0.142,0.129,0.13,0.134,0.118,0.118,0.13,0.143,0.079,0.147,0.142,0.124,0.151,0.133,0.144,0.121,0.109,0.131,0.141,0.099,0.138,0.131,0.091,0.105,0.137,0.136,0.089,0.095,0.109,0.131,0.12,0.119,0.11,0.085,0.1,0.087,0.084,0.104,0.129,0.109,0.106,0.094,0.116,0.114,0.118,0.103,0.141,0.103,0.133,0.111,0.116,0.12,0.114,0.134,0.115,0.097,0.098,0.123,0.126,0.109,0.095,0.119,376,1578,970,919,896,1131,931,1057,507,352,221.0,1285,1028,216,691,3043,4646,414,1268,2379,572,1371,953,1531,1839,2036,1826,1520,1524,1581,522,428,396,1466,363,696,1731,1826,183,197,729,1231,1082,1398,1990,645,337,1034,1079,621,436,1317,949,1811,319,1638,625,1401,548,707,444,990,227,295,1547,539,2097,883,893,636,579,1104,3687,230,3.14,2.648,2.394,2.705,2.298,2.43,2.335,2.794,2.269,3.139,2.763,1.961,2.838,2.89,2.678,2.573,2.926,4.039,2.723,2.012,2.685,2.375,1.952,2.886,2.66,2.749,2.308,2.183,2.632,2.467,2.652,2.467,2.854,3.158,3.578,2.863,2.831,2.897,2.194,2.237,2.644,1.922,3.213,1.936,1.809,2.199,2.868,2.915,2.668,2.777,2.135,2.332,2.186,2.442,2.051,2.227,2.751,2.447,2.177,2.056,2.334,2.55,2.523,2.428,2.271,2.414,2.344,2.47,2.498,2.494,2.604,2.497,2.565,2.716,0.897,0.712,0.622,0.479,0.604,0.445,0.583,0.574,0.518,0.508,0.738,0.522,0.441,0.382,0.497,0.576,0.508,0.682,0.489,0.62,0.732,0.498,0.43,0.684,0.493,0.598,0.433,0.528,0.451,0.472,0.588,0.882,0.504,0.682,0.485,0.626,0.706,0.673,0.202,0.486,0.486,0.47,0.75,0.683,0.493,0.483,0.414,0.83,0.579,0.382,0.45,0.576,0.621,0.471,0.351,0.373,0.413,0.5,0.429,0.352,0.356,0.797,0.599,1.015,0.451,0.723,0.561,0.411,0.398,0.626,0.499,0.554,0.62,0.449 -4094,Not Epileptic,F,27.0,0.5,1.7,1.3,1.1,1.3,1.6,1.6,1.5,1.4,0.7,0.2,2.6,1.7,0.5,1.0,6.5,8.6,0.8,2.7,5.9,0.8,2.9,1.9,2.6,3.1,2.7,4.0,2.6,3.1,3.3,0.7,0.9,0.5,1.9,0.4,0.7,4.9,3.8,0.2,0.2,0.8,2.7,1.8,2.3,3.5,0.8,0.3,0.6,0.8,0.8,0.5,2.3,0.8,1.6,0.5,2.1,2.0,1.5,1.1,0.7,1.2,1.1,0.3,0.3,1.6,1.0,2.4,1.5,1.1,0.3,0.6,2.4,4.0,0.3,4,16,14,9,16,12,15,14,18,7,2.0,27,16,5,8,69,75,8,27,38,5,33,18,33,40,34,45,28,27,38,10,6,6,23,3,6,42,44,2,1,5,23,20,20,21,6,2,4,5,5,3,19,7,11,4,17,12,10,9,6,7,8,2,3,12,10,18,13,7,3,4,15,33,3,0.024,0.02,0.024,0.023,0.039,0.03,0.026,0.026,0.06,0.036,0.024,0.031,0.031,0.032,0.033,0.039,0.032,0.028,0.03,0.045,0.015,0.042,0.033,0.034,0.032,0.029,0.031,0.029,0.026,0.04,0.025,0.039,0.026,0.028,0.015,0.023,0.036,0.029,0.014,0.013,0.021,0.033,0.028,0.022,0.025,0.02,0.015,0.01,0.014,0.029,0.036,0.025,0.026,0.018,0.029,0.018,0.028,0.015,0.027,0.014,0.029,0.022,0.019,0.016,0.019,0.026,0.017,0.02,0.019,0.013,0.023,0.025,0.019,0.015,1346,4036,2441,2146,1650,2269,2744,2992,1643,1400,500.0,2973,3443,1023,2113,10860,18343,2142,4404,4412,2995,4519,2076,5054,6242,6001,7433,4203,7090,5026,1497,827,1030,3851,1840,1490,7761,8467,359,411,1762,2933,4357,3187,3542,1154,803,2554,2062,1145,325,3832,1413,3642,655,3529,2471,3456,1408,1356,1333,1903,499,754,2988,1216,4217,2986,2027,601,950,3252,7711,553,0.101,0.109,0.113,0.115,0.128,0.127,0.118,0.119,0.156,0.14,0.105,0.131,0.127,0.118,0.124,0.143,0.133,0.118,0.124,0.142,0.074,0.147,0.148,0.128,0.14,0.134,0.141,0.127,0.12,0.141,0.102,0.124,0.128,0.118,0.076,0.118,0.119,0.122,0.11,0.088,0.099,0.139,0.127,0.111,0.113,0.109,0.094,0.073,0.086,0.113,0.13,0.118,0.111,0.091,0.132,0.103,0.123,0.09,0.137,0.098,0.12,0.105,0.123,0.104,0.098,0.117,0.096,0.103,0.105,0.11,0.118,0.117,0.101,0.099,366,1379,805,751,641,834,1053,956,393,338,136.0,1301,904,260,548,2741,4449,445,1400,1962,776,1346,891,1283,1735,1719,2287,1478,1879,1539,454,377,363,1085,473,458,2177,2170,162,230,660,1267,1051,1666,2157,537,288,967,930,542,223,1491,586,1535,299,1767,1038,1594,647,735,644,758,189,348,1328,654,2136,1316,901,326,427,1448,3417,327,3.243,2.669,2.723,2.805,2.225,2.481,2.182,2.761,2.713,3.371,3.078,1.979,2.82,2.701,2.873,2.759,3.126,3.399,2.636,2.015,3.036,2.602,2.101,2.743,2.629,2.795,2.509,2.282,2.876,2.537,2.447,2.299,2.248,2.619,3.38,3.068,2.715,2.899,2.466,2.208,3.496,2.112,3.252,2.024,1.897,2.497,3.389,3.19,2.649,2.934,1.906,2.459,2.273,2.592,2.521,2.192,2.708,2.494,2.606,2.055,2.503,2.497,2.712,2.391,2.484,2.445,2.138,2.62,2.688,2.083,2.377,2.565,2.426,2.113,0.816,0.737,0.773,0.57,0.578,0.5,0.583,0.594,0.647,0.488,0.811,0.472,0.452,0.446,0.483,0.649,0.706,0.778,0.593,0.56,0.731,0.508,0.421,0.746,0.507,0.504,0.656,0.542,0.503,0.573,0.731,0.957,0.366,0.667,0.555,0.517,0.863,0.647,0.27,0.347,0.805,0.53,0.637,0.683,0.564,0.577,0.645,0.866,0.585,0.59,0.352,0.649,0.585,0.489,0.475,0.402,0.472,0.529,0.546,0.39,0.387,0.667,0.701,1.1,0.592,0.814,0.471,0.362,0.406,0.607,0.479,0.591,0.422,0.272 -4095,Not Epileptic,F,32.0,0.7,2.2,1.2,1.1,1.7,2.2,1.3,1.1,1.1,0.6,0.2,2.8,1.0,0.5,1.3,4.8,7.4,0.7,1.5,4.1,1.5,3.8,1.6,3.9,3.4,3.0,2.7,2.4,2.1,2.0,2.4,2.2,0.3,2.2,0.3,0.6,3.1,3.2,0.1,0.2,1.0,2.6,2.4,2.3,2.2,0.6,0.5,0.7,1.2,0.9,0.5,1.7,1.3,2.1,0.5,2.3,0.9,1.5,1.1,1.0,0.5,1.3,0.3,0.7,1.5,1.3,2.1,0.7,1.2,0.4,0.8,1.1,3.5,0.3,6,27,13,8,15,19,10,13,9,6,4.0,24,14,7,15,56,72,7,20,36,12,36,14,42,35,35,34,25,20,27,24,19,3,25,2,7,33,42,2,1,5,24,21,15,13,4,3,5,6,9,4,13,10,17,3,23,6,12,9,9,3,9,2,6,11,19,16,5,7,4,7,10,27,2,0.03,0.024,0.017,0.019,0.029,0.033,0.027,0.023,0.051,0.031,0.028,0.041,0.02,0.031,0.025,0.027,0.027,0.026,0.021,0.037,0.03,0.042,0.027,0.041,0.034,0.025,0.023,0.025,0.021,0.021,0.046,0.061,0.022,0.024,0.011,0.018,0.03,0.025,0.015,0.015,0.02,0.033,0.031,0.024,0.016,0.012,0.021,0.011,0.017,0.025,0.023,0.016,0.022,0.018,0.021,0.017,0.019,0.02,0.02,0.02,0.015,0.02,0.016,0.02,0.018,0.021,0.017,0.013,0.018,0.012,0.02,0.013,0.015,0.018,1612,4436,2919,2526,2290,3627,2910,2815,1490,1550,778.0,2846,3488,1185,3176,11831,18799,2298,4810,4840,3842,4539,2499,6590,6374,7386,6932,4973,6453,5501,2420,1666,849,6415,2036,2123,8299,9392,381,533,1454,2432,6820,2692,3706,1617,772,2118,2345,1465,699,3602,1881,4795,666,3867,1578,2610,1262,1279,911,2436,451,953,2642,1773,3863,2143,2213,736,1333,2971,9196,486,0.116,0.119,0.106,0.098,0.132,0.133,0.103,0.123,0.142,0.127,0.119,0.157,0.118,0.153,0.123,0.131,0.128,0.116,0.124,0.144,0.124,0.134,0.113,0.145,0.127,0.128,0.123,0.108,0.102,0.12,0.144,0.132,0.097,0.122,0.062,0.097,0.128,0.128,0.092,0.081,0.104,0.132,0.136,0.116,0.093,0.083,0.116,0.078,0.091,0.119,0.121,0.094,0.119,0.097,0.113,0.107,0.1,0.113,0.113,0.118,0.093,0.107,0.104,0.11,0.103,0.115,0.099,0.081,0.097,0.104,0.117,0.086,0.091,0.124,439,1488,1070,863,956,1146,855,857,407,381,213.0,1190,873,306,823,3035,4564,474,1143,1887,851,1382,804,1783,1585,2044,1885,1532,1441,1544,786,661,282,1387,545,628,1818,2183,209,259,715,1156,1340,1452,2054,740,337,894,1044,621,319,1618,905,1981,360,1977,719,1245,757,728,442,990,257,545,1310,955,1883,920,971,392,624,1417,3717,207,3.44,2.705,2.626,2.784,2.024,2.724,2.727,2.86,2.617,3.178,2.546,2.076,2.956,2.842,2.795,2.856,3.086,3.644,3.085,2.163,3.357,2.544,2.456,2.727,2.9,2.858,2.701,2.51,3.192,2.704,2.276,2.517,2.454,3.304,3.384,2.883,3.102,3.082,2.024,2.602,2.61,1.933,3.471,2.134,2.069,2.386,2.823,2.824,2.8,2.562,2.324,2.29,2.206,2.57,2.239,2.194,2.562,2.374,1.93,1.959,2.323,2.451,1.863,2.157,2.245,2.117,2.258,2.767,2.584,2.162,2.428,2.342,2.58,2.689,0.748,0.584,0.452,0.494,0.605,0.599,0.671,0.439,0.747,0.722,0.956,0.605,0.439,0.514,0.51,0.699,0.626,0.678,0.543,0.599,0.739,0.622,0.657,0.867,0.675,0.615,0.663,0.586,0.544,0.505,0.791,0.867,0.422,0.591,0.574,0.534,0.855,0.688,0.394,0.325,0.455,0.574,0.82,0.649,0.62,0.452,0.487,0.657,0.493,0.698,0.375,0.466,0.481,0.449,0.455,0.371,0.351,0.426,0.348,0.377,0.391,0.639,0.34,0.561,0.501,0.807,0.385,0.382,0.407,0.451,0.434,0.479,0.485,0.519 -4096,Not Epileptic,F,32.0,0.9,3.0,1.1,1.1,1.2,2.0,1.4,1.4,1.5,0.7,0.4,3.0,1.5,0.5,0.8,4.7,8.3,0.8,2.0,5.1,1.3,2.6,1.6,3.0,3.2,3.8,2.7,1.8,2.4,2.6,2.0,1.2,0.4,2.3,0.2,0.3,2.6,2.7,0.1,0.1,1.0,3.1,1.8,2.8,2.0,0.6,0.4,0.6,1.2,0.7,0.7,2.1,1.7,2.0,0.3,2.4,0.6,1.7,1.5,1.4,0.4,1.6,0.1,0.5,1.6,1.1,2.4,1.6,1.2,0.5,0.9,1.3,4.5,0.3,8,26,9,12,15,27,14,15,17,7,5.0,30,19,7,9,56,90,9,32,45,20,33,19,39,48,48,35,21,25,32,25,7,5,26,1,3,33,36,2,1,7,29,23,25,13,4,2,4,6,5,5,17,15,14,2,20,5,14,9,12,3,13,1,5,13,16,17,11,8,7,9,11,35,4,0.035,0.032,0.02,0.022,0.027,0.033,0.022,0.023,0.046,0.036,0.039,0.036,0.028,0.03,0.029,0.03,0.027,0.034,0.031,0.037,0.03,0.027,0.032,0.033,0.03,0.027,0.025,0.024,0.023,0.029,0.052,0.048,0.022,0.028,0.008,0.008,0.027,0.027,0.014,0.013,0.021,0.032,0.036,0.029,0.016,0.013,0.015,0.011,0.016,0.013,0.023,0.024,0.026,0.017,0.019,0.018,0.02,0.019,0.025,0.019,0.013,0.026,0.014,0.017,0.02,0.019,0.019,0.025,0.019,0.017,0.026,0.018,0.017,0.016,1546,4752,2238,2327,1940,3184,3056,3039,1891,1574,586.0,3321,3664,1081,1783,9017,18912,2182,3784,5321,3483,5431,1683,6177,6796,8172,5923,3571,6378,5751,2344,963,974,4803,1678,1678,7427,7435,325,383,1540,2577,5192,2772,3423,1507,914,1977,2368,1727,709,3490,2134,4339,510,3775,1045,3109,1519,2106,885,2737,285,933,2657,1272,3765,2386,2251,840,1458,1914,9036,468,0.132,0.138,0.11,0.113,0.134,0.154,0.108,0.12,0.165,0.14,0.148,0.152,0.13,0.153,0.128,0.134,0.125,0.126,0.134,0.145,0.108,0.126,0.14,0.135,0.135,0.127,0.115,0.103,0.104,0.132,0.139,0.126,0.103,0.123,0.054,0.066,0.131,0.132,0.1,0.092,0.109,0.128,0.138,0.14,0.092,0.086,0.089,0.072,0.089,0.094,0.126,0.121,0.128,0.096,0.116,0.1,0.108,0.108,0.113,0.108,0.091,0.127,0.102,0.12,0.112,0.11,0.102,0.118,0.102,0.123,0.129,0.105,0.099,0.116,447,1601,860,852,748,1108,995,947,562,396,184.0,1355,1020,261,509,2871,5354,447,1075,2211,769,1593,904,1711,2072,2469,1851,1259,1647,1667,740,401,332,1149,472,677,1786,1756,183,197,776,1265,1051,1536,1946,724,379,839,1120,754,437,1386,1038,1889,250,2047,509,1456,922,1156,435,1053,170,463,1235,828,1865,4096,1000,417,585,1033,3971,296,3.195,2.701,2.598,2.668,2.127,2.428,2.488,2.73,2.574,3.049,2.65,2.104,2.744,2.848,2.666,2.464,2.801,3.586,2.756,2.057,3.346,2.521,1.708,2.741,2.559,2.633,2.463,2.245,2.92,2.728,2.308,2.698,2.429,2.932,3.227,2.243,2.965,2.928,2.026,2.218,2.419,1.805,3.432,1.951,1.999,2.297,2.891,2.854,2.566,2.586,1.853,2.333,2.078,2.399,2.437,1.995,2.39,2.452,1.843,2.015,2.16,2.642,1.765,2.411,2.366,1.889,2.231,2.624,2.486,2.223,2.379,2.213,2.432,1.896,0.858,0.574,0.468,0.441,0.707,0.628,0.525,0.452,0.593,0.658,0.733,0.45,0.464,0.348,0.507,0.562,0.567,0.737,0.507,0.577,0.787,0.498,0.463,0.631,0.611,0.594,0.518,0.528,0.495,0.524,0.796,1.056,0.427,0.552,0.538,0.444,0.734,0.683,0.438,0.315,0.42,0.422,0.659,0.533,0.614,0.442,0.327,0.552,0.439,0.438,0.468,0.491,0.442,0.396,0.33,0.369,0.381,0.652,0.352,0.405,0.339,0.656,0.282,0.479,0.409,0.602,0.401,0.414,0.413,0.514,0.466,0.535,0.483,0.331 -4097,Not Epileptic,M,37.0,1.4,3.2,0.8,1.1,1.8,1.7,2.7,1.6,1.2,0.8,0.4,3.6,1.5,0.3,0.9,5.7,7.6,1.5,1.9,4.6,1.8,2.3,3.2,4.3,3.8,2.5,2.3,3.5,3.7,1.6,2.7,2.7,0.5,1.9,0.5,0.6,4.0,3.5,0.3,0.2,1.2,3.6,2.2,3.1,3.3,0.6,0.3,0.8,1.2,0.8,0.4,1.7,1.5,2.4,0.6,1.9,0.7,1.6,1.1,0.9,0.4,1.6,0.4,0.6,1.7,1.1,3.1,1.3,1.2,0.7,0.6,1.4,4.9,0.3,12,28,8,7,18,19,16,14,14,8,5.0,35,17,5,11,70,74,10,26,46,15,29,24,47,39,32,25,28,30,25,31,21,4,26,2,4,42,43,4,2,7,35,21,25,18,4,2,5,6,6,3,13,12,16,3,17,5,13,8,7,3,11,2,5,15,15,24,9,7,7,4,9,40,4,0.052,0.031,0.017,0.021,0.029,0.028,0.037,0.027,0.038,0.037,0.035,0.044,0.025,0.019,0.027,0.027,0.027,0.048,0.029,0.041,0.034,0.033,0.05,0.042,0.037,0.025,0.027,0.037,0.03,0.024,0.047,0.055,0.02,0.023,0.014,0.017,0.036,0.037,0.029,0.014,0.026,0.039,0.034,0.027,0.023,0.013,0.019,0.013,0.02,0.016,0.028,0.02,0.022,0.017,0.016,0.016,0.015,0.019,0.022,0.023,0.012,0.023,0.016,0.016,0.018,0.02,0.026,0.016,0.015,0.018,0.016,0.018,0.02,0.017,1589,5395,2236,2353,2712,2868,3119,3251,2172,1491,831.0,3347,4511,1033,2246,14520,20899,2853,4573,4930,4694,4286,1874,6629,5969,6022,4406,3544,7547,4374,2560,2089,1084,6603,2214,1537,7996,8851,565,525,1165,2778,6353,3057,3969,1202,812,2197,2391,1879,481,3447,1968,5626,956,3511,1550,2946,1368,1127,843,2652,399,1158,2833,1230,4443,2954,2513,1460,1000,2246,9245,454,0.141,0.14,0.109,0.104,0.137,0.136,0.119,0.123,0.144,0.15,0.136,0.154,0.123,0.117,0.12,0.118,0.121,0.142,0.13,0.153,0.115,0.133,0.151,0.143,0.131,0.122,0.111,0.11,0.101,0.12,0.154,0.138,0.088,0.115,0.063,0.083,0.138,0.142,0.139,0.095,0.12,0.142,0.137,0.128,0.103,0.093,0.089,0.075,0.091,0.097,0.125,0.105,0.114,0.09,0.097,0.094,0.09,0.105,0.112,0.121,0.092,0.12,0.116,0.098,0.11,0.113,0.114,0.092,0.087,0.109,0.102,0.106,0.107,0.127,473,1670,744,825,964,997,968,1012,558,336,235.0,1544,962,279,562,3718,4829,501,1124,2113,1071,1318,953,1842,1646,1768,1424,1417,1779,1234,835,792,404,1383,537,554,1880,1883,205,228,691,1431,1176,1839,2263,613,314,929,1046,790,250,1448,1020,2213,512,1810,721,1356,805,582,412,1014,239,608,1452,838,1962,1225,1129,584,485,1110,3707,272,2.974,2.97,2.764,2.681,2.441,2.453,2.59,2.803,2.794,3.124,2.842,1.883,3.286,2.783,2.833,2.85,3.224,3.779,2.941,2.033,3.16,2.479,1.818,2.668,2.759,2.622,2.429,2.028,3.135,2.675,2.315,2.543,2.221,3.247,3.66,2.532,3.064,3.299,2.54,2.511,2.115,1.808,3.557,1.868,2.011,2.232,2.965,2.813,2.774,2.533,2.11,2.449,2.033,2.544,2.352,2.13,2.505,2.404,1.991,2.141,2.267,2.596,1.85,2.319,2.148,1.799,2.188,2.733,2.593,2.627,2.243,2.453,2.557,2.086,0.743,0.748,0.615,0.533,0.663,0.578,0.688,0.534,0.694,0.715,0.828,0.495,0.525,0.771,0.702,0.639,0.721,0.836,0.556,0.615,0.871,0.672,0.521,0.88,0.75,0.537,0.723,0.577,0.691,0.623,0.773,0.858,0.436,0.704,0.756,0.479,0.814,0.638,0.498,0.415,0.406,0.586,0.849,0.57,0.751,0.383,0.846,0.661,0.476,0.485,0.495,0.488,0.419,0.467,0.395,0.382,0.378,0.534,0.385,0.428,0.353,0.606,0.36,0.522,0.51,0.464,0.559,0.392,0.384,0.542,0.517,0.37,0.514,0.761 -4098,Not Epileptic,F,27.0,1.0,1.7,1.1,1.1,1.5,1.7,1.3,1.2,1.5,0.5,0.2,2.5,1.2,0.3,1.3,4.7,6.7,0.8,1.5,3.4,1.2,2.1,2.5,4.7,2.9,3.1,3.0,2.6,2.1,2.2,1.1,0.9,0.6,1.7,0.4,0.7,3.1,2.4,0.2,0.2,0.9,5.0,2.1,1.8,2.5,0.6,0.3,0.9,1.1,0.7,0.6,1.7,1.4,3.1,0.5,1.8,0.8,1.5,1.0,1.3,0.6,1.5,0.7,0.6,1.5,1.2,2.1,1.1,1.2,0.6,0.7,1.1,3.4,0.4,6,19,14,9,20,21,11,13,17,6,2.0,26,13,4,15,59,69,5,22,36,11,28,25,43,37,39,37,24,22,27,15,7,5,21,3,7,43,30,1,1,6,39,20,16,14,6,2,4,6,5,3,14,11,25,2,13,7,13,6,10,4,11,5,6,15,16,15,7,9,6,4,10,27,5,0.048,0.025,0.021,0.023,0.032,0.028,0.024,0.026,0.052,0.025,0.028,0.036,0.024,0.029,0.028,0.031,0.028,0.034,0.025,0.035,0.025,0.029,0.04,0.046,0.03,0.028,0.027,0.032,0.023,0.025,0.035,0.052,0.036,0.023,0.016,0.018,0.036,0.034,0.016,0.014,0.021,0.051,0.038,0.024,0.023,0.018,0.014,0.016,0.02,0.016,0.027,0.023,0.021,0.022,0.025,0.014,0.027,0.019,0.022,0.02,0.022,0.026,0.032,0.021,0.018,0.031,0.019,0.016,0.024,0.02,0.023,0.018,0.017,0.018,1245,3685,2319,2073,1702,3269,2754,2463,1762,1334,630.0,2722,3097,747,2612,9168,16794,2096,3620,3744,3638,4407,1816,5424,5229,6889,5982,3700,5153,5112,2067,1130,859,5721,1920,1843,6246,5879,386,520,1258,2311,4796,2173,2769,1150,676,1921,1828,1591,534,2433,1801,5505,509,3533,995,2711,1211,2048,730,2561,653,988,2594,893,3593,2290,1551,1099,896,1858,7035,753,0.144,0.122,0.121,0.113,0.138,0.144,0.102,0.126,0.155,0.136,0.113,0.14,0.117,0.123,0.14,0.13,0.123,0.115,0.128,0.143,0.113,0.123,0.132,0.142,0.123,0.132,0.12,0.1,0.104,0.122,0.127,0.12,0.117,0.12,0.082,0.095,0.151,0.142,0.104,0.086,0.111,0.159,0.135,0.12,0.106,0.096,0.089,0.083,0.103,0.095,0.14,0.113,0.12,0.112,0.121,0.089,0.136,0.107,0.11,0.109,0.12,0.116,0.163,0.111,0.11,0.155,0.103,0.097,0.114,0.119,0.113,0.117,0.098,0.144,332,1192,806,750,842,1038,788,768,528,308,160.0,1138,831,195,718,2698,4128,393,950,1643,796,1203,947,1580,1519,1832,1765,1164,1309,1509,609,403,269,1147,424,607,1536,1340,179,272,685,1258,1068,1204,1696,569,309,857,877,660,294,1178,1040,2223,245,1863,452,1242,681,1000,393,945,304,528,1252,585,1743,994,770,422,451,955,2982,295,3.566,2.811,2.68,2.613,1.808,2.599,2.746,2.831,2.416,3.087,2.972,2.017,2.819,2.799,2.702,2.518,3.072,3.875,2.924,1.956,3.299,2.69,1.784,2.528,2.634,2.9,2.516,2.404,2.903,2.55,2.493,2.77,2.65,3.317,3.632,2.682,2.785,2.95,2.244,2.257,2.188,1.797,3.169,2.052,1.839,2.324,2.602,2.801,2.518,2.687,2.174,2.192,1.809,2.422,2.455,2.141,2.548,2.487,2.08,2.26,2.161,2.595,2.032,2.296,2.289,2.102,2.245,2.549,2.29,2.482,2.394,2.287,2.422,2.75,0.761,0.68,0.45,0.5,0.587,0.618,0.502,0.485,0.69,0.458,0.524,0.528,0.387,0.567,0.56,0.625,0.654,0.848,0.475,0.543,0.744,0.501,0.429,0.791,0.666,0.544,0.573,0.6,0.487,0.612,0.59,0.978,0.523,0.68,0.772,0.415,0.755,0.681,0.407,0.352,0.413,0.546,0.79,0.529,0.557,0.388,0.421,0.644,0.396,0.473,0.353,0.472,0.469,0.482,0.37,0.405,0.341,0.555,0.341,0.462,0.364,0.751,0.567,0.635,0.476,0.613,0.421,0.415,0.396,0.795,0.358,0.41,0.472,0.569 -4099,Not Epileptic,M,27.0,0.9,2.4,0.9,1.1,2.2,1.5,1.4,1.7,1.1,0.9,0.4,3.1,1.6,0.5,1.2,6.3,8.5,0.8,2.5,3.8,1.3,2.7,2.2,3.2,3.1,2.9,3.5,2.4,2.7,3.3,2.0,1.0,0.5,2.2,0.5,0.9,3.3,3.6,0.1,0.4,1.1,2.6,2.4,2.9,3.6,0.9,0.5,0.8,1.5,0.7,0.6,1.7,1.8,1.9,0.2,2.3,0.4,1.4,1.1,1.5,0.7,1.9,0.3,0.6,2.3,1.2,2.5,1.1,1.0,0.7,0.9,1.4,4.9,0.3,8,27,8,9,19,17,15,18,18,8,4.0,28,19,8,15,72,83,10,31,39,13,33,18,37,43,35,31,31,27,38,18,6,5,29,3,8,40,46,2,3,6,25,28,25,25,6,3,5,7,6,4,14,18,15,2,19,3,13,8,15,8,16,3,5,17,15,21,7,7,5,5,9,40,2,0.037,0.021,0.014,0.022,0.037,0.026,0.022,0.023,0.032,0.031,0.035,0.029,0.025,0.03,0.026,0.03,0.027,0.026,0.029,0.042,0.022,0.03,0.031,0.035,0.032,0.027,0.033,0.022,0.025,0.034,0.044,0.041,0.018,0.025,0.019,0.019,0.034,0.034,0.01,0.02,0.023,0.029,0.033,0.028,0.024,0.017,0.022,0.012,0.018,0.012,0.025,0.017,0.026,0.016,0.027,0.018,0.016,0.018,0.024,0.021,0.029,0.031,0.019,0.023,0.023,0.022,0.023,0.016,0.016,0.018,0.025,0.017,0.018,0.014,1702,5624,2207,2496,2538,2720,3367,3507,2076,1832,891.0,3815,4367,1102,2853,13379,19231,2641,5041,4384,4662,4683,2708,6238,6048,6260,4929,5498,7017,5849,2630,1008,1301,7184,1800,2163,7155,9374,537,745,1479,2316,5921,3128,4066,1806,947,2772,2500,1899,723,3535,2728,4490,414,3801,1079,3181,1298,2051,1117,2708,430,996,3307,1086,3978,2318,1907,997,1302,2355,9403,513,0.132,0.114,0.1,0.106,0.136,0.133,0.111,0.124,0.147,0.131,0.122,0.133,0.127,0.152,0.127,0.138,0.127,0.121,0.133,0.164,0.098,0.129,0.12,0.141,0.124,0.138,0.122,0.115,0.108,0.15,0.154,0.107,0.1,0.125,0.087,0.107,0.133,0.144,0.079,0.116,0.112,0.128,0.147,0.124,0.114,0.101,0.11,0.074,0.096,0.088,0.129,0.099,0.126,0.094,0.137,0.104,0.091,0.102,0.12,0.124,0.118,0.14,0.122,0.121,0.118,0.117,0.115,0.096,0.097,0.12,0.123,0.103,0.103,0.105,497,1906,923,861,1041,1022,1088,1204,630,472,223.0,1661,1109,284,804,3656,5273,542,1551,1811,1068,1532,1172,1665,1740,1862,1509,1776,1741,1731,740,457,419,1507,450,750,1856,2078,297,361,701,1315,1373,1759,2316,821,366,1105,1183,809,369,1622,1220,1889,146,1908,473,1334,696,1086,513,984,259,458,1516,787,1799,1037,944,518,602,1178,4083,269,3.321,2.703,2.551,2.798,2.26,2.341,2.457,2.634,2.419,3.009,3.127,1.968,2.927,2.704,2.604,2.777,2.914,3.73,2.759,2.141,3.172,2.439,2.01,2.896,2.7,2.809,2.574,2.435,2.963,2.698,2.616,2.272,2.486,3.144,3.591,2.689,2.883,3.088,2.034,2.312,2.768,1.658,3.264,2.09,1.998,2.437,3.124,3.046,2.608,2.467,2.232,2.278,2.278,2.453,2.769,2.197,2.337,2.468,2.06,2.081,2.214,2.782,1.938,2.426,2.418,1.632,2.322,2.6,2.501,2.132,2.436,2.414,2.498,2.451,0.834,0.534,0.378,0.469,0.627,0.565,0.598,0.515,0.643,0.528,0.863,0.554,0.487,0.523,0.565,0.595,0.558,0.666,0.492,0.601,0.933,0.568,0.608,0.681,0.567,0.424,0.603,0.631,0.544,0.544,0.853,0.786,0.399,0.62,0.731,0.418,0.679,0.646,0.418,0.479,0.495,0.413,0.673,0.652,0.596,0.4,0.474,0.697,0.375,0.404,0.523,0.45,0.498,0.399,0.533,0.401,0.425,0.596,0.437,0.381,0.384,0.752,0.381,0.722,0.478,0.518,0.497,0.354,0.365,0.692,0.485,0.461,0.418,0.383 -4100,Not Epileptic,F,37.0,1.1,1.8,0.9,0.9,1.8,1.5,1.2,1.4,1.1,1.0,0.4,3.1,1.0,0.6,1.1,4.7,8.0,0.8,2.2,4.6,1.1,2.8,2.2,3.8,3.1,2.4,3.2,2.6,2.4,3.5,1.8,1.2,0.5,2.2,0.3,0.3,3.7,3.4,0.2,0.2,0.9,2.4,2.5,3.0,2.2,0.6,0.5,0.6,1.4,1.0,0.8,1.5,1.3,2.2,0.2,2.6,1.2,1.4,1.1,1.4,1.2,1.3,0.5,0.6,1.4,0.9,2.4,1.0,1.0,0.7,1.0,1.2,3.6,0.3,9,18,7,9,17,22,10,17,14,14,4.0,28,17,7,14,53,78,9,25,49,10,31,19,37,33,33,35,23,17,45,19,8,4,26,2,3,46,43,2,2,6,26,27,22,13,4,3,3,8,8,6,13,12,18,1,22,10,10,8,12,12,12,2,5,13,17,20,6,6,7,9,10,29,3,0.045,0.026,0.025,0.023,0.035,0.026,0.023,0.026,0.041,0.049,0.033,0.038,0.027,0.028,0.034,0.037,0.033,0.046,0.035,0.041,0.027,0.032,0.037,0.043,0.038,0.027,0.034,0.032,0.028,0.038,0.057,0.051,0.027,0.03,0.012,0.012,0.035,0.036,0.017,0.019,0.024,0.033,0.036,0.032,0.021,0.016,0.02,0.012,0.021,0.023,0.028,0.021,0.021,0.024,0.023,0.021,0.033,0.022,0.029,0.025,0.031,0.03,0.03,0.022,0.019,0.025,0.021,0.02,0.022,0.026,0.029,0.022,0.018,0.02,1516,3647,1710,1767,2342,2870,2483,2862,1818,1328,645.0,2588,2483,1144,2393,8153,15180,2155,3841,4654,3755,4288,1964,5435,4420,5285,5016,3111,4945,4799,1910,1333,736,4230,1693,1044,6571,6992,370,350,1007,1801,5863,2707,2497,1124,842,1571,1903,1661,690,2327,1924,3626,263,3410,1354,2308,1120,1489,1107,2030,428,970,1988,807,3314,1731,1408,1031,1257,1872,6845,484,0.144,0.12,0.115,0.114,0.147,0.14,0.103,0.133,0.152,0.174,0.146,0.146,0.135,0.136,0.131,0.145,0.135,0.14,0.148,0.159,0.109,0.134,0.126,0.149,0.13,0.128,0.121,0.115,0.099,0.156,0.16,0.124,0.118,0.125,0.071,0.071,0.157,0.146,0.094,0.114,0.121,0.132,0.146,0.138,0.104,0.095,0.112,0.077,0.107,0.12,0.143,0.11,0.112,0.118,0.114,0.117,0.133,0.111,0.129,0.124,0.145,0.13,0.133,0.12,0.107,0.131,0.111,0.098,0.108,0.145,0.132,0.116,0.101,0.131,409,1226,612,677,805,1057,794,917,537,384,197.0,1320,712,313,663,2210,4163,407,1089,2031,798,1390,917,1547,1314,1472,1729,1180,1278,1662,628,466,277,1158,491,434,1821,1684,213,199,553,1147,1232,1610,1609,555,358,732,952,654,374,1095,939,1553,120,1801,603,1085,640,847,566,765,250,441,1094,589,1746,768,679,449,588,925,2977,218,3.486,2.682,2.701,2.556,2.342,2.297,2.527,2.598,2.507,2.733,2.505,1.748,2.687,2.604,2.611,2.729,2.869,3.759,2.807,1.989,3.398,2.44,1.961,2.692,2.58,2.762,2.279,2.119,2.862,2.355,2.381,2.836,2.28,2.742,3.087,2.16,2.834,3.014,1.902,2.043,2.308,1.52,3.368,1.852,1.791,2.168,2.912,2.585,2.434,2.755,1.936,2.196,1.993,2.479,2.504,2.099,2.418,2.48,1.834,1.977,2.267,2.643,1.951,2.611,1.919,1.817,2.03,2.595,2.421,2.357,2.273,2.565,2.442,2.445,0.794,0.714,0.484,0.52,0.725,0.603,0.66,0.45,0.592,0.769,0.593,0.482,0.334,0.409,0.544,0.611,0.574,0.697,0.543,0.545,0.845,0.717,0.514,0.776,0.672,0.606,0.59,0.563,0.566,0.654,0.71,0.888,0.31,0.567,0.88,0.422,0.621,0.633,0.419,0.333,0.608,0.414,0.784,0.486,0.565,0.447,0.432,0.722,0.377,0.553,0.424,0.401,0.52,0.41,0.393,0.403,0.461,0.476,0.469,0.355,0.324,0.836,0.336,0.762,0.462,0.638,0.461,0.421,0.458,0.637,0.584,0.47,0.423,0.58 diff --git a/content/en/project/epilepsy-detection/model.ipynb b/content/en/project/epilepsy-detection/model.ipynb deleted file mode 100644 index 5d9f8482..00000000 --- a/content/en/project/epilepsy-detection/model.ipynb +++ /dev/null @@ -1,2527 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 84, - "id": "df02d505", - "metadata": {}, - "outputs": [], - "source": [ - "import pandas as pd\n", - "import os\n", - "from pathlib import Path\n", - "import glob\n", - "import numpy as np\n", - "import seaborn as sns\n", - "from sklearn.model_selection import train_test_split, cross_val_score, GridSearchCV\n", - "from sklearn.preprocessing import StandardScaler, LabelEncoder\n", - "from sklearn.ensemble import RandomForestClassifier, GradientBoostingClassifier\n", - "from sklearn.linear_model import LogisticRegression\n", - "from sklearn.svm import SVC\n", - "from sklearn.metrics import classification_report, confusion_matrix, roc_auc_score, roc_curve\n", - "from sklearn.feature_selection import SelectKBest, f_classif\n", - "import warnings\n", - "warnings.filterwarnings('ignore')\n", - "from sklearn.decomposition import PCA\n", - "import matplotlib.pyplot as plt\n" - ] - }, - { - "cell_type": "markdown", - "id": "d3240cdc", - "metadata": {}, - "source": [ - "# Model" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "4a065acf", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "import pandas as pd\n", - "df = pd.read_csv(r'.\\lh.csv')\n", - "\n", - "df = df.drop('Subject', axis=1)\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "7324d92c", - "metadata": {}, - "source": [ - "## Preprocessing" - ] - }, - { - "cell_type": "code", - "execution_count": 86, - "id": "0a4e8b59", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "def preprocess_data(df):\n", - " \n", - " target_candidates = [col for col in df.columns if 'epilep' in col.lower() or 'target' in col.lower() or 'label' in col.lower()]\n", - " \n", - " if not target_candidates:\n", - " print(\"No target column found. Please specify the target column name.\")\n", - " \n", - " return None, None, None\n", - " \n", - " target_col = target_candidates[0]\n", - " print(f\"Using '{target_col}' as target variable\")\n", - " \n", - " \n", - " X = df.drop(columns=[target_col])\n", - " y = df[target_col]\n", - " \n", - " \n", - " if y.dtype == 'object':\n", - " le = LabelEncoder()\n", - " y = le.fit_transform(y)\n", - " print(f\"Target classes: {le.classes_}\")\n", - " \n", - " \n", - " numeric_cols = X.select_dtypes(include=[np.number]).columns\n", - " X = X[numeric_cols]\n", - " \n", - " print(f\"Features shape: {X.shape}\")\n", - " print(f\"Target distribution:\")\n", - " print(pd.Series(y).value_counts())\n", - " \n", - " return X, y, target_col" - ] - }, - { - "cell_type": "code", - "execution_count": 87, - "id": "9c8aaa6c", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using 'Epileptic_Status' as target variable\n", - "Target classes: ['Epileptic' 'Not Epileptic']\n", - "Features shape: (542, 593)\n", - "Target distribution:\n", - "0 442\n", - "1 100\n", - "Name: count, dtype: int64\n" - ] - } - ], - "source": [ - "X, y, target_col = preprocess_data(df)" - ] - }, - { - "cell_type": "code", - "execution_count": 88, - "id": "4c13b5e5", - "metadata": {}, - "outputs": [], - "source": [ - "def feature_engineering(X, y):\n", - " \"\"\"Perform feature engineering and selection\"\"\"\n", - " \n", - " X = X.fillna(X.median())\n", - " \n", - " # Remove constant features\n", - " constant_features = X.columns[X.var() == 0]\n", - " if len(constant_features) > 0:\n", - " print(f\"Removing {len(constant_features)} constant features\")\n", - " X = X.drop(columns=constant_features)\n", - " \n", - " \n", - " selector = SelectKBest(score_func=f_classif, k=min(50, X.shape[1]))\n", - " X_selected = selector.fit_transform(X, y)\n", - " selected_features = X.columns[selector.get_support()]\n", - " \n", - " print(f\"Selected {len(selected_features)} features out of {X.shape[1]}\")\n", - " \n", - " return pd.DataFrame(X_selected, columns=selected_features), selected_features" - ] - }, - { - "cell_type": "markdown", - "id": "67ed1a59", - "metadata": {}, - "source": [ - "# PCA" - ] - }, - { - "cell_type": "code", - "execution_count": 89, - "id": "3105e3c7", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Explained variance ratio:\n", - "PC1: 0.1373 (13.73%)\n", - "PC2: 0.0796 (7.96%)\n", - "PC3: 0.0495 (4.95%)\n", - "PC4: 0.0374 (3.74%)\n", - "PC5: 0.0168 (1.68%)\n", - "PC6: 0.0156 (1.56%)\n", - "PC7: 0.0141 (1.41%)\n", - "PC8: 0.0135 (1.35%)\n", - "PC9: 0.0130 (1.30%)\n", - "PC10: 0.0125 (1.25%)\n", - "\n", - "Cumulative explained variance:\n", - "PC1-PC1: 0.1373 (13.73%)\n", - "PC1-PC2: 0.2169 (21.69%)\n", - "PC1-PC3: 0.2664 (26.64%)\n", - "PC1-PC4: 0.3038 (30.38%)\n", - "PC1-PC5: 0.3206 (32.06%)\n", - "PC1-PC6: 0.3362 (33.62%)\n", - "PC1-PC7: 0.3502 (35.02%)\n", - "PC1-PC8: 0.3637 (36.37%)\n", - "PC1-PC9: 0.3767 (37.67%)\n", - "PC1-PC10: 0.3892 (38.92%)\n" - ] - }, - { - "data": { - "image/png": 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FxRkPPfSQ0aVLl6S2B70OSLyeS+k2aNAgq747duww7O3tDT8/P+OTTz4xJBkff/yxVZ/E92fUqFFW7UuXLjUkGZ9//rnVsb29vVPNdrdrtDu3TTxX1atXt7pW/vnnnw1JxvLly5PaKleubNSuXduIjY21Ot6zzz5ruLu7G/Hx8YZhGEb37t2N/PnzG5GRkUl94uLijMqVK9/1mjpRQkKC4enpadSoUcOqvUuXLoaLi4tx+fLlFLeLi4szbt68aTz66KNW72Piz2nTpk2TbZPaz/Cd+7169apRoEABq+vttF67HDt2zLCzszN69eqV6jGuXbtmFCtWzGjXrp1Ve3x8vFGzZk3jySefTHVbILtjJDpgQ0uWLNEvv/xidfvpp5+s+jg5OWnlypU6f/686tSpI8MwtHz5ctnZ2SXbX+fOneXs7Jz0OHGE7Pbt2++6KnjiIo/lypWTvb29HBwc5OHhIUn666+/7vk6SpcurSeffNKqrUaNGlZ/jf7mm29UrVo11apVy2p0Q6tWray+drZlyxZJShpZkahnz573zJFowIABypcvn9Vo9MWLF6tAgQLq3r17UtvmzZv19NNPq3DhwrKzs5ODg4MmTJig8+fP68yZM8lez2OPPZam43/55Zdq3LixChYsmPR+Llq0KMX3snnz5ipUqFDSYzc3N5UqVSrpvYuOjta2bdvUrVu3u85H/80336h58+Z66KGHrN7fxBH827Ztu2fuxx9/XDVr1rRq69mzp6KiorR3715J5qJDzz77rIKCgpK+PbBs2TKdP39eL7300j2PkVbXrl3TTz/9pK5du6pgwYJJ7XZ2durTp49OnjyZbFTGs88+a/W4SpUqkswFce9sv/MrjNK9f3/uJ9PtX0eWzJ8jSUnH37hxo+Li4tS3b1+r8+bs7Cxvb+9kXym2WCzJFsW983cNAAAgr3rQz4P369ixY+rZs6dKly6ddF3h7e0tKW3XUylp3bq1SpcunTQlpXRrBPPt3/7MiOuAihUrJrsu/eWXX5J9m7Fx48aaNm2aAgMDNXz4cPXu3TtpNPWd7rye69atm+zt7ZOu91KTnmu0lLRt29bqWvnOz99HjhzR33//nZTv9vesTZs2ioiISPpMv2XLFrVo0UJubm5J+7Ozs7O6prwbi8WiAQMG6LffftOePXskSefPn9e6devUpUuXpIVk4+LiNH36dFWtWlWOjo6yt7eXo6OjDh8+nOLPT2rfir7T1atX9cYbb+iRRx6Rvb297O3tVbBgQV27di3F/d7r2iU0NFTx8fF68cUXUz3mzp07deHCBfXr1y/ZtxqeeeYZ/fLLL8mmcwVyChYWBWyoSpUqaVpY9JFHHpGXl5fWr1+v4cOHp/iVP8ksZqfUdvPmTV29elWFCxdO9nxCQoJ8fHx0+vRpjR8/XtWrV1eBAgWUkJCgBg0a6Pr16/fMd+cCnpJZ/L992//++09HjhxJddHIxK+TnT9/Xvb29sn2mdJrS42Hh4datGihZcuWaebMmbpy5Yq++eYb9ezZM6lg/fPPP8vHx0fNmjXTwoULk+YPXLNmjaZNm5bsdaf2nt8pJCRE3bp103PPPafXXntNpUuXlr29vebOnZtsihnp3u/dxYsXFR8fr7Jly971uP/995/WrVt3z/f3blL7+ZFkNY/fyJEj1aJFC4WGhsrHx0dz5sxRw4YNVadOnbvuv3z58pKk48ePq3Llynfte/HiRRmGkeL7/tBDDyXLJEnFihWzepy4yn1K7Tdu3Ei233v9/ly5ciXdme48v4lzfyae3//++0+S9MQTTyTbpyTly2f9t24XFxerQn/iPlN6PQAAANlJiRIl5OLiouPHj2faMR708+D9uHr1qry8vOTs7Ky33npLjz32mFxcXPTvv/+qc+fOabqeSom9vb369OmjDz/8UJcuXVKRIkUUHBwsd3d3tWrVKqlfRlwHJK4HlBa9evXS+PHjFRMTo9deey3Vfnd+tk68xrvz8/Lt0nuNlpK0fv5+9dVX9eqrr6a4j9uvTe92jZQWAwYM0KRJk7R48WLVrVtXS5cu1c2bN63++DB69GjNmTNHb7zxhry9vVW0aFHly5dPgwcPTvE1p/XatGfPnvrhhx80fvx4PfHEE3J1dZXFYlGbNm1S3O+93rvEOe3vdm2a+P4mTl2UkgsXLiSb/gfICSiiAznAxx9/rPXr1+vJJ5/URx99pO7du6t+/frJ+kVGRqbY5ujoaDVy9nZ//PGHDhw4oODgYPXr1y+p/ciRIxn3AmR+aM6fP3+KheTE5yXzH+64uDidP3/e6h/xlF7b3QwaNEihoaFau3atTp8+neyDyhdffCEHBwd98803VkXJNWvWpLg/i8WSpuN+/vnn8vT01IoVK6y2uX0B0PQoVqyY7OzsdPLkybv2K1GihGrUqKFp06al+HxikfduUvv5kaw/UD311FOqVq2aPvroIxUsWFB79+5NNs9fSlq1aqUFCxZozZo1GjNmzF37Jn5wjIiISPZc4uI2iT8zGeVevz/29vYZnimx/6pVq5K+/QEAAJAb2dnZqUWLFvr222918uTJew4SkcwiXkqfo+9WiL0fidcDdx4rLQXozZs36/Tp09q6dWvS6HNJunTp0gPnGjBggGbMmKEvvvhC3bt319dffy0/Pz+rkdYZcR2QVvHx8erVq5eKFi0qJycnDRo0SD/++GPSHytuFxkZqTJlyiQ9Tuka707pvUa7H4mfv/39/dW5c+cU+1SqVEmSeQ10t2uktChbtqx8fHy0bNkyvffee1q8eLEeeeQRNW3aNKnP559/rr59+2r69OlW2547d05FihRJts+0XJtevnxZ33zzjSZOnGh17ZW4htf9SPxm9MmTJ1Nd1yDx/f3www/VoEGDFPvcPrIfyEmYzgXI5n7//XeNGDFCffv2VVhYmGrUqKHu3bvr4sWLyfqGhIRYjai4cuWK1q1bJy8vrxSnf5Fu/QOc+FfmRPPnz8/AV2F+tfLo0aMqXry46tWrl+xWoUIFSeb0JpK0dOlSq+2XLVuWruN17NhRxYsX1yeffKLFixfrscceU5MmTZKet1gssre3t3pfrl+/rs8+++w+X+Gt/To6Olp9sImMjNTatWvva3/58+eXt7e3vvzyy7t+iH/22Wf1xx9/qGLFiim+v2n58Pznn3/qwIEDVm3Lli1ToUKFko0yHzFihNavXy9/f3+5ubnpueeeu+f+O3TooOrVqysgIEB//PFHin02btyo6OhoFShQQPXr11dISIjVKImEhAR9/vnnKlu2bJqn10mre/3+ZEamVq1ayd7eXkePHk3xvKV1RNDt7hwxAgAAkF34+/vLMAwNGTJEN2/eTPZ8bGys1q1bl/S4QoUK+u2336z6bN68WVevXs3QXInXInce6+uvv77ntum5nkrv57QqVaqofv36Wrx4sZYtW6aYmBgNGDDAqk9GXAek1cSJExUWFqalS5dqxYoVOnDgQKqj0e+8nlu5cqXi4uLUrFmzVPefWddot6tUqZIeffRRHThwINXP34nfXm7evLl++OGHpNHVkvmHhBUrVqTrmIMGDdLFixc1YcIE7d+/XwMGDLC6XrRYLMl+ftavX69Tp07d9+u0WCwyDCPZfj/++OO7TvV6Nz4+PrKzs9PcuXNT7dO4cWMVKVJEBw8eTPX9TemPLkBOwEh0wIb++OMPxcXFJWuvWLGiSpYsqWvXrqlbt27y9PRUUFCQHB0dtXLlStWpU0cDBgxI9hd5Ozs7tWzZUqNHj1ZCQoLeeecdRUVFafLkyalmqFy5sipWrKgxY8bIMAwVK1ZM69atU2hoaIa+Vj8/P3311Vdq2rSpRo0apRo1aighIUHh4eHatGmTXnnlFdWvX18+Pj5q2rSpXn/9dV27dk316tXTjz/+mO4PTk5OTurVq5c+/PBDGYaht99+2+r5tm3batasWerZs6deeOEFnT9/XjNnzkz2ISO9nn32WYWEhMjX11ddu3bVv//+q6lTp8rd3V2HDx++r33OmjVLTZo0Uf369TVmzBg98sgj+u+///T1119r/vz5KlSokKZMmaLQ0FA1atRII0aMUKVKlXTjxg2dOHFCGzZs0Lx58+452uehhx5S+/btNWnSJLm7u+vzzz9XaGio3nnnHbm4uFj17d27t/z9/bV9+3aNGzcuTR+E7OzstHr1avn4+Khhw4YaPny4mjdvrgIFCuiff/7RqlWrtG7duqQ/EAUEBKhly5Zq3ry5Xn31VTk6OiooKEh//PGHli9fnuZvB6RVWn5/MjpThQoVNGXKFI0dO1bHjh3TM888o6JFi+q///7Tzz//rAIFCtz19zclhQoVkoeHh9auXasWLVqoWLFiKlGiRNLFIQAAgK00bNhQc+fOla+vr+rWravhw4fr8ccfV2xsrPbt26cFCxaoWrVqSWvA9OnTR+PHj9eECRPk7e2tgwcP6qOPPkpxmsoHUbp0aT399NMKCAhQ0aJF5eHhoR9++EEhISH33LZRo0YqWrSohg0bpokTJ8rBwUFLly5NNjhFkqpXry5Jeuedd9S6dWvZ2dmpRo0ad/0sPXDgQA0dOlSnT59Wo0aNkkZJJ8qI64Dr169r9+7dKT6XOJo4NDRUAQEBGj9+vFq0aCHJ/Gz86quvqlmzZurUqZPVdiEhIbK3t1fLli31559/avz48apZs6a6deuWao7Muka70/z589W6dWu1atVK/fv3V5kyZXThwgX99ddf2rt3r7788ktJ0rhx4/T111/rqaee0oQJE+Ti4qI5c+ake07v9u3bq0SJEpoxY4bs7OysvgEumdeQwcHBqly5smrUqKE9e/ZoxowZafq2RmpcXV3VtGlTzZgxI+laYNu2bVq0aFGKo9vTokKFCnrzzTc1depUXb9+XT169FDhwoV18OBBnTt3TpMnT1bBggX14Ycfql+/frpw4YK6du2qUqVK6ezZszpw4IDOnj171yI8kK3Zbk1TIO9KXP06tdvChQsNwzC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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "\n", - "\n", - "df = pd.read_csv('.\\lh.csv')\n", - "df = df.drop('Subject', axis=1)\n", - "\n", - "numerical_cols = df.select_dtypes(include=[np.number]).columns.tolist()\n", - "categorical_cols = df.select_dtypes(exclude=[np.number]).columns.tolist()\n", - "\n", - "\n", - "X = df[numerical_cols]\n", - "X = X.fillna(X.mean())\n", - "\n", - "scaler = StandardScaler()\n", - "X_scaled = scaler.fit_transform(X)\n", - "n_components = 10 # Number of principal components to keep\n", - "pca = PCA(n_components=n_components)\n", - "X_pca = pca.fit_transform(X_scaled)\n", - "\n", - "\n", - "pca_df = pd.DataFrame(X_pca, columns=[f'PC{i+1}' for i in range(n_components)])\n", - "\n", - "print(f\"\\nExplained variance ratio:\")\n", - "for i, ratio in enumerate(pca.explained_variance_ratio_):\n", - " print(f\"PC{i+1}: {ratio:.4f} ({ratio*100:.2f}%)\")\n", - "\n", - "print(f\"\\nCumulative explained variance:\")\n", - "cumsum = np.cumsum(pca.explained_variance_ratio_)\n", - "for i, cum in enumerate(cumsum):\n", - " print(f\"PC1-PC{i+1}: {cum:.4f} ({cum*100:.2f}%)\")\n", - "\n", - "\n", - "fig, axes = plt.subplots(2, 2, figsize=(15, 12))\n", - "\n", - "axes[0, 0].bar(range(1, n_components+1), pca.explained_variance_ratio_)\n", - "axes[0, 0].set_xlabel('Principal Component')\n", - "axes[0, 0].set_ylabel('Explained Variance Ratio')\n", - "axes[0, 0].set_title('Explained Variance by Component')\n", - "\n", - "axes[0, 1].plot(range(1, n_components+1), cumsum, 'bo-')\n", - "axes[0, 1].set_xlabel('Number of Components')\n", - "axes[0, 1].set_ylabel('Cumulative Explained Variance')\n", - "axes[0, 1].set_title('Cumulative Explained Variance')\n", - "axes[0, 1].grid(True)\n", - "\n", - "\n", - "axes[1, 0].scatter(X_pca[:, 0], X_pca[:, 1], alpha=0.6)\n", - "axes[1, 0].set_xlabel(f'PC1 ({pca.explained_variance_ratio_[0]*100:.1f}%)')\n", - "axes[1, 0].set_ylabel(f'PC2 ({pca.explained_variance_ratio_[1]*100:.1f}%)')\n", - "axes[1, 0].set_title('PCA: PC1 vs PC2')\n", - "\n", - "\n", - "feature_contributions = abs(pca.components_[0])\n", - "top_features_idx = np.argsort(feature_contributions)[-10:] # Top 10 features\n", - "top_features = [numerical_cols[i] for i in top_features_idx]\n", - "top_contributions = feature_contributions[top_features_idx]\n", - "\n", - "axes[1, 1].barh(range(len(top_features)), top_contributions)\n", - "axes[1, 1].set_yticks(range(len(top_features)))\n", - "axes[1, 1].set_yticklabels(top_features)\n", - "axes[1, 1].set_xlabel('Absolute Contribution')\n", - "axes[1, 1].set_title('Top 10 Features Contributing to PC1')\n", - "\n", - "plt.tight_layout()\n", - "plt.show()\n" - ] - }, - { - "cell_type": "markdown", - "id": "28dea19a", - "metadata": {}, - "source": [ - "## Training of the model" - ] - }, - { - "cell_type": "code", - "execution_count": 90, - "id": "b071a95c", - "metadata": {}, - "outputs": [], - "source": [ - "def train_models(X, y):\n", - " \"\"\"Train multiple models and compare performance\"\"\"\n", - " # Split the data\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42, stratify=y)\n", - " \n", - " \n", - " scaler = StandardScaler()\n", - " X_train_scaled = scaler.fit_transform(X_train)\n", - " X_test_scaled = scaler.transform(X_test)\n", - " \n", - " #list of the models used\n", - " models = {\n", - " 'Random Forest': RandomForestClassifier(n_estimators=100, random_state=42),\n", - " 'Gradient Boosting': GradientBoostingClassifier(n_estimators=100, random_state=42),\n", - " 'Logistic Regression': LogisticRegression(random_state=42, max_iter=1000),\n", - " 'SVM': SVC(random_state=42, probability=True)\n", - " }\n", - " \n", - " results = {}\n", - " \n", - " print(\"Training models...\")\n", - " for name, model in models.items():\n", - " print(f\"\\nTraining {name}...\")\n", - " \n", - " \n", - " if name in ['Logistic Regression', 'SVM']:\n", - " X_train_model = X_train_scaled\n", - " X_test_model = X_test_scaled\n", - " else:\n", - " X_train_model = X_train\n", - " X_test_model = X_test\n", - " \n", - " \n", - " model.fit(X_train_model, y_train)\n", - "\n", - " y_pred = model.predict(X_test_model)\n", - " y_pred_proba = model.predict_proba(X_test_model)[:, 1]\n", - " \n", - " \n", - " cv_scores = cross_val_score(model, X_train_model, y_train, cv=5, scoring='accuracy')\n", - " roc_auc = roc_auc_score(y_test, y_pred_proba)\n", - " \n", - " results[name] = {\n", - " 'model': model,\n", - " 'cv_accuracy': cv_scores.mean(),\n", - " 'cv_std': cv_scores.std(),\n", - " 'test_accuracy': (y_pred == y_test).mean(),\n", - " 'roc_auc': roc_auc,\n", - " 'y_pred': y_pred,\n", - " 'y_pred_proba': y_pred_proba,\n", - " 'scaler': scaler if name in ['Logistic Regression', 'SVM'] else None\n", - " }\n", - " \n", - " print(f\"CV Accuracy: {cv_scores.mean():.3f} (+/- {cv_scores.std() * 2:.3f})\")\n", - " print(f\"Test Accuracy: {results[name]['test_accuracy']:.3f}\")\n", - " print(f\"ROC AUC: {roc_auc:.3f}\")\n", - " \n", - " return results, X_test, y_test" - ] - }, - { - "cell_type": "markdown", - "id": "2c9d213f", - "metadata": {}, - "source": [ - "### Evaluation" - ] - }, - { - "cell_type": "code", - "execution_count": 91, - "id": "482b9eee", - "metadata": {}, - "outputs": [], - "source": [ - "def evaluate_models(results, X_test, y_test):\n", - " \"\"\"Evaluate and visualize model performance\"\"\"\n", - " print(\"\\n\" + \"=\"*50)\n", - " print(\"MODEL COMPARISON\")\n", - " print(\"=\"*50)\n", - " \n", - " \n", - " comparison_df = pd.DataFrame({\n", - " 'Model': list(results.keys()),\n", - " 'CV Accuracy': [results[model]['cv_accuracy'] for model in results],\n", - " 'Test Accuracy': [results[model]['test_accuracy'] for model in results],\n", - " 'ROC AUC': [results[model]['roc_auc'] for model in results]\n", - " })\n", - " \n", - " print(comparison_df.round(3))\n", - " \n", - " \n", - " best_model_name = comparison_df.loc[comparison_df['ROC AUC'].idxmax(), 'Model']\n", - " best_model_results = results[best_model_name]\n", - " \n", - " print(f\"\\nBest model: {best_model_name}\")\n", - " print(f\"Best ROC AUC: {best_model_results['roc_auc']:.3f}\")\n", - " \n", - " \n", - " print(f\"\\nDetailed evaluation for {best_model_name}:\")\n", - " print(\"\\nClassification Report:\")\n", - " print(classification_report(y_test, best_model_results['y_pred']))\n", - " \n", - " print(\"\\nConfusion Matrix:\")\n", - " cm = confusion_matrix(y_test, best_model_results['y_pred'])\n", - " print(cm)\n", - " \n", - " return best_model_name, best_model_results, comparison_df" - ] - }, - { - "cell_type": "markdown", - "id": "e6fe3535", - "metadata": {}, - "source": [ - "## Visualization" - ] - }, - { - "cell_type": "code", - "execution_count": 92, - "id": "54a76a4e", - "metadata": {}, - "outputs": [], - "source": [ - "def plot_results(results, comparison_df):\n", - " fig, axes = plt.subplots(2, 2, figsize=(15, 12))\n", - " \n", - " axes[0, 0].bar(comparison_df['Model'], comparison_df['ROC AUC'])\n", - " axes[0, 0].set_title('Model Comparison - ROC AUC')\n", - " axes[0, 0].set_ylabel('ROC AUC Score')\n", - " axes[0, 0].tick_params(axis='x', rotation=45)\n", - " \n", - " # ROC curves\n", - " axes[0, 1].set_title('ROC Curves')\n", - " for name, result in results.items():\n", - " fpr, tpr, _ = roc_curve(y_test, result['y_pred_proba'])\n", - " axes[0, 1].plot(fpr, tpr, label=f\"{name} (AUC = {result['roc_auc']:.3f})\")\n", - " axes[0, 1].plot([0, 1], [0, 1], 'k--')\n", - " axes[0, 1].set_xlabel('False Positive Rate')\n", - " axes[0, 1].set_ylabel('True Positive Rate')\n", - " axes[0, 1].legend()\n", - " \n", - " # Feature importance \n", - " rf_model = results['Random Forest']['model']\n", - " feature_importance = pd.DataFrame({\n", - " 'feature': X.columns,\n", - " 'importance': rf_model.feature_importances_\n", - " }).sort_values('importance', ascending=False).head(10)\n", - " \n", - " axes[1, 0].barh(feature_importance['feature'], feature_importance['importance'])\n", - " axes[1, 0].set_title('Top 10 Feature Importances (Random Forest)')\n", - " axes[1, 0].set_xlabel('Importance')\n", - " \n", - " # Confusion matrix heatmap\n", - " best_model_name = comparison_df.loc[comparison_df['ROC AUC'].idxmax(), 'Model']\n", - " cm = confusion_matrix(y_test, results[best_model_name]['y_pred'])\n", - " sns.heatmap(cm, annot=True, fmt='d', cmap='Blues', ax=axes[1, 1])\n", - " axes[1, 1].set_title(f'Confusion Matrix - {best_model_name}')\n", - " axes[1, 1].set_ylabel('True Label')\n", - " axes[1, 1].set_xlabel('Predicted Label')\n", - " \n", - " plt.tight_layout()\n", - " plt.show()\n" - ] - }, - { - "cell_type": "markdown", - "id": "afc9b4c1", - "metadata": {}, - "source": [ - "## Tuning" - ] - }, - { - "cell_type": "code", - "execution_count": 93, - "id": "377290eb", - "metadata": {}, - "outputs": [], - "source": [ - "def tune_best_model(X, y, best_model_name, best_model_results):\n", - " \"\"\"Perform hyperparameter tuning for the best model\"\"\"\n", - " print(f\"\\nTuning hyperparameters for {best_model_name}...\")\n", - " \n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42, stratify=y)\n", - " \n", - " if best_model_name == 'Random Forest':\n", - " param_grid = {\n", - " 'n_estimators': [50, 100, 200],\n", - " 'max_depth': [10, 20, None],\n", - " 'min_samples_split': [2, 5, 10]\n", - " }\n", - " model = RandomForestClassifier(random_state=42)\n", - " \n", - " elif best_model_name == 'Gradient Boosting':\n", - " param_grid = {\n", - " 'n_estimators': [50, 100, 200],\n", - " 'learning_rate': [0.01, 0.1, 0.2],\n", - " 'max_depth': [3, 5, 7]\n", - " }\n", - " model = GradientBoostingClassifier(random_state=42)\n", - " \n", - " elif best_model_name == 'Logistic Regression':\n", - " param_grid = {\n", - " 'C': [0.1, 1, 10],\n", - " 'penalty': ['l1', 'l2'],\n", - " 'solver': ['liblinear']\n", - " }\n", - " model = LogisticRegression(random_state=42, max_iter=1000)\n", - " scaler = StandardScaler()\n", - " X_train = scaler.fit_transform(X_train)\n", - " X_test = scaler.transform(X_test)\n", - " \n", - " elif best_model_name == 'SVM':\n", - " param_grid = {\n", - " 'C': [0.1, 1, 10],\n", - " 'kernel': ['rbf', 'linear'],\n", - " 'gamma': ['scale', 'auto']\n", - " }\n", - " model = SVC(random_state=42, probability=True)\n", - " scaler = StandardScaler()\n", - " X_train = scaler.fit_transform(X_train)\n", - " X_test = scaler.transform(X_test)\n", - " \n", - " \n", - " grid_search = GridSearchCV(model, param_grid, cv=5, scoring='roc_auc', n_jobs=-1)\n", - " grid_search.fit(X_train, y_train)\n", - " \n", - " print(f\"Best parameters: {grid_search.best_params_}\")\n", - " print(f\"Best CV score: {grid_search.best_score_:.3f}\")\n", - " \n", - " \n", - " tuned_model = grid_search.best_estimator_\n", - " y_pred = tuned_model.predict(X_test)\n", - " y_pred_proba = tuned_model.predict_proba(X_test)[:, 1]\n", - " \n", - " print(f\"Tuned model test accuracy: {(y_pred == y_test).mean():.3f}\")\n", - " print(f\"Tuned model ROC AUC: {roc_auc_score(y_test, y_pred_proba):.3f}\")\n", - " \n", - " return tuned_model\n" - ] - }, - { - "cell_type": "code", - "execution_count": 94, - "id": "b87d5bab", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Selected 50 features out of 593\n", - "Training models...\n", - "\n", - "Training Random Forest...\n", - "CV Accuracy: 0.850 (+/- 0.049)\n", - "Test Accuracy: 0.844\n", - "ROC AUC: 0.842\n", - "\n", - "Training Gradient Boosting...\n", - "CV Accuracy: 0.831 (+/- 0.019)\n", - "Test Accuracy: 0.835\n", - "ROC AUC: 0.842\n", - "\n", - "Training Logistic Regression...\n", - "CV Accuracy: 0.838 (+/- 0.079)\n", - "Test Accuracy: 0.817\n", - "ROC AUC: 0.848\n", - "\n", - "Training SVM...\n", - "CV Accuracy: 0.857 (+/- 0.038)\n", - "Test Accuracy: 0.853\n", - "ROC AUC: 0.856\n", - "\n", - "==================================================\n", - "MODEL COMPARISON\n", - "==================================================\n", - " Model CV Accuracy Test Accuracy ROC AUC\n", - "0 Random Forest 0.850 0.844 0.842\n", - "1 Gradient Boosting 0.831 0.835 0.842\n", - "2 Logistic Regression 0.838 0.817 0.848\n", - "3 SVM 0.857 0.853 0.856\n", - "\n", - "Best model: SVM\n", - "Best ROC AUC: 0.856\n", - "\n", - "Detailed evaluation for SVM:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.88 0.94 0.91 89\n", - " 1 0.64 0.45 0.53 20\n", - "\n", - " accuracy 0.85 109\n", - " macro avg 0.76 0.70 0.72 109\n", - "weighted avg 0.84 0.85 0.84 109\n", - "\n", - "\n", - "Confusion Matrix:\n", - "[[84 5]\n", - " [11 9]]\n" - ] - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Tuning hyperparameters for SVM...\n", - "Best parameters: {'C': 0.1, 'gamma': 'scale', 'kernel': 'linear'}\n", - "Best CV score: 0.800\n", - "Tuned model test accuracy: 0.826\n", - "Tuned model ROC AUC: 0.860\n", - "Best performing model: SVM\n" - ] - } - ], - "source": [ - "X, selected_features = feature_engineering(X, y)\n", - " \n", - " \n", - "results, X_test, y_test = train_models(X, y)\n", - " \n", - " \n", - "best_model_name, best_model_results, comparison_df = evaluate_models(results, X_test, y_test)\n", - " \n", - "plot_results(results, comparison_df)\n", - " \n", - "tuned_model = tune_best_model(X, y, best_model_name, best_model_results)\n", - " \n", - "\n", - "print(f\"Best performing model: {best_model_name}\")\n" - ] - }, - { - "cell_type": "code", - "execution_count": 95, - "id": "3755181a", - "metadata": {}, - "outputs": [], - "source": [ - "def transform_resection_dataframe(df):\n", - " \n", - " df_transformed = df.copy()\n", - "\n", - " region_names = df_transformed.iloc[:, -1].copy() \n", - " data_columns = df_transformed.iloc[:, :-1] \n", - " data_columns = data_columns.replace('NaN', np.nan)\n", - " data_columns = data_columns.astype(float)\n", - " data_columns = data_columns.fillna(0)\n", - " \n", - " transformed_data = pd.DataFrame(0,index=data_columns.index,columns=data_columns.columns)\n", - " \n", - " for col in data_columns.columns:\n", - " column_values = data_columns[col]\n", - " \n", - " max_value = column_values.max()\n", - " max_indices = column_values == max_value\n", - " transformed_data.loc[max_indices, col] = 1\n", - " \n", - " high_value_indices = column_values > 1\n", - " transformed_data.loc[high_value_indices, col] = 1\n", - " \n", - " \n", - " transformed_data['region_names'] = region_names\n", - " \n", - " return transformed_data\n", - "\n", - "\n", - "\n", - "def transform_total():\n", - " \n", - " df = pd.read_csv(r'.\\Subject\\table_resected.csv', index_col=0)\n", - " df_transformed = transform_resection_dataframe(df)\n", - " \n", - " return df_transformed\n", - "\n" - ] - }, - { - "cell_type": "code", - "execution_count": 96, - "id": "135f5e3b", - "metadata": {}, - "outputs": [], - "source": [ - "df_transformed = transform_total()\n", - "df_transformed.to_csv('resection.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": 97, - "id": "c7f4658b", - "metadata": {}, - "outputs": [], - "source": [ - "\n", - "def update_lh_with_regions(resection_file='resection.csv', lh_file='lh.csv', output_file='lh_updated.csv'):\n", - "\n", - " \n", - " df_resection = pd.read_csv(resection_file)\n", - " \n", - "\n", - " patient_columns = [col for col in df_resection.columns \n", - " if col != '' and col != 'region_names' and str(col).isdigit()]\n", - " \n", - " region_mapping = {}\n", - " patients_with_multiple_regions = []\n", - " \n", - " for patient_id in patient_columns:\n", - " \n", - " affected_regions = []\n", - " for region_idx, row in df_resection.iterrows():\n", - " if row[patient_id] == 1:\n", - " affected_regions.append(region_idx + 1) \n", - " \n", - " \n", - " if len(affected_regions) == 0:\n", - " final_region = 0 # No epilepsy\n", - " else:\n", - " final_region = max(affected_regions) \n", - " \n", - " \n", - " if len(affected_regions) > 1:\n", - " patients_with_multiple_regions.append({\n", - " 'patient': patient_id,\n", - " 'all_regions': affected_regions,\n", - " 'max_selected': final_region,\n", - " 'count': len(affected_regions)\n", - " })\n", - " \n", - " region_mapping[int(patient_id)] = final_region\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " df_lh = pd.read_csv(lh_file)\n", - " \n", - " \n", - " \n", - " \n", - " def get_region_number(subject_id):\n", - " \n", - " return region_mapping.get(subject_id, 0)\n", - " \n", - " df_lh['Epileptic_Status'] = df_lh['Subject'].apply(get_region_number)\n", - " \n", - " \n", - "\n", - " matched_patients = len(df_lh[df_lh['Epileptic_Status'] > 0])\n", - " unmatched_patients = len(df_lh[df_lh['Epileptic_Status'] == 0])\n", - " \n", - " df_lh.to_csv(output_file, index=False)\n", - " return df_lh\n", - " \n", - " \n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": 98, - "id": "000e4dc7", - "metadata": {}, - "outputs": [], - "source": [ - "df_updated = update_lh_with_regions('resection.csv', r'.\\lh.csv', 'lh_updated.csv')" - ] - }, - { - "cell_type": "code", - "execution_count": 106, - "id": "92ad119a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using 'Epileptic_Status' as target variable\n", - "Selected 50 features out of 593\n", - "Warning: Some classes have only 1 sample(s). Using random split instead of stratified split.\n", - "Training models...\n", - "\n", - "Training Random Forest...\n", - "CV Balanced Accuracy: 0.051 (+/- 0.038)\n", - "Test Accuracy: 0.339\n", - "Balanced Test Accuracy: 0.061\n", - "\n", - "Training Gradient Boosting...\n", - "CV Balanced Accuracy: 0.046 (+/- 0.033)\n", - "Test Accuracy: 0.211\n", - "Balanced Test Accuracy: 0.044\n", - "\n", - "Training Logistic Regression...\n", - "CV Balanced Accuracy: 0.043 (+/- 0.015)\n", - "Test Accuracy: 0.202\n", - "Balanced Test Accuracy: 0.039\n", - "\n", - "Training SVM...\n", - "CV Balanced Accuracy: 0.036 (+/- 0.006)\n", - "Test Accuracy: 0.165\n", - "Balanced Test Accuracy: 0.033\n", - " Model CV Balanced Accuracy Test Accuracy \\\n", - "0 Random Forest 0.051 0.339 \n", - "1 Gradient Boosting 0.046 0.211 \n", - "2 Logistic Regression 0.043 0.202 \n", - "3 SVM 0.036 0.165 \n", - "\n", - " Balanced Test Accuracy \n", - "0 0.061 \n", - "1 0.044 \n", - "2 0.039 \n", - "3 0.033 \n", - "\n", - "Best model: Random Forest\n", - "Best Balanced Test Accuracy: 0.061\n", - "Regular Test Accuracy: 0.339\n", - "\n", - "Detailed evaluation for Random Forest:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.47 0.38 0.42 24\n", - " 15 0.00 0.00 0.00 1\n", - " 17 0.00 0.00 0.00 1\n", - " 19 0.00 0.00 0.00 2\n", - " 20 0.00 0.00 0.00 1\n", - " 28 0.00 0.00 0.00 2\n", - " 32 0.00 0.00 0.00 1\n", - " 33 0.00 0.00 0.00 1\n", - " 34 0.00 0.00 0.00 1\n", - " 38 0.00 0.00 0.00 1\n", - " 41 0.00 0.00 0.00 0\n", - " 43 0.00 0.00 0.00 3\n", - " 45 0.00 0.00 0.00 3\n", - " 46 0.36 0.86 0.51 28\n", - " 51 0.00 0.00 0.00 1\n", - " 52 0.00 0.00 0.00 1\n", - " 53 0.00 0.00 0.00 5\n", - " 62 0.00 0.00 0.00 1\n", - " 68 0.00 0.00 0.00 1\n", - " 75 0.00 0.00 0.00 1\n", - " 76 0.00 0.00 0.00 1\n", - " 79 0.00 0.00 0.00 5\n", - " 80 0.18 0.18 0.18 22\n", - " 82 0.00 0.00 0.00 2\n", - "\n", - " accuracy 0.34 109\n", - " macro avg 0.04 0.06 0.05 109\n", - "weighted avg 0.23 0.34 0.26 109\n", - "\n", - "\n", - "Confusion Matrix (showing sample for readability):\n", - "Full matrix shape: 24 x 24 classes\n", - "\n", - "Binary classification performance (Not Epileptic vs Epileptic):\n", - " Predicted\n", - "Actual Not Epi Epileptic\n", - "Not Epileptic 9 15\n", - "Epileptic 10 75\n" - ] - }, - { - "data": { - "image/png": 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", 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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Tuning hyperparameters for Random Forest...\n", - "Best parameters: {'max_depth': 10, 'min_samples_split': 2, 'n_estimators': 100}\n", - "Best CV score: 0.063\n", - "Tuned model test accuracy: 0.312\n", - "Tuned model balanced accuracy: 0.058\n", - "Best performing model: Random Forest\n" - ] - } - ], - "source": [ - "\n", - "df = pd.read_csv(r'.\\lh_updated.csv')\n", - "\n", - "df = df.drop('Subject', axis=1)\n", - "\n", - "\n", - "def preprocess_data(df):\n", - " \n", - " \n", - " target_candidates = [col for col in df.columns if 'epilep' in col.lower() or 'target' in col.lower() or 'label' in col.lower()]\n", - " \n", - " if not target_candidates:\n", - " \n", - " print(\"No obvious target column found. Please specify the target column name.\")\n", - " print(\"Available columns:\", df.columns.tolist())\n", - " return None, None, None\n", - " \n", - " target_col = target_candidates[0]\n", - " print(f\"Using '{target_col}' as target variable\")\n", - " \n", - " \n", - " X = df.drop(columns=[target_col])\n", - " y = df[target_col]\n", - " \n", - " \n", - " if y.dtype == 'object':\n", - " le = LabelEncoder()\n", - " y = le.fit_transform(y)\n", - " print(f\"Target classes: {le.classes_}\")\n", - " \n", - " \n", - " numeric_cols = X.select_dtypes(include=[np.number]).columns\n", - " X = X[numeric_cols]\n", - " \n", - "\n", - " \n", - " return X, y, target_col\n", - "\n", - "X, y, target_col = preprocess_data(df)\n", - "\n", - "def feature_engineering(X, y):\n", - " \n", - " \n", - " X = X.fillna(X.median())\n", - " \n", - " # Remove constant features\n", - " constant_features = X.columns[X.var() == 0]\n", - " if len(constant_features) > 0:\n", - " print(f\"Removing {len(constant_features)} constant features\")\n", - " X = X.drop(columns=constant_features)\n", - " \n", - " \n", - " selector = SelectKBest(score_func=f_classif, k=min(50, X.shape[1]))\n", - " X_selected = selector.fit_transform(X, y)\n", - " selected_features = X.columns[selector.get_support()]\n", - " \n", - " print(f\"Selected {len(selected_features)} features out of {X.shape[1]}\")\n", - " \n", - " return pd.DataFrame(X_selected, columns=selected_features), selected_features\n", - "\n", - "def train_models(X, y):\n", - " \n", - " \n", - " class_counts = pd.Series(y).value_counts()\n", - " min_class_count = class_counts.min()\n", - " \n", - " if min_class_count < 2:\n", - " print(f\"Warning: Some classes have only {min_class_count} sample(s). Using random split instead of stratified split.\")\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", - " else:\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42, stratify=y)\n", - " \n", - " \n", - " scaler = StandardScaler()\n", - " X_train_scaled = scaler.fit_transform(X_train)\n", - " X_test_scaled = scaler.transform(X_test)\n", - " \n", - " \n", - " models = {\n", - " 'Random Forest': RandomForestClassifier(n_estimators=100, random_state=42, class_weight='balanced'),\n", - " 'Gradient Boosting': GradientBoostingClassifier(n_estimators=100, random_state=42),\n", - " 'Logistic Regression': LogisticRegression(random_state=42, max_iter=1000, multi_class='ovr', class_weight='balanced'),\n", - " 'SVM': SVC(random_state=42, probability=True, class_weight='balanced')\n", - " }\n", - " \n", - " results = {}\n", - " \n", - " print(\"Training models...\")\n", - " for name, model in models.items():\n", - " print(f\"\\nTraining {name}...\")\n", - " \n", - " \n", - " if name in ['Logistic Regression', 'SVM']:\n", - " X_train_model = X_train_scaled\n", - " X_test_model = X_test_scaled\n", - " else:\n", - " X_train_model = X_train\n", - " X_test_model = X_test\n", - " \n", - " \n", - " model.fit(X_train_model, y_train)\n", - " \n", - " \n", - " y_pred = model.predict(X_test_model)\n", - " y_pred_proba = model.predict_proba(X_test_model)\n", - " \n", - " \n", - " cv_scores = cross_val_score(model, X_train_model, y_train, cv=3, scoring='balanced_accuracy') \n", - " test_accuracy = accuracy_score(y_test, y_pred)\n", - " balanced_test_accuracy = balanced_accuracy_score(y_test, y_pred)\n", - " \n", - " results[name] = {\n", - " 'model': model,\n", - " 'cv_balanced_accuracy': cv_scores.mean(),\n", - " 'cv_std': cv_scores.std(),\n", - " 'test_accuracy': test_accuracy,\n", - " 'balanced_test_accuracy': balanced_test_accuracy,\n", - " 'y_pred': y_pred,\n", - " 'y_pred_proba': y_pred_proba,\n", - " 'scaler': scaler if name in ['Logistic Regression', 'SVM'] else None\n", - " }\n", - " \n", - " print(f\"CV Balanced Accuracy: {cv_scores.mean():.3f} (+/- {cv_scores.std() * 2:.3f})\")\n", - " print(f\"Test Accuracy: {test_accuracy:.3f}\")\n", - " print(f\"Balanced Test Accuracy: {balanced_test_accuracy:.3f}\")\n", - " \n", - " return results, X_test, y_test\n", - "\n", - "def evaluate_models(results, X_test, y_test):\n", - " \n", - " \n", - " \n", - " comparison_df = pd.DataFrame({\n", - " 'Model': list(results.keys()),\n", - " 'CV Balanced Accuracy': [results[model]['cv_balanced_accuracy'] for model in results],\n", - " 'Test Accuracy': [results[model]['test_accuracy'] for model in results],\n", - " 'Balanced Test Accuracy': [results[model]['balanced_test_accuracy'] for model in results]\n", - " })\n", - " \n", - " print(comparison_df.round(3))\n", - " \n", - " \n", - " best_model_name = comparison_df.loc[comparison_df['Balanced Test Accuracy'].idxmax(), 'Model']\n", - " best_model_results = results[best_model_name]\n", - " \n", - " print(f\"\\nBest model: {best_model_name}\")\n", - " print(f\"Best Balanced Test Accuracy: {best_model_results['balanced_test_accuracy']:.3f}\")\n", - " print(f\"Regular Test Accuracy: {best_model_results['test_accuracy']:.3f}\")\n", - " \n", - " \n", - " print(f\"\\nDetailed evaluation for {best_model_name}:\")\n", - " print(\"\\nClassification Report:\")\n", - " print(classification_report(y_test, best_model_results['y_pred']))\n", - " \n", - " print(\"\\nConfusion Matrix (showing sample for readability):\")\n", - " cm = confusion_matrix(y_test, best_model_results['y_pred'])\n", - " print(f\"Full matrix shape: {cm.shape[0]} x {cm.shape[1]} classes\")\n", - " \n", - " \n", - " binary_y_test = (y_test == 0).astype(int)\n", - " binary_y_pred = (best_model_results['y_pred'] == 0).astype(int)\n", - " binary_cm = confusion_matrix(binary_y_test, binary_y_pred)\n", - " print(\"\\nBinary classification performance (Not Epileptic vs Epileptic):\")\n", - " print(\" Predicted\")\n", - " print(\"Actual Not Epi Epileptic\")\n", - " print(f\"Not Epileptic {binary_cm[1,1]:3d} {binary_cm[1,0]:3d}\")\n", - " print(f\"Epileptic {binary_cm[0,1]:3d} {binary_cm[0,0]:3d}\")\n", - " \n", - " return best_model_name, best_model_results, comparison_df\n", - "\n", - "def tune_best_model(X, y, best_model_name, best_model_results):\n", - " \n", - " print(f\"\\nTuning hyperparameters for {best_model_name}...\")\n", - " \n", - " \n", - " class_counts = pd.Series(y).value_counts()\n", - " min_class_count = class_counts.min()\n", - " \n", - " if min_class_count < 2:\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", - " else:\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42, stratify=y)\n", - " \n", - " if best_model_name == 'Random Forest':\n", - " param_grid = {\n", - " 'n_estimators': [50, 100],\n", - " 'max_depth': [10, 20],\n", - " 'min_samples_split': [2, 5]\n", - " }\n", - " model = RandomForestClassifier(random_state=42, class_weight='balanced')\n", - " \n", - " elif best_model_name == 'Gradient Boosting':\n", - " param_grid = {\n", - " 'n_estimators': [50, 100],\n", - " 'learning_rate': [0.1, 0.2],\n", - " 'max_depth': [3, 5]\n", - " }\n", - " model = GradientBoostingClassifier(random_state=42)\n", - " \n", - " elif best_model_name == 'Logistic Regression':\n", - " param_grid = {\n", - " 'C': [0.1, 1, 10],\n", - " 'penalty': ['l2'],\n", - " 'solver': ['lbfgs']\n", - " }\n", - " model = LogisticRegression(random_state=42, max_iter=1000, multi_class='ovr', class_weight='balanced')\n", - " scaler = StandardScaler()\n", - " X_train = scaler.fit_transform(X_train)\n", - " X_test = scaler.transform(X_test)\n", - " \n", - " elif best_model_name == 'SVM':\n", - " param_grid = {\n", - " 'C': [0.1, 1],\n", - " 'kernel': ['rbf', 'linear']\n", - " }\n", - " model = SVC(random_state=42, probability=True, class_weight='balanced')\n", - " scaler = StandardScaler()\n", - " X_train = scaler.fit_transform(X_train)\n", - " X_test = scaler.transform(X_test)\n", - " \n", - " \n", - " grid_search = GridSearchCV(model, param_grid, cv=3, scoring='balanced_accuracy', n_jobs=-1)\n", - " grid_search.fit(X_train, y_train)\n", - " \n", - " print(f\"Best parameters: {grid_search.best_params_}\")\n", - " print(f\"Best CV score: {grid_search.best_score_:.3f}\")\n", - " \n", - " tuned_model = grid_search.best_estimator_\n", - " y_pred = tuned_model.predict(X_test)\n", - " \n", - " print(f\"Tuned model test accuracy: {accuracy_score(y_test, y_pred):.3f}\")\n", - " print(f\"Tuned model balanced accuracy: {balanced_accuracy_score(y_test, y_pred):.3f}\")\n", - " \n", - " return tuned_model\n", - "\n", - "def plot_results(results, comparison_df):\n", - " \n", - " fig, axes = plt.subplots(2, 2, figsize=(15, 12))\n", - " \n", - " \n", - " axes[0, 0].bar(comparison_df['Model'], comparison_df['Balanced Test Accuracy'])\n", - " axes[0, 0].set_title('Model Comparison - Balanced Test Accuracy')\n", - " axes[0, 0].set_ylabel('Balanced Test Accuracy')\n", - " axes[0, 0].tick_params(axis='x', rotation=45)\n", - " \n", - " \n", - " counts = pd.Series(y).value_counts().sort_index()\n", - " colors = ['red' if x == 0 else 'blue' for x in counts.index]\n", - " axes[0, 1].bar(range(len(counts)), counts.values, color=colors, alpha=0.7)\n", - " axes[0, 1].set_title('Distribution of epileptogenic zone (Red=Not Epileptic, Blue=Epileptic Regions)')\n", - " axes[0, 1].set_xlabel('Class Index in the Desikan-Kiliany parcellation')\n", - " axes[0, 1].set_ylabel('Number of Samples')\n", - " axes[0, 1].set_yscale('log') \n", - " \n", - " \n", - " if 'Random Forest' in results:\n", - " rf_model = results['Random Forest']['model']\n", - " feature_importance = pd.DataFrame({\n", - " 'feature': X.columns,\n", - " 'importance': rf_model.feature_importances_\n", - " }).sort_values('importance', ascending=False).head(10)\n", - " \n", - " axes[1, 0].barh(feature_importance['feature'], feature_importance['importance'])\n", - " axes[1, 0].set_title('Top 10 Feature Importances (Random Forest)')\n", - " axes[1, 0].set_xlabel('Importance')\n", - " \n", - " \n", - " models = list(results.keys())\n", - " cv_balanced_accs = [results[model]['cv_balanced_accuracy'] for model in models]\n", - " test_accs = [results[model]['test_accuracy'] for model in models]\n", - " balanced_test_accs = [results[model]['balanced_test_accuracy'] for model in models]\n", - " \n", - " x = np.arange(len(models))\n", - " width = 0.25\n", - " \n", - " axes[1, 1].bar(x - width, cv_balanced_accs, width, label='CV Balanced Acc', alpha=0.8)\n", - " axes[1, 1].bar(x, test_accs, width, label='Test Accuracy', alpha=0.8)\n", - " axes[1, 1].bar(x + width, balanced_test_accs, width, label='Balanced Test Acc', alpha=0.8)\n", - " axes[1, 1].set_xlabel('Models')\n", - " axes[1, 1].set_ylabel('Accuracy')\n", - " axes[1, 1].set_title('Model Performance Comparison')\n", - " axes[1, 1].set_xticks(x)\n", - " axes[1, 1].set_xticklabels(models, rotation=45)\n", - " axes[1, 1].legend()\n", - " \n", - " plt.tight_layout()\n", - " plt.show()\n", - "\n", - "\n", - "if X is not None:\n", - " X, selected_features = feature_engineering(X, y)\n", - " \n", - " \n", - " results, X_test, y_test = train_models(X, y)\n", - " \n", - " \n", - " best_model_name, best_model_results, comparison_df = evaluate_models(results, X_test, y_test)\n", - " \n", - " \n", - " plot_results(results, comparison_df)\n", - " \n", - " \n", - " tuned_model = tune_best_model(X, y, best_model_name, best_model_results)\n", - " \n", - "\n", - " print(f\"Best performing model: {best_model_name}\")\n", - " " - ] - }, - { - "cell_type": "code", - "execution_count": 109, - "id": "848ef9d4", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Using 'Epileptic_Status' as target variable\n", - "\n", - "Original class distribution:\n", - "Total classes: 52\n", - "Class 0 (not epileptic): 101 subjects\n", - "Epileptic regions (1-83): 441 subjects\n", - "\n", - "Regions with >= 10 subjects: 7\n", - "Regions with < 10 subjects: 45\n", - "Insufficient regions: [3, 6, 13, 15, 17, 20, 21, 22, 24, 25, 28, 30, 31, 32, 33, 34, 35, 38, 40, 41]...\n", - "\n", - "Filtering results:\n", - "Original dataset: 542 samples, 52 classes\n", - "Filtered dataset: 431 samples, 7 classes\n", - "Removed samples: 111 (20.5%)\n", - "\n", - "Final processed data:\n", - "Features shape: (431, 593)\n", - "Target distribution:\n", - "Epileptic_Status\n", - "0 101\n", - "1 19\n", - "2 150\n", - "3 26\n", - "4 10\n", - "5 113\n", - "6 12\n", - "Name: count, dtype: int64\n", - "Minimum samples per class: 10\n", - "Selected 50 features out of 593\n", - "Minimum class count: 10\n", - "\n", - "Training models on filtered data...\n", - "\n", - "Training Random Forest...\n", - "CV Balanced Accuracy: 0.214 (+/- 0.015)\n", - "Test Accuracy: 0.494\n", - "Balanced Test Accuracy: 0.244\n", - "\n", - "Training Gradient Boosting...\n", - "CV Balanced Accuracy: 0.206 (+/- 0.077)\n", - "Test Accuracy: 0.402\n", - "Balanced Test Accuracy: 0.205\n", - "\n", - "Training Logistic Regression...\n", - "CV Balanced Accuracy: 0.229 (+/- 0.109)\n", - "Test Accuracy: 0.368\n", - "Balanced Test Accuracy: 0.235\n", - "\n", - "Training SVM...\n", - "CV Balanced Accuracy: 0.236 (+/- 0.018)\n", - "Test Accuracy: 0.414\n", - "Balanced Test Accuracy: 0.212\n", - "\n", - "==================================================\n", - "MODEL COMPARISON (FILTERED DATA)\n", - "==================================================\n", - " Model CV Balanced Accuracy Test Accuracy \\\n", - "0 Random Forest 0.214 0.494 \n", - "1 Gradient Boosting 0.206 0.402 \n", - "2 Logistic Regression 0.229 0.368 \n", - "3 SVM 0.236 0.414 \n", - "\n", - " Balanced Test Accuracy \n", - "0 0.244 \n", - "1 0.205 \n", - "2 0.235 \n", - "3 0.212 \n", - "\n", - "Best model: Random Forest\n", - "Best Balanced Test Accuracy: 0.244\n", - "Regular Test Accuracy: 0.494\n", - "\n", - "Detailed evaluation for Random Forest:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.64 0.70 0.67 20\n", - " 1 0.00 0.00 0.00 4\n", - " 2 0.48 0.83 0.61 30\n", - " 3 0.00 0.00 0.00 5\n", - " 4 0.00 0.00 0.00 2\n", - " 5 0.31 0.17 0.22 23\n", - " 6 0.00 0.00 0.00 3\n", - "\n", - " accuracy 0.49 87\n", - " macro avg 0.20 0.24 0.21 87\n", - "weighted avg 0.39 0.49 0.42 87\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "==================================================\n", - "AUC SCORES SUMMARY\n", - "==================================================\n", - " Model Binary AUC Micro AUC Macro AUC\n", - "0 Random Forest 0.895 0.835 0.675\n", - "1 Gradient Boosting 0.905 0.798 0.531\n", - "2 Logistic Regression 0.804 0.768 0.658\n", - "3 SVM 0.879 0.838 0.722\n", - "\n", - "Best Binary AUC: Gradient Boosting (0.905)\n", - "Best Micro AUC: SVM (0.838)\n", - "Best Macro AUC: SVM (0.722)\n", - "\n", - "Generating detailed ROC analysis for top 5 classes...\n" - ] - }, - { - "data": { - "image/png": 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", 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- "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Final Results:\n", - "Best performing model: Random Forest\n", - "Performance on 7 regions with ≥10 subjects\n", - "Balanced Test Accuracy: 0.244\n", - "Binary AUC Score: 0.895\n", - "\n", - "Testing threshold: 5 subjects\n", - "Using 'Epileptic_Status' as target variable\n", - "\n", - "Original class distribution:\n", - "Total classes: 52\n", - "Class 0 (not epileptic): 101 subjects\n", - "Epileptic regions (1-83): 441 subjects\n", - "\n", - "Regions with >= 5 subjects: 13\n", - "Regions with < 5 subjects: 39\n", - "Insufficient regions: [3, 13, 15, 20, 21, 22, 24, 25, 28, 30, 31, 32, 33, 34, 35, 38, 40, 41, 42, 44]...\n", - "\n", - "Filtering results:\n", - "Original dataset: 542 samples, 52 classes\n", - "Filtered dataset: 468 samples, 13 classes\n", - "Removed samples: 74 (13.7%)\n", - "\n", - "Final processed data:\n", - "Features shape: (468, 593)\n", - "Target distribution:\n", - "Epileptic_Status\n", - "0 101\n", - "1 7\n", - "2 5\n", - "3 19\n", - "4 6\n", - "5 6\n", - "6 150\n", - "7 26\n", - "8 5\n", - "9 8\n", - "10 10\n", - "11 113\n", - "12 12\n", - "Name: count, dtype: int64\n", - "Minimum samples per class: 5\n", - "Selected 50 features out of 593\n", - "Minimum class count: 5\n", - "\n", - "Training models on filtered data...\n", - "\n", - "Training Random Forest...\n", - "CV Balanced Accuracy: 0.120 (+/- 0.010)\n", - "Test Accuracy: 0.436\n", - "Balanced Test Accuracy: 0.123\n", - "\n", - "Training Gradient Boosting...\n", - "CV Balanced Accuracy: 0.124 (+/- 0.060)\n", - "Test Accuracy: 0.436\n", - "Balanced Test Accuracy: 0.123\n", - "\n", - "Training Logistic Regression...\n", - "CV Balanced Accuracy: 0.109 (+/- 0.023)\n", - "Test Accuracy: 0.309\n", - "Balanced Test Accuracy: 0.131\n", - "\n", - "Training SVM...\n", - "CV Balanced Accuracy: 0.128 (+/- 0.005)\n", - "Test Accuracy: 0.415\n", - "Balanced Test Accuracy: 0.120\n", - "\n", - "==================================================\n", - "MODEL COMPARISON (FILTERED DATA)\n", - "==================================================\n", - " Model CV Balanced Accuracy Test Accuracy \\\n", - "0 Random Forest 0.120 0.436 \n", - "1 Gradient Boosting 0.124 0.436 \n", - "2 Logistic Regression 0.109 0.309 \n", - "3 SVM 0.128 0.415 \n", - "\n", - " Balanced Test Accuracy \n", - "0 0.123 \n", - "1 0.123 \n", - "2 0.131 \n", - "3 0.120 \n", - "\n", - "Best model: Logistic Regression\n", - "Best Balanced Test Accuracy: 0.131\n", - "Regular Test Accuracy: 0.309\n", - "\n", - "Detailed evaluation for Logistic Regression:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.40 0.40 0.40 20\n", - " 1 0.00 0.00 0.00 1\n", - " 2 0.00 0.00 0.00 1\n", - " 3 0.14 0.25 0.18 4\n", - " 4 0.00 0.00 0.00 1\n", - " 5 0.00 0.00 0.00 1\n", - " 6 0.65 0.37 0.47 30\n", - " 7 0.00 0.00 0.00 5\n", - " 8 0.00 0.00 0.00 1\n", - " 9 0.00 0.00 0.00 2\n", - " 10 0.00 0.00 0.00 2\n", - " 11 0.44 0.35 0.39 23\n", - " 12 0.25 0.33 0.29 3\n", - "\n", - " accuracy 0.31 94\n", - " macro avg 0.14 0.13 0.13 94\n", - "weighted avg 0.41 0.31 0.35 94\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "==================================================\n", - "AUC SCORES SUMMARY\n", - "==================================================\n", - " Model Binary AUC Micro AUC Macro AUC\n", - "0 Random Forest 0.797 0.853 0.568\n", - "1 Gradient Boosting 0.867 0.846 0.573\n", - "2 Logistic Regression 0.803 0.829 0.609\n", - "3 SVM 0.832 0.862 0.603\n", - "\n", - "Best Binary AUC: Gradient Boosting (0.867)\n", - "Best Micro AUC: SVM (0.862)\n", - "Best Macro AUC: Logistic Regression (0.609)\n", - "\n", - "Generating detailed ROC analysis for top 5 classes...\n" - ] - }, - { - "data": { - "image/png": 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", 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EaOXKlapXr568vLzS5Bhq1KihxYsXa+rUqWrcuLGyZ8+url27ytfXV507d36mMZ2dnbVhwwZ98sknWrJkibp3764bN24oS5YsCg0N1eLFi5Pd8PRRs2fPloODgyZPnqy//vpLpUqV0urVqzVy5EiLftWrV9eqVav00Ucf6caNG/L391ft2rU1atQoOTg4yNnZWeXKldOyZcsUFxen+/fvK1euXHr77bctktRvvPGGcuXKpWnTpql79+76888/5evrq5CQEHOpFlvHMplMMhqNSkxMfOp5Kly4sD788EP98ccfunfvngIDA9W6dWuNHj3aom7+3r17zSV8UjpvERERaV5SBgCAl4XBlHQr96f49ttvZTKZVKNGDa1atcripjWOjo7KnTu3AgMDn1ugz8uNGzfk6emp69evJ7vD+vPWOTLapn6Lwss850gA4NnZ8rcso/4d49wAaeff9O8pPa8/AVvt2bNHlSpV0ieffKK2bdumdzgAAADpyuaV6NWqVZP08O7nuXLlsukmNQAAAACAF9uWLVu0d+9elS5dWi4uLjpy5IimTJmi/PnzW5QQAQAAyKhsTqIn2b59u9zd3dWyZUuL9s8//1y3bt1Shw4d0iw4AAAAAMDz5eHhoc2bN2vWrFn6888/lTVrVtWvX1+TJ0+2uBcWAABARpXqJPqUKVO0YMGCZO2+vr7q1q0bSXQAAAAAeImUK1dO3333XXqHAQAA8MJK9a3W4+PjFRQUlKw9d+7cOnv2bJoEBQAAAAAAAADAiyDVSXRfX18dPXo0WfuRI0fk4+OTJkEBAAAAAAAAAPAiSHUSvXXr1urXr5+ioqJkNBplNBq1fft29e/fX61bt34eMQIAAABAhhQZGSmDwZDiY/DgwYqLi5PBYFBkZGSyfeLi4sxtn376qWbNmvWPx2+LlI7hSU6fPq0+ffooODhYLi4ucnV1VZEiRTRy5Ej99ttv5n7h4eHKkyfP8wn6BTdr1iw1b95cQUFBMhgMCgsLS7Hf1q1bVbt2bQUGBsrJyUm+vr6qUaOGvv766382YAAAXnCprok+YcIExcfHq2bNmrK3f7h7YmKi2rdvr0mTJqV5gAAAAACQ0UVERKhgwYIWbYGBgfLz89PevXuVL1++J+7/6aef6ocfftCAAQOeY5TP3/r169W6dWtlzZpVffr0UcmSJWUwGHTs2DEtXrxYGzZs0KFDh9I7zHS3YMECubm5qUaNGlq3bp3VfgkJCSpSpIi6dOkif39/XblyRQsWLFDDhg21bNkyvfHGG/9g1AAAvLhSnUR3dHTUihUr9M477+jIkSNycXFRsWLFlDt37ucRHwAAAABkeEWLFlVoaGiK28qXL/8PR/M/t2/flouLyz8y15kzZ9S6dWsFBwcrKipKnp6e5m01atRQv379tGbNmn8klhddbGysMmV6+MXzokWLWu33+uuv6/XXX7doa9SokYKCgvThhx+SRAcA4P+lupxLkjx58qh48eKqV68eCXQAAAAASAe2lEIJCwvThg0bFB8fb1EOJsm9e/c0YcIEFSxYUE5OTsqWLZs6duyoS5cuWYyTJ08eNWrUSKtXr1bJkiXl7OyscePGSZLOnz+v7t27K0eOHHJ0dFRQUJDGjRunBw8eWIzx+++/q1WrVsqcObM8PT31+uuv6/z58zYd68yZM3Xz5k3NmzfPIoGexGAwqHnz5k8cY+7cuapatap8fX3l5uamYsWKadq0abp//75Fv0OHDqlRo0by9fWVk5OTAgMD1bBhQ507d87c5/PPP1e5cuXk6ekpV1dX5c2bV506dbIY58aNGxo8eLCCgoLk6Oio7Nmza8CAAbp586ZFP1vGSo2kBPqzcHBwkJeXl/mb5wAA4BlWot+6dUt9+/bVkiVLJEk///yz8ubNq379+ikwMFBDhw5N8yABAAAAICMzGo3JEtK2JjnnzZunbt266dSpU8lWaicmJqpp06batWuXhgwZoooVKyo+Pl5jxoxRWFiYDhw4YLHSPCYmRidOnNDIkSMVFBQkNzc3nT9/XmXLllWmTJk0evRo5cuXT3v37tWECRMUFxeniIgISQ9XrdeqVUu///67Jk+erODgYG3YsCHZSmhrNm/eLD8/v7+18v7UqVNq27atOal95MgRTZw4UT/++KMWL14sSbp586Zq166toKAgzZ07V35+fjp//ryioqL0559/SpL27t1rXsU9duxYOTs7Kz4+Xtu3bzfPdevWLVWrVk3nzp3T8OHDVbx4cR0/flyjR4/WsWPHtHXrVhkMBpvGkh5+GPLtt9/KZDI98/Fbk5iYqMTERF28eFEffPCBfv75Z02dOjXN5wEA4GWV6iT6sGHDdOTIEe3YsUP16tUzt9eqVUtjxox5aZLoc+fO1dy5c2U0GtM7FAAAAAB4opQSx4+vnramcOHC8vLykpOTU7JxVq5cqY0bN2rVqlUWq7hLlCihMmXKKDIyUj179jS3X7x4UbGxsQoODja39ejRQ1evXtXx48eVK1cuSVLNmjXl4uKiwYMH66233lLhwoW1ZMkSnThxQl9++aWaNGkiSapTp45u376thQsXPvU4zp49q5CQEJuO2ZqZM2eaf05MTFSVKlXk4+Ojjh07asaMGcqSJYt+/PFHJSQkaNGiRWratKm5f6tWrcw/79mzRyaTSQsWLLBYFR8eHm7++b333tPRo0f1/fffm0vx1KxZU9mzZ1eLFi20ceNG1a9f36axJMnOzk52dnZ/6/itadCggTZt2iRJ8vDw0IoVK9SwYcPnMhcAAC+jVH/Ha+3atXr//fdVuXJli68AFi5cWKdOnUrT4J6n3r17KzY2VtHR0ekdCgAAAAA80dKlSxUdHW3xSItyG+vXr5eXl5caN26sBw8emB8hISHy9/fXjh07LPoXL17cIoGeNEb16tUVGBhoMUb9+vUlSd9++60kKSoqSpkzZzYn0JO0bdv2bx+HrQ4dOqQmTZrIx8dHdnZ2cnBwUPv27WU0GvXzzz9Lkl555RVlyZJFb7/9thYsWKDY2Nhk45QpU0bSw8T6ypUr9dtvvyXrs379ehUtWlQhISEW56Vu3boyGAzmc2vLWJK0bdu2ZN9GSCtz5szR/v379eWXX6pu3bp6/fXX9dlnnz2XuQAAeBmlOol+6dIl+fr6Jmu/efOmRVIdAAAAAJA2ChUqpNDQUItHWrhw4YKuXbsmR0dHOTg4WDzOnz+vy5cvW/QPCAhIcYx169Yl279IkSKSZB4jISFBfn5+yfb39/e3KdZcuXLpzJkzqT1Es7Nnz6pKlSr67bffNHv2bO3atUvR0dGaO3eupIflZiTJ09NT3377rUJCQjR8+HAVKVJEgYGBGjNmjHn1f9WqVbV27Vo9ePBA7du3V44cOVS0aFGLxPOFCxd09OjRZOclc+bMMplM5vNiy1jPW/78+VWmTBk1adJEK1euVM2aNdW7d28lJib+YzEAAPAiS/XShTJlymjDhg3q27evJJkT5wsXLlSFChXSNjoAAAAAwHOTNWtW+fj4aOPGjSluz5w5s8XzlBZOZc2aVcWLF9fEiRNTHCMwMFCS5OPjo/379yfbbuuNRevWras5c+Zo3759z1QXfe3atbp586ZWr16t3Llzm9sPHz6crG+xYsW0fPlymUwmHT16VJGRkRo/frxcXFzMJUybNm2qpk2b6u7du9q3b58mT56stm3bKk+ePKpQoYKyZs0qFxcXc631x2XNmtX889PG+qeVLVtWGzdu1KVLl1L84AMAgIwm1Un0yZMnq169eoqNjdWDBw80e/ZsHT9+XHv37jV/TQ8AAAAA8OJwcnIyr7R+VKNGjbR8+XIZjUaVK1fumcZu1KiRvv76a+XLl09ZsmSx2q969epauXKlvvrqK4uSLp9++qlN87z55ptavHixevXqpaioKIv64ZJkMpm0du1aNWvWLMX9kz4AcHJystjnSfXYDQaDSpQoof/+97+KjIxUTExMsj5OTk6qVq2avLy8tGnTJh06dEgVKlRQo0aNNGnSJPn4+CgoKMimY7Q21j/JZDLp22+/lZeXl3x8fP7RuQEAeFGlOolesWJF7d69W9OnT1e+fPm0efNmlSpVSnv37lWxYsWeR4zIgDpHPr1W/aLwMv9AJAAAAMDLr1ixYlq9erXmz5+v0qVLK1OmTAoNDVXr1q31ySefqEGDBurfv7/Kli0rBwcHnTt3TlFRUWratKnVpHSS8ePHa8uWLapYsaL69eunAgUK6M6dO4qLi9PXX3+tBQsWKEeOHGrfvr3++9//qn379po4caLy58+vr7/+2nxDy6cJCgrS8uXL9frrryskJER9+vRRyZIlJUmxsbFavHixTCaT1Xhr164tR0dHtWnTRkOGDNGdO3c0f/58Xb161aLf+vXrNW/ePL366qvKmzevTCaTVq9erWvXrql27dqSpNGjR+vcuXOqWbOmcuTIoWvXrmn27NlycHBQtWrVJEkDBgzQqlWrVLVqVb355psqXry4EhMTdfbsWW3evFmDBg1SuXLlbBpLenhT0m+//damuugHDhxQXFycJOnGjRsymUz64osvJD38dnnSSvymTZuqRIkSCgkJkY+Pj37//XdFRkbq22+/1dy5c9Ok7j4AAP8Gz/Q/YrFixbRkyZK0jgUAAAAA8Bz0799fx48f1/Dhw3X9+nWZTCaZTCbZ2dnpq6++0uzZs7Vs2TJNnjxZ9vb2ypEjh6pVq2bTQqmAgAAdOHBA77zzjt59912dO3dOmTNnVlBQkOrVq2dene7q6qrt27erf//+Gjp0qAwGg+rUqaPly5erYsWKNh1Ho0aNdOzYMc2YMUMLFizQr7/+qkyZMpnnSio7mpKCBQtq1apVGjlypJo3by4fHx+1bdtWAwcONN8EVXpYH9zLy0vTpk3T77//LkdHRxUoUECRkZHq0KGDJKlcuXI6cOCA3n77bV26dEleXl4KDQ3V9u3bzbXg3dzctGvXLk2ZMkUffvihzpw5IxcXF+X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    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Final Results:\n", - "Best performing model: Logistic Regression\n", - "Performance on 13 regions with ≥5 subjects\n", - "Balanced Test Accuracy: 0.131\n", - "Binary AUC Score: 0.803\n", - "\n", - "Testing threshold: 10 subjects\n", - "Using 'Epileptic_Status' as target variable\n", - "\n", - "Original class distribution:\n", - "Total classes: 52\n", - "Class 0 (not epileptic): 101 subjects\n", - "Epileptic regions (1-83): 441 subjects\n", - "\n", - "Regions with >= 10 subjects: 7\n", - "Regions with < 10 subjects: 45\n", - "Insufficient regions: [3, 6, 13, 15, 17, 20, 21, 22, 24, 25, 28, 30, 31, 32, 33, 34, 35, 38, 40, 41]...\n", - "\n", - "Filtering results:\n", - "Original dataset: 542 samples, 52 classes\n", - "Filtered dataset: 431 samples, 7 classes\n", - "Removed samples: 111 (20.5%)\n", - "\n", - "Final processed data:\n", - "Features shape: (431, 593)\n", - "Target distribution:\n", - "Epileptic_Status\n", - "0 101\n", - "1 19\n", - "2 150\n", - "3 26\n", - "4 10\n", - "5 113\n", - "6 12\n", - "Name: count, dtype: int64\n", - "Minimum samples per class: 10\n", - "Selected 50 features out of 593\n", - "Minimum class count: 10\n", - "\n", - "Training models on filtered data...\n", - "\n", - "Training Random Forest...\n", - "CV Balanced Accuracy: 0.214 (+/- 0.015)\n", - "Test Accuracy: 0.494\n", - "Balanced Test Accuracy: 0.244\n", - "\n", - "Training Gradient Boosting...\n", - "CV Balanced Accuracy: 0.206 (+/- 0.077)\n", - "Test Accuracy: 0.402\n", - "Balanced Test Accuracy: 0.205\n", - "\n", - "Training Logistic Regression...\n", - "CV Balanced Accuracy: 0.229 (+/- 0.109)\n", - "Test Accuracy: 0.368\n", - "Balanced Test Accuracy: 0.235\n", - "\n", - "Training SVM...\n", - "CV Balanced Accuracy: 0.236 (+/- 0.018)\n", - "Test Accuracy: 0.414\n", - "Balanced Test Accuracy: 0.212\n", - "\n", - "==================================================\n", - "MODEL COMPARISON (FILTERED DATA)\n", - "==================================================\n", - " Model CV Balanced Accuracy Test Accuracy \\\n", - "0 Random Forest 0.214 0.494 \n", - "1 Gradient Boosting 0.206 0.402 \n", - "2 Logistic Regression 0.229 0.368 \n", - "3 SVM 0.236 0.414 \n", - "\n", - " Balanced Test Accuracy \n", - "0 0.244 \n", - "1 0.205 \n", - "2 0.235 \n", - "3 0.212 \n", - "\n", - "Best model: Random Forest\n", - "Best Balanced Test Accuracy: 0.244\n", - "Regular Test Accuracy: 0.494\n", - "\n", - "Detailed evaluation for Random Forest:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.64 0.70 0.67 20\n", - " 1 0.00 0.00 0.00 4\n", - " 2 0.48 0.83 0.61 30\n", - " 3 0.00 0.00 0.00 5\n", - " 4 0.00 0.00 0.00 2\n", - " 5 0.31 0.17 0.22 23\n", - " 6 0.00 0.00 0.00 3\n", - "\n", - " accuracy 0.49 87\n", - " macro avg 0.20 0.24 0.21 87\n", - "weighted avg 0.39 0.49 0.42 87\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "==================================================\n", - "AUC SCORES SUMMARY\n", - "==================================================\n", - " Model Binary AUC Micro AUC Macro AUC\n", - "0 Random Forest 0.895 0.835 0.675\n", - "1 Gradient Boosting 0.905 0.798 0.531\n", - "2 Logistic Regression 0.804 0.768 0.658\n", - "3 SVM 0.879 0.838 0.722\n", - "\n", - "Best Binary AUC: Gradient Boosting (0.905)\n", - "Best Micro AUC: SVM (0.838)\n", - "Best Macro AUC: SVM (0.722)\n", - "\n", - "Generating detailed ROC analysis for top 5 classes...\n" - ] - }, - { - "data": { - "image/png": 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n+wGpuzVLFSxIlgIAAED6cPs9AGSzjZJeS5q2SJovqYz9ygGy3fHjxzVx4kQ9+eSTGjp0qFxcXCRF27ssAIAD4vl+QEqpZykAAAAgfej4A4BsdFbSE0oc6lOSRkt60H7lANkqNjZWbm5uKleunBYuXKgKFSrYuyQAgAOLkbQlabqCJH871gI4ArIUAAAAsgK3jQFANkmQ9JSkM0nzrSW9Yb9ygGwVFRWl559/Xp999pkkcaEKAHBHWyTFJk3fb89CAAdAlgIAAEBWoeMPALLJWP3vuTV+Shzi09Vu1QDZ58yZM+rbt68OHDigZs2a2bscAEAuwfP9gERkKQAAAGQlhvoEgGywWtLbSdOukhZKKmm/coBs8/fff+uFF16Qm5ubZs6cyd3pAIB04/l+AFkKAAAAWY9v/AFAFjsu6emb5t+VxH27cFZLly5VsWLFNHv2bC5UAQDS7YqkX5OmA5U4OgKQF5GlAAAAkNX4xh8AZKE4SY9LOp8031HScPuVA2SbiIgIFS9eXMOHD1d8fLy8vb3tXRIAIBfZJCk+aZrn+yEvIksBAAAgu/CNPwDIQqMkbUmaDpA0R/yhhXMxxigsLEydO3fWyZMn5eHhwYUqAECG8Xw/5FVkKQAAAGQ3vvEHAFlkhaRJSdMekhZLKmK/coAsl5CQoA8++EDLly/Xs88+Kz8/BmYDAGTOzc/3a2mvIoAcRpYCAABATqDjDwCywEFJfW6anySpoZ1qAbJDTEyMXn31VW3atEmjR49Wp06d7F0SACCXuiRpZ9J0TUkl7VgLkFPIUgAAAMgpdPwBwF26JqmbEi9iSdJjkgbarxwgW1y8eFEHDx7Uxx9/rODgYHuXAwDIxX6WZE2a5vl+yCvIUgAAAMgpdPwBwF16UdLupOlASTMkWexXDpCljh8/rqJFi8rPz0/Lly+XmxvRAQBwd3i+H/ISshQAAABymou9CwCA3GyBpKlJ016SlkoqYL9ygCz1+++/q3fv3vr4448liQtVAIAsceP5fhZJLexZCJDNyFIAAACwBzr+ACCT9ksacNN8qKTadqoFyGobNmzQs88+qwoVKmjw4MH2LgcA4CQuSPotabqOpKJ2rAXITmQpAAAA2AsdfwCQCdGSuib9V5L6JP0AzmDx4sUaMWKEmjVrptDQUBUsWNDeJQEAnMRGSSZpmuf7wVmRpQAAAGBPjDMBABlkJD0nKTxpvrakz+xXDpDlrl27pieffFJDhw6Viwv3CAEAsg7P90NeQJYCAACAPdHxBwAZNFPSvKTp/JKWSPK2XzlAloiNjdXWrVvVvHlz9ejRQxaLxd4lAQCc0I3n+7lIambPQoAsRpYCAACAo+DWMwDIgD2Sbn5CxwxJVe1TCpBloqKiNHjwYI0aNUrnzp3jQhUAIFuck7Qvabq+pEJ2rAXISmQpAAAAOBK+8QcA6XRJUjdJ15PmB0l63H7lAFni7Nmzev755xUREaHQ0FCVLFnS3iUBAJzUhpumeb4fnAVZCgAAAI6Gjj8ASAcjqa+kf5LmG0iaaL9ygCxx9OhRhYSEyM3NTWFhYQoICLB3SQAAJ8bz/eBsyFIAAABwRAz1CQDp8ImkZUnThSUtluRpt2qArFG8eHE1atRIs2fP5kIVACDb3Xi+n5uke+1ZCJBFyFIAAABwRHT8AcAdbJU0/Kb5uZIq2KkWICusXr1ax48fl4+Pj958800VK1bM3iUBAJzcKUl/J003kpTfjrUAd4ssBQAAAEdGxx8A3MZ5SY9Jik+aHympo/3KAe6KMUZhYWF6/fXX9d1339m7HABAHrL+pmme74fciiwFAACA3IBn/AFAGqySeko6njR/n6S37VcOcFcSEhL0wQcfaPny5RowYID69+9v75IAAHkIz/dDbkeWAgAAQG5Bxx8ApOEDSauSpktIWijJ3X7lAHfljTfe0Jo1azR69Gh16tTJ3uUAAPKYG9/485AUbM9CgEwiSwEAACC3oOMPAFKxQdLrSdMWSQsklbFbNcDd69Chgzp27KjgYC63AgBy1lFJh5OmgyXls2MtQGaRpQAAAJBb8Iw/ALjFGUlPKnGoT0kaI6m1/coBMu3YsWP65JNPZLVa1bRpUy5UAQDsguf7IbciSwEAACA3ouMPAG6SIOkpJXb+SYkdfq+nvTrgsPaeiFOfPn20ceNGXb582d7lAADyMJ7vh9xo7969ZCkAAADkSnT8AcBNxup/d6X7SZovydVu1QCZs+EfKWRBpCpUqKBZs2apcOHC9i4JAJBHGf0vW+WT1MiOtQDptWHDBoWEhJClAAAAkCvR8QcASVZLejtp2lXSIkkl7VcOkCm7j8VqxHdSs8oeCg0NVcGCBe1dEgAgDzso6UTS9L2SPO1YC5Aeu3fv1ogRI9SsWTOyFAAAAHIlN3sXAACO4Likp2+af0/SfXaqBbgbdcq6a0wbqV2DgnLx8LB3OQCAPI7n+yG3qVOnjsaMGaN27drJxYV7pQEAAJD7kGIB5Hmxkh6TdD5pvqOk4fYrB8iw2NhYjRkzRtu2bZOLi0UdakguLhZ7lwUAAM/3Q64QG29uylIu6tChA51+AAAAyLVIsgDyvFGStiZNB0iaI4kuE+QWUVFRev755/Xjjz8qOjra3uUAAGBz8/P98kuqb8dagLREXZOeXxRJlgIAAIDTYKhPAHnaCkkfJU17SFoiqYj9ygEy5OzZs3r++ecVERGh0NBQBQUFSQfsXRUAAIn+lHQ2abqZJHc71gKk5uzlBD2/WIq4Hq/QhUlZCgAAAMjl6PgDkGcdlNT7pvmPJDWwTylAhhlj9NprrykmJkZhYWEKCAiwd0kAACTD8/3gyIwxeu3ry4qJk8J6FFEAnX4AAABwEnT8AciTrknqJuly0vwTkp6zXzlAhlitVrm4uGj06NHy8fFRsWLF7F0SAAAp8Hw/OCpblmpfQD5xV1WsOJdGAAAA4Dx4xh+APGmopN1J04GSpovn+iF3WLVqlfr166erV6+qfPnydPoBABySVdKGpOnCkoLsVQhwi2RZqqibivnYuyIAAAAga9HxByDPmS9pWtJ0PklLJRWwXzlAuhhjFBYWptGjRysgIEAeHh72LgkAgDT9Iel80nRzSa52rAWQyFIAAADIOxjPAkCeEi5pwE3zoZJq26kWIL0SEhL0wQcfaPny5RowYID69+8vi4XvqAIAHBfP94MjIUsBAAAgL6HjD0CeEa3E5/pdTZp/RlJvu1UDpN+OHTv09ddfa/To0erUqZO9ywEA4I54vh8cCVkKAAAAeQkdfwDyBCMpRInf+JMSv+X3qf3KAdLl6tWr8vb2VuPGjbV8+XKVKVPG3iUBAHBHCZI2Jk0Xk1TLjrUgbyNLAQAAIC/iGX8A8oQZkr5Mms6vxOf6eduvHOCOjh07pieffFLLli2TJC5UAQByjT2SLiVNtxT/0wn7IEsBAAAgr+L/wQA4vd2Snr9pfqakQDvVAqTH3r171adPH7m5uSk4ONje5QAAkCE83w/2RpYCAABAXkbHHwCndkmJz/W7njQ/WNJj9isHuKONGzcqJCREFSpU0KxZs+Tn52fvkgAAyBCe7wd7IksBAAAgr6PjD4DTMpKekXQwab6hpAn2Kwe4I2OMFi1apGbNmik0NFQFCxa0d0kAAGRInKSfk6ZLS6pmx1qQ95ClAAAAAMnN3gUAQHb5WNLypOkikhZL8rRfOUCarFarzp07p9KlS2vChAny8vKSiwv35gAAcp+dkq4kTbeUZLFfKchDyFIAAADA/5CEATilrZJG3DQ/V1KAfUoBbis2NlZvvPGG+vTpo5iYGHl7e3OhCgCQa/F8P+Q0shQAAACQHN/4A+B0zivxOX7xSfMjJXWwXzlAmqKiojR8+HD9/vvveuutt5QvXz57lwQAwF3h+X7ISWQpAAAAICU6/gA4FaukHpKOJ803k/SO/coB0nT27Fk9//zzioiIUGhoqIKCguxdEgAAd8VI2pQ0XVZSJTvWAudHlgIAAABSR8cfAKfyvqT/Jk2XkPSV+EMHx/Tvv//KGKOwsDAFBATYuxwAAO5arKSYpOlW4vl+yF5kKQAAACB1dh/4PjQ0VBUqVJCXl5fq16+vn3/++bbrz58/X3Xq1JG3t7d8fX3Vp08fnT9/PoeqBeDI1kt6I2naImmBpDL2KwdI1b59+xQfH69atWpp0aJFXKjCXSNLAXAU12+a5vl+yC5kKQAAAOD27Nrxt2jRIg0dOlSvvfaadu/erWbNmqlt27Y6duxYquv/8ssv6tmzp/r27at9+/ZpyZIl2r59u/r165fDlQNwNGckPanEoT4laayk1narBkjdqlWr9Mwzz2jx4sWSJBcXu99/g1yOLAXAkdzc8cfz/ZAdyFIAAADAndk1JU+aNEl9+/ZVv379VL16dU2ePFnlypXTlClTUl1/69atCggI0JAhQ1ShQgXdd999evbZZ7Vjx44crhyAI4lXYqff2aT5ByW9Zr9ygBRuDEM1evRotW/fXo899pi9S4KTIEsBcCQ3Ov4qSPK3ZyFwOmQpAAAAIP3s9uir2NhY7dy5U6NGjUq2vE2bNtq8eXOq2zRt2lSvvfaaVq1apbZt2+rcuXNaunSp2rdvn+Zxrl+/ruvX/3fv6eXLlyVJVqtVVqs1rc1gJ1arVcYY2sYBOUTbLFkiy9ixUlRUssVXJc1LmnaVVFKJdzWYHC3Ojk6ftj1Dh9+dO/h7iSxbxkqxUXdc9U52mAf1jXWQrsnntusZq1XbfvhCB35bo3vu7abLxbrqlekH7vr4aR9wteQlKcFVmnMx+46TQZeu/u830pH+nTpSLRlFlkJqHOLzGqly5raxKPnz/FoaI6vJXUnMmdsnt4uPj9cnn3yiH374Qf3791f//v1lsViypK1u/Ns1Ssxsziy7/m3zOwMAAOB47NbxFxERoYT/Z+/O46Kq9z+Ov2dYRUVUwERLrTQ1U0zTROuqmTfrqmXeFrtZrpFdSSm6ZmVpi2abLVhpilq3RS2re3+255KlYaZXS0uyBc0FNxYFBGbm9wfDOCgqAzOcM8Pr+Xj48MvMmXM+cFjecz7nfI/NpiZNmpR7vEmTJtq7d2+Fr0lISNC///1v3XjjjSosLFRJSYkGDRqkF1988ZTbmT59uqZOnXrS4/v371dRUVH1Pgl4nd1uV05OjhwOB9O2mIwZ9k30gw8q+JdfTno80vmvtiupU0cHs7L42TmN6K8eVHDuyd9DVfFh2B3aaz33jMs5LA4VBTdSxwH3q0XHAcrxytZPw/3I61HzHXQNttqVlZVldBkuOTk+3yM+Q5ZCRczw9xoVC+R9E2O3K8jt4y45OcoqLDSsnqoI5P3j72w2m0pKSjR+/HhdddVV2r9/v9fWHWMr/d612+zab6J84i12W4gki+w23+Uvf85SAAAAgcqwxl8Zi8VS7mOHw3HSY2W2bt2qpKQkTZkyRX/961+1Z88epaSkKDExUfPmzavwNffff7+Sk5NdH+fm5urss89WTEyMoqKivPZ5wDvsdrssFotiYmJ4w20yZtg3loICSZLDapWaNpVUOs1n2RSf4ZIaG1KZCdSvr/zkZMXGxvKzcxoWu/N7yGKV6jat1roKbQ1K1ymbGujASc8XHM3WoX2/qdm5nXV5v6Eq7cjtO2k537BIYZFScJ0a2l7lhIdYNOiScMXGhhpdiktoqHlqqSqyFNyZ4e81KhbI+8ZywuczODJSsZH+dVpWIO8ff3Xo0CH99NNPuvTSS5WcnOyTfWMJKl2fNciq2NhYr67bDKxBOZIcPv38AiFLAQAABBrDGn/R0dEKCgo66Yz0rKysk85cLzN9+nT17NlTKSkpkqSOHTuqbt26uuyyy/TYY4+padOTD+KGhYUpLCzspMetVitv6EzKYrGwf0zKLPvG0rSptGuXJGmhpDHOx2dI+pdRRRnMbrfrWFaWGphg//gDS92m0h27qreShYelow41qBusp25rV+6pzMxMjR8/SXa7XY8+NkTZ2dk0ZU3Kn/cJWQqnYpa/1zhZoO4bu45fcN5GUnM//fwCdf/4o9IsNV52u11Llizx+b6x6OQGdqDx1deOnxcAAADzMSyhhYaGqkuXLvrss8/KPf7ZZ58pISGhwtfk5+efFCqDgkonlXH42T0kAHjHarfx5YZVARy3ZcsWjRgxQiEhIZozZw5nQcNnyFIAzMJ90t8+hlWBQEGWAgAAAKrH0FOzkpOT9dprr2n+/Pnatm2bJk6cqMzMTCUmJkoqnVpq+PDhruUHDhyo9957Ty+//LJ+/fVXff3110pKSlK3bt0UFxdn1KcBwEBljb86kroYWQgg6dtvv9Udd9yhVq1aaf78+RVePQV4E1kKgBkccxv3NawKBAKyFAAAAFB9ht7j78Ybb9TBgwc1bdo07dmzRx06dNDy5cvVokULSdKePXuUmZnpWv72229XXl6eXnrpJd1zzz2KiopS37599eSTTxr1KQAw0B/Of5LUQxLnAsNorVq10rXXXqsJEyZwdjpqBFkKgBkUSmrgHPc2sA74P7IUAAAAUH2GNv4kady4cRo3blyFzy1YsOCkx8aPH6/x48f7uCoA/uArtzHTfMIoDrtdixYt0sCBAxUbG6v77rvP6JJQy5ClABgpR1KxcxwsKdbAWuCf7Ha73njjDbIUAAAA4CXchRmA33K/v99lhlWB2sxWUqQ17z2hF198UevXrze6HAAAapz7iVhhhlUBf1VUVKSHHnqILAUAAAB4keFX/AFAVZU1/oIlXWpkIaiVigrytHbxFOXu26pFr8zQFVdcYXRJAADUuBWS4p3jcAPrgP/Jy8vTvffeqy1btmjGDLIUAAAA4C00/gD4pSxJPzvHl0iKMLAW1D4lJSX6dGGycg7t05W3Pq0rrmCyWQBA7fSlpInOMVf8obJKSkp0xx13aO/evZo9e7bi4+ONLgkAAAAIGDT+APgl7u8HIwUHB6t9wg0KadBasS1aGl0OAACGOCTpf24fcx8JVFZwcLBuvfVWtW3bVq1atTK6HAAAACCg8N4MgF9yv78fjT/UlPT0dL322muSpHM7Xqn60S0MrggAAOOskuQwugj4FfcsNWDAAJp+AAAAgA/Q+APgl8oafxZJPY0sBLXG8uXLNX78eG3evFk2m83ocgAAMNwKowuAXyFLAQAAADWDqT4B+B27jk8rFS+pgXGloBZwOBxasGCBUlNTNWjQIE2ePFlBQUFGlwUAgOG+NLoA+AWyFAAAAFCzaPwB8DvHdHxaKab5hK998MEHSk1N1dixYzVmzBhZLBajSwIAwHBZkn50jkOMLASmR5YCAAAAahaNPwB+p8htTOMPvjZgwAA1bNhQf/nLX4wuBQAA01jpNg43qgj4BbIUAAAAULO4xx8Av3PMbXyZYVUgkB06dEjjxo1TRkaGwsLCOFAFAMAJ3O/vF2ZYFTArshQAAABgHK74A+B3yq74aycpxshCEJAyMzM1fvx4FRYWym63G10OAACmVNb4C5YUamQhMB2yFAAAAGAsrvgD4Le42g/etmXLFo0YMUIhISFKS0vTBRdcYHRJAACYzm5JPzvH3cSbShxHlgIAAACMx3s0AH6L+/vBm4qKivSvf/1LrVq10vz58xUXF2d0SQAAmJL7NJ99DKsCZkOWAgAAAMyBqT4B+C0af/AWm82m0NBQvfDCCzrnnHMUGsqkZQAAnIp746+vYVXATMhSAAAAgHlwxR8Av+FwG7eUdLZBdSBw2O12vfDCC7rnnntkt9t1/vnnc6AKAIAzKGv8hUrqYWQhMBxZCgAAADAfrvgD4DeKJIU5x1zth+oqKirStGnT9Mknn2jixImyWjkXBgDgG9/9UqQP0vOVXxgia1CO0eWcUcf099V/2XSFFR6p8Pl05/8WScckhWXvk1VSdr5djy88XENVep/d5h/7xyxsJUVa+8FT+u2HL9W1/5361+u++9qV2zclBdKxXJU/LbCKHB9L4ZJsQZIff++eSk6+F75GAAAA8Ds0/gD4jWOi8QfvyCu0KyUpSZs3b9b06dPVr18/o0sCAASwD9LztTfbrtJWmfkPxPd7d7qa7Mvw+HUFofWUfdT8n9+p+cf+MYOiwjylL3tEh/78UV3+9qCatu3t433vvm/Cnf+8tNoyfv29e3rhIZYzLwQAAICAQeMPgN8ochvT+EN1fPzjMW3/Zbtmz56t+Ph4o8sBAAS4wuLShoJFDjWoa/4rzOsUlV7pZ7dYlRvVpNxzdh1vvwS5PX4svJ4+GzJZUXX9t8Fgt9llDTL//jGDn3/8UkcP7tBVtz+t2BYX+Xx75fbN0b2Sw1Y6tgSd+kWVZpHCIqXgOl5Yl/mEh1h0bfcIo8sAAABADaLxB8Av2FR6xZ9UenPS8w2sBf4rt8CuSElDLw5X78ffUUxMjNElAQBqkfrh0pO3NjD/9NIPWKXDkjWuqaJ27XI97JDUQtJOSXUkHdbx2RgkaXiNFulddrtdWVlZio2NNf/+MVBubq4iIyPlGH67Dhz4W41kqZP2zasXSUf+lOo1k+7YdeYVAAAAALUM72gA+IX/6fjZ5WEqPysPUBnp6eka/PJBrf1dslgsNP0AAPDQDpU2/SSpp8o3/RD40tPTNXjwYK1du5YsBQAAAJgYjT8AfmG125iDTPDU8uXLNX78eF3ULESd4oyuBgAA/7TCbdzHsCpgBFeWuugiderUyehyAAAAAJwGU30C8AurJQ11jmn8obIcDocWLFig1NRUDRo0SJOjdym44KjRZQEA4Jdo/NU+J2WpyZMVHMxhBAAAAMDMuOIPgOk5VP6KPw41oLIKCwv10UcfaezYsXrooYcUHMQksQAAVIVDxxt/9SR1NbAW1JyTshRNPwAAAMD0SO0ATG+bpINuH9O6wZkUFBQoLy9PsbGxWrRokcLDw40uCQAAv/aTpL3O8WWSQgysBb5HlgIAAAD8F40/AKa3+syLAC6HDh3ShAkTJEkLFy7kQBUAAF7ANJ+1B1kKAAAA8G80/gCYHo0/VFZmZqbGjx+vwsJCPf/887JYuD4UAABvoPFXO5ClAAAAAP/HPf4AmJr7/f047IDT2bJli0aMGKGQkBClpaWpbdu2RpcEAEBAsEta6Rw3kNTZuFLgQ2QpAAAAIDDQ+ANgar9L+tM5DjWwDpjfwYMHdd5552n+/PmKi4szuhwAAALGD5IOOMd/kRRkYC3wHbIUAAAAEBiY6hOAqblP8xlmWBUws/T0dF1yySXq3bu3Lr/8clmtnNMCAIA3Mc1nYCNLAQAAAIGFRA/A1Gj84VTsdrteeOEFjRs3TmvXrpUkDlQBAOADNP4CE1kKAAAACExc8QfA1Moaf6Fiqk8cV1RUpKlTp+rTTz9VcnKyEhISjC4JAICAZJO0yjluLOkiA2uB95ClAAAAgMBF4w+Aae2W9Itz3F2SxcBaYB75+flKTk7W5s2bNX36dPXr18/okgAACFibJGU7x73FlDGBgCwFAAAABDYafwBM6yu38eWGVQGzCQsLU5MmTZSamqrOnTsbXQ4AAAGNaT4DD1kKAAAACGw0/gCYlvv9/Wj8ISMjQ0ePHlV8fLymTp1qdDkAANQKNP4CB1kKAAAAqB2YqQWAaZU1/oIk9TCyEBguPT1do0aN0pw5c+RwOIwuBwCAWsGh43msiaR2BtaC6iFLAQAAALUHjT8ApnRQ0g/OcWdJ9Q2sBcZavny5xo8fr/j4eD399NOyWLjbIwAANaFI0hHnuI+437K/IksBAAAAtQtTfQIwpTVuY6b5rL0WL16smTNnatCgQZo8ebKCg/mzBQBATTnmNmaaT/9ElgIAAABqH1I/AFPi/n6QpIsvvlh33XWXbr/9ds5OBwCghtH4839kKQAAAKD2YapPAKbk3vjrZVgVMEJBQYFSU1N17NgxnX/++RoxYgQHqgAAMECR8//mks43shB4hCwFAAAA1G40/gCYTp6k753jDpIaG1gLatahQ4d0xx136O2339aOHTuMLgcAgFrN4fyf+/v5D7IUAAAAAKb6BGA6ayXZnWOm+aw9MjMzlZSUpPz8fM2dO1dt27Y1uiQAACCm+fQXZCkAAAAAEo0/ACbE/f1qn8OHD2vkyJGKiorSggULFBcXZ3RJAADAicaf+ZGlAAAAAJSh8QfAdNwbf5cZVgVqUsOGDTV+/Hj16dNHkZGRRpcDAECt5tDxqT1bSWppXCmoJLIUAAAAgDI0/gCYSqGkb53j8yVxrnJgW7x4sYKDgzVkyBANHjzY6HIAAICkY5LCnWOu9jM3shQAAACAE1mNLgAA3KVLKnKOmeYzcNntdr344ouaOXOmMjMzjS4HAAC4OeY2pvFnTmQpAAAAAKfCFX8ATIX7+wW+oqIiTZs2TZ988omSk5M1bNgwo0sCAABuaPyZG1kKAAAAwOnQ+ANgKjT+Al9qaqq+/PJLTZ8+Xf369TO6HAAA4Oaojs++ECzpLANrQcXIUgAAAABOh8YfANMolvSNc9xMUkvjSoEPOBwOWSwWjRgxQldccYU6duxodEkAAOAEayRd6ByHGVkITkKWAgAAAFAZ3OMPgGlsVOlZ5lLp1X4WA2uBd2VkZGjEiBHKyspSVFQUB6oAADCpFW5jGn/mQZYCAAAAUFk0/gCYBtN8Bqb09HSNGjVKJSUlslr5swMAgJnR+DMfshQAAAAAT/CuAYBp0PgLPMuXL9f48eMVHx+vOXPmKDo62uiSAADAKeRI+s7t4yCjCoELWQoAAACAp2j8ATAFu6SvnONoSe0MrAXekZWVpccee0zXXHONnn32WUVERBhdEgAAOI2vVJrJYA5kKQAAAABVEWx0AQAgST9IynaOLxP39/NnNptNkhQbG6vXX39d5557riwW9igAAGa34syLoAaQpQAAAABUB1f8ATCFr9zGTPPpvwoKCpSSkqJnnnlGknTeeedxoAoAAD9B4894ZCkAAAAA1UXjD4ApcH8//3fo0CElJiZq/fr16tWrl9HlAAAADxyStMk5DjGwjtqMLAUAAADAG5jqE4DhHDre+KsvqZOBtaBqMjMzlZSUpPz8fM2dO1dt27Y1uiQAAOCBVSrNZJIUZmQhtRRZCgAAAIC30PgDYLhfJO11jntJCjKwFlTN0qVLFRQUpAULFiguLs7ocgAAgIfcp/mk8VfzyFIAAAAAvIWpPgEYjmk+/dehQ4ckSUlJSUpLS+NAFQAAfqqs8WcVjb+aRJYCAAAA4G1VavyVlJTo888/16uvvqq8vDxJ0u7du3XkyBGvFgegdnBv/F1mWBXw1OLFizV48GD9+uuvCg4OVmRkpNElAX6DLAXATLIk/eAcdxFnh9YUshQAAAAAX/B4qs8//vhDV111lTIzM3Xs2DFdeeWVql+/vmbOnKnCwkK98sorvqgTQAAra/yFS+pqZCGoFLvdrtTUVC1cuFDDhg1Ty5YtjS4J8CtkKQBms9Jt3MeoImoRshQAAAAAX/L4ZM67775bXbt21eHDh1WnTh3X49ddd52++OILrxYHIPBlSvrdOb5UTC1ldkVFRZoyZYoWLVqk5ORkJScny2rlugDAE2QpAGbjfn8/Gn++RZYCAAAA4GseX/G3Zs0aff311woNDS33eIsWLfTnn396rTAAtcNXbmPu72d+2dnZ2rx5s6ZPn65+/foZXQ7gl8hSAMymrPEXLKmXkYXUAmQpAAAAAL7mcePPbrfLZrOd9PiuXbtUv359rxQFoPZwv78fjT/z2rdvn+rUqaPY2FgtXbr0pIYFgMojSwEwk92SfnaOu0mqZ2AtgYwsBQAAAKCmeDynyJVXXqlZs2a5PrZYLDpy5IgefvhhXX311d6sDUAtUNb4C1bpVJ8wn4yMDN1+++166qmnJIkDVUA1kaUAmAnTfPoeWQoAAABATfL4ir/nnntOffr0Ufv27VVYWKhhw4YpIyND0dHReuutt3xRI4AAlSXpJ+e4q6S6BtaCiqWnpyslJUXNmzfX3XffbXQ5QEAgSwEwExp/vkWWAgAAAFDTPG78xcXFadOmTXr77be1YcMG2e12jRo1Srfccovq1KnjixoBBKg1bmOm+TSfjz76SFOnTlW3bt00Y8YMRUREGF0SEBDIUgDMpKzxFyopwchCAhBZCgAAAIARPG78rV69WgkJCRoxYoRGjBjherykpESrV6/W5Zdz+B5A5XB/P3PLzc3V1VdfrcmTJys42OM/FwBOgSwFwCz+kPSrc9xDEqceeBdZCgAAAIARPH730adPH+3Zs0exsbHlHs/JyVGfPn1ks9m8VhyAwFbW+LNI6mlkIXCx2Wxat26devbsqRtvvFEOh0MWi8XosoCAQpYCYBZM8+l9ZCkAAAAARrN6+oJTvXE5ePCg6tblDl0AKidH0ibnuJOkKMMqQZmCggKlpKQoOTlZO3fulCQOVAE+QJYCYBY0/ryLLAUAAADADCp9xd+QIUMklb5xuf322xUWFuZ6zmazafPmzUpI4K4QACrna0kO55hJ7Yx36NAhTZw4Ub/++quee+45nX322UaXBAQcshQAM3HoeOMvXFJ3A2sJBGQpAAAAAGZR6cZfgwYNJJWepV6/fn3VqXP8DhChoaG69NJLNWbMGO9XCCAgud/f7zLDqoAk7dmzR4mJiSooKNDcuXPVtm1bo0sCAhJZCoCZ/Cppp3PcS1LYaZbF6ZGlAAAAAJhJpRt/aWlpkqSWLVvq3nvvZSoqANVC4888oqKi1LFjR915552Ki4szuhwgYJGlAJjJl25jpvmsHrIUAAAAADOpdOOvzMMPP+yLOgDUIvmS1jvHF0hqYmAttdnq1at19tlnq1WrVnr00UeNLgeoNchSAMyA+/tVH1kKAAAAgBl53PiTpKVLl2rx4sXKzMxUUVFRuee+//57rxQGIHCtk1TiHHN/P2MsXrxYTz/9tG644Qbde++9RpcD1DpkKQBGcr+/X11JXQ2sxV+RpQAAAACYldXTF7zwwgsaMWKEYmNjtXHjRnXr1k2NGzfWr7/+qgEDBviiRgABxn2aTxp/Nctut+uFF17QzJkzddNNNyk5OdnokoBahywFwGg/S9rrHF8uKcTAWvwNWQoAAACA2Xnc+Js9e7bmzJmjl156SaGhobrvvvv02WefKSkpSTk5Ob6oEUCAofFnnBkzZuj1119XcnKykpOTZbV6/GcAQDWRpQAYjfv7VR1ZCgAAAIDZeTzVZ2ZmphISEiRJderUUV5eniTp1ltv1aWXXqqXXnrJuxUCCChFktY6xy0knWNgLbVRv3791K1bN/Xr18/oUoBaiywFwGjc36/qyFIAAAAAzM7j0xPPOussHTx4UJLUokULrVu3TpL022+/yeFweLc6AAHnO0mFzjFX+9WMffv26YUXXpDdbudAFWACZCkARrJLWukcN5DU2bhS/AZZCgAAAIA/8bjx17dvX/3nP/+RJI0aNUoTJ07UlVdeqRtvvFHXXXed1wsEEFi+chvT+PO9jIwMjRgxQp999pkOHDhgdDkARJYCYKwfJZUlgr9ICjKwFn9AlgIAAADgbzye6nPOnDmy2+2SpMTERDVq1Ehr1qzRwIEDlZiY6PUCAQQW7u9Xc9LT03Xvvffq7LPP1vPPP6/o6GijSwIgshQAY3F/v8ojSwEAAADwRx5f8We1WhUcfLxfeMMNN+iFF15QUlKS9u/f73EBs2fPVqtWrRQeHq4uXbroq6++Ou3yx44d0wMPPKAWLVooLCxM5513nubPn+/xdgHUPJukNc5xE0mtDawl0P30008aP368OnXqpLlz53KgCjARshQAI3F/v8ohSwEAAADwVx5f8VeRvXv36vHHH9drr72mgoKCSr/unXfe0YQJEzR79mz17NlTr776qgYMGKCtW7fqnHPOqfA1N9xwg/bt26d58+bp/PPPV1ZWlkpKSrzxaQDwsc2Scp3jyyVZDKwl0LVp00aTJ0/WNddcU67BAMCcyFIAaoJN0irnuLGkiwysxezIUgAAAAD8VaWv+MvOztYtt9yimJgYxcXFuW5uPmXKFJ177rlat26dx2eLP/vssxo1apRGjx6tdu3aadasWTr77LP18ssvV7j8xx9/rFWrVmn58uXq16+fWrZsqW7duikhIcGj7QIwhvs0n5cZVkXgstlsmjlzpr766itZrVYNHjyYA1WAiZClABjtf5KynePeqsL0LwGOLAUAAAAgEFT6vd7kyZO1evVq3XbbbWrUqJEmTpyov/3tb1qzZo0++ugjrV+/XjfffHOlN1xUVKQNGzaof//+5R7v37+/vvnmmwpf8+GHH6pr166aOXOmmjVrpjZt2ujee+/16Mx4AMbh/n6+U1BQoKlTp+q9995Tdna20eUAqABZCoDRuL/fqZGlAAAAAASKSp+++H//939KS0tTv379NG7cOJ1//vlq06aNZs2aVaUNHzhwQDabTU2aNCn3eJMmTbR3794KX/Prr79qzZo1Cg8P17Jly3TgwAGNGzdOhw4dOuUZ8seOHdOxY8dcH+fmlk40aLfbZbfbq1Q7fMdut8vhcLBvTOiM+2b7ElnWPiIV5Z1yHS9Kel6lU3zGSXJ4WsTRPbJIchzdI73a3NNXV8p3jiv1of0uFaquT9bvCwVHs7Vi6QzlHNyly6+9R6t3nq/Vs7cZXZY5OT6WwiXZgqSFh6u1qpz849/Bp/udxe81c6vJ/UKWQk3gd475GblvvrRYJEvpZOt/sdt1qkoszn8OSY5a8L106NAhTZgwQRkZGXr66afVq1cvfoZM5MTfa7Xt+9Ps+FkBAAAwn0o3/nbv3q327dtLks4991yFh4dr9OjR1S7AYil/ly+Hw3HSY2XsdrssFov+/e9/q0GDBpJKp7gaOnSoUlNTVadOnZNeM336dE2dOvWkx/fv36+ioqJq1w/vstvtysnJkcPhkNXK5ENmcqZ9E/3VgwrO/eW064irbhHOPovFYZeO/FndtVXow7A7tNd6rk/W7Svf/N9zysnNVY9hqap7VhvXFF6ogPufl6Met54rFGy1Kysr65TP83vN3HJycmpsW2Qp1AR+55iT3RYiySK7o/RvhhH7pkTSV7GxksWiGJtNjffv16n+esXY7QpS6ffT/tP8jQsUDz74oHbu3KkpU6a47n0K8zjx91qMzfn9aasd359mV5NZCgAAAJVT6caf3W5XSEiI6+OgoCDVrVv1K2Kio6MVFBR00hnpWVlZJ525XqZp06Zq1qyZ60CVJLVr104Oh0O7du1S69atT3rN/fffr+TkZNfHubm5OvvssxUTE6OoqKgq1w/fKDsgGRMTw8EqkznTvrHYS6eJc1isUt2mJz1/VMfvKdNAUr2qFGHZI4vspduod/I2vKHQVvr7xSKbGuiAT7bhLQ67XRarVZf1HyaLLKoXFSlpn9Fl+QGLFBYpBZ/c4PBUeIhFgy4JV2xs6CmX4feauYWGnnrfeRtZCjWB3znmZA3KkeSQ1WJVbGysIfvmW0lHnNvta7WqSWzsKZe1OJezWkvrDVR2u11Wq1UPP/ywHA6HQkJC+NkxoRN/r1mCnN+fQYH9/ekvajJLAQAAoHIq3fhzOBy6/fbbFRYWJkkqLCxUYmLiSQes3nvvvUqtLzQ0VF26dNFnn32m6667zvX4Z599psGDB1f4mp49e2rJkiU6cuSI6tUrbRts375dVqtVzZtXPO1fWFiYq2Z3VquVN3QmZbFY2D8mVZl9Y6nbVLpj10mP3yHpTed4naTuVSng0eZS9p+n3IZXLDwsHXWoQd1gPXVbO99swwtWrVqltLQ0vfTSS6pXr53s9tIrCIw6mIjT4/eaedXkPiFLoabwO8fcjNo3K93GfS0WWU9xZbA7i443AQONe5Y6++yzXVmKnx1zquj3WiB/f/oTfl4AAADMp9IJ7bbbblNsbKwaNGigBg0a6B//+Ifi4uJcH5f980RycrJee+01zZ8/X9u2bdPEiROVmZmpxMRESaVnmA8fPty1/LBhw9S4cWONGDFCW7du1erVq5WSkqKRI0dWODUVAHNwSFrlHEdIutjAWgLB4sWLlZKSotjYWM6wBfwIWQqAkVa4jfsYVoU5kKUAAAAABLJKX/GXlpbm9Y3feOONOnjwoKZNm6Y9e/aoQ4cOWr58uVq0aCFJ2rNnjzIzM13L16tXT5999pnGjx+vrl27qnHjxrrhhhv02GOPeb02AN7zu6SyO/IlSAo59aI4DbvdrtTUVC1cuFDDhg3ThAkTOMMW8CNkKQBGKZL0tXPcTNL5BtZiJLIUAAAAgNqg0o0/Xxk3bpzGjRtX4XMLFiw46bG2bdvqs88+83FVALxptdv4csOq8H9btmzR66+/ruTkZA0bNszocgCYBFkKwJmkS8p3jvuqdIrE2ogsBQAAAKA2MLzxByDwfeU2pvHnucLCQoWFhalTp05aunSpzjnnHKNLAgAAfuRLt3FtnOaTLAUAAACgNmFeEwA+V3bFX6ikbkYW4of27dun4cOH680335QkDlQBAACP1eb7+5GlAAAAANQ2NP4A+NQeSRnOcTdJdQysxd9kZGTo9ttvV0FBgRISEowuBwAA+KFCSWud45bOf7UFWQoAAABAbUTjD4BPuU/zeZlhVfif9PR0jRo1So0aNVJaWppatWpldEkAAMAPrZV0zDnua2QhNYwsBQAAAKC2qlLj7/XXX1fPnj0VFxenP/74Q5I0a9YsffDBB14tDoD/W+025v5+lffWW2+pU6dOmjt3rqKjo40uB4CXkaUA1JTaen8/shQAAACA2srjxt/LL7+s5ORkXX311crOzpbNZpMkRUVFadasWd6uD4CfK2v8WSUxwdLpORwOZWVlSZIef/xxPffcc4qIiDC4KgDeRpYCUJNq0/39yFIAAAAAUIXG34svvqi5c+fqgQceUFBQkOvxrl27asuWLV4tDoB/OySp7LdCZ0mRBtZidjabTTNmzNCwYcOUm5uriIgIBQcHG10WAB8gSwGoKUclpTvHrSU1M7AWXyNLAQAAAEApj98J/fbbb+rcufNJj4eFheno0aNeKQpAYFjjNmaaz1MrKCjQ5MmT9fXXX+vBBx9UZCQtUiCQkaUA1JSvJRU7x4F8fz+yFAAAAAAc5/EVf61atdKmTZtOevyjjz5S+/btvVETgADB/f3O7NChQ7rjjjv03XffadasWRo0aJDRJQHwMbIUgJpSG+7vR5YCAAAAgPI8vuIvJSVFd911lwoLC+VwOJSenq633npL06dP12uvveaLGgH4KffGXy/DqjC3/fv3Ky8vT3PnzlXbtm2NLgdADSBLAagp7vf3621UET5GlgIAAACA8jxu/I0YMUIlJSW67777lJ+fr2HDhqlZs2Z6/vnnddNNN/miRgB+KE/S987xhZKiDazFjLZv366WLVvqggsu0NKlS8vd5wtAYCNLAagJuZI2OMftJTUxsBZfIEsBAAAAQMU8nupTksaMGaM//vhDWVlZ2rt3r3bu3KlRo0Z5uzYAfmytJJtzzDSf5a1atUojRozQokWLJIkDVUAtRJYC4Gtf6XgWC7T7+5GlAAAAAODUPG78TZ06VTt27JAkRUdHKzY21utFAfB/X7mNafwdt3jxYqWkpKhnz54aPny40eUAMABZCkBNCNT7+5GlAAAAAOD0PG78vfvuu2rTpo0uvfRSvfTSS9q/f78v6gLg59zv73eZYVWYh8Ph0IsvvqiZM2fqpptu0owZMxQaGmp0WQAMQJYCUBPK7u9nkfQXIwvxErIUAAAAAFSOx42/zZs3a/Pmzerbt6+effZZNWvWTFdffbXefPNN5efn+6JGAH6mUNK3zvF5kpoZWItZWCwW2e12JScnKzk5WVZrlWZaBhAAyFIAfO2QpE3OcUdJjY0rxWvIUgAAAABQOVV6t3ThhRfqiSee0K+//qoVK1aoVatWmjBhgs466yxv1wfAD62XdMw5ru1X++Xl5enrr7+WJN19990aNmyYwRUBMAOyFABfWi3J4Rz7+/39yFIAAAAA4Jng6q6gbt26qlOnjkJDQ5WXl+eNmgD4OfdpPmvz/f327dun8ePHKzs7W++//74iIiKMLgmACZGlAHhboNzfjywFAAAAAJ6r0hV/v/32mx5//HG1b99eXbt21ffff69HHnlEe/fu9XZ9APwQjT8pIyNDt99+uwoKCvTqq69yoApAOWQpAL5Udn8/q/w3i5GlAAAAAKBqPL7ir0ePHkpPT9dFF12kESNGaNiwYWrWjDt4ASjlkPS1cxwn6VwDazHK5s2b9c9//lNnn322nn/+eUVHRxtdEgATIUsB8KX9kn5wji+W1MDAWqqKLAUAAAAAVedx469Pnz567bXXdOGFF/qiHgB+rljSUef4ckkWA2sxSvPmzdW/f38lJydzdjqAk5ClAPjSSrexv97fjywFAAAAAFXncePviSee8EUdAALEMbexv04tVRUOh0NLlixR3759FR0drQcffNDokgCYFFkKgC/56/39yFIAAAAA4B2VavwlJyfr0UcfVd26dZWcnHzaZZ999lmvFAbAP9XGxp/NZtPMmTP17rvvKiQkRNddd53RJQEwGbIUgJpSdn+/YEm9jCzEA2QpAAAAAPCeSjX+Nm7cqOLiYtcYAE6lyPl/Y0ntjCykhhQUFOiBBx7QmjVr9NBDD2nw4MFGlwTAhMhSAGrCbkk/O8eXSKpnYC2VRZYCAAAAAO+qVONvxYoVFY4B4ER25/+XSbIaWUgNsNvt+uc//6nt27dr1qxZSkhIMLokACZFlgJQE1a6jf3h/n5kKQAAAADwPo+Py48cOVJ5eXknPX706FGNHDnSK0UB8H+1YZpPq9WqG2+8UXPnzuVAFYBKI0sB8BV/u78fWQoAAAAAvM/jxt/ChQtVUFBw0uMFBQVatGiRV4oC4P8CufG3ZcsWvfrqq5Kk/v37q23btgZXBMCfkKUA+ErZ9cShkszcRiNLAQAAAIDvVLrxl5ubq5ycHDkcDuXl5Sk3N9f17/Dhw1q+fLliY2N9WSsAE3O4jetJ6mRUIT62atUq3XHHHUpPT1dRUdGZXwAATmQpAL6UKelX5/hSSXUMrOV0yFIAAAAA4FuVusefJEVFRclischisahNmzYnPW+xWDR16lSvFgfAf9h0/BdKT3nwy8WPLF68WE8//bR69+6txx57TKGhoUaXBMCPkKUA+JL73UPNen8/shQAAAAA+F6lj82vWLFCDodDffv21bvvvqtGjRq5ngsNDVWLFi0UFxfnkyIBmN8xHf+FEojTfH766aeaOXOmhg0bpgkTJshq9XimZAC1HFkKgC+Z/f5+ZCkAAAAAqBmVbvz95S9/kST99ttvOuecc2SxWHxWFAD/c0xSXec4EBt/vXv31hNPPKH+/fsbXQoAP0WWAuArDh2/4i9cUncDazkVshQAAAAA1IxKNf42b96sDh06yGq1KicnR1u2bDnlsh07dvRacQD8xzG38SWGVeFdeXl5evjhhzV69Gi1b9+eA1UAqowsBcCXfpW00znuKSnMwFrckaUAAAAAoOZVqvEXHx+vvXv3KjY2VvHx8bJYLHI4HCctZ7FYZLPZvF4kAHPbKansupUwmedgU3UczcnS6NFTtH//fhUVFRldDgA/R5YC4EtmvL/fvn37lJSURJYCAAAAgBpWqcbfb7/9ppiYGNcYANx9pePTe4YaWYiX5GTt0HfLJuvCc8I1b948tWrVyuiSAPg5shQAXzLb/f0yMjJ09913KygoiCwFAAAAADWsUo2/Fi1aVDgGAElareONP3+/2s9utyl92cOKiIhSWtrLio6ONrokAAGALAXAV9zv71dXUlcDa5Ekm82mlJQUNWzYUM8//zxZCgAAAABqmNXTFyxcuFD/93//5/r4vvvuU1RUlBISEvTHH394tTgA/mG129ifr/iz2+2yWoPU7bpp6j9iFgeqAPgEWQqAN/0saa9zfJmkEANrsdvtCgoK0tNPP625c+eSpQAAAADAAB43/p544gnVqVNHkrR27Vq99NJLmjlzpqKjozVx4kSvFwjA3LIkbXP72ONfKibgcDiUlpam8ePHy24rUYPYcxUSFmF0WQACFFkKgDeZ4f5+7lmqpKRE559/viIiyFIAAAAAYIRKTfXpbufOnTr//PMlSe+//76GDh2qsWPHqmfPnurdu7e36wNgcmuMLqCabDabZs6cqXfffVdjx47VdmuQ0SUBCHBkKQDeZPT9/U7MUkFBZCkAAAAAMJLHF+fUq1dPBw8elCR9+umn6tevnyQpPDxcBQUF3q0OgOmtPvMiplVQUKCUlBQtW7ZMDz30kMaOHSuLxWJ0WQACHFkKgLfYJa10jhtI6lzD2ydLAQAAAID5eHzF35VXXqnRo0erc+fO2r59u6655hpJ0o8//qiWLVt6uz4AJveV0QVUwxdffKH169dr1qxZSkhIMLocALUEWQpG++6XIn2Qnq/CYofPttEx/X31XzZdYYVHfLYNfzLZ+aW2WCTLFO9NjG6TtNE5DpfktWvt9uyp1GJ+m6V+XiJ9M0UqynM9ZJEUY7PLEuSPE9cHtpP2zdHKfX8CAAAAtZXHjb/U1FQ9+OCD2rlzp9599101btxYkrRhwwbdfPPNXi8QgHnlSNrkHIcYWIenjhw5onr16umaa65R165dddZZZxldEoBahCwFo32Qnq+92XafbqPfu9PVZF+GT7fhtw57b1Uhkpp7b3Unq1+/wof9Pkt9M0U69FO5hyzyYuMUXnXKfRNa8fcnAAAAUNt53PiLiorSSy+9dNLjU6dO9UpBAPzHNyqdYkqSQo0sxANbtmxRcnKyJk+erD59+vjfgSoAfo8sBaOVXelnsUgNInwzLWOdotIr/ewWq3KjmvhkG/7GIovCQhwKC7HKW1/1A5IKneNYeTmP1a8vPfroSQ8HRJYqu9LPYpXqNpUkOSTZbXZZg7y3f+AdFe6b0PpSz5O/PwEAAABUofEnSdnZ2Zo3b562bdsmi8Widu3aadSoUWrQoIG36wNgYu739wszrIrKW7Vqle6//361a9dOXbp0MbocALUYWQpm0CDCoqdua+iblT9glQ5L1rimitq1yzfb8DN2u11ZWVmKjY2VxVr96SRtklpLypbUWFJWtdd4ZgGXpeo2le4o/f502O3a78X9A+9h3wAAAACe8Tg1f/fddzrvvPP03HPP6dChQzpw4ICee+45nXfeefr+++99USMAk/Knxt/ixYuVkpKiXr166eWXX1ZkZKTRJQGopchSALzhfypt+knSX1SFN3YeIksBAAAAgH/w+Iq/iRMnatCgQZo7d66Cg0tfXlJSotGjR2vChAlavXr1GdYAIBDkS1rvHLeRue+JUlRUpPfff1833XSTJkyYICtnCgMwEFkKgDescBv39fG2yFIAAAAA4D88bvx999135Q5USVJwcLDuu+8+de3a1avFATCvbyUVO8eXG1nIaRQVFSk7O1uxsbF67bXXFBERYXRJAECWAuAVX7qN+/hoG2QpAAAAAPA/Hp+qGRkZqczMzJMe37lzp+rXr++VogCYn/v1KGZs/OXl5SkpKUn//Oc/ZbfbOVAFwDTIUgCqq0TSV85xE0ntfLANshQAAAAA+CePG3833nijRo0apXfeeUc7d+7Url279Pbbb2v06NG6+eabfVEjABMyc+Nv3759Gj16tLZv367777+f6agAmApZCkB1bZCU5xz3lmTx8vrJUgAAAADgvzye6vPpp5+WxWLR8OHDVVJSIkkKCQnRnXfeqRkzZni9QADmUyRprXN8jqQWBtZyooyMDN19990KCgrSvHnz1KpVK6NLAoByyFIAqsuX9/cjSwEAAACAf/O48RcaGqrnn39e06dP144dO+RwOHT++ecz9QtQi2yQVOAcm+1qv/379ys6OlrPPvusoqOjjS4HAE5ClgJQXb68vx9ZCgAAAAD8W6XnbMnPz9ddd92lZs2aKTY2VqNHj1bTpk3VsWNHDlQBtYwZp/n8/vvvZbfblZCQoAULFnCgCoDpkKUAeEORpK+d42aSzvfSeslSAAAAABAYKt34e/jhh7VgwQJdc801uummm/TZZ5/pzjvv9GVtAEzqK7fxZYZVUcrhcCgtLU1jx47Vl1+Wnv/OfWgAmBFZCoA3pEvKd477qPr39yNLAQAAAEBgqfRUn++9957mzZunm266SZL0j3/8Qz179pTNZlNQUJDPCgRgLjZJa5zjGEkXGFmLzaaZM2fq3Xff1dixY3XFFVcYWA0AnB5ZCoA3ePP+fmQpAAAAAAg8lW787dy5U5dddvzanm7duik4OFi7d+/W2Wef7ZPiAJjPFkk5zvHlqv5Z5lV17NgxTZo0SV9//bUeeughDR482KBKAKByyFIAvMFb9/cjSwEAAABAYKp0489msyk0NLT8i4ODVVJS4vWiAJiX+zSfRt7fLyQkRFFRUZo1a5YSEhIMrAQAKocsBaC6CiWtdY5bOv9VFVkKAAAAAAJTpRt/DodDt99+u8LCwlyPFRYWKjExUXXr1nU99t5773m3QgCmstpy/Bo/Ixp/mZL2FxWpi9Wqhx9+2IAKAKBqyFIAqmutpGPOcVWv9svMzNT+/fvVpUsXshQAAAAABKBKN/5uu+22kx77xz/+4dViAJibQ8ev+Gsg6aIa3v6W4mJNlBR35IgWOhyyWIyaaBQAPEeWAlBd1b2/35YtWzRx4kTFxcVp4cKFZCkAAAAACECVbvylpaX5sg4AfuCXoCDtdx4g6iUpqAa3vWrVKk3OzlZbSc9FRXGgCoDfIUsBqK7q3N9v1apVmjx5stq2bavnnnuOLAUAAAAAAcpqdAEA/Mc6t3tT1eQ0n//3f/+nlJQU9QoN1cuSIq386gIAALXLUUnpznFrSc08eK0rS/XqpZdfflmRkZHeLxAAAAAAYAocPQdQaUY1/jp06KDbb79d0yMjFXrmxQEAAALO15KKnWNPr/ZzZanp0xUaSpoCAAAAgEBG4w9ApTh0vPEXIeliH2+vuLhYc+bMUX5+vlq0aKFx48bJypRUAACglvL0/n4VZilmTQAAAACAgMc7PwCV8oek3UGld/XrIfn0yru8vDyNHz9eCxYs0E8//eTDLQEAAPgH9/v79T7DsmQpAAAAAKi9go0uAIB/WO029uU0n/v27VNSUpL279+v1NRUde7c2YdbAwAAML9cSRuc4/aSmpxmWbIUAAAAANRuVbri7/XXX1fPnj0VFxenP/74Q5I0a9YsffDBB14tDoB5fOU2zeZlPtrGkSNHNGLECOXn52vevHkcqAIQsMhSADzxlSSbc3y6+/uRpQAAAAAAHjf+Xn75ZSUnJ+vqq69Wdna2bLbSt6BRUVGaNWuWt+sDYBJrnP+HOBzq7qNt1KtXT3fccYfS0tLUqlUrH20FAIxFlgLgqcre348sBQAAAADwuPH34osvau7cuXrggQcU5LzflyR17dpVW7Zs8WpxAMxhr6Ttziv+LpEU4eX1L1++XG+//bYkafDgwYqOjvbyFgDAPMhSADxVdn8/i6S/VPA8WQoAAAAAUMbjxt9vv/1W4ZQxYWFhOnr0qFeKAmAuX7mNvTnNp8PhUFpamqZMmaKMjAw5HA4vrh0AzIksBcAThyRtco47Smrs9hxZCgAAAABwomBPX9CqVStt2rRJLVq0KPf4Rx99pPbt23utMADmsdptfJnDIbnd76+qbDabZs6cqXfffVdjx47VmDFjZPHCegHA7MhSADyxWlJZO8/9/n5kKQAAAABARTxu/KWkpOiuu+5SYWGhHA6H0tPT9dZbb2n69Ol67bXXfFEjAIOVNf6sDocSvLTO1157TcuWLdOUKVM0aNAgL60VAMyPLAXAE6e6vx9ZCgAAAABQEY8bfyNGjFBJSYnuu+8+5efna9iwYWrWrJmef/553XTTTb6oEYCBDkkqu+PUhSUlauB2P6qqcDgcslgsGjZsmLp06aKuXbtWu0YA8CdkKQCeKLu/n1XS5SJLAQAAAABOz+N7/EnSmDFj9McffygrK0t79+7Vzp07NWrUKG/XBsAEvtbx6aUuLSqq1royMzM1evRo7d69W/Xr1+dAFYBaiywFoDL2S/rBOb5YUg5ZCgAAAABwBh5f8ecuOjraW3UAMCn3+/tdWlQk1alTpfVs2bJFEydOVIMGDbxTGAAEALIUgNNZ6TbusGWLRpKlAAAAAABn4HHjr1WrVqe9afyvv/5arYIAmIt7469bFa/4W7VqlSZPnqy2bdvqueeeU2RkpHeKAwA/RJYCUFmu+/utWqX0yZN1KVkKAAAAAHAGHjf+JkyYUO7j4uJibdy4UR9//LFSUlK8VRcAEzgiaYNz3N7hULTDcbrFK5Sdna2HHnpIvXr10qOPPqrQ0FCv1ggA/oYsBaCyvpSk7GzpoYfUv1cvPUmWAgAAAACcgceNv7vvvrvCx1NTU/Xdd99VuyAA5rFWks057uXha+12uxwOh6KiojRv3jydd955slqrdFtRAAgoZCkAlbHLbtfPDocUFaX4efP0DFkKAAAAAFAJXnvnOGDAAL377rveWh0AE3Cf5vMyD672Kyoq0pQpU/T4449Lklq3bs2BKgA4A7IUgDJFRUX655QpkjNLXU2WAgAAAABUktfePS5dulSNGjXy1uoAmEC5xl8lX5NXaFdSUpK+/PJLJSQk+KIsAAhIZCkAkpSXl6ekpCSt/fJLyZml+hpcEwAAAADAf3g81Wfnzp1lsVhcHzscDu3du1f79+/X7NmzvVocAOMck/Stc9xK0tmSss7wmn150vj/ZOtAg+1KTU1V586dfVojAPgjshSAU9m3b5/Gjx+vAwcOKCQ1VercWaGSOJUKAAAAAFBZHjf+rr322nIfW61WxcTEqHfv3mrbtq236gJgsPUqbf5J0uWVfM27m6WCYofmzZunVq1a+agyAPBvZCkAp/Luu++qoKBA0+bN02XOLHWppDrGlgUAAAAA8CMeNf5KSkrUsmVL/fWvf9VZZ53lq5oAmID7NJ9navzl5OSogaTEHtLNvRqqIU0/AKgQWQpARXJyctSgQQMlJibq5ptv1ocNG7qe62NgXQAAAAAA/+PRPf6Cg4N155136tixY2deGIBfq2zjb/ny5Ro4cKC27SmW1So1rOu1W4cCQMAhSwE4kStLbdsmq9Wqhg0baoXb8zT+AAAAAACe8PgIfffu3bVx40Zf1ALAJEokfe0cN5V0XgXLOBwOpaWlacqUKerXr59ax3o8czAA1EpkKQBSBVmqdevSxyV96VwmXKVTfQIAAAAAUFkeN/7GjRune+65Ry+99JLWrl2rzZs3l/vnqdmzZ6tVq1YKDw9Xly5d9NVXX1XqdV9//bWCg4MVHx/v8TYBnN4mSUec48slWU543mazacaMGUpNTdXYsWP10EMPKTjoxKUAABUhSwGoMEsFl55E9auknc7lekoKM6pIAAAAAIBfqvQlOiNHjtSsWbN04403SpKSkpJcz1ksFjkcDlksFtlstkpv/J133tGECRM0e/Zs9ezZU6+++qoGDBigrVu36pxzzjnl63JycjR8+HBdccUV2rdvX6W3B6ByzjTNZ05OjtauXaspU6Zo0KBBNVUWAPg1shSAMqfLUkzzCQAAAACojko3/hYuXKgZM2bot99+89rGn332WY0aNUqjR4+WJM2aNUuffPKJXn75ZU2fPv2Ur7vjjjs0bNgwBQUF6f333/daPYC7w5JWSqr84dfA8Z7b2L3xl52drZCQEDVu3FhLly5VaGhoTZcGAH6LLAWgMlmKxh8AAAAAoDoq3fhzOBySpBYtWnhlw0VFRdqwYYMmTZpU7vH+/fvrm2++OeXr0tLStGPHDr3xxht67LHHzridY8eO6dixY66Pc3NzJUl2u112u72K1Xvfhh1F+nB9oQqLHUaXYji7LUTWoJzTLtMx/X31XzZdYYVHTrtcdThU8dVup2ORQ1aH/+/Dfid8nC1pp92mSfl5ahUUpMfq1Jck5ZdbyiEpVlKJdH+cT+qKzN4nq6TsfLseX3jYJ9vIyT++/8z0O+JM7Ha7HA6HX9VcW7BvzK0m9wtZCjXB0985vtqHFuc/hyQH3yeSpN9//10TJkxQu3bt9Mwzzyg4OPikr79D0pcWi2SxqK7DoS4Oh/jqeV9F35/8vTYv9o25sV8AAADMp9KNP6l0GipvOXDggGw2m5o0aVLu8SZNmmjv3r0VviYjI0OTJk3SV1995boHxplMnz5dU6dOPenx/fv3q6ioyPPCfeS9dSE6kMc90kqVvQ0/tX7vTleTfRk1Uw60RdJESQ0kTS6Roo7ln+EVvlUQWk/ZR33bYA222pWVleXTbXiT3W5XTk6OHA6HrFaPb98KH2LfmFtOzulPNPE2shR8rTK/c+y2EEkW2W2++1sXY7cryFnPfj/6e+or27Zt05QpU1SnTh3deuutp/y6ZwQFaW9MjCSpW1GRDh/2zYlOtV2Mzfn9aTv+/cnfa/Ni35hbTWcpAAAAnJlHjb82bdqc8YDVoUOHPCrgxPWV3d/mRDabTcOGDdPUqVPVpk2bSq///vvvV3Jysuvj3NxcnX322YqJiVFUVJRHtfpSiT1HkkMWi9QgonY3AO02u6xBp39DV6eo9Eo/u8Wq3Kgmp122qsqm+Cw7I7gyLA67jjctA2M/fl1SpGkFR9QmKEiP16mvCItV2ad7gcWTr5jnjoXX02dDJiuqru+2ER5i0aBLwhUb6z9TmdrtdlksFsXExHBAxGTYN+ZW01MWk6Xga5X5nVM6s4JD1iCrYmNjfVKHxbltq9V32/AXq1at0oMPPqg2bdro/vvv17nnnnvKffOu2/ivISG1/mvnKxbnew33nwH+XpsX+8bcuP0DAACA+XjU+Js6daoaNGjglQ1HR0crKCjopDPSs7KyTjpzXZLy8vL03XffaePGjfrnP/8p6fiUH8HBwfr000/Vt2/fk14XFhamsLCwkx63Wq2mfNPQIMKip25raHQZhrHbS888j42NPf3+ecAqHZascU0VtWuX1+tYKynBOZ4g6bnKvvDV5tKRP6V6zaQ7vF+XEYqWLVPvdes0depUZWdnK/JM+6YGDDd06+ZlsVhM+7uttmPfmFdN7xOyFGqCJ79zfL0PLTreBKytsrOz1atXL1eWOt2+WeU27mu1qnZ/5XzvxO9P/l6bF/vGvNgnAAAA5uNR4++mm27y2lmnoaGh6tKliz777DNdd911rsc/++wzDR48+KTlIyMjtWXLlnKPzZ49W19++aWWLl2qVq1aeaUuQJIK3MZ1DKvCOHa7XevWrVNCQoKuu+46XXvtta57UwEAqo4sBdQOVclSdkkrnOMGkjr7ukgAAAAAQECqdOPPm/ekKZOcnKxbb71VXbt2VY8ePTRnzhxlZmYqMTFRUunUUn/++acWLVokq9WqDh06lHt9bGyswsPDT3ocqK7a3PgrKirStGnT9Mknn+jNN99U69atZbFYaPwBQDWRpYDaoapZ6kdJB5zjy+XhGZoAAAAAADhV+v2kLw7633jjjTp48KCmTZumPXv2qEOHDlq+fLlatGghSdqzZ48yMzO9vl3gTArdxrWp8ZeXl6eUlBRt3rxZ06dPV+vWrY0uCQACBlkKCHzVyVIr3MZ9vF8aAAAAAKCWqHTjz263+6SAcePGady4cRU+t2DBgtO+9pFHHtEjjzzi/aJQ69XGK/4OHjyocePGaf/+/UpNTVXnzkwwBQDeRJYCAlt1sxSNPwAAAACAN3AXZqACtbHxV69ePZ1//vmaN28eTT8AAAAPVSdL2SStdI4bSero5doAAAAAALUHt44AKuDe+As3rIqasX79ejVo0EBt2rTR448/bnQ5AAAAfsUbWep/krKd497i7EwAAAAAQNXxnhKoQG254m/58uUaP3683nrrLaNLAQAA8DveylJM8wkAAAAA8Bau+AMqEOiNP4fDoQULFig1NVWDBg3S5MmTjS4JAADAb3g7S9H4AwAAAAB4C40/oAKB3vh76aWXtHDhQo0dO1ZjxoyRxWIxuiQAAAC/4c0sVSJptXMcK6m9NwoEAAAAANRaNP6AChS6jQOx8XfZZZepRYsWGjRokNGlAAAA+B1vZqkNkvKc4z6SOB0LAAAAAFAd3OMPqEAgXvF36NAhvfDCC7LZbIqPj6fpBwAA4AFfZSmm+QQAAAAAeBONP6AC7o2/cMOq8J7MzEyNHDlS//3vf7V3716jywEAAPArvsxSNP4AAAAAAN5E4w+oQCBd8bdlyxaNHDlSQUFBWrBggZo1a2Z0SQAAAH7Dl1mqSNIa57iZpNZeWzMAAAAAoLai8QdUIFAaf7///rvuuOMOtWjRQmlpaYqLizO6JAAAAL/h6yyVLinfOeb+fgAAAAAAbwg2ugDAjAKl8deiRQvde++9+tvf/qbQ0FCjywEAAPArvs5STPMJAAAAAPA2rvgDKlDoNva3e/zZ7Xa99NJL+vLLL2WxWDRkyBCafgAAAJVUk1mKxh8AAAAAwNto/AEVKLviL0z+9UNSVFSkKVOmaMGCBcrKyjK6HAAAAL9Sk1mqUNI3znFLSa18ujUAAAAAQG3BVJ9ABcoaf/40zWdeXp5SUlK0efNmzZgxQ/369TO6JAAAAL9R01lqraRjzjFX+wEAAAAAvIXGH1CBssafP03z+fjjj2v79u1KTU1V586djS4HAADAr9R0lmKaTwAAAACAL9D4AyrgT1f8ORwOWSwWTZgwQQUFBWrViomiAAAAKsuoLEXjDwAAAADgC/50+zKgxvhL4y89PV0jRoxQbm6uzjrrLJp+AAAAHjAqSx2V9K1z3FpS8xrZKgAAAACgNqDxB1TAHxp/y5cvV1JSkurXr6/gYC7eBQAA8ISRWeprScXOMVf7AQAAAAC8iW4BcIISSTbn2IyNP4fDoQULFig1NVWDBg3S5MmTafwBAABUkhmyFNN8AgAAAAB8hW4BcIICt7EZG38ZGRl6+eWXNXbsWI0ZM0YWi8XokgAAAPyGGbKUe+Ovd41vHQAAAAAQyGj8ASdwb/yFG1bFyYqKihQSEqI2bdronXfe4X5+AAAAHjBLlsqV9J1z3F7SWYZUAQAAAAAIVNzjDziBGa/4O3TokEaPHq358+dLEk0/AAAAD5gpS32l49PKM80nAAAAAMDbuOIPOIHZGn+ZmZlKSkpSfn6+EhISjC4HAADAr5gtS610m1qUxh8AAAAAwNu44g84gZkaf1u2bNHIkSMVFBSkBQsWqF27dgZXBAAA4D/MmKVWuo3/YlQRAAAAAICAReMPOEGh29joxt9bb72lFi1aKC0tTXFxcQZXAwAA4F/MlqUOWyza6Bx3khRtZDEAAAAAgIDEVJ/ACcxwxd+BAwcUHR2tKVOmyGq1KjQ01KBKAAAA/I9Zs9S60FA5nFN9Ms0nAAAAAMAXuOIPOIF74y+8hrdtt9v14osv6u9//7sOHjyo8PBw0xyoAgAAMDuzZ6mv3Wqh8QcAAAAA8AWu+ANOYNQVf0VFRZo2bZo++eQTTZw4UY0bN67BrQMAAPg3f8hS3zgbf1ZJlxtbCgAAAAAgQNH4A05gROMvLy9PKSkp2rx5s6ZPn65+/frV0JYBAAD8nz9kqf2StoWESJIulhRlZDEAAAAAgIBF4w84gRGNv/3792v37t1KTU1V586da2irAAAAgcEfstRKtzHTfAIAAAAAfIXGH3CCmmz8/fbbb4qLi9O5556r9957T8HB/EgCAABUlj9lqZUWi2tM4w8AAAAA4CtWowsAzKbQbezLxl96erpuv/12vfrqq5Jk6gNVAAAAZuNvWWql8/8gh0O9jCwEAAAAABDQaPwBJ3C/4i/cR9tYvny5xo8fr44dO2r06NE+2goAAEBg8rcstVvST84r/rpJqm9oNQAAAACAQGbu02IBA/h6qs+0tDSlpqZq0KBBmjx5sunPTgcAADATf8xSK93GvQ2qAQAAAABQO5j/XTJQw3zd+CsoKNDYsWM1ZswYWdzu9QIAAIAz88cstcJt3NvhkPykbgAAAACA/6HxB5zAF42/goICbdy4UQkJCbrzzjv95iAVAACAGfh7lipr/IU4HEowtBIAAAAAQKCj8QecwNuNv0OHDmnixIn6/fff9eGHH6pBgwZeWCsAAEDt4O9ZKlPSDue4S3GxIvxgalIAAAAAgP/iXSdwgkK3cXUbf5mZmUpKSlJ+fr5eeeUVvztQBQAAYKRAyFLu03z2LCqSaPwBAAAAAHzIanQBgNl464q/7du3a+TIkQoKCtKCBQvUrl276pYGAABQawRKlnJv/CUcO2ZYHQAAAACA2oHGH3AC98ZfeDXWExsbq549eyotLU1xcXHVLQsAAKBWCYQs5dDxxl+4w6EuxcVGlgMAAAAAqAVo/AEnqG7j78Mfpaxcm6KiojR16lRFRkZ6qzQAAICA9+GHHyorKysgstSvKr3HnyT1lBRmYC0AAAAAgNqBxh9wgrLGX5g8+wGx2+16ccURTftM+nQb0zgBAAB4wm6368UXX9S0adP06aefGl2OV7hP89nb4TCsDgAAAABA7cGd5YETlDX+PLm/X1FRkaZNm6ZP1uUr+XJpWPcIX5QGAAAQkFxZ6pNPlJycrGHDhhldkleUa/wZVQQAAAAAoFah8QecwNPGn8Ph0L333qvvvvtO06+NVL+zD/qqNAAAgIBTLktNn65+/foZXZJXuN/fr66kSyQdNq4cAAAAAEAtQeMPOEGh8//KNv4sFouuvfZajRgxQp3TB0pHfFUZAABA4CmXpTp3Nrocr/lZ0h7n+DJJIQbWAgAAAACoPbjHH3CCsiv+ws+wXEZGhmbPni2Hw6G+ffsG1IEqAAAAXwv0LOU+zWcfw6oAAAAAANQ2NP6AE1Rmqs/09HSNHj1aX3/9tQoKCk6zJAAAAE5UG7IUjT8AAAAAgBFo/AFuiiXZnONTNf6WL1+upKQkdezYUXPnzlVEREQNVQcAAOD/akOWskta6RxHSgqsaxkBAAAAAGZG4w9w436+eUWNv6+//lpTpkzR1Vdfreeeey4gD1QBAAD4Sm3JUj9K2u8c/0XcWB0AAAAAUHN4Dwq4OVPjr3v37po2bZoGDBggi8VSU2UBAAAEhNqSpZjmEwAAAABgFK74A9wUuo3LGn8FBQW6//77tXnzZgUHB+vqq68O6ANVAAAA3lQbsxSNPwAAAACAUWj8AW7cr/gLl3To0CElJiZqzZo1Onr0qFFlAQAA+KVDdnuty1I2Sauc40aSOhpYCwAAAACg9mGqT8CNe+PPtnOnRo4fr/z8fM2ZM0ft2rUzrC4AAAB/s1PS+MOHlb9nT63KUv+TdNg57i3OtAQAAAAA1Cwaf4AbV+PPbtf6++7ThUFBWrBggeLi4owsCwAAwK/YHQ7dJylIqnVZimk+AQAAAABGovEHuCmQJLtdslrV9/HHNSM6WpGRkUaXBQAA4DfsdrusFoselxTdsKEia1HTT6LxBwAAAAAwFjPPAG4+XbxYuvNOqahIceeeS9MPAADAA4sXL9add96pIodD50qKtNautxslklY7x7GS2htYCwAAAACgdqpd78SBU7Db7XrxxRe1dOZMqU0bKThYdYwuCgAAwE+UZamZM2eqTZs2tXZakQ2S8pzjPpIsBtYCAAAAAKidaPyh1isqKtKUKVO0cOFC9U9Olu65R7JaFW50YQAAAH7APUslJyfrnnvukdVSO1teTPMJAAAAADBabT0ZF3BZs2aNvvzyS82YMUO/9uvnepwr/gAAAM7MPUv1c8tStRGNPwAAAACA0Wj8odbKz89XRESE+vbtq6VLlyouLk7Puz1P4w8AAODUKspStVmRpDXOcZyk1gbWAgAAAACovWj8oVbKyMjQ3XffraSkJF111VWuA1UFbsvQ+AMAAGaQI2mkpJ8qs7DFopLGjRV8mqk2u0gKk7RP0oVVrOlYRob23X23GiUlqd5VV0knNP2+kHSWpL2SrqjiNvxNkaR857ivuL8fAAAAAMAYNP5Q66SnpyslJUXNmzdX165dyz1H4w8AAHjLjhffUuSMRxRSkFet9TgkzfFOSZIki6O0KWW3SAUPHL/ld52SAkUW5crisJ/29eklDk0qcOgSq/Tc1x8r2npyiysop3Qd0Uf36JNXm3uxev/QsILHLJJibHZZgrjNuuGO7jG6AgAAAADwGRp/qFWWL1+uadOm6ZJLLtGTTz6piIiIcs/T+AMAAN4SOeMRxezebnQZp3fYs8WXS5om6RJJT9qkiGKHSluTFQsOtav5kT+rUWDgsEgKMroIlBda3+gKAAAAAMDraPyh1rDb7XrnnXd09dVXa/LkyQoOPvnbv9BtTOMPAABUR9mVfnaLVblRTaq8HrtKW2sWSd66Vswii+qEWhTqHoeO7pHKrvaznLwlu8Ohd/IdujrIoslhOu10opKkcKs0MFKqR6qSSveh3WaXNcjKNKBmEFpf6vmo0VUAAAAAgNfR+EPAs9lsOnjwoGJjY/Xyyy+rTp06spziQJX7FX/hNVMeAAAIcLlRTRR1aHeVXvurpPOc4wEqveLudOx2u7KyshQbGyur1cM24avNpSN/SvWaSXfscj1cLkvl5582S+HUHHa79jv3jcXTfQMAAAAAQCXxjhMBraCgQCkpKRo7dqyKi4sVERFx2gNVTPUJAADMZJ3b+FIDtu9plgIAAAAAAMbiij8ErEOHDmnixIn69ddf9eSTTyokJOSMr6HxBwAAzMTIxl9VshQAAAAAADAWjT8EpMzMTCUlJSk/P19z5sxRu3btKvU6Gn8AAMBMvnUbd6vB7VY1SwEAAAAAAGPR+ENA2rdvn8LDwzV79mzFxcVV+nU0/gAAgFkUStroHLeTFFWD265qlgIAAAAAAMbiHn8IKJs3b5bdbtcll1yiN9980+MDVe6Nv3DvlgYAAOCRjZKKneOamuZz827JbndUOUsBAAAAAABj0fhDwFiyZIlGjx6t//73v5Ikq9Xzb+9C5/9hkizeKw0AAMBjNX1/vyUbCjR6ifTfLaWJqCpZCgAAAAAAGIupPuH37Ha7UlNTtXDhQg0bNkx/+9vfqryusiv+mOYTAAAYraYaf64s9UmehsVLf7uIeQ8AAAAAAPBXNP7g10ocDk19+GF9/PHHSk5O1rBhw6q1Php/AADALMoaf3UlXeijbZSUlGjq1KmlWapfPQ1rf1iyMu8BAAAAAAD+ivl74NeCJIWFhWn69OnVbvpJNP4AAIA57JaU6Rx3U2nm8YWgoKDjWapbhI+2AgAAAAAAagpX/MEv7bPZ9IekbhaLHnzwQa+tl8YfAAAwg2/dxr6Y5nPfvn36448/1K1bt+NZaocPNgQAAAAAAGoUjT/4nYyMDN19+LDqSnrb4fDaGfAO0fgDAADm4Mv7+2VkZOjuu+9W3bp19fbbbysoyFfXEwIAAAAAgJrGVJ/wK+np6Ro9erQaWq16WVKQxXv3oCmRZHeOw722VgAAAM+5N/66e3G9rizVsKFefvllmn4AAAAAAAQYGn/wGytWrFBSUpI6duyouVFRivby+gvcxlzxBwAAjFIiab1z3FJSEy+tt1yWmjtX0dHeTlMAAAAAAMBoNP7gN1q3bq0bbrhBzz33nCKs3v/WpfEHAADMYIuO5xJvTvNZLktFRHhxzQAAAAAAwCxo/MHUbDab5s+fryNHjqh58+ZKTk5WcLBvbk1J4w8AAJiBN+/vV5NZCgAAAAAAGM/wxt/s2bPVqlUrhYeHq0uXLvrqq69Ouex7772nK6+8UjExMYqMjFSPHj30ySef1GC1qEkFBQVKSUnRK6+8ok2bNvl+e25jGn8AAH9Blgo83mr81XSWAgAAAAAAxjO08ffOO+9owoQJeuCBB7Rx40ZddtllGjBggDIzMytcfvXq1bryyiu1fPlybdiwQX369NHAgQO1cePGGq4cvnbo0CElJiZq/fr1mjVrlnr16uXzbdL4AwD4G7JUYPrW+X+opPgqrsOILAUAAAAAAIxn6Dw/zz77rEaNGqXRo0dLkmbNmqVPPvlEL7/8sqZPn37S8rNmzSr38RNPPKEPPvhA//nPf9S5c+eaKBk14NixY7rzzjt19OhRzZkzR+3atauR7dL4AwD4G7JU4Dkk6Wfn+GJJYVVYh1FZCgAAAAAAGM+wxl9RUZE2bNigSZMmlXu8f//++uabbyq1Drvdrry8PDVq1OiUyxw7dkzHjh1zfZybm+t6rd1ur0LllbNhR5E+XF+owmJHpZbPyT++nC/r0pIlsjzyiJSX57ttVINFUnO7XbcfO6auoaGKu/JKVfgV3LNHFkkOSQ4vfb3yJclaehFsmMMh+8+LZVn7iFTkwdfqqPfrMgu73S6Hw+Hb709UGfvHvNg35ubP+yXQs1SgqezXap3kyiPdHQ7ZHZXLku7bCQ0N1fDhw3XJJZcoLi6u0tu2OP8FYo4xA/4emBv7x7zYN+bGfgEAADAfwxp/Bw4ckM1mU5MmTco93qRJE+3du7dS63jmmWd09OhR3XDDDadcZvr06Zo6depJj+/fv19FRUWeFe2B99aF6ECexePXBVvtysrK8kFFpaIffFDBv/zis/VXxypJOyX9Q9LgSr7GVqeODnjp67U3LExq2LB0vUeOyP7VgwrOrdrXymb1Xl1mYbfblZOTI4fDIavV8NuD4gTsH/Ni35hbTk6O0SVUWaBnqUAQ7jaubL77sl49qV49SVK7nBxlFRZWenvffPON/vzzT/Xr10/du3eX1Wr1KFfG2OwKkmS32bU/wHKMGfD3wNzYP+bFvjE3f85SAAAAgcrQqT4lyWIp3xxzOBwnPVaRt956S4888og++OADxcbGnnK5+++/X8nJya6Pc3NzdfbZZysmJkZRUVFVrvtMSuw5khyyWKQGEZVrAIaHWDToknDFxob6rC5LQemElg6rVWra1Gfb8dSSggI9nZenPmFhKq5XT8FBQWd+Uf36sk6detr97wn3r3pM3boKsju/VharVNeDr1VofVl7eK8us7Db7bJYLIqJieENtwmxf8yLfWNuoaG++5tbUwI1SwWCXLdxZXPBFrd91z8yUrGRkZV63ZIlS/TMM8+od+/eioyMVGxsrMe/cyxBpctbg6wBl2PMgL8H5sb+MS/2jbkFQpYCAAAINIY1/qKjoxUUFHTSGelZWVknnbl+onfeeUejRo3SkiVL1K9fv9MuGxYWprCwk++OYrVaa+RNQ4MIi566raHPt+MpS9Om0q5dRpchu92u1NRULVy4UMOGDVNSUpIOHDhQ6YNVnl9TeWrH3MYRVqtr3Za6TaU7PPtaebMuM7FYLDX2swPPsX/Mi31jXv68T2pLlgoUlfla2SWlO8dnSWrplkdO+ZpTZKnq7B+LJAv71if4e2Bu7B/zYt+YF/sEAADAfAxLaKGhoerSpYs+++yzco9/9tlnSkhIOOXr3nrrLd1+++168803dc011/i6TPjYm2++qUWLFik5OVnJycmGvmkocBvXMawKAAAqhywVeLZLynaOL1XlTiQyU5YCAAAAAADGM3Sqz+TkZN16663q2rWrevTooTlz5igzM1OJiYmSSqeW+vPPP7Vo0SJJpQeqhg8frueff16XXnqp6wz3OnXqqEGDBoZ9Hqi6IUOGqFWrVurZs6fRpdD4AwD4HbJUYFnnNr60kq8xU5YCAAAAAADGM/SU4BtvvFGzZs3StGnTFB8fr9WrV2v58uVq0aKFJGnPnj3KzMx0Lf/qq6+qpKREd911l5o2ber6d/fddxv1KaAK9u3bp8TERGVmZioiIsI0B6oK3cbhhlUBAEDlkaUCS2Ubf2bNUgAAAAAAwHiGXvEnSePGjdO4ceMqfG7BggXlPl65cqXvC4JP/fLLL0pKSlJQUJDsdrvR5ZTDFX8AAH9ElgocZY0/q6Sup1jGzFkKAAAAAAAYj5uAoMakp6dr1KhRatiwodLS0tSyZUujSyqHxh8AADDKEUlbnOOLJNWtYBmzZykAAAAAAGA8Gn+oEfn5+Zo0aZI6duyouXPnKjo62uiSTkLjDwAAGOU7SWXX71U0zac/ZCkAAAAAAGA8w6f6RGBzOByy2+2KiIjQK6+8onPPPVfBweb8tqPxBwAAjHKq+/v5U5YCAAAAAADG44o/+IzNZtOMGTP00EMPyeFwqE2bNqY+UEXjDwAAGKWixp+/ZSkAAAAAAGA8Gn/wiYKCAqWkpGjZsmXq3r27LBaL0SWdkXvjL9ywKgAAQG3jkPStcxwlqY38M0sBAAAAAADjccowvO7QoUOaOHGifv31V82aNUsJCQlGl1QphW5jrvgDAAA1JVPSXue4u6RsP81SAAAAAADAeDT+4HUffPCB9uzZo7lz56pt27ZGl1NpTPUJAACMcOI0n/6apQAAAAAAgPFo/MFrcnNzFRkZqdtuu00DBw5UdHS00SV5hKk+AQCAEVyNv9xcXRoZqf5+mqUAAAAAAIDxuMcfvGLVqlUaOHCg/ve//8lqtfrlgaqyxl+4JO6iAwAAaso6SVq1Sho4UBF+nKUAAAAAAIDxaPyh2pYsWaKUlBR1795d7dq1M7qcKitr/DHNJwAAqCnHJH23ZImUkqKG3bvrUj/OUgAAAAAAwHhM9Ykqs9vtSk1N1cKFCzVs2DBNmDBBVqv/9pLdr/gDAADwNbvdrsmpqSpZuFAaNkwDJ0xQqB9nKQAAAAAAYDwaf6iyI0eO6IsvvlBycrKGDRtmdDnVVuj8nyv+AABATThy5Ig+/eILKTlZGjZMPYwuCAAAAAAA+D0af/BYXl6eiouL1ahRI7399tsKDw+Ma+SY6hMAANQE9yzV7u239YMzS11qcF0AAAAAAMD/0fiDR/bt26ekpCQ1btxYs2fPDpimn0M0/uB9NptNxcXFNbItu92u4uJiFRYW+vWUu4GIfWMOISEhCgoKMroM4KQstd6ZpSIkdTC2NMB0yFKQ2DdmQZYCAADwHzT+UGkZGRm6++67FRQUpBkzZhhdjlcVS7I7xzT+4A1HjhzRrl275HA4amR7DodDdrtdeXl5slgsNbJNVA77xhwsFouaN2+uevXqGV0KarETs9ReSb87n+sqgjngjiyFMuwbcyBLAQAA+A+OL6BS0tPTlZKSoubNm+v5559XdHS00SV5VYHbmMYfqstms2nXrl2KiIhQTExMjRygcDgcKikpUXBwMAdETIZ9YzyHw6H9+/dr165dat26NWerwxAVZakP3J5nmk/gOLIU3LFvjEeWAgAA8C80/lApBw4cUKdOnTRjxgxFREQYXY7X0fiDNxUXF8vhcCgmJkZ16tTMdxQHRMyLfWMOMTEx+v3331VcXMzBKhiioiy1zu15Gn/AcWQpuGPfmANZCgAAwH/Q+MMpORwOrV+/Xt26ddPVV1+tAQMGBOwbLffGX2DctRBmEKg/L4A/4ucRRnA4HEqX1EaqMEu5N/6613RxgB/gdzdgHvw8AgAA+A/ujI0K2Ww2zZgxQ+PGjdPmzZslBXbQL3Qbc8UfAACoLpvNpucKj2qcpB9KiiWVz1I2Seud43MkxdV0gQAAAAAAICDR+MNJCgoKlJKSomXLlumhhx5Sx44djS7J55jqE4GuZcuWatu2reLj43XBBRdoxowZXt/G7bffrpdeesnr6y3zyCOPKDY2VvHx8a5/WVlZPttemVmzZp1xO0OGDNHatWvLPTZ8+HBFRkYqPz+/3OMWi0VHjhwp91jLli31ww8/uD5OTU1Vhw4d1K5dO7Vr104333yzMjMzq/mZlMrKytJVV12l1q1bq0OHDlqzZs0pl83MzNTAgQN1wQUXqG3btnrxxRddzw0dOlRxcXEVfj79+/dXx44dFR8fr8suu0ybNm0q97pvvvnGK58LYFZlWer/igv1kKQOwSEnLfOjpKPOMdN8AuZHlqo6slTFWerbb79VfHy82rRpoyuuuEJ79uxxPffJJ5+oS5cu6ty5szp06KCFCxe6niNLAQAA4Exo/KGc3NxcJSYmav369Zo1a5YGDx5sdEk1gsYfaoOlS5dq06ZNWrFihWbMmKH09HSjS/LY8OHDtWnTJte/2NjYSr+2pKSkSts808Gq9PR0ZWdnq0ePHq7HcnNz9Z///EcXXXSRlixZ4tH2Hn74Yb3xxhv6+OOPtW3bNm3dulWjR4/W3r17q1T/iSZNmqRLL71UGRkZSktL0y233FLh18bhcOi6667T8OHD9fPPP2vbtm36+9//7no+MTGxXEPP3eLFi7V582Zt2rRJ99xzj0aOHOl6bvLkyZo8ebJXPhfAjNyz1BMRkTpVkuL+foD/IUuRpSTvZCmHw6FbbrlFs2bN0vbt2zVgwAAlJye7nhs2bJjS0tK0ceNG/fe//9Udd9yhvLw8SWQpAAAAnBmNP5RTp04dNW/eXHPmzFFCQoLR5dQYGn/wpa6Smvv43yUe1BMXF6cLLrhAf/zxhyTpiy++UI8ePVxnFKelpbmW7d27t/71r3/psssu03nnnafExETXc3/++aeuuOIKdezYUYMHD9aBAwdcz+3bt0/XXXedLrroInXo0EFz5sxxPdeyZUtNmTJFCQkJOuecc/TGG2/o+eefV7du3XTeeedp5cqVHnw2Z97W448/rj59+ui2225TcXGxJk2apG7duik+Pl433XSTsrOzJUmvvfaa2rdvr/j4eF100UX69ttvNW3aNO3evVtDhw5VfHx8hY2uV199Vbfccku5x958803169dP99xzj+bPn1/pz+Xo0aOaOXOm5s2bp+bNm0sqPav9iiuuULdu3Tz6upzK4sWLddddd0mSLrnkEjVp0qTCM9W/+OIL1alTx3WAymKx6KyzznI9369fv1MeLIyKinKNc3JyZLUejxsXX3yx9u7dq4yMDG98OoDpuGep7sGhp1yOxh9QeWQpslRl+UuW+u677xQWFqbevXtLku644w69//77Ki4udr2+7Ouam5urxo0bKywsTBJZCgAAAGcWbHQBMIcffvhBVqtV7du31+OPP250OTWOxh98aa+kP40uws1PP/2kAwcOuA40XHzxxVqzZo2CgoJ06NAhXXzxxbrqqqvUtGlTSdKOHTu0cuVKFRUVqX379lq7dq169OihpKQkXX755Xr44Yf166+/qlOnTrrqqqskSUlJSWrbtq2WLVumrKwsdenSRfHx8a4DLgUFBfrmm2+0fv16/eUvf9HTTz+t9PR0LV68WJMnTz7l9EWLFi3S559/Lknq3Lmz0tLSzritzMxMffnll7JYLHriiSdUr1491xn6jz76qB5++GE9//zzuueee7Rt2zbFxcWpuLhYx44dU/fu3TV//nwtXbpUHTp0qLCmlStX6t577y332Lx58zRt2jT169dPd955p7Zv36727dufcd/8+OOPCg0NrdSyZV+PZ599tsLnxowZ4zooVebgwYOy2+2KiYlxPdayZcsKp77aunWrYmJidNNNN+nnn39Wy5Yt9cwzz+jcc8+tVG3Dhw/XihUrJEkff/xxuecSEhL0xRdfqHXr1pVaF+APKspS2adZvqzxFyKps49rA/wdWYosFWhZKjMzUy1atHAtW79+fdWvX1979uzROeeco8WLF2vIkCGqW7euDh8+rPfee0+hocdPJiFLAQAA4HRo/EGrV6/W/fffr549e2rmzJlGl2MI98ZfuGFVIFCddeZFamQbQ4cOlcVi0c8//6znnnvOdcDi4MGDGjVqlLZv367g4GAdOHBAP/74o+tg1U033aSgoCDVqVNH8fHx2rFjh3r06KEVK1bohRdekCSde+65uuKKK1zb+vzzz/W///1PkhQbG6shQ4boiy++cB1AuvHGGyWVHigrKCjQDTfcIEnq0qWLfv3111N+DsOHD9fTTz9d7rEzbWvEiBGyWCySpPfff1+5ublaunSpJKmoqEjnnXeeJKlv374aPny4Bg4cqAEDBqhNmzaV+KpKu3btKncl3JYtW7Rnzx71799fQUFB+sc//qEFCxac8fdrWY1l/1fG8OHDNXz48EovX9H6HQ5HhcsVFxfr888/17p163ThhRdqzpw5uummmyo9rdmiRYskSQsXLlRKSoqWL1/ueu6ss87Srl27PKobMDNPs1S2pG3OcWeRPYAzIUuRpQIxS51qPSUlJZo+fbo++OAD9ezZU+vXr9e1116rLVu2qFGjRpLIUgAAADg9Gn+13JIlS/TUU0+pd+/eeuyxx4wuxzCFbmOu+IO3fVcD23BIOtNdV8rOtP788881cOBA9e3bVxdddJESExM1cOBAvfvuu7JYLLr44otVWHj8pyI8/Pgh6aCgoErf3+XEgxnuH5etMygo6KSPq3L/mNNtq169eq6xw+HQ7Nmz1bdv35PW8d5772nDhg1auXKlrr76aj322GO66aabzrjtiIgIFRQUqGHDhpJKp7k6cuSI6yBYcXGx7Ha7nnjiCYWEhCgmJkYHDhwoV9eBAwcUGxurOnXq6NixY9q6dWulzlT39Cz1xo0bS5L279/vOlj5xx9/6Jxzzjnp9S1atFDnzp114YUXSpL+8Y9/6M4775TNZnPtt8q47bbblJiYqIMHD7q2X1hY6BoD/q4qWcq9fc40n8CZkaVO/pgs5d9Z6pxzztHvv//uWjYvL095eXlq2rSpNm3apN27d6tnz56SSqcTjYuL0//+9z/16dNHElkKAAAAp8c9/mqx+fPn68knn9SNN96oGTNmlJs6pLZhqk/UJmVTJj344IOSpMOHD6tFixayWCxavXq164zvM+nbt6/rniu///67vvjii3LbKLs/zP79+7Vs2bIKDxB5gyfbGjRokJ599lnl5+dLkvLz8/Xjjz+qpKREO3bsUNeuXXXvvfdq6NChrrOxIyMjlZOTc8rtd+zYUT/99JMk6dixY/r3v/+tdevW6ffff9fvv/+uXbt2KS4uznXF21//+le9/PLLrtcvWrRIbdq0UUxMjOrVq6d7771XY8aM0e7du13LLF++XN9+++1J2x4+fLg2bdpU4b8TD1SV+fvf/67U1FRJ0vr167V371716tXrpOUGDBigP//8U3/+WTq52scff6wOHTqcsemXm5tbrvZly5apcePGrjPUJWnbtm3q1KnTadcD+IOqZinu7wf4N7IUWaq6WapLly4qLCx03Y/x1Vdf1bXXXquQkBCdffbZ2rVrl37++WdJ0i+//KIdO3aUu4KSLAUAAIDT4Yq/Wqx79+4KDw/XsGHDjC7FcDT+UNs89NBDOv/887VhwwbNmDFD48aN04wZM9S+fXt17969Uut4/vnnNXz4cC1ZskRt2rRRv379XM+98MILSkxMVMeOHWW32/XAAw+4povyNk+2NWnSJE2dOlXdu3d3ncn+r3/9S+eff75GjBihw4cPKzg4WDExMUpLS5NUeo+dESNGKCIiQgsWLFB8fHy5dQ4dOlQfffSR+vbtq/fff18tWrRQ27Ztyy1zyy23aN68eRo8eLBmzZqlCRMmqGPHjrJarWratKneeecd17LTpk1TTEyM+vfvL5vNJovFos6dO2vGjBle+Xo9+eSTuvXWW9W6dWuFhobq9ddfV3BwaRyYMmWK4uLilJiYqLp162r27Nm65ppr5HA4FBUVpTfffNO1nkGDBun777+XJF1wwQVq3bq1Vq5cqZycHF1//fUqKCiQ1WpVTEyM/vvf/7q+3kePHtWPP/7os4OXQE2qapai8Qf4P7IUWao6WcpqteqNN95QYmKiCgoK1KxZM73xxhuSpCZNmujVV1/V0KFDZbVaXVdZNmvWTBJZCgAAAGdmcZxqQvoAlZubqwYNGujw4cOKiory2XZSFh5W9lGHoupa9NRtDX22HU/lxcVp0Z49GhsXpxDnmYdmYrfblZWVpdjYWFmtNXdB6nRJk53j9yUNlqRXm0tH/pTqNZPu4P4JRu0bf1RYWKjffvtNrVq1Kje1ky85HA6VlJQoODjYo/uaoPry8vLUo0cPffvtt6pbt+5Jz7NvynvllVf0559/6tFHH63R7Z7q5zI7O1sNGzZUTk6OIiMja7Qmf1VTWcqs8vLytGjRIo0dO1YhISGnXTa7UZyiDu9RdsOmijpUeuWJQ1JjSYclxUraK8mbvxmq9fea7ONTZKnKI0vVLmQpz5ClAAAAcCa846xF9u3bp9HZ2VoqaafNZnQ5psIVfwCqqn79+po1a5Z+++03o0vxC1arVZMmTTK6DKBK9u3bp9GjR2vp0qXauXNnldaRodKmnyR1l3ebfgDgj8hSniFLAQAA4EyY6rOW+OWXX5SUlKQgh0PzJbUKZte7c2/81cw5xQACifvUXDi9sWPHGl0CUCWuLBUUpPnz56tVq1ZVWg/TfALAychSlUeWAgAAwJlwxV8tsHfvXo0aNUoNGzZUWlSUqnaYKrBxxR8AADiVclkqLa3KTT+Jxh8AAAAAAPAtLvuqBZo0aaK7775bV111lSLatDG6HFMqdBvT+AMAAO7KZamIiGqtq6zxZ5F0SbUrAwAAAAAAKI8r/gKUw+FQWlqaPv74Y1ksFg0ZMqTaB6oCGVf8AQAAd77IUvmSNjvHHSTVr26RAAAAAAAAJ6DxF4BsNptmzJih1NRU/fnnn0aX4xdo/AEAgDK+ylIbJNmcY6b5BAAAAAAAvkDjL8AUFBQoJSVFy5Yt00MPPaRRo0YZXZJfoPGHQFdcXKypU6eqbdu2uvDCC9W5c2dde+212rRpk1fWb7FYdOTIEUlSfHy8CgoKzvCK05s1a5aysrJO+XzLli3Vtm1bxcfHq127dho2bJiOHj1arW1WJDs7WzNnziz32OjRo/XVV195fVtDhgzR2rVryz02fPhwRUZGKj8/v9zj7l/vMi1bttQPP/zg+jg1NVUdOnRQu3bt1K5dO918883KzMz0Sq1ZWVm66qqr1Lp1a3Xo0EFr1qw57fIOh0NXXHGFoqOjyz3+xhtvqGPHjoqPj1fnzp310Ucflft8yvZxfHy83nnnHddzQ4cO1TfffOOVzwU4kS+zFPf3A/wXWapqyFIVq2yW+u2339SlSxfFx8froosu0t///ncdPnzY9fzpslT//v1dz1122WXlvlfJUgAAAIGNxl+Aefrpp7V+/XrNmjVLgwcPNrocv0HjD4FuxIgR2rhxo9auXasff/xRGzdu1KhRo/Tjjz9WuLzNZqvw8crYtGmT6tSp3k/SmQ5WSdLSpUu1adMmbd26Vbm5uVqwYEG1tlmRig5Wvfbaa7rsssu8up309HRlZ2erR48ersdyc3P1n//8RxdddJGWLFni0foefvhhvfHGG/r444+1bds2bd26VaNHj9bevXu9Uu+kSZN06aWXKiMjQ2lpabrllltUUlJyyuVfeukltWzZstxjhw4d0rhx4/TJJ59o06ZNevHFF3XbbbeVW6ZsH2/atEk33nij6/HJkydr8uTJXvlcgBP5MkvR+AP8F1mqashSFatsloqLi9OaNWu0adMmbdmyRc2aNdOjjz4q6cxZavHixdq8ebM2bdqke+65RyNHjnQ9R5YCAAAIbDT+AoTD4ZAkJSYmau7cuUpISDC4Iv/i3vgLM6wKwDcyMjK0bNkyzZ8/Xw0bNnQ9PnDgQN1yyy2SpAULFuiqq67S8OHD1bVrV6Wnp+vZZ5/VJZdcos6dO6tbt2769ttvXa9977331LZtW/Xo0cN18KGM+xnUGRkZuuaaa3TJJZeoU6dOmj17drnlnnzySXXv3l2tWrVSWlqaJGnatGnavXu3hg4dqvj4+DOeSX/s2DEdPXrU9bnZbDbde++96tChgzp06KDx48erqKhIkrRv3z5dd911uuiii9ShQwfNmTNHkmS32/XPf/5Tbdu2VadOndSlSxcVFhYqMTFR2dnZio+PV9euXSVJvXv31n//+19J0u23365x48apX79+atOmjYYMGeLaVk5Ojq6//nq1a9dO/fv31/Dhw3XvvfdW+Dm8+uqrrn1R5s0331S/fv10zz33aN68eaf9Grg7evSoZs6cqXnz5ql58+aur/UVV1yhbt26VXo9p7N48WLdddddkqRLLrlETZo0OeWZ6hkZGXr77bc1adKkco/b7XY5HA7X90p2drar3jO5+OKLtXfvXmVkZFTjswDK83WWckgquw4lUlJbr64dgC+RpchSRmWpsLAwVxPYZrPpyJEjslpLD+OcKUtFRUW5xjk5Oa7XSWQpAACAQBdsdAGovi1btujZZ5/VM888o5iYGMXExBhdkt8pdP4fLsliZCEITG90lY565+zgU6p7lnTj2gqf2rhxo84//3w1atTotKtYs2aNNm7cqNatW0uSzj//fCUnJ0uS1q1bp1GjRumHH35QVlaWxowZo2+++UYXXHDBSWdxl7HZbBo2bJhef/11tW3bVvn5+br00kt16aWX6uKLL5YkhYeH69tvv9W2bdvUrVs33XrrrZoyZYrmz5+vpUuXqkOHDqesd+jQoQoPD3dNgXTDDTdIkubMmaMNGzZow4YNCgoK0qBBg/T8888rJSVFSUlJatu2rZYtW6asrCzX1EkhISH64osvtHXrVlmtVuXk5Cg0NFSvvPKKunbtetoDZps2bdIXX3yh0NBQXX755Xr33Xd18803a9q0aWrYsKG2bdum/fv3q3v37rr++usrXMfKlStPOpA1b948TZs2Tf369dOdd96p7du3q02bNqeso8yPP/6o0NBQtW/f/ozLStKiRYv07LPPVvjcmDFjXAelyhw8eFB2u73c35qWLVtWOPWV3W7XmDFjlJqaqpCQkHLPRUdH65VXXtHFF1+sRo0aqaCgQJ9//nm5ZW655RbZ7XZ1795d06dPL7fNhIQEffHFF67vV6A6aiJL7ZK0xznuLs6+AzxCliJL1dIsJUlFRUXq1q2b/vjjD3Xq1EkffvihpMplqeHDh2vFihWSpI8//rjcc2QpAACAwMUxBz+3atUqJSYmymq1KigoyOhy/FbZFX9M8wmfOLpXOvKnb/+d4WCYxXK8pb1jxw7Fx8frggsu0JgxY1yP9+rVq9wb/40bN+ovf/mLOnTooMTERG3dulVFRUVat26dLr74Yl1wwQWSpLFjx1a4zZ9//lk//vijbrrpJsXHx+bd9RcAAD1jSURBVCshIUF5eXnaunWra5myM7PbtWun4OBgj6ZPKpue6uDBg2rVqpX+9a9/SZI+//xzjRo1SmFhYQoODtaYMWNcB0E+//xz18GX2NhYDRkyRF988YXOPfdcFRcXa+TIkVq4cKGKi4vLnRV9OkOGDFGdOnUUFBSkbt26aceOHZKkFStWaMSIEZKkhg0bnnbKwF27dumss85yfbxlyxbt2bNH/fv3V0hIiG699VbNnz//jLWU7Wf3/X0mw4cPd02neeK/Ew9UnbidMmVXSp3o6aef1uWXX674+PiTnsvNzdXs2bP13Xff6Y8//tC8efM0dOhQ1zRXq1ev1v/+9z99//33aty48UnTgJ511lnatWtXpT9P4FRqKksxzSdQDWQpslQtzVKSFBoaqk2bNmnfvn264IIL9Morr0g6c5aSSpuSO3fu1GOPPaaUlJRy6yVLAQAABC6u+PNjS5Ys0VNPPaXevXvr0UcfVVgYk1RWFY0/+FTds868jA+30blzZ2VkZOjw4cNq2LChzjvvPG3atEkLFixwTbMkSfXq1XONi4qKdP3112vlypXq0qWLcnNz1aBBAxUVFZ32wIQ7h8Oh6Ojo057hHR4e7hoHBQWd9j5xpxIcHKzrr79eKSkpeuaZZ+RwOE46mOL+cUXPNWjQQD/++KNWrVqlFStW6P7779fq1asVHHzmP5On+hwqquNUIiIiVFBQ4Jpi67XXXtORI0d03nnnSZKKi4tlt9v12GOPKTg4WDExMTpw4EC5fXbgwAHFxsaqTp06OnbsmLZu3VqpM9U9PUu9cePGkqT9+/e7zlT/448/dM4555z0+tWrV2vz5s1atGiRSkpKdPjwYbVs2VIbN27UF198oQYNGrgOeg4cOFAjR47Uzp071apVK9f6QkJCNGHChJPO0C8sLHTVAlRVTWYpGn9ANZClTrkMWapUoGYpd6GhoRoxYoTGjBmj++67T59++ulps5S72267TYmJiTp48KBr+2QpAACAwEXjz09lZmbqqaee0o033qiJEydW+mxKVIzGH3zqH9/5fhsOh3SKAz2tW7fW4MGDNWrUKM2fP991v4+jR4+ecnWFhYUqLi7W2WefLUl68cUXXc/16NFDo0aNck2X9Nprr1W4jgsuuEARERFatGiRhg8fLkn65Zdf1KhRozNOlRUZGamcnJzTLuPuyy+/dB30uPLKK7VgwQL9/e9/l9Vq1bx589SvXz9JUr9+/TRnzhxNnTpV+/fv17Jly7R06VLt379fQUFB6t+/v6688kqtWrVKW7duVa9evZSfn6+SkpJKHbhy16dPHy1cuFA9evRQdna2PvzwQw0ZMqTCZTt27KiffvpJcXFxOnbsmP79739r3bp1atv2+F3AunbtquXLl2vQoEH661//qpdffllPPvmkpNIDTm3atHEdPLr33ns1ZswYLVmyRHFxcZKk5cuXq3HjxurevXu5bQ8fPty1fyrr73//u1JTU/XII49o/fr12rt3r3r16nXScu4HQ3///Xd17dpVv//+uyTp3HPP1ffff6+srCzFxsZq7dq1stvtatasmY4ePari4mLX9+pbb72lzp07l1v3tm3bTnkWPVAZNZ2l3Bt/3U+5FIAKkaXIUrU0S2VmZqpx48aqW7eu7Ha7Fi9erI4dO0o6fZbKzc3VkSNHXLUvW7ZMjRs3Lvd9Q5YCAAAIXDT+/ExxcbGCgoJ0zjnn6K233nKdwYjqofGHQLdgwQI9/vjj6t69u4KCgtSwYUPFxsZq0qRJFS4fGRmpadOmqVu3bjrnnHM0aNAg13OxsbGaM2eOBg4cqMaNG2vo0KEVriM4OFj/+c9/NHHiRD399NOy2WyKiYnRv//97zPWm5SUpBEjRigiIkILFiyocKrIsvvSFBcXq2XLlq5pj8aOHasdO3a47n3Tu3dvJSUlSZJeeOEFJSYmqmPHjrLb7XrggQfUrVs3ff/99xozZozrbPCEhAQNGDBAISEhuuWWW3TRRRepbt26+u67yh94nDJlikaMGKELL7xQLVq0UM+ePdWgQYMKlx06dKg++ugj9e3bV++//75atGhR7kCVJN1666167bXXNGjQIM2aNUsTJkxQx44dZbVa1bRpU73zzjuuZadNm6aYmBj1799fNptNFotFnTt31owZMypd/+k8+eSTuvXWW9W6dWuFhobq9ddfdx3MmzJliuLi4pSYmHjadVx88cW6//771bt3b4WEhCgkJESLFy9WaGiodu3apeuvv142m00Oh0PnnnuuFi1a5Hrt0aNH9eOPP6pv375e+XxQuxiVpTY4/28tiesrAP9DliJLGZGlfvjhB9f3mN1u18UXX6wXXnhB0umz1L59+3T99deroKBAVqtVMTEx+u9//+u6gpIsBQAAENgsjsrOMxIgyqZYOXz4sOtMTV9IWXhY2Ucdiqpr0VO3NfTKOvPy8pSSkqKLLrqo6mfmNW8u/fmn1KyZZML5/O12u+uMxZq6itEhKcj5f1dJ68ueeLV56f0+6jWT7jDf16qmGbFv/FVhYaF+++03tWrVqtzURb7kcDhcZ1J7ck8S+E5xcbFsNpvCwsJ06NAh9enTR88++6zrjHl3eXl56tGjh7799lvVrVvXgGr9yyuvvKI///xTjz76aKVfc6qfy+zsbDVs2FA5OTmKjIz0RbkBp6aylC94JUt5ILtRnKIO71F2w6ZqeGi3JOkfkl734Tar9fea7ONTZKnKI0tBIkv5ElkKAAAgsPGO00/s27dPo0eP1vbt25WQkGB0OQGlSKVNP4kr/gB4z+HDh9WzZ0917txZPXr00PXXX1/hgSpJql+/vmbNmqXffvuthqv0T1ar9ZRXWACnYmSWcj/Ljvv7AUDlkKV8hywFAAAQ2Jjq0w/88ssvSkpKUlBQkObNm3fSjbpRPYVuYxp/ALwlNjZWGzZsKHcFwemc6kAWTjZ27FijS4CfMTpL0fgDAM+RpXyHLAUAABDYuOLPD7z55ptq2LCh0tLSaPr5QIHbmMYfAACBxyxZKlxSR8O2DgAAAAAAagOu+DOxQ4cOqVGjRpo0aZJKSkoUERFhdEkBicYfAACBySxZquyKv66SQgypAAAAAAAA1BZc8WdCDodDCxYs0HXXXafdu3crNDSUpp8P0fgDACCwmDVLMc0nAAAAAADwNa74MxmbzaannnpKS5cu1dixY9W0aVOjSwp47o2/cMOqAAAA3mDmLEXjDwAAAAAA+BpX/JlIQUGBUlJS9N577+mhhx7S2LFjZbFYjC4r4HHFH2qDli1b6ocffvDKuj788EOlpKScdpmVK1fq008/dX28e/du9enTx6PtrFy5UhEREYqPj1enTp3UvXt3rVu3rko114RXXnlFzz33nNfXO2TIEK1du7bcY8OHD1dkZKTy8/PLPW6xWHTkyJFyj52471NTU9WhQwe1a9dO7dq1080336zMzEyv1JqVlaWrrrpKrVu3VocOHbRmzZoKl/v9998VHBys+Ph4178dO3ZIko4eParu3burU6dO6tSpk6666ir9/vvvkqTCwkJde+21atOmjeLj48s9J0lDhw7VN99845XPBf7J7FmKxh/gv8hSvkeW8k6W2rp1a7nHW7ZsqUaNGkkiSwEAANQWXPFnIgcOHND27ds1a9YsJSQkGF1OrVHoNqbxB5zZoEGDNGjQoNMus3LlSh05ckT9+/eXJMXFxWnFihUeb6t9+/b67rvvJEmzZ8/WyJEjtXXrVs+LPoWSkhIFB3vnT2FiYqJX1uMuPT1d2dnZ6tGjh+ux3Nxc/ec//9FFF12kJUuW6Lbbbqv0+h5++GF9+umn+vjjj9W8eXM5HA59+eWX2rt3r84555xq1ztp0iRdeuml+vjjj7V+/XoNHTpUO3bsqPBrHBUVpU2bNp30eJ06dfT555+rfv36kqRZs2YpOTlZ7733niRp7NixGjBggCwWi/6/vTuPi6rs2wB+DfuiIBgqCOISiBubO+aWSIaJkVtFoggiUZGYGmW5ZVmaRj6uvSKkQpoKvlaoqY9LpvUqSi5YoQKKgorKIgoCc79/EBMjgwICc5i5vp8Pn2fmnHvO+R3uGK/nvs+ycuVKBAcHKwZGP/zwQ8yYMQOHDh166mOhpknKWcoWQFt1F0FEksAspRqzVP1kqa5duyotf/vtt5VOgmGWIiIiItJ8vOJPAjIzM3H//n3Y2dkhPj5ecgNVmo5X/JE227RpE3r06AFnZ2eMHDkS165dAwA8fPgQwcHBcHR0xIABAxAaGoqxY8cCAGJiYhSvU1NTMWDAALi4uKBHjx746KOPkJycjLVr12Ljxo1wdXXFwoULkZ6ejmeeeUax3+PHj2PgwIFwcXGBs7Mz/vd///eJtQ4dOhQZGRmK93v37sVzzz2Hnj17om/fvjhy5Ihi3Zw5c/Dss8+ib9++mDVrFnr16gWgfBDN1dUVYWFh6N+/PxISEpCamoqRI0eid+/ecHFxwerVqwGUXzk0YcIEdO3aFS4uLoqBN1XHDADz58/HzJkzAZTfanDmzJno3r07evTogenTp+Phw4cAgMmTJyM0NBSenp5wdHTEK6+8olj3qHXr1sHPz09pWVxcHDw9PfHee+8hKirqib+3CoWFhViyZAmioqJga2sLoPys9mHDhqFPnz413s7jfP/993jrrbcAAL1790br1q2rPVO9Ojo6OopJPyEE8vPzoaNTHleMjIzg7e2tGLzq168fLl++rPisu7s7srOzkZqaWh+HQ01IU8hSvNqPSDMxSzFLSS1LVVZcXIy4uDgEBgYCYJYiIiIi0ha84k/Nzp49i/DwcAwfPhzvv/8+DAwM1F2S1uHEHzW0RdvykHdf3qD7MDfRwfsvm9TqM+fOncOsWbOQlJSEtm3b4tNPP0VwcDB++uknrFu3DleuXEFKSgpKS0sxZMgQxQBHZStXrsTIkSPx4YcfAgDu3LkDS0tLhISE4N69e/jyyy8BQOkWQnfu3IGvr69icF4ulyM3N/eJ9W7fvh2vvvoqAODy5ctYsGAB9uzZAzMzM1y8eBGDBw9Geno69uzZgx9//BF//PEHjI2NFQNrFc6cOYOVK1dixYoVKCsrQ79+/bBp0yY4OTnh/v376NevH/r164eMjAzcvXtXcVb8nTt3qj3mR33zzTdISkpCUlISdHR04OPjg6+//hqzZ88GACQnJ+PAgQMwMDDAoEGDsGPHDrz22mtVtnPo0CHFAFiFqKgoLFy4EJ6ennjzzTfx999/w9HR8Ym/v/Pnz8PAwABdu3Z9YlsA2LhxI5YvX65y3dSpUxWDUhVu374NuVwOKysrxbL27dtXe+ur/Px89O7dG2VlZXj55ZcxZ84c6OrqKtZ7enri7NmzsLKyUrrVWWUrVqzAqFGjlJZ5eHjgwIEDcHBwqNFxUtMn5SwlKr3mxB9R3TFLMUsxS1X1pCwFAPHx8ejQoQNcXV1VboNZioiIiEgzceJPjY4cOYIPPvgATk5ODXJbE6oZTvxRQ8u7L0duoXhyw6dS+8GwgwcP4qWXXkLbtuU3nwsNDcWiRYsghMDBgwcxceJE6OnpQU9PD6+99hp++eWXKtsYNGgQZs2ahcLCQgwePBienp5P3O/x48fRtWtXxRU5Ojo6iueOPKriGSXZ2dkoLS3F77//DgDYs2cPLl68iEGDBim1v3r1Kg4ePIjx48fD1NQUADBp0iR88sknijaOjo547rnnAAB//fUXzp8/rxgEA4CCggKkpKTAw8MDf/75J0JDQzF48GB4e3vX+Jj379+PwMBAGBoaQgiBKVOmYP369YrBqldeeQXGxuXfOH369FE8k+VRmZmZaNOmjeL92bNnkZWVBS8vL+jq6mLixInYsGEDPv/88+p+3QCgOKu7Ns868/f3h7+/f43bq9q+EKr/u7e2tkZmZiZatWqFO3fuYMKECVi2bJni9wOU/w7lcjk+/fRTLFq0SHH1QIXPPvsMqampWLt2rdLyNm3aIDMzs1Z1U9Ml9SzFiT+i+sEspYxZilmqJlkKADZs2KC42u9RzFJEREREmosTf2qyfft2LFmyBEOGDMGiRYskdXa6tqk88WektipIk5mb6KAug0m130ftCCGUBhcqv350XXXGjBkDDw8P7Nu3DytXrkRkZCQSExNrXUt1Kp5LU1JSgtDQUPj5+eH48eMQQmDEiBHYuHFjlc88qfZmzZoptX3mmWdUPh8FKB8s++9//4v9+/dj9uzZSE5OrtExq6qh8nsjo3+/bXR1dVFaWqpy/yYmJnjw4AEsLCwAAOvXr8e9e/fQqVMnAEBJSQnkcjkWLVoEPT09WFlZIScnR+kYc3Jy0KpVKxgbG6O4uBgpKSk1OlO9tmept2zZEgBw69YtxZnqGRkZKp93Y2hoiFatWgEALC0tMWXKFMTFxVUZrNLR0cHUqVPh4OCgNPH35ZdfIj4+Hvv374eJifLVGUVFRYpaSLM1tSzlru4CiJowZqm6Y5bS3iyVkZGBY8eOYdu2bVU+zyxFREREpNk48acm+fn5ePXVVzF9+nTFs4tIPXjFHzW0j8aZN/g+hBDVDnhUZ9iwYfjiiy+QnZ2NNm3aYO3atRg2bBhkMhmGDh2KzZs3Y/z48SgtLcXWrVthY2NTZRupqano2LEj/P390adPH8WZ52ZmZopn3DzKw8MDQUFBOHbsmNLtqao7Ux0A9PX18fXXX8PR0RE7d+6El5cXFixYgHPnzqF79+4AgP/7v/9Dnz59MHToUMybNw/Tp0+HkZERNm3aVO12O3fuDBMTE2zcuFFxRvbFixdhaWmJ+/fvw8LCAj4+PhgxYgR27tyJq1evIicnR+UxVzZ8+HDExMRg3LhxkMlkiImJwbBhw6rvjGo4Ozvjzz//hI2NDYqLixEbG4vffvsNTk5Oija9evVCYmIifHx88MILL2DNmjX44osvAJQPODk6OioGj2bOnImpU6di27Ztiv5MTExEy5Yt0bdvX6V91+Us9XHjxmHVqlWYP38+Tpw4gezsbMUVAZXdvHkTFhYW0NfXR3FxMeLj4+Hm5gYAuHHjBvT19RX/PWzZsgXOzs6Kzy5fvhzfffcd9u/fjxYtWlTZ9oULF6oMpJFmknqWysO/V/zJwIxB9DSYpZQxS9WcNmapCtHR0fD19a2Sl5iliIiIiDQfJ/4aUUlJCU6cOAEPDw8EBATU6jYh1HA48UfawtPTE3p6/37t//bbb1i8eDG8vLwAAHZ2dvjmm28AACEhIfjjjz/QrVs32Nrawt3dHQ8ePKiyzW3btiE2NhYGBgYQQihuFeTr64tNmzbB1dUVr7zyitKgh4WFBRISEvDee++hoKAAMpkMn3zyCXx8fB5bv4mJCT799FPMnz8fycnJ2Lx5M4KCgvDgwQM8fPgQ7u7uiI2NhY+PD44dOwYXFxfY2NigX79+uHv3rspt6unp4YcffkB4eDi+/PJLlJWVwcrKCrGxsTh79iwiIiIghIBcLsfEiRPh7OyMzz77TOUxVxYcHIxLly7B3b38Gp9BgwYhLCzsscenytixY7F79248//zz2LlzJ+zt7ZUGqgBg4sSJWL9+PXx8fBAZGYnp06fD2dkZOjo6sLa2xtatWxVtFy5cCCsrK3h5eaGsrAwymQxubm5PvL1VTX3xxReYOHEiHBwcYGBggE2bNin+m5s7dy5sbGwQEhKCo0ePYu7cuYoz9J9//nnMmTMHQPktuaZOnYrS0lIIIdCpUyds3rxZse69995Dx44dMXToUADlZ7xX3LassLAQ58+fx/PPP18vx0PS05Sy1AkAFUOw0q2SiGqDWaoqZinpZSmgfCI7JiYG0dHRSttnliIiIiLSDjJR3U3jNVR+fj7Mzc1x9+5dlWe31ZdZ395FbqFAC1MZlk6yQEFBAWbNmoWzZ89i586dSg/sblS2tsC1a0DbtoAE79svl8tx8+ZNtGrVqtHO3p8LoOKJFXsBeFWsWGcL3LsGNGsLTJPe76qxqaNvmqqioiKkpaWhQ4cOSrchakgVZ6nr6enV20B4QUEBmjdvjuLiYvj4+GDcuHEICgqql203tIra5XI5goKCYGNjg0WLFqmllqfpm4KCAvTv3x+///674jk7VL21a9fi2rVrSs8hqlDd32Vubi4sLCyQl5cHMzOzxiy3yWqsLPUoyWSpGloE4E1LG7S8m4W7FtawuHO9Ufb7VP9eM/s0KGapmmOWUj9mKe3ELEVERESkGXjFXyO4ceMGwsLCcOvWLaxcuVLyA1Xahlf8Eanm6emJ4uJiFBUVwdPTE5MnT1Z3STXm7++P9PR0PHjwAO7u7lWeHddUNG/eHJGRkUhLS1Pchouqp6Ojg4iICHWXQQ2gKWap3wC8+c9rXvFHpJ2YpdSPWap2mKWIiIiINAMn/hpYXs5VBAREQFdXF1FRUejQoYO6S6JHcOKPSLWKW/40RQkJCeouod54enqqu4QmIzg4WN0lUAPIyMjAm2++2aSylED5xB8RaTdmKWlglqo5ZikiIiIizcB7zDQwY9MWcHd3R3R0dJMYqNJGnPgjIiKSLktLyyaXpS4BuK3uIoiIiIiIiIhIK3Hir4Gkn/svCnOzYGDcHIsWLcIzzzyj7pKoGpUn/hrnCSJERET0JD///DOuX7+O5s2bXpZqutf4EBEREREREVFTx4m/eiaEQHR0NH7ZvghXzu5RdzlUA7zij4iISDoqstSHH36IXbt2qbucOuFtPomIiIiIiIhIXfiMv3pUVlaGJUuWYMeOHXAe4o92vfzVXRLVQFGl15z4IyIiUp/KWSo4OBhTp05Vd0l1wok/IiIiIiIiIlIXTvzVo48//hj79+/Hxx9/jKO5g5BbKNRdEtUAr/gjIiKShspZavTo0eoup04eAEj+57VMjXUQERERERERkXbirT7r0YgRIxAZGdlkB6q0VcXEnwyAoToLIWpA8fHx6NmzJ1xdXdGlSxcMGzYMcrkcb775JmbOnFmlvY+PD7766iukp6dDJpPh5ZdfVlo/d+5cyGQy/Pjjjyr3J4TAgAEDkJGRobR80KBBcHBwgBD/nhiRnp6u8tldMpkM9+7dAwCUlpZi4cKFcHJyQrdu3eDk5ITg4GDk5ubW8jehWmpqKjw8PODo6Ig+ffogJSWl2rZnz57FkCFD0KVLF3Tu3Bnx8fGK5YMGDYKTkxN69OiB4OBgFBcXAwBSUlLg5uYGV1dXuLq6on379rC0tARQ/rsaOHAg0tLS6uVYiJoyTchSpwCUqrsIIqp3zFKPVx9ZKj09HXp6eoq85OrqikuXLik+N27cONjY2CgdF8AsRURERET0KE78PaWrV69i9erVEEJg0KBB8PDwUHdJVEsVE39G4Jn5pJmys7MREhKC+Ph4JCcn48KFC1i6dClkMhkCAwOxefNmlJb+O0x948YNHDhwAG+88QYAwNLSEikpKbhx4wYAQC6XY8uWLejRo0e1+9y2bRs6d+4Me3t7xbLU1FSkpqZCX18fR44cqdUxBAYG4sSJEzh+/DjOnz+PlJQUDB8+HHfu3KnVdqozbdo0BAcH4++//8bs2bMRGBiost39+/fx8ssvY9GiRbhw4QLOnz+PgQMHAgCMjIywcuVK/Pnnn0hOTkZeXh6WLVsGAOjatStOnz6N5ORkJCcn46WXXoKfnx+A8kG58PBwLFiwoF6Ohaip0bQsVfk2n8wVRJqBWerJ6iNLAUCLFi0UeSk5ORmdOnVS2kdycnKVbTJLEREREREp48TfUzh37hwCAgJw4MAB5Ofnq7scqqPKE39EmigrKwt6enpo2bKlYpm7uztkMhl69eqF1q1b46efflKs+/bbb+Ht7Q0rKysA5YMpb7zxBjZu3AgA2L9/P9zc3BRXrKmybt06xcRWhaioKLzxxhsICgpCVFRUjeu/ePEitm3bhujoaFhYWAAAdHR0MG7cOHTs2LHG26nOzZs3cerUKcXg3JgxY5CWlob09PQqbePi4tC/f38899xzAAA9PT3F78nBwQHOzs4AAF1dXfTu3RuXL1+uso3i4mLExcUpDYiNGjUKiYmJKCgoeOrjIWpKNDFLceKPSPMwSz1efWWpJ/H09ESrVq1UrmOWIiIiIiL6Fyf+6ujIkSOYNm0a7O3tER0dDXNzc3WXRHVUMfHH5/tRg+nVC7C1bdif3r2r3b2Liwv69++Pdu3awdfXF0uXLsW1a9cU6wMDAxEdHa14HxMTU+Us7cmTJ+Pbb78FAGzYsAFTpkypdn8lJSU4duwY+vfvr1hWWlqKjRs3YsqUKZg4cSJ27dqFvLy8Gv36Tp06BQcHB5W3sFLl888/V7pFVOWfhISEKu2vXr0KGxsb6OmVP/ZWJpOhXbt2uHLlSpW2KSkpMDIywksvvQRXV1f4+/vj1q1bVdoVFhZi/fr1GDVqVJV18fHx6NChA1xdXRXL9PX10b17d/z66681OkYiTaCpWapi4q+5Wqsg0jDMUlqTpfLz89G7d2+4u7tj4cKFKCsrq1HNzFJERERERP/SU3cBTdGpU6cwc+ZMDBkyBJ988gkMDflkuKaME3/U4LKzgUqDQ41NR0cHO3bswJ9//onDhw9j9+7d+PTTT3Hy5Ek8++yzeOONNzBnzhzcuHEDly5dQkFBAby8vJS20a5dO9jY2ODHH39EUlIS4uLisHjxYpX7y8nJgYGBAUxMTBTLEhMTYW9vjy5dugAoP2P7u+++Q0hICGSy6q+Jedy66kRERCAiIqJWn3l0P5Wfm1NZSUkJ9u7di99++w02Njb46KOP8NZbb+H7779XajNhwgR4eXlh9OjRVba1YcMGlbe/atOmDTIzM2tVN1FTpalZKvOfHwDoo85CiDQNs5RWZClra2tkZmaiVatWuHPnDiZMmIBly5Zh1qxZNaqBWYqIiIiIqBwn/urA1dUVH330EV566SXo6PCiyaau6J//5cQfNZg2bSSxDycnJzg5OWHatGkYMWIEdu3ahRkzZsDS0hIjR47E5s2bceHCBQQEBKj8bpsyZQoCAgIQEhLy2O8+ExMTFBUVKS2LiopCamoq2rdvDwB48OABMjIyEBISAisrK+Tl5aG0tFRxpnhOTg5MTU1hamoKd3d3pKam4vbt20q32KrO559/ji1btqhcN2/ePPj6+iots7OzQ2ZmpmL/QghcvXoV7dq1q/J5e3t7DB06FG3btgUA+Pn5wdvbW7G+pKQE48ePh7W1Nb7++usqn8/IyMCxY8ewbdu2KuuKiopgbMxvItIOmpqlfq/0uq/aqiDSQMxSWpGlDA0NFbfytLS0xJQpUxAXF1fjiT9mKSIiIiKicpz4q6GSkhIsXrwY3t7e6NWrF3x8fNRdEtUDAV7xR43g5MmG34cQQGmpylXXrl1Deno6BgwYAAC4e/cu0tLS0KlTJ0WbwMBAvPPOO8jOzsbp06dVbsfX1xcZGRmK57dUx9zcHNbW1rh8+TI6duyI7OxsHDhwAJmZmWjRogUAoKysDG3btsWZM2fg7OyMfv364ZtvvkFoaCgAYPXq1Rg+fDgA4Nlnn8WYMWMQGBiImJgYtGjRAkIIbNq0CQMGDFA6DqD2Z6m3atUKbm5u2Lx5MyZPnowdO3agffv2ioG1ysaPH4+oqCjk5+fDzMwMe/bsgYuLC4DyW3C9+uqrsLS0xDfffKPyDPvo6Gj4+voqfg+VXbhwQbEtIk2kDVmq8vP9+qmtCiINxCylFVnq5s2bsLCwgL6+PoqLixEfHw83N7ca18EsRURERERUTnNOsW5A9+7dQ1hYGHbv3o38/Hx1l0P16CHKJ/8ATvyR5iotLcXChQvh6OgIV1dXDBw4EJMmTcLo0aMVbTw9PVFcXIyePXuiQ4cOKrdjaGiI999/X3GG9uOMGTMGu3fvBgB8++23eOGFF5Qmu3R1dfHaa69h/fr1AIBNmzZhz549cHV1hYuLC86dO4c1a9Yo2m/YsAEuLi7o27cvunXrhm7duuHYsWM1Omu9JtatW4d169bB0dERn3/+OaKiohTrgoKCsGvXLgDlt+n64IMP0L9/f7i4uGD//v1YtWoVAGDr1q2Ij4/HyZMn4ebmBldXV7z11luK7QghVD7zBwDS09MBAN27d6+X4yGSGm3JUpUn/njFH5HmYJZ6svrIUkePHoWbmxtcXFzg7u6ONm3aYM6cOYrtjB49Gra2tgCAzp07Y8iQIYp1zFJERERERP+Siepuvq+h8vPzYW5ujrt376q84uJRN27cQFhYGG7duoVly5bV+IzDWd/eRW6hQAtTGZZOsnjKquuRrW358zHatgUk+PwDuVyOmzdvolWrVo1y669cABW94wVgb+WV62yBe9eAZm2BadL7XTW2xu6bpqyoqAhpaWno0KEDjIyMGmWfQgjF7ZXq8iyX+paRkYGxY8fi999/1/r/XmrSNxEREXBwcFA5KUj1o7q/y9zcXFhYWCAvLw9mZmZqrLDpaKws1dSUADBD+S3EOwK4BCDX0gYt7mYh18IaLe5cb5Q6nurfa2afBsUsVXPMUsxSlTFLSQOzFBEREVHTod3/D+IJhBD44IMPUFhYiKioKI0dqNJmDyq95hV/RPXH3t4e77//Pq5fb5yB7qbOxsYGAQEB6i6DqN5pU5Y6g3+fG8zbfBLR02KWqh1mKSIiIiKif/EZf9WQy+XQ0dHBxx9/jGbNmsHKykrdJVED4MQfUcMZO3asuktoMsLCwtRdAlG907Ys9Xul15z4I6L6wCxVc8xSRERERET/4hV/KiQmJmLatGkoKipChw4dNH6gSpsVVXrNiT8iIqL6oY1ZqvLz/TjxR0RERERERETqwom/SoQQiImJwdy5c2FnZwc9PV4Qqel4xR81JC17hCqRpPHvsXFoc5aqmPgzBOCizkKINAi/u4mkg3+PRERERE2H9ozGPIFcLseSJUuwfft2BAcHY+rUqZJ4qDs1LE78UUPQ19eHTCbDrVu3YGVl1SjfJUIIlJaWQk9Pj99dEsO+UT8hBG7dugWZTAZ9fX11l6OxtDlL3QaQ+s/rngAM1FgLkSZglqLK2DfqxyxFRERE1LRw4u8fv/32GxISEvDxxx9j9OjR6i6HGknliT8jtVVBmkZXVxe2trbIzMxEenp6o+xTCKF4nhYHRKSFfSMNMpkMtra20NXVVXcpGkubsxSf70dUv5ilqDL2jTQwSxERERE1HWqf+Fu9ejWWLl2KrKwsdOvWDZGRkRg4cGC17Q8fPowZM2bg/PnzsLGxwezZsxESElLn/T948ADGxsbw8PDA9u3bYWdnV+dtUdPDK/6ooTRr1gwODg4oKSlplP3J5XLcvn0bLVu2hI4O7+IsJewbadDX19fYgSpmKfXj8/2I6h+zFFVg30iDJmcpIiIiIk2j1om/rVu3Yvr06Vi9ejUGDBiAdevW4cUXX0RKSgratWtXpX1aWhq8vb0xdepUbN68Gb/++itCQ0NhZWWFMWPG1Hr/V69exTvvvIOAgACMHj1aKweqtB0n/qgh6erqNtr/OZbL5dDX14eRkREHRCSGfUMNiVlKGjjxR9QwmKUIYN8QEREREdWWWlPz8uXLERgYiKCgIHTp0gWRkZGws7PDmjVrVLZfu3Yt2rVrh8jISHTp0gVBQUGYMmUKvvzyy1rvOyUlBQEBAdDV1UXv3r2f9lCoieLEHxERNWXMUuonx7+3+rQBYKvGWoiIiIiIiIiI1HbF38OHD5GUlISIiAil5V5eXjh27JjKzxw/fhxeXl5Ky1544QVERUWhpKSkVg+Zfik8HObdu8Nl+XK8a25e+wN4AjOUz6reATCu3rded2sBtARwG0Ddb+rVcIRMhuIWLWAok6Exnt5wudJrTvwREVFToulZqqkoApD/z+t+QKPkFyIiIiIiIiKi6qht4i8nJwdlZWVo3bq10vLWrVsjOztb5Weys7NVti8tLUVOTg6sra2rfKa4uBjFxcWK93l5eQCAl0+fwYd/XobBjh+e9lBUEv9cTCmDHM3ezWmQfdSFbp5APgDZvetYGGmj7nIkxQJAXuUF97MhE4DQlUPk5qqnKAmRy+XIz8+HgYEBb7EjQewf6WLfSFvuP9/vQgj1FlIHmp6lmpJVlV5fqfTaLC8H+QDy5aWQNWLuMiyTo0C3Dt83zD4Niv8eSBv7R7rYN9LWlLMUERERkaZS6zP+AEAmUz4vWghRZdmT2qtaXmHx4sVYsGBBleXRJUWILimqbbmaI08A4VnqrqKJyALCLdRdBBERNaDbt2/DvIletcYs1QTk3QLC1V1EbTD7EBFR7TTlLEVERESkadQ28ffMM89AV1e3yhnpN2/erHImeoU2bdqobK+np4eWLVuq/MwHH3yAGTNmKN7n5ubC3t4eV65cYSiVoPz8fNjZ2eHq1aswMzNTdzlUCftG2tg/0sW+kba8vDy0a9cOlpaW6i6l1pilSBV+50gX+0ba2D/Sxb6RtqacpYiIiIg0ldom/gwMDNCzZ0/s27cPvr6+iuX79u3D6NGjVX6mf//++OEH5dtJ/fzzz+jVq1e1z6QxNDSEoaFhleXm5ub8Pw0SZmZmxv6RKPaNtLF/pIt9I21N8dZhzFL0OPzOkS72jbSxf6SLfSNtTTFLEREREWkqtSazGTNmYP369diwYQMuXLiA8PBwXLlyBSEhIQDKzzD39/dXtA8JCUFGRgZmzJiBCxcuYMOGDYiKisLMmTPVdQhEREREasMsRURERERERERElan1GX8TJkzA7du3sXDhQmRlZaF79+5ITEyEvb09ACArKwtXrlxRtO/QoQMSExMRHh6OVatWwcbGBitWrMCYMWPUdQhEREREasMsRURERERERERElal14g8AQkNDERoaqnJdTExMlWWDBw/GqVOn6rw/Q0NDzJs3T+Utq0j92D/Sxb6RNvaPdLFvpE0T+odZiipj/0gX+0ba2D/Sxb6RNvYPERERkfTIhBBC3UUQERERERERERERERER0dPh05eJiIiIiIiIiIiIiIiINAAn/oiIiIiIiIiIiIiIiIg0ACf+iIiIiIiIiIiIiIiIiDSARk78rV69Gh06dICRkRF69uyJX3755bHtDx8+jJ49e8LIyAgdO3bE2rVrG6lS7VSb/omPj8fw4cNhZWUFMzMz9O/fH3v37m3EarVLbf92Kvz666/Q09ODq6trwxao5WrbP8XFxZgzZw7s7e1haGiITp06YcOGDY1UrXapbd/ExsbCxcUFJiYmsLa2RkBAAG7fvt1I1WqPI0eOYNSoUbCxsYFMJsPOnTuf+BlmgnLMUtLGLCVdzFLSxiwlXcxS0sQsRURERNQ0adzE39atWzF9+nTMmTMHp0+fxsCBA/Hiiy/iypUrKtunpaXB29sbAwcOxOnTp/Hhhx8iLCwMO3bsaOTKtUNt++fIkSMYPnw4EhMTkZSUhKFDh2LUqFE4ffp0I1eu+WrbNxXy8vLg7++PYcOGNVKl2qku/TN+/HgcOHAAUVFR+Ouvv/Ddd9/BycmpEavWDrXtm6NHj8Lf3x+BgYE4f/48tm3bhhMnTiAoKKiRK9d8hYWFcHFxwcqVK2vUnpmgHLOUtDFLSRezlLQxS0kXs5R0MUsRERERNVFCw/Tp00eEhIQoLXNychIREREq28+ePVs4OTkpLZs2bZro169fg9WozWrbP6p07dpVLFiwoL5L03p17ZsJEyaIjz76SMybN0+4uLg0YIXarbb9s3v3bmFubi5u377dGOVptdr2zdKlS0XHjh2Vlq1YsULY2to2WI0kBACRkJDw2DbMBOWYpaSNWUq6mKWkjVlKupilmgZmKSIiIqKmQ6Ou+Hv48CGSkpLg5eWltNzLywvHjh1T+Znjx49Xaf/CCy/g5MmTKCkpabBatVFd+udRcrkcBQUFsLS0bIgStVZd+yY6OhqXLl3CvHnzGrpErVaX/tm1axd69eqFJUuWoG3btnB0dMTMmTPx4MGDxihZa9Slbzw8PJCZmYnExEQIIXDjxg1s374dI0eObIyS6TGYCZilpI5ZSrqYpaSNWUq6mKU0CzMBERERkTToqbuA+pSTk4OysjK0bt1aaXnr1q2RnZ2t8jPZ2dkq25eWliInJwfW1tYNVq+2qUv/PGrZsmUoLCzE+PHjG6JErVWXvklNTUVERAR++eUX6Olp1FeJ5NSlfy5fvoyjR4/CyMgICQkJyMnJQWhoKO7cucNn09SjuvSNh4cHYmNjMWHCBBQVFaG0tBQ+Pj74z3/+0xgl02MwEzBLSR2zlHQxS0kbs5R0MUtpFmYCIiIiImnQqCv+KshkMqX3Qogqy57UXtVyqh+17Z8K3333HebPn4+tW7eiVatWDVWeVqtp35SVleH111/HggUL4Ojo2Fjlab3a/O3I5XLIZDLExsaiT58+8Pb2xvLlyxETE8Mz1RtAbfomJSUFYWFhmDt3LpKSkrBnzx6kpaUhJCSkMUqlJ2AmKMcsJW3MUtLFLCVtzFLSxSylOZgJiIiIiNRPo04tfeaZZ6Crq1vlzMCbN29WOeusQps2bVS219PTQ8uWLRusVm1Ul/6psHXrVgQGBmLbtm3w9PRsyDK1Um37pqCgACdPnsTp06fx9ttvAygfHBFCQE9PDz///DOef/75RqldG9Tlb8fa2hpt27aFubm5YlmXLl0ghEBmZiYcHBwatGZtUZe+Wbx4MQYMGIBZs2YBAJydnWFqaoqBAwdi0aJFPBNajZgJmKWkjllKupilpI1ZSrqYpTQLMwERERGRNGjUFX8GBgbo2bMn9u3bp7R837598PDwUPmZ/v37V2n/888/o1evXtDX12+wWrVRXfoHKD87ffLkyYiLi+NzGxpIbfvGzMwMZ8+eRXJysuInJCQEnTt3RnJyMvr27dtYpWuFuvztDBgwANevX8e9e/cUy/7++2/o6OjA1ta2QevVJnXpm/v370NHR/mfX11dXQD/nhFN6sFMwCwldcxS0sUsJW3MUtLFLKVZmAmIiIiIJEJomC1btgh9fX0RFRUlUlJSxPTp04WpqalIT08XQggREREhJk6cqGh/+fJlYWJiIsLDw0VKSoqIiooS+vr6Yvv27eo6BI1W2/6Ji4sTenp6YtWqVSIrK0vxk5ubq65D0Fi17ZtHzZs3T7i4uDRStdqntv1TUFAgbG1txdixY8X58+fF4cOHhYODgwgKClLXIWis2vZNdHS00NPTE6tXrxaXLl0SR48eFb169RJ9+vRR1yForIKCAnH69Glx+vRpAUAsX75cnD59WmRkZAghmAmqwywlbcxS0sUsJW3MUtLFLCVdzFJERERETZPGTfwJIcSqVauEvb29MDAwEO7u7uLw4cOKdZMmTRKDBw9Wan/o0CHh5uYmDAwMRPv27cWaNWsauWLtUpv+GTx4sABQ5WfSpEmNX7gWqO3fTmUcrGp4te2fCxcuCE9PT2FsbCxsbW3FjBkzxP379xu5au1Q275ZsWKF6Nq1qzA2NhbW1tbCz89PZGZmNnLVmu/gwYOP/TeEmaB6zFLSxiwlXcxS0sYsJV3MUtLELEVERETUNMmE4L0wiIiIiIiIiIiIiIiIiJo6jXrGHxEREREREREREREREZG24sQfERERERERERERERERkQbgxB8RERERERERERERERGRBuDEHxEREREREREREREREZEG4MQfERERERERERERERERkQbgxB8RERERERERERERERGRBuDEHxEREREREREREREREZEG4MQfERERERERERERERERkQbgxB8R1UlMTAxatGih7jLqrH379oiMjHxsm/nz58PV1bVR6iEiIiLtwixFREREREREDYETf0RabPLkyZDJZFV+Ll68qO7SEBMTo1STtbU1xo8fj7S0tHrZ/okTJxAcHKx4L5PJsHPnTqU2M2fOxIEDB+plf9V59Dhbt26NUaNG4fz587XeTlMePCQiImqKmKWYpYiIiIiIiKSGE39EWm7EiBHIyspS+unQoYO6ywIAmJmZISsrC9evX0dcXBySk5Ph4+ODsrKyp962lZUVTExMHtumWbNmaNmy5VPv60kqH+dPP/2EwsJCjBw5Eg8fPmzwfRMREdHTYZaqHrMUERERERFR4+PEH5GWMzQ0RJs2bZR+dHV1sXz5cvTo0QOmpqaws7NDaGgo7t27V+12/vjjDwwdOhTNmzeHmZkZevbsiZMnTyrWHzt2DIMGDYKxsTHs7OwQFhaGwsLCx9Ymk8nQpk0bWFtbY+jQoZg3bx7OnTunOIt+zZo16NSpEwwMDNC5c2ds2rRJ6fPz589Hu3btYGhoCBsbG4SFhSnWVb49Vfv27QEAvr6+kMlkiveVb0+1d+9eGBkZITc3V2kfYWFhGDx4cL0dZ69evRAeHo6MjAz89ddfijaP649Dhw4hICAAeXl5irPd58+fDwB4+PAhZs+ejbZt28LU1BR9+/bFoUOHHlsPERER1RyzFLMUERERERGRlHDij4hU0tHRwYoVK3Du3Dl8++23+O9//4vZs2dX297Pzw+2trY4ceIEkpKSEBERAX19fQDA2bNn8cILL+CVV17BmTNnsHXrVhw9ehRvv/12rWoyNjYGAJSUlCAhIQHvvvsu3nvvPZw7dw7Tpk1DQEAADh48CADYvn07vvrqK6xbtw6pqanYuXMnevTooXK7J06cAABER0cjKytL8b4yT09PtGjRAjt27FAsKysrw/fffw8/P796O87c3FzExcUBgOL3Bzy+Pzw8PBAZGak42z0rKwszZ84EAAQEBODXX3/Fli1bcObMGYwbNw4jRoxAampqjWsiIiKi2mOWUsYsRURERERE1EgEEWmtSZMmCV1dXWFqaqr4GTt2rMq233//vWjZsqXifXR0tDA3N1e8b968uYiJiVH52YkTJ4rg4GClZb/88ovQ0dERDx48UPmZR7d/9epV0a9fP2FrayuKi4uFh4eHmDp1qtJnxo0bJ7y9vYUQQixbtkw4OjqKhw8fqty+vb29+OqrrxTvAYiEhASlNvPmzRMuLi6K92FhYeL5559XvN+7d68wMDAQd+7cearjBCBMTU2FiYmJACAACB8fH5XtKzypP4QQ4uLFi0Imk4lr164pLR82bJj44IMPHrt9IiIiejJmqa8U75mliIiIiIiIpEFPfVOORCQFQ4cOxZo1axTvTU1NAQAHDx7EZ599hpSUFOTn56O0tBRFRUUoLCxUtKlsxowZCAoKwqZNm+Dp6Ylx48ahU6dOAICkpCRcvHgRsbGxivZCCMjlcqSlpaFLly4qa8vLy0OzZs0ghMD9+/fh7u6O+Ph4GBgY4MKFCwgODlZqP2DAAHz99dcAgHHjxiEyMhIdO3bEiBEj4O3tjVGjRkFPr+5fe35+fujfvz+uX78OGxsbxMbGwtvbGxYWFk91nM2bN8epU6dQWlqKw4cPY+nSpVi7dq1Sm9r2BwCcOnUKQgg4OjoqLS8uLm6U5+0QERFpA2apmmOWIiIiIiIianic+CPScqampnj22WeVlmVkZMDb2xshISH45JNPYGlpiaNHjyIwMBAlJSUqtzN//ny8/vrr+Omnn7B7927MmzcPW7Zsga+vL+RyOaZNm6b0XJgK7dq1q7a2ikEcHR0dtG7dusqgjEwmU3ovhFAss7Ozw19//YV9+/Zh//79CA0NxdKlS3H48GGl2z7VRp8+fdCpUyds2bIFb775JhISEhAdHa1YX9fj1NHRUfSBk5MTsrOzMWHCBBw5cgRA3fqjoh5dXV0kJSVBV1dXaV2zZs1qdexERESkGrNUzTFLERERERERNTxO/BFRFSdPnkRpaSmWLVsGHZ3yR4F+//33T/yco6MjHB0dER4ejtdeew3R0dHw9fWFu7s7zp8/X2VQ7EkqD+I8qkuXLjh69Cj8/f0Vy44dO6Z0JrixsTF8fHzg4+ODt956C05OTjh79izc3d2rbE9fXx9lZWVPrOn1119HbGwsbG1toaOjg5EjRyrW1fU4HxUeHo7ly5cjISEBvr6+NeoPAwODKvW7ubmhrKwMN2/exMCBA5+qJiIiIqo5ZqnqMUsRERERERE1LB11F0BE0tOpUyeUlpbiP//5Dy5fvoxNmzZVuV1SZQ8ePMDbb7+NQ4cOISMjA7/++itOnDihGDh6//33cfz4cbz11ltITk5Gamoqdu3ahXfeeafONc6aNQsxMTFYu3YtUlNTsXz5csTHx2PmzJkAgJiYGERFReHcuXOKYzA2Noa9vb3K7bVv3x4HDhxAdnY27t69W+1+/fz8cOrUKXz66acYO3YsjIyMFOvq6zjNzMwQFBSEefPmQQhRo/5o37497t27hwMHDiAnJwf379+Ho6Mj/Pz84O/vj/j4eKSlpeHEiRP44osvkJiYWKuaiIiIqOaYpZiliIiIiIiI1IUTf0RUhaurK5YvX44vvvgC3bt3R2xsLBYvXlxte11dXdy+fRv+/v5wdHTE+PHj8eKLL2LBggUAAGdnZxw+fBipqakYOHAg3Nzc8PHHH8Pa2rrONb788sv4+uuvsXTpUnTr1g3r1q1DdHQ0hgwZAgBo0aIF/ud//gcDBgyAs7MzDhw4gB9++KHa57EsW7YM+/btg52dHdzc3Krdr4ODA3r37o0zZ87Az89PaV19Hue7776LCxcuYNu2bTXqDw8PD4SEhGDChAmwsrLCkiVLAADR0dHw9/fHe++9h86dO8PHxwe///477Ozsal0TERER1QyzFLMUERERERGRusiEEELdRRARERERERERERERERHR0+EVf0REREREREREREREREQagBN/RERERERERERERERERBqAE39EREREREREREREREREGoATf0REREREREREREREREQagBN/RERERERERERERERERBqAE39EREREREREREREREREGoATf0REREREREREREREREQagBN/RERERERERERERERERBqAE39EREREREREREREREREGoATf0REREREREREREREREQagBN/RERERERERERERERERBqAE39EREREREREREREREREGuD/ATwc6iCIvjHVAAAAAElFTkSuQmCC", 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- "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Final Results:\n", - "Best performing model: Random Forest\n", - "Performance on 7 regions with ≥10 subjects\n", - "Balanced Test Accuracy: 0.244\n", - "Binary AUC Score: 0.895\n", - "\n", - "Testing threshold: 15 subjects\n", - "Using 'Epileptic_Status' as target variable\n", - "\n", - "Original class distribution:\n", - "Total classes: 52\n", - "Class 0 (not epileptic): 101 subjects\n", - "Epileptic regions (1-83): 441 subjects\n", - "\n", - "Regions with >= 15 subjects: 5\n", - "Regions with < 15 subjects: 47\n", - "Insufficient regions: [3, 6, 13, 15, 17, 20, 21, 22, 24, 25, 28, 30, 31, 32, 33, 34, 35, 38, 40, 41]...\n", - "\n", - "Filtering results:\n", - "Original dataset: 542 samples, 52 classes\n", - "Filtered dataset: 409 samples, 5 classes\n", - "Removed samples: 133 (24.5%)\n", - "\n", - "Final processed data:\n", - "Features shape: (409, 593)\n", - "Target distribution:\n", - "Epileptic_Status\n", - "0 101\n", - "1 19\n", - "2 150\n", - "3 26\n", - "4 113\n", - "Name: count, dtype: int64\n", - "Minimum samples per class: 19\n", - "Selected 50 features out of 593\n", - "Minimum class count: 19\n", - "\n", - "Training models on filtered data...\n", - "\n", - "Training Random Forest...\n", - "CV Balanced Accuracy: 0.318 (+/- 0.065)\n", - "Test Accuracy: 0.512\n", - "Balanced Test Accuracy: 0.331\n", - "\n", - "Training Gradient Boosting...\n", - "CV Balanced Accuracy: 0.319 (+/- 0.051)\n", - "Test Accuracy: 0.463\n", - "Balanced Test Accuracy: 0.310\n", - "\n", - "Training Logistic Regression...\n", - "CV Balanced Accuracy: 0.254 (+/- 0.052)\n", - "Test Accuracy: 0.488\n", - "Balanced Test Accuracy: 0.371\n", - "\n", - "Training SVM...\n", - "CV Balanced Accuracy: 0.320 (+/- 0.042)\n", - "Test Accuracy: 0.476\n", - "Balanced Test Accuracy: 0.320\n", - "\n", - "==================================================\n", - "MODEL COMPARISON (FILTERED DATA)\n", - "==================================================\n", - " Model CV Balanced Accuracy Test Accuracy \\\n", - "0 Random Forest 0.318 0.512 \n", - "1 Gradient Boosting 0.319 0.463 \n", - "2 Logistic Regression 0.254 0.488 \n", - "3 SVM 0.320 0.476 \n", - "\n", - " Balanced Test Accuracy \n", - "0 0.331 \n", - "1 0.310 \n", - "2 0.371 \n", - "3 0.320 \n", - "\n", - "Best model: Logistic Regression\n", - "Best Balanced Test Accuracy: 0.371\n", - "Regular Test Accuracy: 0.488\n", - "\n", - "Detailed evaluation for Logistic Regression:\n", - "\n", - "Classification Report:\n", - " precision recall f1-score support\n", - "\n", - " 0 0.52 0.55 0.54 20\n", - " 1 0.20 0.25 0.22 4\n", - " 2 0.64 0.53 0.58 30\n", - " 3 0.00 0.00 0.00 5\n", - " 4 0.48 0.52 0.50 23\n", - "\n", - " accuracy 0.49 82\n", - " macro avg 0.37 0.37 0.37 82\n", - "weighted avg 0.51 0.49 0.49 82\n", - "\n" - ] - }, - { - "data": { - "image/png": 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", - "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "==================================================\n", - "AUC SCORES SUMMARY\n", - "==================================================\n", - " Model Binary AUC Micro AUC Macro AUC\n", - "0 Random Forest 0.893 0.813 0.685\n", - "1 Gradient Boosting 0.843 0.790 0.646\n", - "2 Logistic Regression 0.828 0.794 0.696\n", - "3 SVM 0.905 0.830 0.740\n", - "\n", - "Best Binary AUC: SVM (0.905)\n", - "Best Micro AUC: SVM (0.830)\n", - "Best Macro AUC: SVM (0.740)\n", - "\n", - "Generating detailed ROC analysis for top 5 classes...\n" - ] - }, - { - "data": { - "image/png": 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OTL169fTNN98oZ86cypAhg037cnNzU+3atXX//n29+eabOn78eIoU0R88eKDly5crY8aMev311yVJtWrVUmRkZILYFi1aKCgoSGFhYeZYSTp8+LCqVaumrFmzavPmzTYfEwAALyKK6AAAAADwgipXrpymT5+ufv36qXz58urVq5eyZ8+uc+fOadasWfrhhx80ffp0lS1b9pnGL1CggFq2bKmpU6fKzs5OVapU0fHjxzV16lR5enqaZyH/W3Xr1tW0adPUqlUrdenSRbGxsZoyZcozt/b4+eefVbNmTbVo0UKVKlVSQECArl27pvXr1+uTTz5RaGio+ZzUq1dPq1atUo8ePdSkSRP99ttveu+99xQQEGBuVZKSfHx81L17d507d065c+fWN998o3nz5ql79+5WbyoqSWPHjtXmzZtVtmxZ9enTR3ny5NHdu3cVHR2tb775RnPnzlXWrFnVuXNnubi4qFy5cgoICNCFCxcUFhYmT09PlShRwjxefEH7aX3R+/fvrwcPHqhcuXLy9/fXb7/9ppkzZ+rw4cMKDw83/+HD39/f3Jbmcc7OzvLx8VFoaKh52c8//6xq1apJksaPH69ff/3V4lznzJlTmTJlevrJBADgBfFKFNEbNmz4f+3dd3yN5//H8ffJDpKQRBORIggSxN5FUjNGtahNjapWzNTeNHbNNtQOatYq/apREm2NSuxdW9WmxCaR3x8eOb8eySHRkITX8/E4j4dzX9d93Z/rvhyST658bkVERKhKlSpatmxZaocDAAAAACmmc+fOKlWqlMaNG6cvv/xS169fl7Ozs9577z39/vvvKleu3H8af86cOcqWLZtmzZqlCRMmqGjRolq6dKlq1qypzJkzp8gc3n//fc2ePVujR49W3bp1lT17drVv317vvPOO2rVrl+zx8ubNq+DgYG3evFk//vijrl69Kmtra3l7eyskJETBwcHGHwC0adNGV65c0XfffafZs2crd+7c6tOnj86fP6+hQ4emyPz+zd3dXaGhoerRo4cOHDggZ2dn9evX74XXypYtm6KiovTVV19p7NixOn/+vBwcHOTl5aWaNWsad3JXrFhRYWFhWrp0qf755x+5urrqvffe07x580wS00n9TYJChQpp2rRpWrhwoaKjo+Xg4KDSpUtr/fr1xjr2ybV9+3ZjOaBnHzorPf0717p165caGwCA1GCIiy90lgSPHz9W9erVNW3aNOXLl+9VxpUs4eHhunPnjubOnZvsJHp0dLScnJx069YtOTo6vqIIE9cuLDJJ/Wa1LvXiTm+YpNybt/G+AGkRn1fzuDdAyknu5yktf/5S8+tPIKm2bdumChUqaMGCBWrWrFlqh5Nu+Pv769q1azp48GBqhwIAAFJQsnaiW1tb6+DBg0l6QM3rFBAQoIiIiNQOAwAAAADSnY0bN2r79u0qUaKE7O3ttW/fPo0aNUre3t6qX79+aocHAACQ6pJd4K5Vq1aaNWtWigXw66+/qm7duvLw8JDBYEj06exTpkyRl5eX7OzsVKJECf32228pdn0AAAAAeJs5Ojpqw4YNatmypWrUqKExY8YoMDBQW7ZskZ2dXWqHBwAAkOqSXRP90aNHmjlzpjZu3KiSJUsqY8aMJu3jx49P1nh3795VkSJF1KZNGzVo0CBB+5IlS9StWzdNmTJFFSpU0LRp0xQYGKjDhw8/96EsAAAAAIAXK1OmjH7//ffUDuONwG9IAwDwZkp2Ev3gwYMqXry4JOnPP/80aXuZMi+BgYEKDAw02z5+/Hi1a9dOn376qSRp4sSJWr9+vaZOnaqRI0cm+3oAAAAAAAAAACRVssu5hIeHm31t3rw5RYN79OiRdu3aleCJ4NWrV9e2bdteasyHDx8qOjra5AUAAAAAaVFYWJgMBkOirx49eujMmTMyGAwKCwtLcM6ZM2eMxxYuXKiJEye+9viTIrE5mHPkyBG1bNlSuXPnlp2dnVxdXVW8eHF16tQpzX9vN2TIkDT3fDFJiouLU6VKlWQwGNSpU6dE+3zzzTcqUKCAbG1t5eXlpaFDh+rx48cJ+q1fv14VKlSQvb29nJycVLduXR06dOhVTwEAgFcu2TvR4504cUInT55UpUqVZG9vr7i4uBT/guDatWuKjY2Vm5ubyXE3NzddunTJ+L5GjRravXu37t69K09PT61cuVKlSpVKdMyRI0dq6NChKRonAAAAkqddWGSS+s1qnfjXdMDbZs6cOSpQoIDJMQ8PD7m5uWn79u3KkyfPc89fuHChDh48qG7dur3CKF+tPXv2qEKFCvLx8dGgQYOUK1cuXbt2Tfv27dPixYvVo0cPOTo6pnaY6U5oaKhOnDhhtn348OEaOHCg+vTpo+rVqysyMlIDBgzQ33//renTpxv7/fjjj/roo49Ur149LV++XLdu3dLQoUNVsWJFRUZGvvDvKAAAaVmyk+jXr19Xo0aNFB4eLoPBoOPHjyt37tz69NNPlTlzZo0bNy7Fg3w2Of9swn79+vVJHqtv374KDg42vo+Ojta7777734MEAAAAgFekUKFCKlmyZKJtZcuWfc3R/L/79+/L3t7+tVxr4sSJsrCwUEREhBwcHIzHGzZsqK+++kpxcXGvJY43yZkzZ9S3b1/NmzdP9evXT9B+/fp1hYSEqH379hoxYoQkyd/fX48fP9aAAQPUrVs3+fr6SpJ69+6twoULa8WKFcbv18uXL698+fJp0KBBWrBgweubGAAAKSzZ5Vy6d+8ua2trnTt3ThkyZDAeb9y4sdatW5eiwbm6usrS0tJk17kkXblyJcHu9KSytbWVo6OjyQsAAAAA0qOklELx9/fX//73P509e9akHEy8R48eKSQkxFiuI2vWrGrTpo2uXr1qMk6uXLlUp04drVixQsWKFZOdnZ3xt3wvXbqkDh06yNPTUzY2NsaSHzExMSZjXLhwQY0aNZKDg4OcnJzUuHHjBN/vmXP9+nU5OjoqU6ZMibb/e04bN25UvXr15OnpKTs7O+XNm1cdOnTQtWvXTM6JL7Gyf/9+ffzxx3JycpKzs7OCg4MVExOjY8eOqWbNmnJwcFCuXLk0ZswYk/MjIiJkMBj0/fffKzg4WO7u7rK3t1flypW1Z8+eJM1ryZIlKleunDJmzKhMmTKpRo0aCc49deqUmjRpIg8PD9na2srNzU1VqlTR3r17k3QNcz777DNVq1ZNH330UaLt69at04MHD9SmTRuT423atFFcXJxWrVol6enaHDt2TIGBgSbrkDNnThUqVEirVq1SbGzsf4oVAIDUlOwk+oYNGzR69Gh5enqaHPf29tbZs2dTLDBJsrGxUYkSJbRx40aT4xs3blT58uVT9FoAAAAAkFbFxsYqJibG5JVUU6ZMUYUKFeTu7q7t27cbX5L05MkT1atXT6NGjVKzZs30v//9T6NGjdLGjRvl7++v+/fvm4y1e/du9ezZU126dNG6devUoEEDXbp0SaVLl9b69es1aNAg/fzzz2rXrp1Gjhyp9u3bG8+9f/++qlatqg0bNmjkyJH64Ycf5O7ursaNGydpHuXKldPFixfVvHlzbdmyJUFs/3by5EmVK1dOU6dO1YYNGzRo0CD98ccfeu+99xKt5d2oUSMVKVJEy5cvV/v27TVhwgR1795dH374oWrXrq2VK1fq/fffV+/evbVixYoE5/fr10+nTp3SzJkzNXPmTF24cEH+/v46derUc+c0YsQINW3aVL6+vlq6dKnmz5+v27dvq2LFijp8+LCxX61atbRr1y6NGTNGGzdu1NSpU1WsWDHdvHnT2Ce+Fn5SastL0syZM7Vz5059++23ZvscPHhQklS4cGGT49myZZOrq6ux/dGjR5Keblp7lq2tre7du6eTJ08mKS4AANKiZJdzuXv3rskO9HjXrl1L9D/MF7lz545J/bXTp09r7969cnZ2Vo4cORQcHKyWLVuqZMmSKleunKZPn65z587p888/T/a1AAAAACA9SqxkS2LJ4MT4+voqc+bMsrW1TTDO0qVLtW7dOi1fvtyknEeRIkVUqlQphYWF6YsvvjAev3Llig4fPqx8+fIZj33++ef6559/dOjQIeXIkUOSVKVKFdnb26tHjx7q2bOnfH19NXfuXB05ckQ//vijPvjgA0lS9erVdf/+fc2YMeOF8+jRo4eioqK0aNEiLVq0SJaWlvLz81OtWrXUtWtXZc2a1SSmeHFxcSpfvrz8/f2VM2dO/fzzz8brx/vss8+MZT/jE/3ffvutVqxYYdyl7e/vr59++kkLFixIUPoka9asWrlypXEX9nvvvSdvb2+NHDnS7Nz++usvDR48WJ06ddLkyZONx6tVqyZvb28NHTpUS5YsMe7ynjhxolq0aGHs92wMFhYWsrS0lIXFi/fK/f333+rRo4fGjBkjDw8Ps/2uX78uW1tbZcyYMUGbs7Ozrl+/Lunpc8ucnZ21detWkz43b940Jtrj+wIAkB4leyd6pUqVNG/ePON7g8GgJ0+eaOzYsQoICEh2AFFRUSpWrJiKFSsmSQoODlaxYsU0aNAgSU/LxEycOFHDhg1T0aJF9euvv2rt2rXKmTNnsq8FAAAAAOnRvHnzFBkZafKyskr2nqgEfvrpJ2XOnFl169Y12eVetGhRubu7KyIiwqS/n5+fSQI9foyAgAB5eHiYjBEYGChJ2rJliyQpPDxcDg4OCRLYzZo1S1Kstra2WrlypQ4fPqwJEyaoSZMmunr1qoYPHy4fHx8dO3bM2PfKlSv6/PPP9e6778rKykrW1tbG7yGPHDmSYOw6deqYvPfx8ZHBYDDOQZKsrKyUN2/eRH8Du1mzZgnKmJQvX17h4eFm57N+/XrFxMSoVatWJvfNzs5OlStXNt57Z2dn5cmTR2PHjtX48eO1Z88ePXnyJMF48eO0atXK7DXjff755ypSpIjJbwqY8+wzyhJrs7CwUFBQkDZt2qSvvvpKV65c0YkTJ9SiRQvdu3fP2AcAgPQq2V91jR07Vv7+/oq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- "text/plain": [ - "
    " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "Final Results:\n", - "Best performing model: Logistic Regression\n", - "Performance on 5 regions with ≥15 subjects\n", - "Balanced Test Accuracy: 0.371\n", - "Binary AUC Score: 0.828\n", - "\n", - "Threshold Comparison Summary:\n", - " threshold classes_retained samples_retained retention_rate\n", - "0 5 13 468 86.3\n", - "1 10 7 431 79.5\n", - "2 15 5 409 75.5\n" - ] - } - ], - "source": [ - "df = pd.read_csv(r'.\\lh_updated.csv')\n", - "df = df.drop('Subject', axis=1)\n", - "\n", - "def filter_regions_by_subject_count(df, min_subjects=10):\n", - " \n", - " target_candidates = [col for col in df.columns if 'epilep' in col.lower() or 'target' in col.lower() or 'label' in col.lower()]\n", - " \n", - " if not target_candidates:\n", - " print(\"No obvious target column found. Assuming last column is target.\")\n", - " target_col = df.columns[-1]\n", - " else:\n", - " target_col = target_candidates[0]\n", - " \n", - " print(f\"Using '{target_col}' as target variable\")\n", - " \n", - " \n", - " class_counts = df[target_col].value_counts().sort_index()\n", - " print(f\"\\nOriginal class distribution:\")\n", - " print(f\"Total classes: {len(class_counts)}\")\n", - " print(f\"Class 0 (not epileptic): {class_counts.get(0, 0)} subjects\")\n", - " print(f\"Epileptic regions (1-83): {class_counts[class_counts.index > 0].sum()} subjects\")\n", - " \n", - " \n", - " sufficient_regions = class_counts[class_counts >= min_subjects].index.tolist()\n", - " insufficient_regions = class_counts[class_counts < min_subjects].index.tolist()\n", - " \n", - " print(f\"\\nRegions with >= {min_subjects} subjects: {len(sufficient_regions)}\")\n", - " print(f\"Regions with < {min_subjects} subjects: {len(insufficient_regions)}\")\n", - " \n", - " if len(insufficient_regions) > 0:\n", - " print(f\"Insufficient regions: {insufficient_regions[:20]}{'...' if len(insufficient_regions) > 20 else ''}\")\n", - " \n", - " \n", - " filtered_df = df[df[target_col].isin(sufficient_regions)].copy()\n", - " \n", - " \n", - " label_mapping = {old_label: new_label for new_label, old_label in enumerate(sufficient_regions)}\n", - " filtered_df[target_col] = filtered_df[target_col].map(label_mapping)\n", - " \n", - " \n", - " region_stats = {\n", - " 'original_classes': len(class_counts),\n", - " 'filtered_classes': len(sufficient_regions),\n", - " 'original_samples': len(df),\n", - " 'filtered_samples': len(filtered_df),\n", - " 'removed_samples': len(df) - len(filtered_df),\n", - " 'min_subjects_threshold': min_subjects,\n", - " 'sufficient_regions': sufficient_regions,\n", - " 'insufficient_regions': insufficient_regions,\n", - " 'label_mapping': label_mapping\n", - " }\n", - " \n", - " print(f\"\\nFiltering results:\")\n", - " print(f\"Original dataset: {region_stats['original_samples']} samples, {region_stats['original_classes']} classes\")\n", - " print(f\"Filtered dataset: {region_stats['filtered_samples']} samples, {region_stats['filtered_classes']} classes\")\n", - " print(f\"Removed samples: {region_stats['removed_samples']} ({region_stats['removed_samples']/region_stats['original_samples']*100:.1f}%)\")\n", - " \n", - " return filtered_df, region_stats\n", - "\n", - "def preprocess_data_with_threshold(df, min_subjects=10):\n", - " \n", - " \n", - " filtered_df, region_stats = filter_regions_by_subject_count(df, min_subjects)\n", - " \n", - " \n", - " target_candidates = [col for col in filtered_df.columns if 'epilep' in col.lower() or 'target' in col.lower() or 'label' in col.lower()]\n", - " \n", - " if not target_candidates:\n", - " target_col = filtered_df.columns[-1]\n", - " else:\n", - " target_col = target_candidates[0]\n", - " \n", - " \n", - " X = filtered_df.drop(columns=[target_col])\n", - " y = filtered_df[target_col]\n", - " \n", - " \n", - " if y.dtype == 'object':\n", - " le = LabelEncoder()\n", - " y = le.fit_transform(y)\n", - " print(f\"Target classes: {le.classes_}\")\n", - " \n", - " \n", - " numeric_cols = X.select_dtypes(include=[np.number]).columns\n", - " X = X[numeric_cols]\n", - " \n", - " print(f\"\\nFinal processed data:\")\n", - " print(f\"Features shape: {X.shape}\")\n", - " print(f\"Target distribution:\")\n", - " value_counts = pd.Series(y).value_counts().sort_index()\n", - " print(value_counts)\n", - " \n", - " \n", - " min_samples_per_class = value_counts.min()\n", - " print(f\"Minimum samples per class: {min_samples_per_class}\")\n", - " \n", - " if min_samples_per_class < min_subjects:\n", - " print(f\"Warning: Some classes still have fewer than {min_subjects} subjects after filtering!\")\n", - " \n", - " return X, y, target_col, region_stats\n", - "\n", - "def feature_engineering(X, y):\n", - " \n", - " \n", - " X = X.fillna(X.median())\n", - " \n", - " \n", - " constant_features = X.columns[X.var() == 0]\n", - " if len(constant_features) > 0:\n", - " print(f\"Removing {len(constant_features)} constant features\")\n", - " X = X.drop(columns=constant_features)\n", - " \n", - " \n", - " selector = SelectKBest(score_func=f_classif, k=min(50, X.shape[1]))\n", - " X_selected = selector.fit_transform(X, y)\n", - " selected_features = X.columns[selector.get_support()]\n", - " \n", - " print(f\"Selected {len(selected_features)} features out of {X.shape[1]}\")\n", - " \n", - " return pd.DataFrame(X_selected, columns=selected_features), selected_features\n", - "\n", - "def train_models(X, y):\n", - " \n", - " class_counts = pd.Series(y).value_counts()\n", - " min_class_count = class_counts.min()\n", - " \n", - " print(f\"Minimum class count: {min_class_count}\")\n", - " \n", - " if min_class_count < 2:\n", - " print(f\"Warning: Some classes have only {min_class_count} sample(s). Using random split instead of stratified split.\")\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42)\n", - " else:\n", - " X_train, X_test, y_train, y_test = train_test_split(X, y, test_size=0.2, random_state=42, stratify=y)\n", - " \n", - " \n", - " scaler = StandardScaler()\n", - " X_train_scaled = scaler.fit_transform(X_train)\n", - " X_test_scaled = scaler.transform(X_test)\n", - " \n", - " \n", - " models = {\n", - " 'Random Forest': RandomForestClassifier(n_estimators=100, random_state=42, class_weight='balanced'),\n", - " 'Gradient Boosting': GradientBoostingClassifier(n_estimators=100, random_state=42),\n", - " 'Logistic Regression': LogisticRegression(random_state=42, max_iter=1000, multi_class='ovr', class_weight='balanced'),\n", - " 'SVM': SVC(random_state=42, probability=True, class_weight='balanced')\n", - " }\n", - " \n", - " results = {}\n", - " \n", - " print(\"\\nTraining models on filtered data...\")\n", - " for name, model in models.items():\n", - " print(f\"\\nTraining {name}...\")\n", - " \n", - " \n", - " if name in ['Logistic Regression', 'SVM']:\n", - " X_train_model = X_train_scaled\n", - " X_test_model = X_test_scaled\n", - " else:\n", - " X_train_model = X_train\n", - " X_test_model = X_test\n", - " \n", - " \n", - " model.fit(X_train_model, y_train)\n", - " \n", - " \n", - " y_pred = model.predict(X_test_model)\n", - " y_pred_proba = model.predict_proba(X_test_model)\n", - " \n", - " \n", - " cv_scores = cross_val_score(model, X_train_model, y_train, cv=3, scoring='balanced_accuracy')\n", - " test_accuracy = accuracy_score(y_test, y_pred)\n", - " balanced_test_accuracy = balanced_accuracy_score(y_test, y_pred)\n", - " \n", - " results[name] = {\n", - " 'model': model,\n", - " 'cv_balanced_accuracy': cv_scores.mean(),\n", - " 'cv_std': cv_scores.std(),\n", - " 'test_accuracy': test_accuracy,\n", - " 'balanced_test_accuracy': balanced_test_accuracy,\n", - " 'y_pred': y_pred,\n", - " 'y_pred_proba': y_pred_proba,\n", - " 'scaler': scaler if name in ['Logistic Regression', 'SVM'] else None\n", - " }\n", - " \n", - " print(f\"CV Balanced Accuracy: {cv_scores.mean():.3f} (+/- {cv_scores.std() * 2:.3f})\")\n", - " print(f\"Test Accuracy: {test_accuracy:.3f}\")\n", - " print(f\"Balanced Test Accuracy: {balanced_test_accuracy:.3f}\")\n", - " \n", - " return results, X_test, y_test\n", - "\n", - "def evaluate_models(results, X_test, y_test, region_stats):\n", - " \"\"\"Evaluate and visualize model performance\"\"\"\n", - " print(\"\\n\" + \"=\"*50)\n", - " print(\"MODEL COMPARISON (FILTERED DATA)\")\n", - " print(\"=\"*50)\n", - " \n", - " \n", - " comparison_df = pd.DataFrame({\n", - " 'Model': list(results.keys()),\n", - " 'CV Balanced Accuracy': [results[model]['cv_balanced_accuracy'] for model in results],\n", - " 'Test Accuracy': [results[model]['test_accuracy'] for model in results],\n", - " 'Balanced Test Accuracy': [results[model]['balanced_test_accuracy'] for model in results]\n", - " })\n", - " \n", - " print(comparison_df.round(3))\n", - " \n", - " \n", - " best_model_name = comparison_df.loc[comparison_df['Balanced Test Accuracy'].idxmax(), 'Model']\n", - " best_model_results = results[best_model_name]\n", - " \n", - " print(f\"\\nBest model: {best_model_name}\")\n", - " print(f\"Best Balanced Test Accuracy: {best_model_results['balanced_test_accuracy']:.3f}\")\n", - " print(f\"Regular Test Accuracy: {best_model_results['test_accuracy']:.3f}\")\n", - " \n", - " \n", - " print(f\"\\nDetailed evaluation for {best_model_name}:\")\n", - " print(\"\\nClassification Report:\")\n", - " print(classification_report(y_test, best_model_results['y_pred']))\n", - " \n", - " \n", - " \n", - " return best_model_name, best_model_results, comparison_df\n", - "\n", - "def plot_roc_curves(results, X_test, y_test, region_stats):\n", - " \n", - " n_classes = len(np.unique(y_test))\n", - " \n", - " \n", - " \n", - " colors = cycle(['aqua', 'darkorange', 'cornflowerblue', 'red', 'green', 'purple'])\n", - " \n", - " \n", - " if n_classes == 2:\n", - " \n", - " fig, axes = plt.subplots(1, 2, figsize=(15, 6))\n", - " ax_binary = axes[0]\n", - " ax_comparison = axes[1]\n", - " else:\n", - " \n", - " fig, axes = plt.subplots(2, 2, figsize=(16, 12))\n", - " ax_binary = axes[0, 0]\n", - " ax_micro = axes[0, 1]\n", - " ax_macro = axes[1, 0]\n", - " ax_comparison = axes[1, 1]\n", - " \n", - " \n", - " model_auc_scores = {}\n", - " \n", - " \n", - " \n", - " y_test_binary = (y_test == 0).astype(int)\n", - " \n", - " for (model_name, model_results), color in zip(results.items(), colors):\n", - " \n", - " y_pred_proba = model_results['y_pred_proba']\n", - " \n", - " \n", - " if y_pred_proba.shape[1] > 2:\n", - " \n", - " y_score_binary = y_pred_proba[:, 0] \n", - " else:\n", - " \n", - " y_score_binary = y_pred_proba[:, 1] \n", - " y_test_binary = 1 - y_test_binary \n", - " \n", - " \n", - " fpr, tpr, _ = roc_curve(y_test_binary, y_score_binary)\n", - " roc_auc = auc(fpr, tpr)\n", - " \n", - " \n", - " model_auc_scores[model_name] = {'binary_auc': roc_auc}\n", - " \n", - " \n", - " ax_binary.plot(fpr, tpr, color=color, lw=2,\n", - " label=f'{model_name} (AUC = {roc_auc:.3f})')\n", - " \n", - " \n", - " ax_binary.plot([0, 1], [0, 1], 'k--', lw=2, label='Random (AUC = 0.500)')\n", - " ax_binary.set_xlim([0.0, 1.0])\n", - " ax_binary.set_ylim([0.0, 1.05])\n", - " ax_binary.set_xlabel('False Positive Rate')\n", - " ax_binary.set_ylabel('True Positive Rate')\n", - " ax_binary.set_title('Binary ROC Curve\\n(Not Epileptic vs Epileptic)')\n", - " ax_binary.legend(loc=\"lower right\")\n", - " ax_binary.grid(True, alpha=0.3)\n", - " \n", - " \n", - " if n_classes > 2:\n", - " \n", - " \n", - " \n", - " y_test_binarized = label_binarize(y_test, classes=range(n_classes))\n", - " \n", - " for model_name, model_results in results.items():\n", - " y_pred_proba = model_results['y_pred_proba']\n", - " \n", - " \n", - " fpr_micro, tpr_micro, _ = roc_curve(y_test_binarized.ravel(), y_pred_proba.ravel())\n", - " roc_auc_micro = auc(fpr_micro, tpr_micro)\n", - " \n", - " \n", - " fpr_macro = dict()\n", - " tpr_macro = dict()\n", - " roc_auc_macro = dict()\n", - " \n", - " for i in range(n_classes):\n", - " if i < y_pred_proba.shape[1]: \n", - " fpr_macro[i], tpr_macro[i], _ = roc_curve(y_test_binarized[:, i], y_pred_proba[:, i])\n", - " roc_auc_macro[i] = auc(fpr_macro[i], tpr_macro[i])\n", - " \n", - " \n", - " all_fpr = np.unique(np.concatenate([fpr_macro[i] for i in roc_auc_macro.keys()]))\n", - " mean_tpr = np.zeros_like(all_fpr)\n", - " for i in roc_auc_macro.keys():\n", - " mean_tpr += np.interp(all_fpr, fpr_macro[i], tpr_macro[i])\n", - " mean_tpr /= len(roc_auc_macro)\n", - " roc_auc_macro_avg = auc(all_fpr, mean_tpr)\n", - " \n", - " model_auc_scores[model_name].update({\n", - " 'micro_auc': roc_auc_micro,\n", - " 'macro_auc': roc_auc_macro_avg\n", - " })\n", - " \n", - " \n", - " colors_micro = cycle(['aqua', 'darkorange', 'cornflowerblue', 'red'])\n", - " for (model_name, model_results), color in zip(results.items(), colors_micro):\n", - " y_pred_proba = model_results['y_pred_proba']\n", - " fpr_micro, tpr_micro, _ = roc_curve(y_test_binarized.ravel(), y_pred_proba.ravel())\n", - " roc_auc_micro = auc(fpr_micro, tpr_micro)\n", - " \n", - " ax_micro.plot(fpr_micro, tpr_micro, color=color, lw=2,\n", - " label=f'{model_name} (AUC = {roc_auc_micro:.3f})')\n", - " \n", - " ax_micro.plot([0, 1], [0, 1], 'k--', lw=2, label='Random (AUC = 0.500)')\n", - " ax_micro.set_xlim([0.0, 1.0])\n", - " ax_micro.set_ylim([0.0, 1.05])\n", - " ax_micro.set_xlabel('False Positive Rate')\n", - " ax_micro.set_ylabel('True Positive Rate')\n", - " ax_micro.set_title('Micro-average ROC Curve\\n(All Classes)')\n", - " ax_micro.legend(loc=\"lower right\")\n", - " ax_micro.grid(True, alpha=0.3)\n", - "\n", - " colors_macro = cycle(['aqua', 'darkorange', 'cornflowerblue', 'red'])\n", - " for (model_name, model_results), color in zip(results.items(), colors_macro):\n", - " auc_score = model_auc_scores[model_name]['macro_auc']\n", - " \n", - " \n", - " y_pred_proba = model_results['y_pred_proba']\n", - " fpr_macro = dict()\n", - " tpr_macro = dict()\n", - " \n", - " for i in range(min(n_classes, y_pred_proba.shape[1])):\n", - " fpr_macro[i], tpr_macro[i], _ = roc_curve(y_test_binarized[:, i], y_pred_proba[:, i])\n", - " \n", - " all_fpr = np.unique(np.concatenate([fpr_macro[i] for i in fpr_macro.keys()]))\n", - " mean_tpr = np.zeros_like(all_fpr)\n", - " for i in fpr_macro.keys():\n", - " mean_tpr += np.interp(all_fpr, fpr_macro[i], tpr_macro[i])\n", - " mean_tpr /= len(fpr_macro)\n", - " \n", - " ax_macro.plot(all_fpr, mean_tpr, color=color, lw=2,\n", - " label=f'{model_name} (AUC = {auc_score:.3f})')\n", - " \n", - " ax_macro.plot([0, 1], [0, 1], 'k--', lw=2, label='Random (AUC = 0.500)')\n", - " ax_macro.set_xlim([0.0, 1.0])\n", - " ax_macro.set_ylim([0.0, 1.05])\n", - " ax_macro.set_xlabel('False Positive Rate')\n", - " ax_macro.set_ylabel('True Positive Rate')\n", - " ax_macro.set_title('Macro-average ROC Curve\\n(Average Across Classes)')\n", - " ax_macro.legend(loc=\"lower right\")\n", - " ax_macro.grid(True, alpha=0.3)\n", - " \n", - "\n", - " models = list(model_auc_scores.keys())\n", - " binary_aucs = [model_auc_scores[model]['binary_auc'] for model in models]\n", - " \n", - " x_pos = np.arange(len(models))\n", - " bars = ax_comparison.bar(x_pos, binary_aucs, alpha=0.8, color=['aqua', 'darkorange', 'cornflowerblue', 'red'][:len(models)])\n", - "\n", - " for i, (bar, auc_val) in enumerate(zip(bars, binary_aucs)):\n", - " height = bar.get_height()\n", - " ax_comparison.text(bar.get_x() + bar.get_width()/2., height + 0.01,\n", - " f'{auc_val:.3f}', ha='center', va='bottom', fontweight='bold')\n", - " \n", - " ax_comparison.set_xlabel('Models')\n", - " ax_comparison.set_ylabel('AUC Score')\n", - " ax_comparison.set_title('Binary Classification AUC Comparison\\n(Not Epileptic vs Epileptic)')\n", - " ax_comparison.set_xticks(x_pos)\n", - " ax_comparison.set_xticklabels(models, rotation=45)\n", - " ax_comparison.set_ylim([0, 1.1])\n", - " ax_comparison.grid(True, alpha=0.3, axis='y')\n", - " \n", - " \n", - " ax_comparison.axhline(y=0.5, color='red', linestyle='--', alpha=0.7, label='Random')\n", - " ax_comparison.legend()\n", - " \n", - " plt.suptitle(f'ROC Analysis - {region_stats[\"filtered_classes\"]} Regions with ≥{region_stats[\"min_subjects_threshold\"]} Subjects', \n", - " fontsize=14, fontweight='bold')\n", - " plt.tight_layout()\n", - " plt.show()\n", - " \n", - " \n", - " print(\"\\n\" + \"=\"*50)\n", - " print(\"AUC SCORES SUMMARY\")\n", - " print(\"=\"*50)\n", - " \n", - " auc_summary_df = pd.DataFrame({\n", - " 'Model': models,\n", - " 'Binary AUC': binary_aucs\n", - " })\n", - " \n", - " if n_classes > 2:\n", - " micro_aucs = [model_auc_scores[model]['micro_auc'] for model in models]\n", - " macro_aucs = [model_auc_scores[model]['macro_auc'] for model in models]\n", - " auc_summary_df['Micro AUC'] = micro_aucs\n", - " auc_summary_df['Macro AUC'] = macro_aucs\n", - " \n", - " print(auc_summary_df.round(3))\n", - " \n", - "\n", - " best_binary_model = models[np.argmax(binary_aucs)]\n", - " print(f\"\\nBest Binary AUC: {best_binary_model} ({max(binary_aucs):.3f})\")\n", - " \n", - " if n_classes > 2:\n", - " best_micro_model = models[np.argmax(micro_aucs)]\n", - " best_macro_model = models[np.argmax(macro_aucs)]\n", - " print(f\"Best Micro AUC: {best_micro_model} ({max(micro_aucs):.3f})\")\n", - " print(f\"Best Macro AUC: {best_macro_model} ({max(macro_aucs):.3f})\")\n", - " \n", - " return model_auc_scores, auc_summary_df\n", - "\n", - "def plot_detailed_roc_analysis(results, X_test, y_test, region_stats, top_classes=5):\n", - " \n", - " \n", - " n_classes = len(np.unique(y_test))\n", - " \n", - " if n_classes <= 2:\n", - " print(\"Detailed ROC analysis is for multiclass problems (>2 classes)\")\n", - " return\n", - " \n", - " print(f\"\\nGenerating detailed ROC analysis for top {top_classes} classes...\")\n", - " \n", - "\n", - " class_counts = pd.Series(y_test).value_counts().sort_values(ascending=False)\n", - " top_class_indices = class_counts.head(top_classes).index.tolist()\n", - " \n", - "\n", - " fig, axes = plt.subplots(2, 3, figsize=(18, 12))\n", - " axes = axes.flatten()\n", - "\n", - " y_test_binarized = label_binarize(y_test, classes=range(n_classes))\n", - "\n", - " colors = ['aqua', 'darkorange', 'cornflowerblue', 'red']\n", - "\n", - " for idx, class_i in enumerate(top_class_indices):\n", - " if idx >= 6: \n", - " break\n", - " \n", - " ax = axes[idx]\n", - " \n", - " for (model_name, model_results), color in zip(results.items(), colors):\n", - " y_pred_proba = model_results['y_pred_proba']\n", - " \n", - " if class_i < y_pred_proba.shape[1]:\n", - " \n", - " fpr, tpr, _ = roc_curve(y_test_binarized[:, class_i], y_pred_proba[:, class_i])\n", - " roc_auc = auc(fpr, tpr)\n", - " \n", - " ax.plot(fpr, tpr, color=color, lw=2,\n", - " label=f'{model_name} (AUC = {roc_auc:.3f})')\n", - " \n", - " ax.plot([0, 1], [0, 1], 'k--', lw=1, alpha=0.8)\n", - " ax.set_xlim([0.0, 1.0])\n", - " ax.set_ylim([0.0, 1.05])\n", - " ax.set_xlabel('False Positive Rate')\n", - " ax.set_ylabel('True Positive Rate')\n", - "\n", - " original_class = region_stats['sufficient_regions'][class_i] if class_i < len(region_stats['sufficient_regions']) else class_i\n", - " sample_count = class_counts[class_i]\n", - " ax.set_title(f'Class {class_i} (Orig: {original_class})\\n{sample_count} samples')\n", - " ax.legend(loc=\"lower right\", fontsize=8)\n", - " ax.grid(True, alpha=0.3)\n", - " \n", - "\n", - " for idx in range(len(top_class_indices), 6):\n", - " axes[idx].set_visible(False)\n", - " \n", - " plt.suptitle('Per-Class ROC Curves (Top Classes by Sample Count)', fontsize=14, fontweight='bold')\n", - " plt.tight_layout()\n", - " plt.show()\n", - " \n", - "\n", - " auc_matrix = []\n", - " model_names = list(results.keys())\n", - " \n", - " for model_name in model_names:\n", - " model_aucs = []\n", - " y_pred_proba = results[model_name]['y_pred_proba']\n", - " \n", - " for class_i in range(min(n_classes, y_pred_proba.shape[1])):\n", - " if class_i < y_test_binarized.shape[1]:\n", - " fpr, tpr, _ = roc_curve(y_test_binarized[:, class_i], y_pred_proba[:, class_i])\n", - " roc_auc = auc(fpr, tpr)\n", - " model_aucs.append(roc_auc)\n", - " else:\n", - " model_aucs.append(0.0)\n", - " \n", - " auc_matrix.append(model_aucs)\n", - " \n", - "\n", - " fig, ax = plt.subplots(1, 1, figsize=(12, 6))\n", - " \n", - "\n", - " im = ax.imshow(auc_matrix, cmap='RdYlBu_r', aspect='auto', vmin=0, vmax=1)\n", - " \n", - "\n", - " ax.set_xticks(range(len(auc_matrix[0])))\n", - " ax.set_yticks(range(len(model_names)))\n", - " ax.set_xticklabels([f'Class {i}' for i in range(len(auc_matrix[0]))])\n", - " ax.set_yticklabels(model_names)\n", - " \n", - " \n", - " cbar = plt.colorbar(im, ax=ax)\n", - " cbar.set_label('AUC Score', rotation=270, labelpad=20)\n", - " \n", - " for i in range(len(model_names)):\n", - " for j in range(len(auc_matrix[0])):\n", - " text = ax.text(j, i, f'{auc_matrix[i][j]:.2f}',\n", - " ha=\"center\", va=\"center\", color=\"black\" if auc_matrix[i][j] > 0.5 else \"white\")\n", - " \n", - " ax.set_title('AUC Scores Heatmap by Model and Class')\n", - " ax.set_xlabel('Classes')\n", - " ax.set_ylabel('Models')\n", - " \n", - " plt.tight_layout()\n", - " plt.show()\n", - " \n", - " return auc_matrix\n", - "\n", - "def main(min_subjects=10):\n", - " \n", - " \n", - " \n", - "\n", - " df_original = pd.read_csv(r'.\\lh_updated.csv')\n", - " df_original = df_original.drop('Subject', axis=1)\n", - "\n", - " target_candidates = [col for col in df_original.columns if 'epilep' in col.lower() or 'target' in col.lower() or 'label' in col.lower()]\n", - " target_col_original = target_candidates[0] if target_candidates else df_original.columns[-1]\n", - " y_original = df_original[target_col_original]\n", - "\n", - " X, y, target_col, region_stats = preprocess_data_with_threshold(df_original, min_subjects)\n", - " \n", - " if X is not None and len(X) > 0:\n", - " \n", - " X, selected_features = feature_engineering(X, y)\n", - " \n", - " \n", - " results, X_test, y_test = train_models(X, y)\n", - " \n", - " \n", - " best_model_name, best_model_results, comparison_df = evaluate_models(results, X_test, y_test, region_stats)\n", - " \n", - " \n", - " model_auc_scores, auc_summary_df = plot_roc_curves(results, X_test, y_test, region_stats)\n", - " \n", - " \n", - " n_classes = len(np.unique(y))\n", - " \n", - " plot_detailed_roc_analysis(results, X_test, y_test, region_stats, top_classes=5)\n", - " \n", - " \n", - " plot_filtering_results(region_stats, y_original, y)\n", - " \n", - " print(f\"\\nFinal Results:\")\n", - " print(f\"Best performing model: {best_model_name}\")\n", - " print(f\"Performance on {region_stats['filtered_classes']} regions with ≥{min_subjects} subjects\")\n", - " print(f\"Balanced Test Accuracy: {best_model_results['balanced_test_accuracy']:.3f}\")\n", - " print(f\"Binary AUC Score: {model_auc_scores[best_model_name]['binary_auc']:.3f}\")\n", - " \n", - " return best_model_name, best_model_results, region_stats, model_auc_scores\n", - " else:\n", - " print(\"No data remaining after filtering. Consider lowering the threshold.\")\n", - " return None, None, None\n", - "\n", - "if __name__ == \"__main__\":\n", - " \n", - " MIN_SUBJECTS_THRESHOLD = 10 \n", - " \n", - " best_model, results, stats, auc_scores = main(min_subjects=MIN_SUBJECTS_THRESHOLD)\n", - " \n", - " \n", - " \n", - " thresholds = [5, 10, 15]\n", - " threshold_results = []\n", - " \n", - " for threshold in thresholds:\n", - " print(f\"\\nTesting threshold: {threshold} subjects\")\n", - " try:\n", - " _, _, stats, _ = main(min_subjects=threshold)\n", - " if stats:\n", - " threshold_results.append({\n", - " 'threshold': threshold,\n", - " 'classes_retained': stats['filtered_classes'],\n", - " 'samples_retained': stats['filtered_samples'],\n", - " 'retention_rate': stats['filtered_samples']/stats['original_samples']*100\n", - " })\n", - " except Exception as e:\n", - " print(f\"Error with threshold {threshold}: {e}\")\n", - " \n", - " if threshold_results:\n", - " threshold_df = pd.DataFrame(threshold_results)\n", - " print(\"\\nThreshold Comparison Summary:\")\n", - " print(threshold_df.round(1))" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "base", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.12.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/content/en/project/epilepsy-detection/model1.png b/content/en/project/epilepsy-detection/model1.png deleted file mode 100644 index 2e16fb8b..00000000 Binary files a/content/en/project/epilepsy-detection/model1.png and /dev/null differ diff --git a/content/en/project/epilepsy-detection/model2.png b/content/en/project/epilepsy-detection/model2.png deleted file mode 100644 index 3e2dd063..00000000 Binary files a/content/en/project/epilepsy-detection/model2.png and /dev/null differ diff --git a/content/en/project/epilepsy-detection/model3.png b/content/en/project/epilepsy-detection/model3.png deleted file mode 100644 index 8b559ce5..00000000 Binary files a/content/en/project/epilepsy-detection/model3.png and /dev/null differ diff --git a/content/en/project/fMRI-MEG-functional-connectivity/bhs2020.png b/content/en/project/fMRI-MEG-functional-connectivity/bhs2020.png deleted file mode 100644 index d211b685..00000000 Binary files a/content/en/project/fMRI-MEG-functional-connectivity/bhs2020.png and /dev/null differ diff --git a/content/en/project/fMRI-MEG-functional-connectivity/fmri_matrix_example.png b/content/en/project/fMRI-MEG-functional-connectivity/fmri_matrix_example.png deleted file mode 100644 index 280c6e21..00000000 Binary files a/content/en/project/fMRI-MEG-functional-connectivity/fmri_matrix_example.png and /dev/null differ diff --git a/content/en/project/fMRI-MEG-functional-connectivity/index.md b/content/en/project/fMRI-MEG-functional-connectivity/index.md deleted file mode 100644 index 391a86fd..00000000 --- a/content/en/project/fMRI-MEG-functional-connectivity/index.md +++ /dev/null @@ -1,101 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Visualization of functional connectivity from multiple neuroimaging modalities" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Jonathan Gallego] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/jogaru1818_BHS - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [meg, fmri, connectivity, jupyter-notebooks] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "In this project I employed some of the tools we learned at the Brainhack school to generate interactive figures to display functional connectivity from MEG and fMRI resting state data from the Human Connectome Project." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "bhs2020.png" ---- - - -- Hi!, I'm a first year PhD student at McGill. My BHS project aimed to use some of the visualization tools we have learned to display functional connectivity results from both MEG and fMRI data. -- I used data from 12 subjects from the Human Connectome Project (https://www.humanconnectome.org). -- I would love to hear from other people projects and see what they have achieved so far! - -Twitter: @jogaru1818 - -### What I wanted to learn - -- To manage and analyze data in Python (since I have always worked on Matlab) -- To use some specific tools for neuroimaging analysis (such as nilearn) -- Try different visualization tools for displaying functional connectivity (that could be applicable to different neuroimaging modalities) -- To "Live the experience" of collaborating with others through GitHub - - -## Project definition - -### Background - -- Although MEG and fMRI are very different signals, they both reflect some aspects of neuronal activity -- Functional connectivity assess the statistical dependence between the activity (time-series) of different brain regions -- After preprocessing the data individually, we can have both modalities in the same coordinate space, parcellate the brain according to a common atlas and extract the MEG and fMRI time-series of each brain region. -- We then could then compute connectivity measures and visualize the results from both modalities in parallel! - -### Tools I employed - -- Human Connectomme Dataset: As the Open data repository I used for my BHS project -- Git: to keep version control of my files -- GitHub: To create a repository compiling all the resources employed for this project and make it reproducible. -- Python: As the programming language I used to manipulate manipulate the data. -- Jupyter notebook: As a resource to organize and document the code (with instructions and outputs) I used my project. -- Nilearn tools: As a tool for calculating and displaying functional connectivity from neuroimaging data - -- Brainstorm (for MEG processing). Works on Matlab. - -### Data specifications - -For this project I used data from 12 subjects from the Human Connectome Project, including: - -- Preprocessed high resolution anatomical MR scan -- Preprocessed fMRI resting state data (sesion 1) -- Unprocessed MEG resting state data -- Unprocessed MEG noise recordings -- Anatomical info for MEG registration. - -These data can be easily downloaded after creating an account and accessing the Human Connectome Project database (https://db.humanconnectome.org/). -The HCP_data_dowload.md file contains a brief set of instructions of how to get the specific data used for this project - -### Deliverables - -A GitHub repository containing a small set of md files and jupyter notebooks documenting all the requirements, instructions and code needed to reproduce this project. - -### Progress overview and results - -1 The first step was to install all the required software and libraries I needed for my project, and preparing the work environment. Detailed instructions on the requirements you need to fulfil to run the code and replicate these analysis are presented in the requirements.md file - -2 After installing all the required dependencies and downloading the HCP data I started working on the MEG data. Since the already processed source space MEG data available in the HCP database cannot be manipulated in many ways, I decided to download the raw data and preprocess it myself. I was very interested in learning to perform all these steps using some of the new tools we explored, however I knew this would not be feasible given the limited time we had for our project, so I performed the preprocessing using a software I am already familiar with (Brainstorm). Once I preprocessed the MEG data and performed a source estimation analysis, I extracted the timeseries of the 148 regions from the Destrieux atlas (2009) for each subject, concatenated them and exported them into a text file. The order of the labels of the scouts was consisted with that used for the fMRI analysis. The detailed step by step description of the MEG processing is contained in the MEG_processing.md file. - -3 For the fMRI data, I opted to use the preprocessed images. I employed functions from nilearn to load the brain parcellations of the Destrieux atlas and the preprocessed fMRI data. As the HCP resting state fMRI consist on 1200 3d brain volumes, loading all the dataset at the same time may cause memory saturation on a regular machine. Therefore, I segmented the nifti files into smaller chunks of data, and created a python code to load each chunk at the time, extract the fMRI timeseries of each scout and concatenated the data for each subject and then from all subjects, and save it into a single matrix. The code used to extract the time series from the fMRI data is contained in the fMRI_timeseries.ipynb jupyter notebook. - -4 After having extracted the MEG and fMRI timeseries from the scouts of the atlas I ellaborated a simple code to create a couple of interactive figures to display the functional connectivity matrices and graphs I obtained from the data. These interactive figures allow to easily navigate through the data from all subjects and switch between modalities. The final output of steps 2 and 3 is stored in the all_subjects_time_series_meg.txt and all_subjects_time_series_fmri.txt files, which contain the extracted timeseries of all subjects, for each modality. This last step loads these files, and use a combination of nilearn tools and ipywidgets to create and display an interactive figure within a jupyter notebook. - -An example of the fMRI connectivity matrix of Subject 1 -![fMRI_example_matrix](fmri_matrix_example.png) - -An example of the MEG delta band connectivity matrix of Subject 1 -![MEG_matrix_example](meg_matrix_example.png) - -## Conclusion and acknowledgement - -During the lasts weeks I spent a lot of time getting familiar with these new tools. I knew I would face many problems and that most of the time I would spend looking at documentation files or forums trying to debug things. However, in the end I feel happy with the final result, given that I learned a lot of new cool things and that this represent a first step into adopting these practices on my daily work. I finally took the time to learn the basics from Python and now I will be able to use the rich variety of libraries they offer for analyzing and visualizing data. I also plan to adopt the use of virtual environments and containers for future projects. I also learned to document my work using git and to collaborate with other people through GitHub, which are both valuable resources to promote scietific reproducibility. Overall, I believe this was a great an useful experience for me, and I will definitively start using some of these tools to improve my practices as a student an future researcher - -I would like to acknowledge all the BHS organizers for investing their time and effort for developing this magnificent course! I would also like to thank to my clinic instructors for assessing me during my project (Valentina, Tristan and Pierre) and to all my peers from this BHS edition for sharing their comments and ideas throughout these weeks diff --git a/content/en/project/fMRI-MEG-functional-connectivity/meg_matrix_example.png b/content/en/project/fMRI-MEG-functional-connectivity/meg_matrix_example.png deleted file mode 100644 index 6e673aae..00000000 Binary files a/content/en/project/fMRI-MEG-functional-connectivity/meg_matrix_example.png and /dev/null differ diff --git a/content/en/project/fMRI-Neuroticism/Connectome_quanta_mag.png b/content/en/project/fMRI-Neuroticism/Connectome_quanta_mag.png deleted file mode 100644 index 17763d9e..00000000 Binary files a/content/en/project/fMRI-Neuroticism/Connectome_quanta_mag.png and /dev/null differ diff --git a/content/en/project/fMRI-Neuroticism/Neuroticism_summary.png b/content/en/project/fMRI-Neuroticism/Neuroticism_summary.png deleted file mode 100644 index e9c84460..00000000 Binary files a/content/en/project/fMRI-Neuroticism/Neuroticism_summary.png and /dev/null differ diff --git a/content/en/project/fMRI-Neuroticism/index.md b/content/en/project/fMRI-Neuroticism/index.md deleted file mode 100644 index fe1a3d94..00000000 --- a/content/en/project/fMRI-Neuroticism/index.md +++ /dev/null @@ -1,136 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-10" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Predicting Neuroticism and Personality Traits from fMRI Data" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Annabelle Harvey, Liz Izakson] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, machine learning, personality] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Are neuropsychiatric disorders extreme cases of connectivity patterns that are found in the overall population? Using personality traits as a measure of individual variation and knowing that neuroticism is especially linked with mental disorders we wanted to see if neuroticism in a healthy population was linked with specific patterns of connectivity that could be compared to those common to neuropsychiatric disorders." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Connectome_quanta_mag.png" ---- - -# Predicting Neuroticism and Personality Traits from fMRI Data - -![JR Bee illustration](Connectome_quanta_mag.png) -JR Bee Illustration -# Project Definition - Week 1 -### Background -#### Annabelle -I am a currently doing my master's in computer science at UdeM in the bioinformatics stream. I haven't locked down my thesis project yet but it will involve the impact of rare genetic variants on functional connectivity. I did my undergrad in math and have a pretty good basis in coding in python and machine learning, but I am totally new to neuroscience and very excited about brainhack school. - -#### Project -I worked on this project with Liz Izakson. We're interested in variation in human brains and am curious about neuropsychiatric disorders as extremes of characterestics that are found in the overall population. To explore this idea, we want to look at the human connectome project dataset of 1200 healthy young adults that includes resting state fMRI and personality/behaviour data. Specifically, we want to try and predict neuroticism, one of the big five personality traits that is associated with [psychosis](https://www.frontiersin.org/articles/10.3389/fpsyt.2018.00648/full) and [mental disorders](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4382368/), from fMRI to see if: -1. If there are significant/consistent connnectivity patterns for neuroticism in fMRI data. -2. If so, how do they compare to findings about schizophrenia/anxiety/depression/ADHD in the literature. - -### Tools -We plan on using the following tools: - * compute canada servers with globus and aws s3 for file access and transfer - * nilearn - * similarity network fusion - * sklearn - * Data visualization - -## Learning Goals -I especially want to use brainhack school to learn to work with fMRI data, explore different parcellation methods and ways to produce features from connectivity matrices. I also want to learn to use compute canada servers, and to improve and explore my coding skills and to learn tools for open science and reproducibility. - -### Data -We will use the HCP 1200 healthy young adult dataset. - -### Deliverables -I would like to produce jupyter notebooks with examples of the analysis code, an interactive data visualization, and a script for running jobs on compute canada servers. - -# Results - Week 4 - -### Progress overview - -We started out working with preprocessed data from the HCP,and explored different ways of using parcellations and connectivity measured to produce connectivity matrices. A lot of time went into learning how to download and use data in this format, but the data is very large and was very challenging to work with. Through reading papers (particularly [Dadi et al. 2019](https://www.sciencedirect.com/science/article/pii/S1053811919301594), and [Cai et al. 2020](https://academic.oup.com/scan/article/15/3/359/5815970)) we eventually discovered that HCP data is much larger than average per subject (about an hour of scan each) and that they have published an even further processed data set of parcellations, time series, and connectivity matrices (PTN release). We decided to switch to this data set which allowed us to work with 810 subjects, which would have been impossible otherwise. - -With the PTN data we focused on predicting Neuroticism from the processed connectivity matrices. Using a feature selection strategy from [connectome-based predictive modeling](https://pubmed.ncbi.nlm.nih.gov/28182017/) (CPM) that is simply choosing the edges in the connectivity matrices most correlated with the score being predicted, I tried CPM, SVR, and linear regression with leave one out cross validation. I found that prediction was very weak and that we were very far from being able to point to any specific regions or networks that are meaningful for any specific trait. Liz tried to improve on the prediction by using neural nets and tweaking parameters. - -To try different models, I rewrote jupyter notebooks that I used to write and test code as python scripts that could be used more efficiently and that I could run on compute canada. I also produced documentation and data visualization to go along with the notebooks and scripts. Liz contributed exploratory data analysis and several models to the ptn_pipeline.ipynb notebook. In the end we found that neuroticism and personality traits are very hard to predict from fMRI data and that one month is not very long to explore and compare the many many different options for processing fMRI data that might have better prediction results. The slides for our final presentation can be found [here](https://docs.google.com/presentation/d/1qsFBFawu3MmrGuhGlogRqCZJWTqOs_ZLAXk5uCATcJQ/edit?usp=sharing). - -### Tools I learned during this project - - * Nilearn - * Compute canada - * Slurm - * ssh/scp - * venv - * Git/github - * Jupyter lab - * Scipy - * Bash - * t-SNE - * Monitoring memory/CPU usage and strategies for working with fMRI data on a very weak laptop - - -### Results -Here is a summary of predictions of neuroticism using the three models and their respective mean squared error (MSE) values: -![Neuroticism predictions](Neuroticism_summary.png) - -Here is an image of the networks that are correlated with neuroticism (note that the predictions are poor and the parcellation done by using group ICA and 200 nodes has no labels so these are more fun visualizations than anything meaningful): -![Positive network](positive_connections.png) -![Negative network](negative_connections.png) - -#### Deliverable 1: Jupyter notebooks - - * [ptn_pipeline.ipynb](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/ptn_pipeline.ipynb) - explores the models and code in ptn_script.py. - * [data_viz.ipynb](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/data_viz.ipynb) - uses the outputs from the python scripts to create figures with seaborn and nilearn plotting, the interactive nilearn plots are saved as .html files in the figures folder of this repo. - -#### Deliverable 2: Python scripts - -* [ptn_script.py](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/ptn_script.py) - code to run the models and save the output files. -* [clean_data.py](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/clean_data.py) - code to remove the subjects with no behavioural data from HCP PTN recon2 download (see documentation/how_to.md) - -#### Deliverable 3: Bash script - -* [run_script_locally.sh](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/run_script_locally.sh) - executable to run script for all model comparisons we did on a local machine. - -#### Deliverable 4: Data visualization - -* [figures/positive_connections.html](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/figures/positive_connections.html) - interactive version nilearn plot of connections positively correlated with neuroticism. -* [figures/negative_connections.html](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/figures/negative_connections.html) - the same for connections negatively correlated with neuroticism. -* [figures](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/tree/master/figures) - other contents are scatter plots of real vs. predicted values for each trait (N, E, O, A, C) and each model (LR, SVR, CPM) as well as summaries of all three models for each trait. - -#### Deliverable 5: Documentation - -* [how_to.md](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/documentation/how_to.md) that describes: - * downloading the data from HCP - * running the code -* List of packages used - [requirements.txt](https://github.com/brainhack-school2020/harveyaa_fMRI_neuroticism/blob/master/requirements.txt) - -## Thank you!! -Special thanks to Pierre Bellec, Desiree Lussier, Peer Herholz, Liz Izakson and everyone I got to chat with through clinics and groups! Brainhack school has been an amazing introduction to neuroimaging, I'm very grateful for everyone's time, help, resources and encouragement! - - -### References -Cai et al. 2020 Robust Prediction of Individual Personality From Brain Functional Connectome -https://academic.oup.com/scan/article/15/3/359/5815970 - -Dadi et al. 2019 Benchmarking functional connectome-based predictive models for resting-state fMRI https://www.sciencedirect.com/science/article/pii/S1053811919301594 - -Moreau et al. 2020 The general impact of haploinsufficiency on brain connectivity underlies the pleiotropic effect of neuropsychiatric CNVs https://www.medrxiv.org/content/10.1101/2020.03.18.20038505v1 - -Ormel et al. 2015 Neuroticism and Common Mental Disorders: Meaning and Utility of a Complex Relationship https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4382368/ - -Shi et al. 2018 The Relationship Between Big Five Personality Traits and Psychotic Experience in a Large Non-clinical Youth Sample: The Mediating Role of Emotion Regulation https://www.frontiersin.org/articles/10.3389/fpsyt.2018.00648/full - -Shen et al. 2017 Using Connectome-Based Predictive Modeling to Predict Individual Behavior From Brain Connectivity https://pubmed.ncbi.nlm.nih.gov/28182017/ diff --git a/content/en/project/fMRI-Neuroticism/negative_connections.png b/content/en/project/fMRI-Neuroticism/negative_connections.png deleted file mode 100644 index 3eeaf6a0..00000000 Binary files a/content/en/project/fMRI-Neuroticism/negative_connections.png and /dev/null differ diff --git a/content/en/project/fMRI-Neuroticism/positive_connections.png b/content/en/project/fMRI-Neuroticism/positive_connections.png deleted file mode 100644 index 9c264ec1..00000000 Binary files a/content/en/project/fMRI-Neuroticism/positive_connections.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/FACS_distribution.png b/content/en/project/fMRI-Pain-Facial-Expression/FACS_distribution.png deleted file mode 100644 index 03a4de06..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/FACS_distribution.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/confusion_matrices_perc_across_fold.png b/content/en/project/fMRI-Pain-Facial-Expression/confusion_matrices_perc_across_fold.png deleted file mode 100644 index 0dee3d2c..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/confusion_matrices_perc_across_fold.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/cover-image.png b/content/en/project/fMRI-Pain-Facial-Expression/cover-image.png deleted file mode 100644 index 1bb73508..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/cover-image.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/exp_paradigme.png b/content/en/project/fMRI-Pain-Facial-Expression/exp_paradigme.png deleted file mode 100644 index 1cc79686..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/exp_paradigme.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/goal.png b/content/en/project/fMRI-Pain-Facial-Expression/goal.png deleted file mode 100644 index 2cb588fb..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/goal.png and /dev/null differ diff --git a/content/en/project/fMRI-Pain-Facial-Expression/index.md b/content/en/project/fMRI-Pain-Facial-Expression/index.md deleted file mode 100644 index 0ceb957a..00000000 --- a/content/en/project/fMRI-Pain-Facial-Expression/index.md +++ /dev/null @@ -1,194 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2021-08-27" # Date you first upload your project. -# Title of your project (we like creative title) -title: "The face of pain: predicting the facial expression of pain from fMRI data" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Marie-Eve Picard] - -# Your project GitHub repository URL -github_repo: https://github.com/PSY6983-2021/picard_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [python, fmri, machine-learning, classification-algorithm, regression-algorithms] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "What can our brain tells us about our facial expression in response to painful stimulus ? This projects aims to compare different regression algorithms to see if it is possible to predict facial expression of pain from fMRI data in healthy adults." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover-image.png" ---- - - -## Personal Background - -Education: -* B.Sc. in cognitive neuroscience -* Currently a Master's student in Psychology at Université de Montréal - -I am interested in the neural correlates of pain and the communication of pain. The goal of my master project is to predict the occurrence and intensity of the facial expression of pain from brain activity (fMRI data) in response to a tonic painful stimuli. - -I'm also interested in the different methods used to analyze neuroimaging data. - -# Project definition - -## Background - -Facial expression of pain is an important non-verbal informative element of communication, signaling an immediate threat and a need for help. Facial movements related to the experience of pain are associated not only with the sensory dimension of pain (i.e., pain intensity) but also with its affective dimension (i.e., the unpleasantness of pain). The facial expression can be measured with the Facial Action Coding System (FACS, Ekman & Friesen, 1978), which is based on the possible action of muscles or groups of muscles, called action units. We can compute a composite score (FACS score) taking into account the frequency and the intensity of the contraction of these action units. - -

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    - -**Personal goals** -* Apply machine learning to neuroimaging data :heavy_check_mark: -* Learn visualization tools :heavy_check_mark: -* Improve my coding skills :heavy_check_mark: -* Learn how to run analysis on compute canada and don't be afraid of it :heavy_check_mark: - -## Tools - -The completion of this project will require the following tool: -* **Python scripts** to write the code for the analysis -* Several python modules: - * Pandas: to manipulate the behavioral dataframe - * Numpy: to manipulate arrays - * Nibabel: to load the fMRI contrast images (from .hdr files to Nifti objects) - * Scikit-learn: for machine learning stuff - * Nilearn: to extract and to visualize the fMRI data - * Matplotlib, seaborn, plotly: to plot some figures -* The analysis will be run on **compute canada** -* The python scripts and figures will be added to the **github** repository - -## Data - -The dataset that will be used for this project is a secondary private dataset (not open access yet). It includes 55 participants (women = 28, men = 27) aged between 18 and 53 years old. Moderately painful stimuli were applied while they where in the MRI scanner. Their facial expression was recorded during this time by the use of a MRI-compatible camera. Each participant completed 2 runs of 8 painful trials, resulting to a total of 797 observations after removing data with movement artefacs (dataset 1: n = 533 observations; dataset 2: n = 264 observations). - - - - - - - - - - -
    Illustration of the experimental paradigme.Distribution of the FACS scores across the datasets
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    - -## Deliverables - -By the end of this course, I will provide -* python scripts for: - - [X] Prepping the dataset for the analysis - - [X] Machine learning pipeline -* jupyter notebook for: - - [X] Visualizing the results -* Static and interactive visualizations of the results -* MarkDown README.md documenting all important information about the project -* Github repository containing the scripts, graphs, report and relevant information - -# Results - -## Overview - -This project was initiated by Marie-Eve Picard on 2nd August 2021 as part of the PSY6983 course. The final presentation of the project was delivered on 20th August 2021. All the deliverables were completed and can be found on this repository (see the Deliverables section below). - -### Deliverables - -**Python scripts** -
    Four python scripts can be found in the [scripts folder](https://github.com/PSY6983-2021/picard_project/tree/main/scripts): -* [main.py](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/main.py) : main script calling functions in prepping_data.py and building_model.py. This script also includes code to save the train and test sets (in numpy format), the coefficients of the regression model (in nii.gz format), the model (in pickle format), the output of the permutation test (in json format) and the bootstrap test (in pickle format). -* [data_to_json.py](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/data_to_json.py) : script to save the fmri data (predictive variable), the target variable (predicted variable) and the group variable (for non iid data: multiple observations per participant, optional) in json format. -* [prepping_data.py](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/prepping_data.py) : script to load the fMRI data in Nifti-like format and to extract the signal according to a nilearn pre-defined mask or to a pre-computed mask. -* [building_model.py](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/building_model.py) : script to compute the regression model, the permutation test and the bootstrap test. - -The requirements to run the python scripts can also found in the [scripts folder](https://github.com/PSY6983-2021/picard_project/tree/main/scripts) in the [requirements.txt](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/requirements.txt) file. See also the [scripts_instruction.txt](https://github.com/PSY6983-2021/picard_project/blob/main/scripts/scripts_instruction.txt) for more details. - -**Jupyter notebook** -
    The jupyter notebook containing the script to generate the figures can be found in the [notebook folder](https://github.com/PSY6983-2021/picard_project/tree/main/notebook). - -**Visualization of the results** -
    The png/html format of the figures generated in this project can be found in the [images/output subfolder](https://github.com/PSY6983-2021/picard_project/tree/main/images/output). The html files for the interactive plots can found in [Marie-Eve Picard's github repository](https://github.com/me-pic/BH2021_InteractiveViz). - -## Regression models - -Regression algorithms combined with a principal component analysis (PCA) were used to determine if it is possible to predict FACS scores from fMRI data in healthy adults. Three different regression algorithms were compared ([`Lasso`](https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.Lasso.html), [`Ridge`](https://scikit-learn.org/stable/modules/generated/sklearn.linear_model.Ridge.html), [`SVR`](https://scikit-learn.org/stable/modules/generated/sklearn.svm.SVR.html)) using three different model inputs: -* whole-brain activity: the signal was extracted using the MNI152 brain mask (see [NiftiMasker documentation](https://nilearn.github.io/modules/generated/nilearn.input_data.NiftiMasker.html), mask_strategy='template'). -* primary motor area activity: the signal was extracted using [this mask](https://github.com/PSY6983-2021/picard_project/blob/main/masks/mask_BA4.nii). -* whole-brain activity excluding the primary motor area: the signal was extracted using [this mask](https://github.com/PSY6983-2021/picard_project/blob/main/masks/mask_excluding_BA4.nii). - -The models were first trained on the first dataset (n = 533 observations) using a 5-fold cross-validation procedure (Table 1) and tested on the second dataset (n = 264 observations; Table 2). - -*Table 1: Performance metrics (R2) of the regression models averaged across the 5 folds for the train/validation sets* - -| Algorithm | Whole-brain | Primary motor area (M1) | Whole-brain excluding M1 | -| ----------|---------------|---------------|-------------- | -| `Lasso` | 0.19±0.06 | -0.30±0.16 | 0.18±0.03 | -| `Ridge` | 0.20±0.06 | -0.42±0.22 | 0.17±0.05 | -| `SVR` | 0.20±0.06 | -0.18±0.19 | 0.16±0.06 | - -**Visualization of the R2 violin plots:** -
    [Link to the interactive violin plots](https://me-pic.github.io/BH2021_InteractiveViz/regression_violin_plots.html) - - - -**Visualization of the regression coefficients of the Lasso regression model:** -
    The regression averaged coefficients across folds were plotted on the brain using the 99-th percentile of the absolute value in the image. -
    [Link to the 2D interactive brain plot](https://me-pic.github.io/BH2021_InteractiveViz/coefs_reg_LASSO.html) - - - -![](visualization_3D_brain.gif) - -*Table 2: Performance metrics (R2) of the final regression models tested on the second dataset* - - -| Algorithm | Whole-brain | Primary motor area (M1) | Whole-brain excluding M1 | -| ----------|---------------|---------------|-------------- | -| `Lasso` | -0.19 | -0.46 | -0.20 | -| `Ridge` | -0.18 | -0.56 | -0.22 | -| `SVR` | -0.18 | -0.39 | -0.17 | - -## Classifier model - -A SVM classifier was computed to see if it is possible to predict which dataset the fMRI data came from. The linear classifier was able to predict the dataset with an accuracy of 84.2 ± 1.6 %. - -*Confusion matrices across the 5-fold cross-validation.* -

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    - -This result possibly highlights that the fMRI data in the two datasets come from different distributions. This might explained why the regression model computed on the first dataset performed so poorly on the test set (second dataset). The classification accuracy might be due the different parameters used to acquire the fMRI data. The only divergent acquisition parameters were the number of whole-brain volumes acquired during each functional scan (170 volumes vs 160 volumes) and the voxel sizes (3.44 x 3.44 x 3.40 mm vs 3.4 x 3.4 x 3.4 mm). The averaged age of the participants was also different between the datasets (23.4 ± 2.5 years vs 36.0 ± 10.9 years). This age difference may have contributed to the high classification accuracy, although there is no clear evidence to support a difference in brain activity related to facial expression of pain according to different age groups in the literature. - -## Conclusion - -The goals of this project were reached. I started this journey with some background in python coding, but during these past few weeks I learned some best practices in coding and how to organize scripts in a more efficient way. I applied different machine learning techniques on neuroimaging data (fMRI contrast images), such as regression and classification techniques. I also learned how to use some functions from the python plotly module. I am also proud to have learned how to perform analysis on Compute Canada, with the help of the TAs. - -This project will be continued as part of my master's project. Stay tuned ! :eyes::brain::computer: - -## Acknowledgement - -I would like to thank Pierre Bellec and the TAs who helped me overcome the various challenges I faced during this course: - -* Andréanne -* Désirée -* François - -A special mention to Catherine Landry for the shared coffees and the moral support. - -For any question and comments about the project, please contact me at marie-eve.picard.2@umontreal.ca. - -## References - -Ekman, P. et Friesen, W. V. (1978). Facial action coding systems. Consulting Psychologists Press. - -Kunz, M., Chen, J.-I., Lautenbacher, S., Vachon-Presseau, E. et Rainville, P. (2011). Cerebral regulation of facial expressions of pain. Journal of Neuroscience, 31(24), 8730-8738. https://doi.org/10.1523/JNEUROSCI.0217-11.2011 - -Vachon-Presseau, E., Roy, M., Woo, C.-W., Kunz, M., Martel, M.-O., Sullivan, M. J., Jackson, P. L., Wager, T. D. et Rainville, P. (2016). Multiple faces of pain: effects of chronic pain on the brain regulation of facial expression. Pain, 157(8), 1819-1830. https://doi.org/10.1097/j.pain.0000000000000587 diff --git a/content/en/project/fMRI-Pain-Facial-Expression/visualization_3D_brain.gif b/content/en/project/fMRI-Pain-Facial-Expression/visualization_3D_brain.gif deleted file mode 100644 index af5e9db3..00000000 Binary files a/content/en/project/fMRI-Pain-Facial-Expression/visualization_3D_brain.gif and /dev/null differ diff --git a/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/group_selfpain_zmap.png b/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/group_selfpain_zmap.png deleted file mode 100644 index e3ffd75c..00000000 Binary files a/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/group_selfpain_zmap.png and /dev/null differ diff --git a/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/index.md b/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/index.md deleted file mode 100644 index 285cf8d4..00000000 --- a/content/en/project/fMRI-Signatures-and-Behavioural-Correlates-of-Self-and-Empathic-Pain/index.md +++ /dev/null @@ -1,157 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-13" # Date you first upload your project. -# Title of your project (we like creative title) -title: "fMRI Signatures and Behavioural Correlates of Self and Empathic Pain" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Lyanne Zhang, Onjoli Krywiak, Leen Ghanayem, Clarize Donato, Kayla Teopiz, Quin Xie] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/Empathic_Pain - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [self pain, empathic pain, task activation, functional connectivity] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project examined neural activation and functional connectivity during self-experienced and empathic pain using an open-source fMRI dataset. Analyses focused on several regions of interest, including the anterior cingulate (ACC) and insular (IC) cortices, exploring links to loneliness and social connectedness. Results showed greater activation during self-experienced pain compared to empathic pain, with loneliness predicting ACC activation in the meditation group. No significant differences in connectivity between conditions were found, though some associations with social connectedness emerged. The workflow and results are available in a reproducible GitHub repository." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "group_selfpain_zmap.png" ---- - - -## Project definition - -### Background - -Empathy is conceptualized as an individual’s ability to perceive, understand and respond appropriately to someone else’s experience.1,2 In addition, empathic pain is commonly defined as an individual’s perception and emotional response to another person’s suffering or painful situation.2 The cognitive component of empathy and empathic pain includes perspective taking and maintaining distinction between the self and others.3 Taken together, it is proposed that disparate neural mechanisms subserve the cognitive processes that comprise empathy and empathic pain.3,4 - -Meta-analytic neuroimaging data suggest that multiple brain regions are implicated in empathic pain, including but not limited to the insula cortex (IC), anterior cingulate cortex (ACC), mid-cingulate cortex (MCC), and nucleus accumbens (NAc).3,5 It is postulated that the IC and ACC are critical regions of interest (ROI) in the processing of emotional states and motivation.6 In addition, it has been observed that functional connectivity between the MCC and IC is increased during pain perception in others.7 Furthermore, the NAc has been implicated in the prediction of empathic-pain related behaviours (e.g., actions to help an individual in pain).8 However, the underlying neural circuitry and networks that subserve empathic pain remain insufficiently characterized. Moreover, it is not known how sociodemographic, clinical and/or behavioural factors (e.g., loneliness or social connectedness) may mediate or moderate neural mechanisms that subserve empathic pain. - -Herein, this project aimed to apply analytical methods using Python to investigate neural activation and functional connectivity in the IC, ACC and related brain regions in adults completing an fMRI and empathic pain task paradigm. - -### Main Objectives - -1. Produce a neuroimaging workflow for task activation analyses, functional connectivity analyses, and data visualization. -2. Produce a GitHub Repository to enable reproducibility of our analyses. - - -### Tools - -- Software - - Python packages: Nilearn Library - - MS Visual Studio Code - - R and RStudio -- Code and Project Management - - Git and GitHub - - Scripts - - Jupyter Notebook -- Computing Environment - - Local Laptops - -### Data - -This project investigated an Open Source dataset obtained from OpenNeuro [https://openneuro.org/datasets/ds006243/versions/1.0.3]. The dataset consists of fMRI data collected from 54 participants trained in one of two meditation modalities: Loving Kindness Meditation (LKM) (n = 25) and Progressive Muscle Relaxation (PMR) (n = 29). The empathic pain task paradigm consisted of two counterbalanced runs, Experience (Self) and Observe (Other) conditions, each containing 30 trials that were 24 seconds in duration, with a total of 720 seconds for a single run. Each run (i.e., 30 trials) included 15 trials involving anticipation of fear and 15 trials involving pain experience. An audio cue was used to indicate whether the participant or study partner would receive a pressure pain stimulus. The pressure pain stimulus was transmitted through a tube to a piston secured on the participant's thumbnail. - -All participants completed the empathic pain task during an fMRI scan in order to examine neural responses to self-pain test condition (i.e., pain stimulus of the participant’s hand) and empathic pain (i.e., observing someone else receive the pain stimulus). MRI data was collected at the Center for Functional and Molecular Imaging at Georgetown University using a 3T Siemens TIM Trio scanner. High-resolution structural images were acquired using a T1-weighted MP-RAGE sequence (1 mm isotropic voxels), and functional images were collected using a T2*-weighted EPI sequence (3 mm isotropic voxels, TR = 2,500 ms, TE = 30 ms). - -### Deliverables - -- [GitHub repository](https://github.com/brainhack-school2025/Empathic_Pain) - -## Methods - -### Task Activation Analysis -To examine brain regions activated during the empathic pain task, fMRI data was fitted to a first-level general linear model using Nilearn’s FirstLevelModel to compute z-maps for each task contrast. A statistical threshold (z > 3.1) was applied, and significant clusters were identified and labeled using Nilearn’s get_cluster_table and the Harvard-Oxford atlas, respectively. Further, a Multivariate Analysis of Variance (MANOVA) was used to examine whether baseline loneliness and social connectedness scores predicted activation of brain regions implicated in empathic and self-experienced pain, specifically the ACC, IC and superior temporal gyrus, following the meditation intervention. The UCLA Loneliness Scale9 and Social Connectedness Scale10 were used to measure loneliness and social connectedness at baseline. - -### Functional Connectivity Analysis -We aimed to compare functional connectivity between self-experienced and empathic pain conditions. First, we applied the masker to all files using the Harvard-Oxford brain atlas, which provides good parcellation of subcortical regions. Next, we generated one connectivity matrix (based on Pearson’s correlation) per condition for each subject. We then computed a network-blocked mean connectivity matrix for each condition for visualization purposes. -To compare connectivity between the two conditions at the edge level, we performed paired t-tests with FDR correction. - -We were also interested in investigating whether functional connectivity is associated with loneliness or social connectedness. To investigate this possible association, we used our participants’ previously obtained individual functional connectivity matrices, where each participant had two matrices: one for run 1 (self) and run 2 (other/empathic pain). Then, we categorized participants’ functional connectivity matrices by run type (i.e., 1 vs 2). As well, we were interested in only functional connectivity/roi-to-roi pairs that had either the insula/insular cortex or the cingulate cortex/gyrus as one of the rois in a pair. - -Finally, to test potential associations between functional connectivity with loneliness or social connectedness, statistical analyses were performed via linear regression models. Functional connectivity of specific roi pairs (i.e., those containing insula or cingulate cortex), and covariates including age, sex, and condition were included as predictors, while our dependent/predicted variables included loneliness or social connectedness. - -### Partial Least Square - Covariance (PLS-C) Analysis -To examine changes in functional connectivity between the two conditions in an unsupervised manner, we performed PLS-C analysis on the correlation matrix between all 69 parcellated regions. - -## Results - -### Task Activation Analysis - -#### Finding #1: Many regions are activated during self pain and empathic pain tasks -Various cortical and subcortical regions were activated during the self-pain and empathic-pain tasks, including brain regions in the frontal, parietal, temporal and occipital lobes. The empathic-pain condition was characterized by decreased activation of the frontal medial cortex and increased activation of the posterior division of the inferior temporal gyrus, middle temporal gyrus, superior temporal gyrus and temporal fusiform gyrus. On the other hand, the self-pain condition was characterized by decreased activation of the cuneal cortex, middle frontal gyrus, middle temporal gyrus, and increased activation of the supracalcarine cortex. -

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    - Figure 1. Heatmap displaying activation by region for self and empathic pain tasks. -

    - -#### Finding #2: Interaction between baseline loneliness and condition predicts activation in the ACC during self pain task -Upon examining whether baseline loneliness and social connectedness predicted brain activation during the empathic and self-pain tasks, a MANOVA revealed a significant interaction between baseline loneliness and activation of the ACC in the self-pain condition (p = .03). Specifically, participants in the LKM meditation group showed a significant decrease in ACC activation at higher baseline loneliness scores. There was no signficant interaction between -

    - image -
    - Figure 2. Interaction plot visualizing the relationship between baseline loneliness scores and activation in the ACC during self pain task. -

    - -### Functional Connectivity Analysis - -#### Finding #1: No difference in functional connectivity between self and empathic pain tasks -Contrary to our hypothesis, we did not observe any statistically significant differences in connectivity between the self and empathic pain conditions at the edge level, even before correcting for multiple comparisons. -

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    - Figure 3. Functional connectivity matrices for self pain (left) and empathic pain (right) tasks. -

    - -#### Finding #2: Functional connections are associated with social connectedness but not loneliness -Several functional connectivity pairs containing our rois of interest (cingulate cortex and/or insula) were negatively associated with social connectedness in both self and empathic pain tasks. Notably, these significant associations do not pass FDR correction. In contrast, our functional connectivity pairs of interest were not significantly associated with loneliness. It appears that our rois of interest, these being the cingulate cortex and/or insula, that are typically implicated in empathic pain tasks, are also functionally connected with other regions of interest and are associated with social connectedness. This highlights that functional connectivity with our rois of interest that underlie empathic pain also appears to underlie behaviour such as social connectedness. -

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    - Figure 4. Significant functional connections between roi pairs of interest and self pain (left) and empathic pain (right) tasks. -

    - -### PLS-C Analysis -The first two PLS components captured the majority of the covariance between neural connectivity (Figure 5). There did not seem to be significant differences between participants in the LKM group and those in the PMR group in the first two PLS components, consistent with previous functional connectivity analyses. However, the timing of fMRI collection (before or after the task) seemed to be the major contributor to the separation on the first PLS component (Figure 6). Using a correlation test, we examined whether either PLS component was associated with loneliness or social connectedness and found no significant correlation. These findings suggest that while the two interventions might have changed functional connectivities, they did not significantly affect loneliness or trait empathy of the participants. -

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    - Figure 5. Explained variance in functional connectivity by the top 5 PLS components. -

    -

    - image -
    - Figure 6. Projection of functional connectivity onto the first two PLS components. -

    - -## Conclusion -- The results of our analyses support that activation in the ACC and IC was higher in the self-experienced pain condition compared to the empathic pain condition. ​ -- In the LKM group, higher loneliness was associated with lower ACC activation. This effect was not observed in the PMR group.​ -- Functional connectivity did not significantly differ between self-experienced pain and empathic pain conditions​. -- Functional connectivity in ROI pairs of interest (cingulate cortex and insula) was associated with social connectedness in both self and empathic runs, but these associations did not survive FDR correction. - -## Acknowledgements -Thank you Brain Hack School 2025 team for all the help! - -## References -1. Decety J, Smith KE, Norman GJ. Halpern A social neuroscience perspective on clinical empathy. J Halpern A social neuroscience perspective on clinical empathy World Psychiatr 2014;13:233–7. -2. Cao Y, Zhang J, He X, et al. Empathic pain: Exploring the multidimensional impacts of biological and social aspects in pain. Neuropharmacology 2024;258(110091):110091. -3. Jauniaux J, Khatibi A, Rainville P, Jackson PL. A meta-analysis of neuroimaging studies on pain empathy: investigating the role of visual information and observers’ perspective. Soc Cogn Affect Neurosci 2019;14(8):789–813. -4. Tremblay MPB, Meugnot A, Jackson PL. The neural signature of empathy for physical pain … not quite there yet! In: Social and Interpersonal Dynamics in Pain. Cham: Springer; 2018. -5. Zhang M-M, Chen T. Empathic pain: Underlying neural mechanism. Neuroscientist 2025;31(3):296–307. -6. Zhang M, Wu YE, Jiang M, Hong W. Cortical regulation of helping behaviour towards others in pain. Nature 2024;626(7997):136–44. -7. Zaki J, Wager TD, Singer T, Keysers C, Gazzola V. The anatomy of suffering: Understanding the relationship between nociceptive and empathic pain. Trends Cogn Sci 2016;20(4):249–59. -8. Hein G, Silani G, Preuschoff K, Batson CD, Singer T. Neural responses to ingroup and outgroup members’ suffering predict individual differences in costly helping. Neuron 2010;68(1):149–60. -9. Russell, D , Peplau, L. A.. & Ferguson, M. L. (1978). Developing a measure of loneliness. Journal of Personality Assessment, 42, 290-294. -10. Lee, R. M., Draper, M., & Lee, S. (2001). Social connectedness, dysfunctional interpersonal behaviors, and psychological distress: Testing a mediator model. Journal of Counseling Psychology, 48(3), 310–318. https://doi.org/10.1037/0022-0167.48.3.310 diff --git a/content/en/project/fMRI-sex-classification/PCs.gif b/content/en/project/fMRI-sex-classification/PCs.gif deleted file mode 100755 index 8f449fbc..00000000 Binary files a/content/en/project/fMRI-sex-classification/PCs.gif and /dev/null differ diff --git a/content/en/project/fMRI-sex-classification/Red-brain.jpg b/content/en/project/fMRI-sex-classification/Red-brain.jpg deleted file mode 100755 index aeafce09..00000000 Binary files a/content/en/project/fMRI-sex-classification/Red-brain.jpg and /dev/null differ diff --git a/content/en/project/fMRI-sex-classification/connectome.gif b/content/en/project/fMRI-sex-classification/connectome.gif deleted file mode 100755 index 8febc9f5..00000000 Binary files a/content/en/project/fMRI-sex-classification/connectome.gif and /dev/null differ diff --git a/content/en/project/fMRI-sex-classification/index.md b/content/en/project/fMRI-sex-classification/index.md deleted file mode 100644 index 51b4c804..00000000 --- a/content/en/project/fMRI-sex-classification/index.md +++ /dev/null @@ -1,97 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Can we identify sex using fMRI?" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Tajwar Sultana] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/tjays7_fmri - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, Machine Learning, Data Visualization, nilearn] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Does functional connectivity between brain regions differ in male and female? If yes then fMRI data can be used to distinguish sex on the basis of the difference in functional connectivity. I applied supervised Machine Learning algorithms on the fMRI data to classify sex." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Red-brain.jpg" ---- - - -## Project definition - -### Background - -This project is based on the hypothesis that there is a difference in the functional connectivity between male and female. There has been quite a lot of research on the brain connectivity differences based on gender. A [review](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3250567/) paper suggests that anatomical and functional connectivity between brain regions is effected by gender. If this hypothesis holds true then sex _can_ be identified using functional connectivity. - -### Tools - - - Data Visualization (matplotlib, seaborn, plotly, pywidgets) - - Machine learning packages (nilearn, scikit-learn) - - Github for version control - - VS Code - - Bash Terminal - - -### Data - -Many open data sources were explored but those required preprocessing. In order to save time and complete this project during 3-week period, I selected Nilearn preprocessed dataset. The Nilearn's Development fmri data was collected during a [study](https://nature.com/articles/s41467-018-03399-2) in which a short film was watched by 33 adults and 122 children (age 3-12) while undergoing fMRI. The study was meant to characterize the development of functionally specialized social brain regions. The target variable for my project was gender and features were obtained by finding correlation between different regions of interest. - -### Deliverables - - - Interactive Plots - - Predictive models with evaluation metrics - - Presentation slides - - Project Report - -## Results - -#### _Functional Connectome_ -![](connectome.gif) - -#### _Interactive Scatter Plot of Principal Components_ - -![](PCs.gif) - -#### _Evaluation Metrics_ - -![](metrics.png) - -### Progress overview - -This project was initiated by Tajwar Sultana on 19th May 2020 as part of the Brainhack School and the final presentation was delivered on 5th June 2020. The deliverables including code, interactive plot, report and presentation are completed. - -### Tools I learned during this project - - * Github - * Nilearn (Machine learning package for neuroimaging) - * Plotly, ipywidgets (Python packages for Interactive plotting) - -## Conclusion - -This project was basically adopted to learn data visualization and machine learning on neuroimaging data. The results of machine learning models show that there is a lot of improvement required in sex classification using functional connectivity. - -The scatter plot of Principal Components illustrates that sex does not explain the variance in the given data. Hence,it can be concluded that the features extracted from the dataset in the form of connectivity matrices were not appropriate for this problem. There could be two reasons for this: -* The dataset consists of subjects of multiple ages including children and adults and age could be a factor effecting functional connectivity changes -* In this study, parcellation scheme was used with 64 brain regions. It might not be necessary that all those regions reflect functional connectivity changes between male and female. Hence, care must be taken in selecting regions of interest - - This is just a preliminary study which could lead to the development of more robust machine learning models for the sex classification with functional connectivity features. - -## Acknowledgement - -Gratitude to all the organizers, instructors, TAs and fellow participants who helped me learn cool open neuroscience tools. Special thanks to my instructors Desiree, Greg, Benjamin and a token of appreciation to Elizebath and Jakob for their inspiring work. - -## References: - -Susanne Weis, Kaustubh R Patil, Felix Hoffstaedter, Alessandra Nostro, B T Thomas Yeo, Simon B Eickhoff, Sex Classification by Resting State Brain Connectivity, Cerebral Cortex, Volume 30, Issue 2, February 2020, Pages 824–835, https://doi.org/10.1093/cercor/bhz129 - -Chao Zhang Chase C. Dougherty Stefi A. Baum Tonya White Andrew M. Michael, Functional connectivity predicts gender: Evidence for gender differences in resting brain connectivity, Volume 39, Issue 4, April 2018, Pages 1765-1776, https://doi.org/10.1002/hbm.23950 diff --git a/content/en/project/fMRI-sex-classification/metrics.png b/content/en/project/fMRI-sex-classification/metrics.png deleted file mode 100755 index 5f2661b2..00000000 Binary files a/content/en/project/fMRI-sex-classification/metrics.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/images/Programming-Memes-Programmer-while-sleeping.jpg b/content/en/project/fMRI-sleep-deprivation/images/Programming-Memes-Programmer-while-sleeping.jpg deleted file mode 100644 index 202e44ea..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/images/Programming-Memes-Programmer-while-sleeping.jpg and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/index.md b/content/en/project/fMRI-sleep-deprivation/index.md deleted file mode 100644 index 09eecbce..00000000 --- a/content/en/project/fMRI-sleep-deprivation/index.md +++ /dev/null @@ -1,229 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-06" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Effects of Sleepiness on Resting-State Connectivity" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Thomas Perrin] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/perrin_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [sleep, rs-fMRI, BIDS, preprocessing, connectivity, open-science] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Can functional connectivity predict sleep deprivation? This project aims to explore neuroimaging data organization to build a workflow from the acquisition of an open dataset to the visualization of brain connectivity. The pipeline will be detailed and carried out for one subject, using resting state fMRI to compare the result between normal sleep and sleep deprivation (less than 3 hours of sleep the previous night)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "images/Programming-Memes-Programmer-while-sleeping.jpg" ---- - - -#### About Me - - - -
    Thomas Perrin -
    - -Hello and welcome to my project! My name is Thomas Perrin, I am currently pursuing a Master of Engineering degree in Biomedical Engineering at Polytechnique Montreal. I have previously studied mostly medical devices and images analysis at IMT Atlantique in France. Exploring neuroimaging and learning about open-source tools is a new and inspiring part of my journey in Biomedical Engineering! - -#### Project Description - -Sleep deprivation is commonplace in modern society, but little is known about the functional mechanisms and correlates of sleepiness in the awake brain. Sleepiness is a brain state with pervasive effects on cognitive and affective functioning ([Killgore, 2010, Tamm et al., 2020](#references)). Adult fMRI studies have demonstrated associations between restricted sleep and amygdala-prefrontal functional connectivity ([Reidy et al., 2016](#references)), with inhibition of top-down-control in emotion ([Tamm et al., 2020](#references)). Therefore, it would be interesting to explore and predict whether a participant is sleep deprived or not based on a functional connectivity estimation. - -Main question: **Can resting-state functional connectivity predict sleep deprivation?** - -### Tools - -* [Git](https://git-scm.com/) and [GitHub](https://github.com/) for project management. -* [DataLad](https://www.datalad.org/) for retrieval and version control of data. -* [Neurodesk](https://www.neurodesk.org/) to use a flexible and scalable data analysis environment for reproducible neuroimaging. -* [BIDS-validator](https://bids-standard.github.io/bids-validator/) to check updated dataset integrity. -* [FMRIPrep](https://fmriprep.org/en/stable/) for fMRI data preprocessing -* [Python](https://www.python.org/) for dataset management and visualization (Nilearn, Pandas, NiBabel, Matplotlib, ...), in [Visual Studio Code](https://code.visualstudio.com/) and [Jupyter Notebook](https://jupyter.org/). - -### Data - -* Data used: [Resting-State fMRI from the Stockholm Sleepy Brain Study: Effects of Sleep Deprivation on Cognitive and Emotional Processing in Young and Old](https://openneuro.org/datasets/ds000201/versions/1.0.3). A functional brain imaging study where 86 healthy participants underwent MRI after normal sleep and partial sleep deprivation (only 3 hours of sleep) in a crossover design. Three experiments were performed investigating emotional mimicry, empathy for pain, and cognitive reappraisal, as well as resting state fMRI (rs-fMRI). -* Fit with the research question: This study aimed to investigate the effects of partial sleep deprivation (PSD) on resting state brain connectivity, emotional contagion, empathy, and emotional regulation. -* Obtained from: [OpenNeuro](https://openneuro.org/). The full dataset is multimodal (T1- and T2-weighted structural images, diffusion images, raw polysomnography data, task-based and resting state fMRI images). -* Usage: For the reduced scope of this project, only the rs-fMRI data of the two sessions for one subject will be used, but the pipeline can then be used in the same way to analyze more subjects. The full dataset structure and metadata files can be retrieved without downloading the heavy dataset thanks to DataLad. This is useful to update the dataset to be BIDS-compliant and analyze data for only one subject. - -Note: An old page for this dataset can also be found on the deprecated website OpenfMRI ([A multimodal brain imaging dataset on sleep deprivation in young and old humans: The Sleepy Brain Project I](https://legacy.openfmri.org/dataset/ds000201/)). - -### Deliverables - -* A GitHub repository containing all the elements of the project -* A markdown file for the project description -* A Python script to update the dataset to be BIDS-compliant -* A markdown file providing the Bash commands to download the dataset, run the Python script, and run fMRI preprocessing, all using DataLad -* A Jupyter Notebook for visualization -* A requirements.txt file to specify the Python environment for the script and the notebook - -## Results - -### Progress overview: Retrace my Steps - -**1. Git & GitHub: Version Control the Project.** - * The repository was updated throughout the following steps of the project. - * Organization of the repository: - * Modules: Modules completed during the first weeks of BrainHack School. - * data: Raw data for the project, not synced to source control because the dataset is too large for Git. - * docs: Documentation (project presentations, could also include Markdown and reStructuredText (reST) files). - * results: Results, including figures (could also include checkpoints, hdf5 files, pickle files, and tables, had the project been more complex). - * scripts: Scripts (Python, bash, .ipynb notebooks). - * src: Reusable Python modules for the project (imports, empty for now). - * tests: Tests for the code (empty for now). - * Resources: - * [Version control with Git](https://gcapes.github.io/git-course/) - * [Introduction to Git and GitHub](https://emdupre.github.io/git-course/) - * [The Good Research Code Handbook](https://goodresearch.dev/) for the project template. - -**2. OpenNeuro: Select the Dataset.** - * The data was already converted from DICOM to NIfTI. - * BIDS organization except for a few errors (see [bids_validation](https://github.com/brainhack-school2023/perrin_project/tree/e5138662c5facfead956ddd53dde26edd5aa6b3d/docs/bids_validation) folder). - -**3. DataLad: Version Control the Dataset** - * The [OHBM Brainhack TrainTrack: DataLad](https://handbook.datalad.org/en/latest/code_from_chapters/OHBM.html), [The DataLad Notebook](https://handbook.datalad.org/en/latest/) and the use case [A basic automatically and computationally reproducible neuroimaging analysis](https://handbook.datalad.org/en/latest/usecases/reproducible_neuroimaging_analysis_simple.html) were the most useful tools to get me started. - * [OpenNeuro Quickstart Guide: Accessing OpenNeuro datasets via DataLad](https://handbook.datalad.org/en/latest/usecases/openneuro.html) to properly obtain the dataset with DataLad. - * Organization of the dataset following [the YODA principles](https://handbook.datalad.org/en/latest/basics/101-130-yodaproject.html) and *datalad run* to capture everything relevant to reproduce the analysis, i.e. to run the code to fix BIDS errors - -**4. BIDS-Validation: Reproducible Neuroimaging Organization.** - * [The BIDS Starter Pack](https://bids-standard.github.io/bids-starter-kit/index.html) - * [BIDS Validator](https://bids-standard.github.io/bids-validator/) - * Prepare the dataset to use with tools like fMRIPrep, see [Deliverable 3](#results). - -**5. NeuroDesk: Connecting to a flexible and scalable data analysis environment for reproducible neuroimaging.** - * [Getting Started with Brain Imaging Tools via the Neurodesktop Container](https://github.com/brainhack-school2022/dimitrijevic_project/blob/658c4f8bdadda289845feb707cd77c6a6363a43f/BrainHackCloud_steps/neurodesk_access.md) by [Andjela Dimitrijevic](https://github.com/Andjelaaaa). - * Guide to use [Neurodesk](https://www.neurodesk.org/) for this project (instructions as of June 1st 2023): - * Open 'Play' then 'Neurodesk Lab' (for keeping data across sessions) - * Choose the link closest to your location. - * In the left panel under 'Softwares' load the fmriprep module. - * In the 'Notebook' section launch 'Neurodesktop'. - -**6. fMRIPrep: Preprocessing Pipeline for fMRI Data.** - * [Getting started with BIDS, fMRIPrep, MRIQC](https://sarenseeley.github.io/BIDS-fmriprep-MRIQC.html). - * [BIDS App Tutorial #2: fMRIPrep](https://andysbrainbook.readthedocs.io/en/latest/OpenScience/OS/fMRIPrep.html). - * [Usage Notes](https://fmriprep.org/en/stable/usage.html). - * [Outputs of *fMRIPrep*](https://fmriprep.org/en/stable/outputs.html) to have a description of the output dataset to use for visualization and analysis. - * Estimated runtime per subject on Neurodesk: 6 to 7 hours. - -**7. Python: Visualization of the data.** - * The access to the data has been done following the format of datasets using [nilearn.datasets.fetch_openneuro_dataset](https://nilearn.github.io/dev/modules/generated/nilearn.datasets.fetch_openneuro_dataset.html). [PyBIDS](https://bids-standard.github.io/pybids/) was also considered but in the end not used to work with BIDS datasets. - -Note: - -Step 5. was originally intended to be executed using Docker, but after encountering storage and outdated software issues with my laptop, Neurodesk was used to finish the project in time. Here are the resources used before the issues prevented the final installation: - * [Using containers (Docker/Singularity) in science](https://neurohackweek.github.io/docker-for-scientists/). - * [Install Docker Engine on Ubuntu](https://docs.docker.com/engine/install/ubuntu/#set-up-the-repository.) - * Optional: [Install Docker Desktop on Ubuntu](https://docs.docker.com/desktop/install/ubuntu/). - * [NiPreps: Executing with Docker](https://www.nipreps.org/apps/docker/) - * And for maximal reproducibility with containers, the DataLad use case [An automatically and computationally reproducible neuroimaging analysis from scratch](https://handbook.datalad.org/en/latest/usecases/reproducible_neuroimaging_analysis.html). - -### Tools I learned during this project - -* **Neuroimaging:** Functional MRI principles, organization for neuroimaging data, and visualization of functional connectivity for resting-state networks. -* **Open science workflow:** Tools to create a reproductible neuroimaging workflow from preprocessing to data visualization. - -### Results - -#### Deliverable 1: GitHub repository - -The GitHub repository contains all the elements of the project. - -#### Deliverable 2: project report - -The [README.md](https://github.com/brainhack-school2023/perrin_project/blob/e5138662c5facfead956ddd53dde26edd5aa6b3d/README.md) markdown file describes the project. It can be found on [my BrainHack School 2023 repository](https://github.com/brainhack-school2023/perrin_project/blob/e5138662c5facfead956ddd53dde26edd5aa6b3d/README.md) as well as the [BrainHack School website](https://school-brainhack.github.io/project/). - -#### Deliverable 3: dataset manipulation scripts - -* A Python script ([bids_fix.py](https://github.com/brainhack-school2023/perrin_project/blob/e5138662c5facfead956ddd53dde26edd5aa6b3d/scripts/bids_fix.py)) to update the dataset to be BIDS-compliant. -* A Markdown file ([datalad_commands](https://github.com/brainhack-school2023/perrin_project/blob/e5138662c5facfead956ddd53dde26edd5aa6b3d/scripts/datalad_commands)) containing the DataLad bash code to obtain the dataset, run the above-mentioned Python script, and run the fMRI preprocessing, all using version-control with DataLad. -* Just below are the results using BIDS Validator before fixing the errors by and after running the script. The two errors remaining are explained by the way the dataset was retrieved using DataLad (the dataset's structure is there but the big files are not downloaded), as shown on the screenshot from the [DataLad FAQ](https://handbook.datalad.org/en/latest/basics/101-180-FAQ.html) below. - -*BIDS Validator errors before and after fix.* - -

    - - - -

    - -*DataLad FAQ paragraph on BIDS Validator issues.* - -

    - -

    - -#### Deliverable 4: analysis notebook - -A Jupyter Notebook ([sleep_connectivity.ipynb](https://github.com/brainhack-school2023/perrin_project/blob/e5138662c5facfead956ddd53dde26edd5aa6b3d/scripts/sleep_connectivity.ipynb)) for visualization of connectomes and analysis. The results can also be found [here](https://github.com/brainhack-school2023/perrin_project/tree/e5138662c5facfead956ddd53dde26edd5aa6b3d/results). - -The results obtained for the first subject (sub-9001) are presented below. - -*Correlation matrices after normal sleep (left) and partial sleep deprivation, i.e. only 3 hours of sleep the night before data acquisition (right).* - -

    - - -

    - -*Difference between the two correlation matrices.* - -

    - -

    - -*Corresponding connectomes after normal sleep (left) and partial sleep deprivation, i.e. only 3 hours of sleep the night before data acquisition (right).* - -

    - - -

    - -Adult fMRI studies have demonstrated associations between restricted sleep and amygdala-prefrontal functional connectivity. Therefore, the expected result is to see differences in functional connectivity in the amygdala and the prefrontal cortex. - -The atlas used to define the regions of interest is the MSDL brain Probabilistic atlas available with Nilearn. A threshold has been set to keep only the 5% of edges with the highest values and make the connectomes easier to read. - -The biggest visible differences are: -* Between the right anterior intraparietal sulcus (R Ant IPS), with functions related to perceptual-motor coordination and visual attention, and the default mode network (DMN). -* Between the right insular cortex (R Ins), believed to be involved in consciousness and emotion, and the DMN. -* Between the different parts of the DMN. -* Between the superior temporal sulcus (STS), involved in language and social processing and the motor cortex (Motor). - -Overall, the connectivity seems to be a little less intense after PSD regarding the connectomes. Furthermore, a few of the connections to the frontal part of the brain which were visible after normal sleep are not present anymore. - -While these results seem to be in line with previous studies (effects on prefrontal functional connectivity and emotion regulation), which is encouraging, the analysis has been done on only one subject and mostly qualitatively, thus relevant conclusions cannot be drawn on so little data. - -#### Deliverable 5: final project presentation - -Slides ([Perrin_Thomas_Project_Wrap_Up.pdf](https://github.com/brainhack-school2023/perrin_project/blob/2adfa80fcc5c220127a14716bf989345251faf05/docs/Perrin_Thomas_Project_Wrap_Up.pdf)) for the final project presentation to conclude the month of BrainHack School, following the provided template. The results presented there are a snapshot at this moment but are not up-to-date, the final results are presented right above. - -## Conclusion and acknowledgement - -The objectives of the project, which were to learn about neuroimaging tools and open science, and to set up the workflow from data retrieval to visualization, were completed. Although the results are limited to only one subject, the possibility to analyze at least one subject was encouraging to envision a larger analysis in order to answer the main question properly. - -With more time and resources, the prospect of this project would have been to process more subjects, using a High Performance Computing infrastructure such as [Alliance Canada](https://alliancecan.ca/en) or [Brainhack cloud](https://brainhack.org/brainhack_cloud/tutorials/hpc/). This additional data would have been used to build a Machine Learning model with [NiLearn](https://nilearn.github.io/stable/index.html) and find out if resting-state functional connectivity could effectively predict sleep deprivation. - -A special thanks goes to the TAs at Polytechnique Montreal, Jan and Andjela, for their tips and guidance, especially for pointing me to the project-saving tool Neurodesk when all other options had failed. - -Also, the [NeuroStars](https://neurostars.org/) forum was helpful when I encountered issues with BIDS validation and fMRIPrep. - -Finally, I would like to thank the BrainHack School organizers who have built this course and modules. It really provides guidance on how to learn the most useful tools for neuroimaging and open-science, in a way that is very efficient to actively acquire new skills and knowledge. - -## References - -* Gustav Nilsonne and Sandra Tamm and Paolo d’Onofrio and Hanna Å Thuné and Johanna Schwarz and Catharina Lavebratt and Jia Jia Liu and Kristoffer NT Månsson and Tina Sundelin and John Axelsson and Peter Fransson and Göran Kecklund and Håkan Fischer and Mats Lekander and Torbjörn Åkerstedt (2020). The Stockholm Sleepy Brain Study: Effects of Sleep Deprivation on Cognitive and Emotional Processing in Young and Old. OpenNeuro. \[Dataset] [doi:10.18112/openneuro.ds000201.v1.0.3](https://doi.org/10.18112/openneuro.ds000201.v1.0.3) -* Killgore WD. Effects of sleep deprivation on cognition. Prog Brain Res. 2010;185:105-29. [doi:10.1016/B978-0-444-53702-7.00007-5](https://doi.org/10.1016/b978-0-444-53702-7.00007-5). PMID: 21075236. -* Reidy BL, Hamann S, Inman C, Johnson KC, Brennan PA. Decreased sleep duration is associated with increased fMRI responses to emotional faces in children. Neuropsychologia. 2016 Apr;84:54-62. [doi:10.1016/j.neuropsychologia.2016.01.028](https://doi.org/10.1016/j.neuropsychologia.2016.01.028). Epub 2016 Jan 25. PMID: 26821063. -* Tamm S, Schwarz J, Thuné H, Kecklund G, Petrovic P, Åkerstedt T, Fischer H, Lekander M, Nilsonne G. A combined fMRI and EMG study of emotional contagion following partial sleep deprivation in young and older humans. Sci Rep. 2020 Oct 21;10(1):17944. [doi:10.1038/s41598-020-74489-9](https://doi.org/10.1038/s41598-020-74489-9). PMID: 33087746; PMCID: PMC7578048. diff --git a/content/en/project/fMRI-sleep-deprivation/results/.gitkeep b/content/en/project/fMRI-sleep-deprivation/results/.gitkeep deleted file mode 100644 index e69de29b..00000000 diff --git a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-01_bids_validator_errors.png b/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-01_bids_validator_errors.png deleted file mode 100644 index 99f655f4..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-01_bids_validator_errors.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-02_bids_validation_errors_openneuro.png b/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-02_bids_validation_errors_openneuro.png deleted file mode 100644 index 5f551aca..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.26-02_bids_validation_errors_openneuro.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.29-01_bids_validator_errors.png b/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.29-01_bids_validator_errors.png deleted file mode 100644 index 1ce87f28..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.29-01_bids_validator_errors.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.30-01_bids_validator_errors.png b/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.30-01_bids_validator_errors.png deleted file mode 100644 index b3c5b4b9..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/2023.05.30-01_bids_validator_errors.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/ds000201_errors.txt b/content/en/project/fMRI-sleep-deprivation/results/bids_validation/ds000201_errors.txt deleted file mode 100644 index 4a7d4b94..00000000 --- a/content/en/project/fMRI-sleep-deprivation/results/bids_validation/ds000201_errors.txt +++ /dev/null @@ -1,45619 +0,0 @@ -File Path: Invalid JSON file. The file is not formatted according the schema. - - Type: Error - File: sub-9001_ses-1_task-arrows_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-1_task-faces_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-1_task-rest_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-2_task-arrows_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-2_task-faces_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-2_task-rest_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9001_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-1_task-arrows_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-1_task-faces_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-1_task-rest_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-2_task-arrows_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-2_task-faces_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-2_task-rest_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9002_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-1_task-arrows_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-1_task-faces_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-1_task-rest_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-2_task-arrows_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-2_task-faces_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-2_task-rest_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9003_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-1_task-arrows_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-1_task-faces_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-1_task-rest_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-2_task-arrows_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-2_task-faces_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-2_task-rest_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9004_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-1_task-arrows_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-1_task-faces_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-1_task-rest_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-2_task-arrows_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-2_task-faces_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-2_task-rest_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9005_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-1_task-arrows_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-1_task-faces_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-1_task-rest_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-2_task-arrows_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-2_task-faces_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-2_task-rest_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9007_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-1_task-arrows_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-1_task-faces_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-1_task-rest_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-2_task-arrows_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-2_task-faces_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-2_task-rest_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9008_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-1_task-arrows_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-1_task-faces_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-1_task-rest_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-2_task-arrows_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-2_task-faces_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-2_task-rest_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9009_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-1_task-arrows_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-1_task-faces_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-1_task-rest_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-2_task-arrows_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-2_task-faces_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-2_task-rest_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9011_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-1_task-arrows_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-1_task-faces_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-1_task-rest_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-2_task-arrows_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-2_task-faces_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-2_task-rest_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9012_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-1_task-arrows_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-1_task-faces_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-1_task-rest_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-2_task-arrows_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-2_task-faces_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-2_task-rest_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9013_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-1_task-arrows_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-1_task-faces_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-1_task-rest_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-2_task-arrows_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-2_task-faces_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-2_task-rest_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9014_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9016_ses-1_task-arrows_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9016_ses-1_task-faces_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9016_ses-1_task-rest_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9016_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-1_task-arrows_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-1_task-faces_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-1_task-rest_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-2_task-arrows_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-2_task-faces_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-2_task-rest_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9017_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-1_task-arrows_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-1_task-faces_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-1_task-rest_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-2_task-arrows_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-2_task-faces_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-2_task-rest_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9018_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-1_task-arrows_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-1_task-faces_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-1_task-rest_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-2_task-arrows_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-2_task-faces_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-2_task-rest_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9019_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-1_task-arrows_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-1_task-faces_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-1_task-rest_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-2_task-arrows_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-2_task-faces_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-2_task-rest_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9020_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9022_ses-1_task-arrows_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9022_ses-1_task-faces_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9022_ses-1_task-rest_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9022_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-1_task-arrows_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-1_task-faces_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-1_task-rest_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-2_task-arrows_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-2_task-faces_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-2_task-rest_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9023_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9025_ses-1_task-faces_bold.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9025_ses-1_task-rest_bold.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9025_ses-2_task-faces_bold.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9025_ses-2_task-rest_bold.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-1_task-arrows_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-1_task-faces_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-1_task-rest_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-2_task-arrows_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-2_task-faces_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-2_task-rest_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9026_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-1_task-arrows_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-1_task-faces_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-1_task-rest_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-2_task-arrows_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-2_task-faces_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-2_task-rest_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9028_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-1_task-faces_bold.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-1_task-rest_bold.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-2_task-arrows_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-2_task-faces_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-2_task-rest_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9029_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-1_task-arrows_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-1_task-faces_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-1_task-rest_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-2_task-arrows_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-2_task-faces_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-2_task-rest_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9032_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-1_task-arrows_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-1_task-faces_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-1_task-rest_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-2_task-arrows_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-2_task-faces_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-2_task-rest_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9033_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-1_task-arrows_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-1_task-faces_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-1_task-rest_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-2_task-arrows_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-2_task-faces_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-2_task-rest_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9034_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-1_task-arrows_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-1_task-faces_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-1_task-rest_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-2_task-arrows_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-2_task-faces_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-2_task-rest_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9035_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-1_task-arrows_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-1_task-faces_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-1_task-rest_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-2_task-arrows_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-2_task-faces_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-2_task-rest_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9036_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-1_task-arrows_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-1_task-faces_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-1_task-rest_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-2_task-arrows_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-2_task-faces_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-2_task-rest_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9037_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-1_task-arrows_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-1_task-faces_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-1_task-rest_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-2_task-arrows_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-2_task-faces_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-2_task-rest_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9038_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-1_task-arrows_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-1_task-faces_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-1_task-rest_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-2_task-arrows_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-2_task-faces_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-2_task-rest_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9039_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-1_task-arrows_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-1_task-faces_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-1_task-rest_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-2_task-arrows_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-2_task-faces_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-2_task-rest_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9040_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-1_task-arrows_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-1_task-faces_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-1_task-rest_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-2_task-arrows_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-2_task-faces_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-2_task-rest_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9041_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-1_task-arrows_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-1_task-faces_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-1_task-rest_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-2_task-arrows_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-2_task-faces_run-1_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-1_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-2_task-faces_run-2_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-2_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-2_task-rest_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9042_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9044_ses-1_task-arrows_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9044_ses-1_task-faces_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9044_ses-1_task-rest_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9044_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-1_task-arrows_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-1_task-faces_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-1_task-rest_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-2_task-arrows_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-2_task-faces_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-2_task-rest_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9045_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-1_task-arrows_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-1_task-faces_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-1_task-rest_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-2_task-arrows_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-2_task-faces_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-2_task-rest_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9046_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-1_task-arrows_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-1_task-faces_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-1_task-rest_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-2_task-arrows_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-2_task-faces_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-2_task-rest_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9047_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-1_task-arrows_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-1_task-faces_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-1_task-rest_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-2_task-arrows_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-2_task-faces_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-2_task-rest_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9048_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-1_task-arrows_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-1_task-faces_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-1_task-rest_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-2_task-arrows_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-2_task-faces_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-2_task-rest_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9049_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-1_task-arrows_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-1_task-faces_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-1_task-rest_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-2_task-arrows_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-2_task-faces_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-2_task-rest_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9050_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-1_task-arrows_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-1_task-faces_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-1_task-rest_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-2_task-arrows_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-2_task-faces_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-2_task-rest_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9053_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-1_task-arrows_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-1_task-faces_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-1_task-rest_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-2_task-arrows_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-2_task-faces_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-2_task-rest_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9054_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-1_task-arrows_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-1_task-faces_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-1_task-rest_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-2_task-arrows_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-2_task-faces_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-2_task-rest_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9055_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-1_task-arrows_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-1_task-faces_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-1_task-rest_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-2_task-arrows_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-2_task-faces_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-2_task-rest_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9056_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-1_task-arrows_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-1_task-faces_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-1_task-rest_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-2_task-arrows_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-2_task-faces_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-2_task-rest_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9057_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-1_task-arrows_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-1_task-faces_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-1_task-rest_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-2_task-arrows_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-2_task-faces_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-2_task-rest_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9058_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-1_task-arrows_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-1_task-faces_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-1_task-rest_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-2_task-arrows_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-2_task-faces_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-2_task-rest_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9059_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-1_task-arrows_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-1_task-faces_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-1_task-rest_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-2_task-arrows_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-2_task-faces_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-2_task-rest_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9061_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-1_task-arrows_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-1_task-faces_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-1_task-rest_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-2_task-arrows_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-2_task-faces_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-2_task-rest_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9062_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-1_task-arrows_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-1_task-faces_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-1_task-rest_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-2_task-arrows_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-2_task-faces_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-2_task-rest_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9063_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-1_task-arrows_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-1_task-faces_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-1_task-rest_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-2_task-arrows_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-2_task-faces_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-2_task-rest_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9064_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-1_task-arrows_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-1_task-faces_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-1_task-rest_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-2_task-arrows_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-2_task-faces_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-2_task-rest_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9065_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9066_ses-1_task-arrows_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9066_ses-1_task-faces_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9066_ses-1_task-rest_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9066_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-1_task-arrows_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-1_task-faces_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-1_task-rest_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-2_task-arrows_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-2_task-faces_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-2_task-rest_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9067_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-1_task-arrows_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-1_task-faces_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-1_task-rest_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-2_task-arrows_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-2_task-faces_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-2_task-rest_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9068_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-1_task-arrows_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-1_task-faces_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-1_task-rest_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-2_task-arrows_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-2_task-faces_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-2_task-rest_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9069_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-1_task-arrows_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-1_task-faces_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-1_task-rest_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-2_task-arrows_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-2_task-faces_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-2_task-rest_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9070_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-1_task-arrows_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-1_task-faces_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-1_task-rest_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-2_task-arrows_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-2_task-faces_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-2_task-rest_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9071_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-1_task-arrows_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-1_task-faces_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-1_task-rest_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-2_task-arrows_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-2_task-faces_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-2_task-rest_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9072_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-1_task-arrows_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-1_task-faces_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-1_task-rest_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-2_task-arrows_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-2_task-faces_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-2_task-rest_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9073_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-1_task-arrows_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-1_task-faces_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-1_task-rest_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-2_task-arrows_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-2_task-faces_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-2_task-rest_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9074_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-1_task-arrows_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-1_task-faces_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-1_task-rest_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-2_task-arrows_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-2_task-faces_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-2_task-rest_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9075_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-1_task-arrows_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-1_task-faces_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-1_task-rest_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-2_task-arrows_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-2_task-faces_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-2_task-rest_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9076_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-1_task-arrows_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-1_task-faces_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-1_task-rest_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-2_task-arrows_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-2_task-faces_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-2_task-rest_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9077_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-1_task-arrows_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-1_task-faces_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-1_task-rest_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-2_task-arrows_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-2_task-faces_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-2_task-rest_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9079_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-1_task-arrows_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-1_task-faces_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-1_task-rest_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-2_task-arrows_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-2_task-faces_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-2_task-rest_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9080_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-1_task-arrows_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-1_task-faces_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-1_task-rest_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-2_task-arrows_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-2_task-faces_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-2_task-rest_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9081_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-1_task-arrows_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-1_task-faces_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-1_task-rest_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-2_task-arrows_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-2_task-faces_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-2_task-rest_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9082_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-1_task-arrows_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-1_task-faces_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-1_task-rest_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-2_task-arrows_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-2_task-faces_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-2_task-rest_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9083_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-1_task-arrows_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-1_task-faces_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-1_task-rest_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-2_task-arrows_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-2_task-faces_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-2_task-rest_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9084_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-1_task-arrows_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-1_task-faces_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-1_task-rest_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-2_task-arrows_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-2_task-faces_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-2_task-rest_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9085_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-1_task-arrows_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-1_task-faces_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-1_task-rest_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-2_task-arrows_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-2_task-faces_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-2_task-rest_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9086_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-1_task-arrows_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-1_task-faces_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-1_task-rest_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-2_task-arrows_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-2_task-faces_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-2_task-rest_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9087_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-1_task-arrows_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-1_task-faces_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-1_task-rest_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-2_task-arrows_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-2_task-faces_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-2_task-rest_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9088_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-1_task-arrows_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-1_task-faces_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-1_task-rest_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-2_task-arrows_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-2_task-faces_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-2_task-rest_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9089_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-1_task-arrows_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-1_task-faces_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-1_task-rest_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-2_task-arrows_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-2_task-faces_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-2_task-rest_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9090_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-1_task-arrows_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-1_task-faces_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-1_task-rest_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-2_task-arrows_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-2_task-faces_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-2_task-rest_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9091_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-1_task-arrows_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-1_task-faces_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-1_task-rest_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-2_task-arrows_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-2_task-faces_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-2_task-rest_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9092_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-1_task-arrows_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-1_task-faces_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-1_task-rest_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-2_task-arrows_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-2_task-faces_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-2_task-rest_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9093_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-1_task-arrows_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-1_task-faces_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-1_task-rest_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-2_task-arrows_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-2_task-faces_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-2_task-rest_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9094_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9095_ses-1_task-arrows_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9095_ses-1_task-faces_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9095_ses-1_task-rest_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9095_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-1_task-arrows_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-1_task-faces_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-1_task-rest_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-2_task-arrows_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-2_task-faces_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-2_task-rest_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9096_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-1_task-arrows_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-1_task-faces_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-1_task-rest_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-2_task-arrows_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-2_task-faces_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-2_task-rest_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9098_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-1_task-arrows_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-1_task-faces_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-1_task-rest_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-2_task-arrows_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-2_task-faces_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-2_task-rest_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: sub-9100_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: task-arrows_bold.json - Location: ds000201/task-arrows_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: task-faces_bold.json - Location: ds000201/task-faces_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: task-rest_bold.json - Location: ds000201/task-rest_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - Type: Error - File: task-sleepiness_bold.json - Location: ds000201/task-sleepiness_bold.json - Reason: Invalid JSON file. The file is not formatted according the schema. - Evidence: .CogAtlasID should match format "uri" - - -====================================================== - - -File Path: All rows must have the same number of columns as there are headers. - - Type: Error - File: sub-9001_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9001/ses-1/beh/sub-9001_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.7 - - Type: Error - File: sub-9001_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9001/ses-2/beh/sub-9001_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.8 - - Type: Error - File: sub-9002_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9002/ses-1/beh/sub-9002_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.3 - - Type: Error - File: sub-9002_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9002/ses-2/beh/sub-9002_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.9 - - Type: Error - File: sub-9003_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9003/ses-1/beh/sub-9003_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.8 - - Type: Error - File: sub-9003_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9003/ses-2/beh/sub-9003_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.5 - - Type: Error - File: sub-9004_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9004/ses-1/beh/sub-9004_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.7 - - Type: Error - File: sub-9004_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9004/ses-2/beh/sub-9004_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 19.2 - - Type: Error - File: sub-9005_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9005/ses-1/beh/sub-9005_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.7 - - Type: Error - File: sub-9005_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9005/ses-2/beh/sub-9005_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9007_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9007/ses-1/beh/sub-9007_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.7 - - Type: Error - File: sub-9007_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9007/ses-2/beh/sub-9007_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.2 - - Type: Error - File: sub-9008_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9008/ses-1/beh/sub-9008_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.2 - - Type: Error - File: sub-9008_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9008/ses-2/beh/sub-9008_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.7 - - Type: Error - File: sub-9009_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9009/ses-1/beh/sub-9009_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9009_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9009/ses-2/beh/sub-9009_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.1 - - Type: Error - File: sub-9011_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9011/ses-1/beh/sub-9011_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.9 - - Type: Error - File: sub-9011_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9011/ses-2/beh/sub-9011_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.1 - - Type: Error - File: sub-9012_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9012/ses-1/beh/sub-9012_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.5 - - Type: Error - File: sub-9012_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9012/ses-2/beh/sub-9012_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.7 - - Type: Error - File: sub-9013_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9013/ses-1/beh/sub-9013_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.2 - - Type: Error - File: sub-9013_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9013/ses-2/beh/sub-9013_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.0 - - Type: Error - File: sub-9014_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9014/ses-1/beh/sub-9014_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.5 - - Type: Error - File: sub-9014_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9014/ses-2/beh/sub-9014_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.0 - - Type: Error - File: sub-9016_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9016/ses-1/beh/sub-9016_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.8 - - Type: Error - File: sub-9016_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9016/ses-2/beh/sub-9016_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.6 - - Type: Error - File: sub-9017_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9017/ses-1/beh/sub-9017_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.6 - - Type: Error - File: sub-9017_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9017/ses-2/beh/sub-9017_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9018_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9018/ses-1/beh/sub-9018_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.6 - - Type: Error - File: sub-9018_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9018/ses-2/beh/sub-9018_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.6 - - Type: Error - File: sub-9019_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9019/ses-1/beh/sub-9019_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.1 - - Type: Error - File: sub-9019_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9019/ses-2/beh/sub-9019_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.0 - - Type: Error - File: sub-9020_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9020/ses-1/beh/sub-9020_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9020_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9020/ses-2/beh/sub-9020_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.1 - - Type: Error - File: sub-9022_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9022/ses-1/beh/sub-9022_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.9 - - Type: Error - File: sub-9022_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9022/ses-2/beh/sub-9022_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 5.2 - - Type: Error - File: sub-9023_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9023/ses-1/beh/sub-9023_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.7 - - Type: Error - File: sub-9023_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9023/ses-2/beh/sub-9023_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.2 - - Type: Error - File: sub-9025_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9025/ses-1/beh/sub-9025_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.9 - - Type: Error - File: sub-9025_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9025/ses-2/beh/sub-9025_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.5 - - Type: Error - File: sub-9026_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9026/ses-1/beh/sub-9026_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.1 - - Type: Error - File: sub-9026_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9026/ses-2/beh/sub-9026_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.9 - - Type: Error - File: sub-9028_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9028/ses-1/beh/sub-9028_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.3 - - Type: Error - File: sub-9028_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9028/ses-2/beh/sub-9028_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.5 - - Type: Error - File: sub-9029_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9029/ses-1/beh/sub-9029_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.3 - - Type: Error - File: sub-9029_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9029/ses-2/beh/sub-9029_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.8 - - Type: Error - File: sub-9032_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9032/ses-1/beh/sub-9032_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.3 - - Type: Error - File: sub-9032_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9032/ses-2/beh/sub-9032_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.8 - - Type: Error - File: sub-9033_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9033/ses-1/beh/sub-9033_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.1 - - Type: Error - File: sub-9033_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9033/ses-2/beh/sub-9033_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.2 - - Type: Error - File: sub-9034_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9034/ses-1/beh/sub-9034_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.5 - - Type: Error - File: sub-9034_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9034/ses-2/beh/sub-9034_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.4 - - Type: Error - File: sub-9035_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9035/ses-1/beh/sub-9035_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.2 - - Type: Error - File: sub-9035_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9035/ses-2/beh/sub-9035_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 19.3 - - Type: Error - File: sub-9036_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9036/ses-1/beh/sub-9036_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 19.0 - - Type: Error - File: sub-9036_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9036/ses-2/beh/sub-9036_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.0 - - Type: Error - File: sub-9037_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9037/ses-1/beh/sub-9037_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.3 - - Type: Error - File: sub-9037_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9037/ses-2/beh/sub-9037_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.8 - - Type: Error - File: sub-9038_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9038/ses-1/beh/sub-9038_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.4 - - Type: Error - File: sub-9038_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9038/ses-2/beh/sub-9038_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.1 - - Type: Error - File: sub-9039_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9039/ses-1/beh/sub-9039_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.6 - - Type: Error - File: sub-9039_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9039/ses-2/beh/sub-9039_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.6 - - Type: Error - File: sub-9040_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9040/ses-1/beh/sub-9040_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.1 - - Type: Error - File: sub-9040_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9040/ses-2/beh/sub-9040_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.2 - - Type: Error - File: sub-9041_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9041/ses-1/beh/sub-9041_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.2 - - Type: Error - File: sub-9041_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9041/ses-2/beh/sub-9041_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.7 - - Type: Error - File: sub-9042_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9042/ses-1/beh/sub-9042_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.4 - - Type: Error - File: sub-9042_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9042/ses-2/beh/sub-9042_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 19.7 - - Type: Error - File: sub-9044_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9044/ses-1/beh/sub-9044_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9044_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9044/ses-2/beh/sub-9044_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.1 - - Type: Error - File: sub-9045_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9045/ses-1/beh/sub-9045_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.9 - - Type: Error - File: sub-9045_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9045/ses-2/beh/sub-9045_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.1 - - Type: Error - File: sub-9046_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9046/ses-1/beh/sub-9046_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.8 - - Type: Error - File: sub-9046_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9046/ses-2/beh/sub-9046_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9047_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9047/ses-1/beh/sub-9047_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.7 - - Type: Error - File: sub-9047_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9047/ses-2/beh/sub-9047_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.3 - - Type: Error - File: sub-9048_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9048/ses-1/beh/sub-9048_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.3 - - Type: Error - File: sub-9048_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9048/ses-2/beh/sub-9048_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.8 - - Type: Error - File: sub-9049_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9049/ses-1/beh/sub-9049_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.4 - - Type: Error - File: sub-9049_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9049/ses-2/beh/sub-9049_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.5 - - Type: Error - File: sub-9050_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9050/ses-1/beh/sub-9050_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.7 - - Type: Error - File: sub-9050_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9050/ses-2/beh/sub-9050_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.5 - - Type: Error - File: sub-9053_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9053/ses-1/beh/sub-9053_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.7 - - Type: Error - File: sub-9053_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9053/ses-2/beh/sub-9053_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.9 - - Type: Error - File: sub-9054_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9054/ses-1/beh/sub-9054_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.1 - - Type: Error - File: sub-9054_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9054/ses-2/beh/sub-9054_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.4 - - Type: Error - File: sub-9055_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9055/ses-1/beh/sub-9055_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.3 - - Type: Error - File: sub-9055_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9055/ses-2/beh/sub-9055_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.2 - - Type: Error - File: sub-9056_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9056/ses-1/beh/sub-9056_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9056_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9056/ses-2/beh/sub-9056_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.4 - - Type: Error - File: sub-9057_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9057/ses-1/beh/sub-9057_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.1 - - Type: Error - File: sub-9057_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9057/ses-2/beh/sub-9057_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.9 - - Type: Error - File: sub-9058_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9058/ses-1/beh/sub-9058_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.1 - - Type: Error - File: sub-9058_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9058/ses-2/beh/sub-9058_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.9 - - Type: Error - File: sub-9059_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9059/ses-1/beh/sub-9059_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.5 - - Type: Error - File: sub-9059_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9059/ses-2/beh/sub-9059_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.8 - - Type: Error - File: sub-9061_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9061/ses-1/beh/sub-9061_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.3 - - Type: Error - File: sub-9061_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9061/ses-2/beh/sub-9061_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9062_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9062/ses-1/beh/sub-9062_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.2 - - Type: Error - File: sub-9062_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9062/ses-2/beh/sub-9062_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.5 - - Type: Error - File: sub-9063_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9063/ses-1/beh/sub-9063_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.5 - - Type: Error - File: sub-9063_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9063/ses-2/beh/sub-9063_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.0 - - Type: Error - File: sub-9064_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9064/ses-1/beh/sub-9064_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.6 - - Type: Error - File: sub-9064_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9064/ses-2/beh/sub-9064_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.6 - - Type: Error - File: sub-9065_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9065/ses-1/beh/sub-9065_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9065_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9065/ses-2/beh/sub-9065_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.4 - - Type: Error - File: sub-9066_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9066/ses-1/beh/sub-9066_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.5 - - Type: Error - File: sub-9066_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9066/ses-2/beh/sub-9066_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.2 - - Type: Error - File: sub-9067_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9067/ses-1/beh/sub-9067_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.8 - - Type: Error - File: sub-9067_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9067/ses-2/beh/sub-9067_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.4 - - Type: Error - File: sub-9068_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9068/ses-1/beh/sub-9068_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.0 - - Type: Error - File: sub-9068_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9068/ses-2/beh/sub-9068_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.5 - - Type: Error - File: sub-9069_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9069/ses-1/beh/sub-9069_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.2 - - Type: Error - File: sub-9069_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9069/ses-2/beh/sub-9069_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.9 - - Type: Error - File: sub-9070_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9070/ses-1/beh/sub-9070_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.5 - - Type: Error - File: sub-9070_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9070/ses-2/beh/sub-9070_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.4 - - Type: Error - File: sub-9071_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9071/ses-1/beh/sub-9071_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.7 - - Type: Error - File: sub-9071_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9071/ses-2/beh/sub-9071_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 15.1 - - Type: Error - File: sub-9072_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9072/ses-1/beh/sub-9072_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.6 - - Type: Error - File: sub-9072_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9072/ses-2/beh/sub-9072_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.3 - - Type: Error - File: sub-9073_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9073/ses-1/beh/sub-9073_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.9 - - Type: Error - File: sub-9073_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9073/ses-2/beh/sub-9073_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.1 - - Type: Error - File: sub-9074_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9074/ses-1/beh/sub-9074_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.5 - - Type: Error - File: sub-9074_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9074/ses-2/beh/sub-9074_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.6 - - Type: Error - File: sub-9075_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9075/ses-1/beh/sub-9075_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.8 - - Type: Error - File: sub-9075_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9075/ses-2/beh/sub-9075_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.9 - - Type: Error - File: sub-9076_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9076/ses-1/beh/sub-9076_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.9 - - Type: Error - File: sub-9076_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9076/ses-2/beh/sub-9076_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.0 - - Type: Error - File: sub-9077_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9077/ses-1/beh/sub-9077_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.1 - - Type: Error - File: sub-9077_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9077/ses-2/beh/sub-9077_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.5 - - Type: Error - File: sub-9078_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9078/ses-1/beh/sub-9078_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.5 - - Type: Error - File: sub-9078_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9078/ses-2/beh/sub-9078_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9079_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9079/ses-1/beh/sub-9079_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.4 - - Type: Error - File: sub-9079_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9079/ses-2/beh/sub-9079_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.7 - - Type: Error - File: sub-9080_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9080/ses-1/beh/sub-9080_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.1 - - Type: Error - File: sub-9080_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9080/ses-2/beh/sub-9080_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.5 - - Type: Error - File: sub-9081_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9081/ses-1/beh/sub-9081_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.4 - - Type: Error - File: sub-9081_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9081/ses-2/beh/sub-9081_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.3 - - Type: Error - File: sub-9082_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9082/ses-1/beh/sub-9082_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.4 - - Type: Error - File: sub-9082_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9082/ses-2/beh/sub-9082_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.9 - - Type: Error - File: sub-9083_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9083/ses-1/beh/sub-9083_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.6 - - Type: Error - File: sub-9083_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9083/ses-2/beh/sub-9083_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.7 - - Type: Error - File: sub-9084_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9084/ses-1/beh/sub-9084_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.5 - - Type: Error - File: sub-9084_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9084/ses-2/beh/sub-9084_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.4 - - Type: Error - File: sub-9085_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9085/ses-1/beh/sub-9085_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.5 - - Type: Error - File: sub-9085_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9085/ses-2/beh/sub-9085_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 8.3 - - Type: Error - File: sub-9086_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9086/ses-1/beh/sub-9086_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.8 - - Type: Error - File: sub-9086_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9086/ses-2/beh/sub-9086_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.8 - - Type: Error - File: sub-9087_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9087/ses-1/beh/sub-9087_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 10.0 - - Type: Error - File: sub-9087_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9087/ses-2/beh/sub-9087_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.2 - - Type: Error - File: sub-9088_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9088/ses-1/beh/sub-9088_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 17.2 - - Type: Error - File: sub-9088_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9088/ses-2/beh/sub-9088_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.7 - - Type: Error - File: sub-9089_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9089/ses-1/beh/sub-9089_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.7 - - Type: Error - File: sub-9089_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9089/ses-2/beh/sub-9089_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.9 - - Type: Error - File: sub-9090_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9090/ses-1/beh/sub-9090_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.3 - - Type: Error - File: sub-9090_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9090/ses-2/beh/sub-9090_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 14.0 - - Type: Error - File: sub-9091_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9091/ses-1/beh/sub-9091_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 16.5 - - Type: Error - File: sub-9091_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9091/ses-2/beh/sub-9091_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.3 - - Type: Error - File: sub-9092_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9092/ses-1/beh/sub-9092_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.8 - - Type: Error - File: sub-9092_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9092/ses-2/beh/sub-9092_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.9 - - Type: Error - File: sub-9093_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9093/ses-1/beh/sub-9093_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.4 - - Type: Error - File: sub-9093_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9093/ses-2/beh/sub-9093_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.3 - - Type: Error - File: sub-9094_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9094/ses-1/beh/sub-9094_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.9 - - Type: Error - File: sub-9094_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9094/ses-2/beh/sub-9094_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 7.8 - - Type: Error - File: sub-9095_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9095/ses-1/beh/sub-9095_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.7 - - Type: Error - File: sub-9096_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9096/ses-1/beh/sub-9096_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 12.0 - - Type: Error - File: sub-9096_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9096/ses-2/beh/sub-9096_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 18.1 - - Type: Error - File: sub-9098_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9098/ses-1/beh/sub-9098_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 11.3 - - Type: Error - File: sub-9098_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9098/ses-2/beh/sub-9098_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 6.9 - - Type: Error - File: sub-9100_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9100/ses-1/beh/sub-9100_ses-1_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 13.9 - - Type: Error - File: sub-9100_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9100/ses-2/beh/sub-9100_ses-2_task-PVT_events.tsv - Reason: All rows must have the same number of columns as there are headers. - Line: 2 - Evidence: row 1: 9.3 - - -====================================================== - - -File Path: Empty cell in TSV file detected: The proper way of labeling missing values is "n/a". - - Type: Error - File: sub-9001_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9001/ses-1/beh/sub-9001_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.395 - - Type: Error - File: sub-9001_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9001/ses-2/beh/sub-9001_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.208 - - Type: Error - File: sub-9002_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9002/ses-1/beh/sub-9002_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.234 - - Type: Error - File: sub-9002_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9002/ses-2/beh/sub-9002_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.189 - - Type: Error - File: sub-9003_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9003/ses-1/beh/sub-9003_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.231 - - Type: Error - File: sub-9003_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9003/ses-2/beh/sub-9003_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.302 - - Type: Error - File: sub-9004_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9004/ses-1/beh/sub-9004_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.334 - - Type: Error - File: sub-9004_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9004/ses-2/beh/sub-9004_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9005_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9005/ses-1/beh/sub-9005_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.238 - - Type: Error - File: sub-9005_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9005/ses-2/beh/sub-9005_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.277 - - Type: Error - File: sub-9007_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9007/ses-1/beh/sub-9007_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.234 - - Type: Error - File: sub-9007_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9007/ses-2/beh/sub-9007_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.319 - - Type: Error - File: sub-9008_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9008/ses-1/beh/sub-9008_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.208 - - Type: Error - File: sub-9008_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9008/ses-2/beh/sub-9008_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.268 - - Type: Error - File: sub-9009_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9009/ses-1/beh/sub-9009_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.209 - - Type: Error - File: sub-9009_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9009/ses-2/beh/sub-9009_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.272 - - Type: Error - File: sub-9011_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9011/ses-1/beh/sub-9011_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.290 - - Type: Error - File: sub-9011_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9011/ses-2/beh/sub-9011_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.305 - - Type: Error - File: sub-9012_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9012/ses-1/beh/sub-9012_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.214 - - Type: Error - File: sub-9012_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9012/ses-2/beh/sub-9012_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.337 - - Type: Error - File: sub-9013_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9013/ses-1/beh/sub-9013_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.330 - - Type: Error - File: sub-9013_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9013/ses-2/beh/sub-9013_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.220 - - Type: Error - File: sub-9014_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9014/ses-1/beh/sub-9014_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.173 - - Type: Error - File: sub-9014_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9014/ses-2/beh/sub-9014_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.198 - - Type: Error - File: sub-9016_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9016/ses-1/beh/sub-9016_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9016_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9016/ses-2/beh/sub-9016_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.220 - - Type: Error - File: sub-9017_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9017/ses-1/beh/sub-9017_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.257 - - Type: Error - File: sub-9017_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9017/ses-2/beh/sub-9017_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.239 - - Type: Error - File: sub-9018_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9018/ses-1/beh/sub-9018_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.344 - - Type: Error - File: sub-9018_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9018/ses-2/beh/sub-9018_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.285 - - Type: Error - File: sub-9019_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9019/ses-1/beh/sub-9019_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.239 - - Type: Error - File: sub-9019_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9019/ses-2/beh/sub-9019_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.292 - - Type: Error - File: sub-9020_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9020/ses-1/beh/sub-9020_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.365 - - Type: Error - File: sub-9020_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9020/ses-2/beh/sub-9020_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.261 - - Type: Error - File: sub-9022_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9022/ses-1/beh/sub-9022_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.218 - - Type: Error - File: sub-9022_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9022/ses-2/beh/sub-9022_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.260 - - Type: Error - File: sub-9023_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9023/ses-1/beh/sub-9023_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.220 - - Type: Error - File: sub-9023_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9023/ses-2/beh/sub-9023_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.266 - - Type: Error - File: sub-9025_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9025/ses-1/beh/sub-9025_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.281 - - Type: Error - File: sub-9025_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9025/ses-2/beh/sub-9025_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.240 - - Type: Error - File: sub-9026_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9026/ses-1/beh/sub-9026_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.210 - - Type: Error - File: sub-9026_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9026/ses-2/beh/sub-9026_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9028_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9028/ses-1/beh/sub-9028_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.201 - - Type: Error - File: sub-9028_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9028/ses-2/beh/sub-9028_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.239 - - Type: Error - File: sub-9029_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9029/ses-1/beh/sub-9029_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.283 - - Type: Error - File: sub-9029_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9029/ses-2/beh/sub-9029_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.272 - - Type: Error - File: sub-9032_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9032/ses-1/beh/sub-9032_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.263 - - Type: Error - File: sub-9032_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9032/ses-2/beh/sub-9032_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.228 - - Type: Error - File: sub-9033_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9033/ses-1/beh/sub-9033_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9033_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9033/ses-2/beh/sub-9033_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.206 - - Type: Error - File: sub-9034_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9034/ses-1/beh/sub-9034_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.199 - - Type: Error - File: sub-9034_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9034/ses-2/beh/sub-9034_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.178 - - Type: Error - File: sub-9035_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9035/ses-1/beh/sub-9035_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.301 - - Type: Error - File: sub-9035_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9035/ses-2/beh/sub-9035_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.224 - - Type: Error - File: sub-9036_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9036/ses-1/beh/sub-9036_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.247 - - Type: Error - File: sub-9036_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9036/ses-2/beh/sub-9036_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.213 - - Type: Error - File: sub-9037_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9037/ses-1/beh/sub-9037_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.240 - - Type: Error - File: sub-9037_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9037/ses-2/beh/sub-9037_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.249 - - Type: Error - File: sub-9038_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9038/ses-1/beh/sub-9038_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.219 - - Type: Error - File: sub-9038_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9038/ses-2/beh/sub-9038_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.238 - - Type: Error - File: sub-9039_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9039/ses-1/beh/sub-9039_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.382 - - Type: Error - File: sub-9039_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9039/ses-2/beh/sub-9039_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.168 - - Type: Error - File: sub-9040_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9040/ses-1/beh/sub-9040_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.282 - - Type: Error - File: sub-9040_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9040/ses-2/beh/sub-9040_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.261 - - Type: Error - File: sub-9041_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9041/ses-1/beh/sub-9041_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9041_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9041/ses-2/beh/sub-9041_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.226 - - Type: Error - File: sub-9042_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9042/ses-1/beh/sub-9042_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.214 - - Type: Error - File: sub-9042_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9042/ses-2/beh/sub-9042_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.193 - - Type: Error - File: sub-9044_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9044/ses-1/beh/sub-9044_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.156 - - Type: Error - File: sub-9044_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9044/ses-2/beh/sub-9044_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.175 - - Type: Error - File: sub-9045_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9045/ses-1/beh/sub-9045_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.314 - - Type: Error - File: sub-9045_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9045/ses-2/beh/sub-9045_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.248 - - Type: Error - File: sub-9046_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9046/ses-1/beh/sub-9046_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.310 - - Type: Error - File: sub-9046_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9046/ses-2/beh/sub-9046_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.265 - - Type: Error - File: sub-9047_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9047/ses-1/beh/sub-9047_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.271 - - Type: Error - File: sub-9047_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9047/ses-2/beh/sub-9047_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.210 - - Type: Error - File: sub-9048_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9048/ses-1/beh/sub-9048_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.184 - - Type: Error - File: sub-9048_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9048/ses-2/beh/sub-9048_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.197 - - Type: Error - File: sub-9049_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9049/ses-1/beh/sub-9049_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.222 - - Type: Error - File: sub-9049_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9049/ses-2/beh/sub-9049_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.221 - - Type: Error - File: sub-9050_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9050/ses-1/beh/sub-9050_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.203 - - Type: Error - File: sub-9050_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9050/ses-2/beh/sub-9050_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.388 - - Type: Error - File: sub-9053_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9053/ses-1/beh/sub-9053_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.248 - - Type: Error - File: sub-9053_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9053/ses-2/beh/sub-9053_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.307 - - Type: Error - File: sub-9054_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9054/ses-1/beh/sub-9054_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.210 - - Type: Error - File: sub-9054_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9054/ses-2/beh/sub-9054_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.227 - - Type: Error - File: sub-9055_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9055/ses-1/beh/sub-9055_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.379 - - Type: Error - File: sub-9055_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9055/ses-2/beh/sub-9055_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.237 - - Type: Error - File: sub-9056_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9056/ses-1/beh/sub-9056_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.197 - - Type: Error - File: sub-9056_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9056/ses-2/beh/sub-9056_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.225 - - Type: Error - File: sub-9057_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9057/ses-1/beh/sub-9057_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.389 - - Type: Error - File: sub-9057_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9057/ses-2/beh/sub-9057_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.225 - - Type: Error - File: sub-9058_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9058/ses-1/beh/sub-9058_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.250 - - Type: Error - File: sub-9058_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9058/ses-2/beh/sub-9058_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.251 - - Type: Error - File: sub-9059_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9059/ses-1/beh/sub-9059_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.252 - - Type: Error - File: sub-9059_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9059/ses-2/beh/sub-9059_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.300 - - Type: Error - File: sub-9061_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9061/ses-1/beh/sub-9061_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.183 - - Type: Error - File: sub-9061_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9061/ses-2/beh/sub-9061_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.252 - - Type: Error - File: sub-9062_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9062/ses-1/beh/sub-9062_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.236 - - Type: Error - File: sub-9062_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9062/ses-2/beh/sub-9062_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.194 - - Type: Error - File: sub-9063_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9063/ses-1/beh/sub-9063_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.201 - - Type: Error - File: sub-9063_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9063/ses-2/beh/sub-9063_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.233 - - Type: Error - File: sub-9064_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9064/ses-1/beh/sub-9064_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.278 - - Type: Error - File: sub-9064_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9064/ses-2/beh/sub-9064_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.281 - - Type: Error - File: sub-9065_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9065/ses-1/beh/sub-9065_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.200 - - Type: Error - File: sub-9065_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9065/ses-2/beh/sub-9065_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.296 - - Type: Error - File: sub-9066_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9066/ses-1/beh/sub-9066_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.181 - - Type: Error - File: sub-9066_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9066/ses-2/beh/sub-9066_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.260 - - Type: Error - File: sub-9067_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9067/ses-1/beh/sub-9067_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.222 - - Type: Error - File: sub-9067_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9067/ses-2/beh/sub-9067_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.318 - - Type: Error - File: sub-9068_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9068/ses-1/beh/sub-9068_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.231 - - Type: Error - File: sub-9068_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9068/ses-2/beh/sub-9068_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.215 - - Type: Error - File: sub-9069_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9069/ses-1/beh/sub-9069_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.203 - - Type: Error - File: sub-9069_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9069/ses-2/beh/sub-9069_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.204 - - Type: Error - File: sub-9070_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9070/ses-1/beh/sub-9070_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.219 - - Type: Error - File: sub-9070_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9070/ses-2/beh/sub-9070_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.179 - - Type: Error - File: sub-9071_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9071/ses-1/beh/sub-9071_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.243 - - Type: Error - File: sub-9071_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9071/ses-2/beh/sub-9071_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.204 - - Type: Error - File: sub-9072_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9072/ses-1/beh/sub-9072_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.236 - - Type: Error - File: sub-9072_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9072/ses-2/beh/sub-9072_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.212 - - Type: Error - File: sub-9073_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9073/ses-1/beh/sub-9073_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.207 - - Type: Error - File: sub-9073_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9073/ses-2/beh/sub-9073_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.248 - - Type: Error - File: sub-9074_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9074/ses-1/beh/sub-9074_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.246 - - Type: Error - File: sub-9074_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9074/ses-2/beh/sub-9074_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.220 - - Type: Error - File: sub-9075_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9075/ses-1/beh/sub-9075_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.188 - - Type: Error - File: sub-9075_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9075/ses-2/beh/sub-9075_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.001 - - Type: Error - File: sub-9076_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9076/ses-1/beh/sub-9076_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.232 - - Type: Error - File: sub-9076_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9076/ses-2/beh/sub-9076_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.256 - - Type: Error - File: sub-9077_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9077/ses-1/beh/sub-9077_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.261 - - Type: Error - File: sub-9077_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9077/ses-2/beh/sub-9077_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.266 - - Type: Error - File: sub-9078_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9078/ses-1/beh/sub-9078_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.252 - - Type: Error - File: sub-9078_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9078/ses-2/beh/sub-9078_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.237 - - Type: Error - File: sub-9079_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9079/ses-1/beh/sub-9079_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.218 - - Type: Error - File: sub-9079_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9079/ses-2/beh/sub-9079_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.315 - - Type: Error - File: sub-9080_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9080/ses-1/beh/sub-9080_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.246 - - Type: Error - File: sub-9080_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9080/ses-2/beh/sub-9080_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.242 - - Type: Error - File: sub-9081_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9081/ses-1/beh/sub-9081_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.203 - - Type: Error - File: sub-9081_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9081/ses-2/beh/sub-9081_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.186 - - Type: Error - File: sub-9082_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9082/ses-1/beh/sub-9082_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.230 - - Type: Error - File: sub-9082_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9082/ses-2/beh/sub-9082_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.297 - - Type: Error - File: sub-9083_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9083/ses-1/beh/sub-9083_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.241 - - Type: Error - File: sub-9083_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9083/ses-2/beh/sub-9083_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.240 - - Type: Error - File: sub-9084_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9084/ses-1/beh/sub-9084_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.204 - - Type: Error - File: sub-9084_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9084/ses-2/beh/sub-9084_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.285 - - Type: Error - File: sub-9085_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9085/ses-1/beh/sub-9085_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.323 - - Type: Error - File: sub-9085_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9085/ses-2/beh/sub-9085_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.233 - - Type: Error - File: sub-9086_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9086/ses-1/beh/sub-9086_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.198 - - Type: Error - File: sub-9086_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9086/ses-2/beh/sub-9086_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.255 - - Type: Error - File: sub-9087_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9087/ses-1/beh/sub-9087_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.380 - - Type: Error - File: sub-9087_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9087/ses-2/beh/sub-9087_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.196 - - Type: Error - File: sub-9088_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9088/ses-1/beh/sub-9088_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.228 - - Type: Error - File: sub-9088_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9088/ses-2/beh/sub-9088_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.186 - - Type: Error - File: sub-9089_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9089/ses-1/beh/sub-9089_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.201 - - Type: Error - File: sub-9089_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9089/ses-2/beh/sub-9089_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.221 - - Type: Error - File: sub-9090_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9090/ses-1/beh/sub-9090_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.238 - - Type: Error - File: sub-9090_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9090/ses-2/beh/sub-9090_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.273 - - Type: Error - File: sub-9091_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9091/ses-1/beh/sub-9091_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.214 - - Type: Error - File: sub-9091_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9091/ses-2/beh/sub-9091_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.243 - - Type: Error - File: sub-9092_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9092/ses-1/beh/sub-9092_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.289 - - Type: Error - File: sub-9092_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9092/ses-2/beh/sub-9092_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.247 - - Type: Error - File: sub-9093_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9093/ses-1/beh/sub-9093_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.209 - - Type: Error - File: sub-9093_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9093/ses-2/beh/sub-9093_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.270 - - Type: Error - File: sub-9094_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9094/ses-1/beh/sub-9094_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.235 - - Type: Error - File: sub-9094_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9094/ses-2/beh/sub-9094_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.281 - - Type: Error - File: sub-9095_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9095/ses-1/beh/sub-9095_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.249 - - Type: Error - File: sub-9096_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9096/ses-1/beh/sub-9096_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.263 - - Type: Error - File: sub-9096_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9096/ses-2/beh/sub-9096_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.459 - - Type: Error - File: sub-9098_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9098/ses-1/beh/sub-9098_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.225 - - Type: Error - File: sub-9098_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9098/ses-2/beh/sub-9098_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.240 - - Type: Error - File: sub-9100_ses-1_task-PVT_events.tsv - Location: ds000201/sub-9100/ses-1/beh/sub-9100_ses-1_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.209 - - Type: Error - File: sub-9100_ses-2_task-PVT_events.tsv - Location: ds000201/sub-9100/ses-2/beh/sub-9100_ses-2_task-PVT_events.tsv - Reason: Missing value at column # 1 - Line: 3 - Evidence: row 2: n/a 0.192 - - -====================================================== - - -File Path: A json sidecar file was found without a corresponding data file - - Type: Error - File: sub-9001_ses-1_T1w.json - Location: ds000201/sub-9001/ses-1/anat/sub-9001_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_T2w.json - Location: ds000201/sub-9001/ses-1/anat/sub-9001_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_magnitude1.json - Location: ds000201/sub-9001/ses-1/fmap/sub-9001_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_magnitude2.json - Location: ds000201/sub-9001/ses-1/fmap/sub-9001_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_phase1.json - Location: ds000201/sub-9001/ses-1/fmap/sub-9001_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_phase2.json - Location: ds000201/sub-9001/ses-1/fmap/sub-9001_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_task-arrows_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_task-faces_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_task-hands_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_task-rest_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_T1w.json - Location: ds000201/sub-9001/ses-2/anat/sub-9001_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_magnitude1.json - Location: ds000201/sub-9001/ses-2/fmap/sub-9001_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_magnitude2.json - Location: ds000201/sub-9001/ses-2/fmap/sub-9001_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_phase1.json - Location: ds000201/sub-9001/ses-2/fmap/sub-9001_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_phase2.json - Location: ds000201/sub-9001/ses-2/fmap/sub-9001_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_task-arrows_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_task-faces_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_task-hands_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_task-rest_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9001_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_T1w.json - Location: ds000201/sub-9002/ses-1/anat/sub-9002_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_T2w.json - Location: ds000201/sub-9002/ses-1/anat/sub-9002_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_magnitude1.json - Location: ds000201/sub-9002/ses-1/fmap/sub-9002_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_magnitude2.json - Location: ds000201/sub-9002/ses-1/fmap/sub-9002_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_phase1.json - Location: ds000201/sub-9002/ses-1/fmap/sub-9002_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_phase2.json - Location: ds000201/sub-9002/ses-1/fmap/sub-9002_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-arrows_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-faces_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-faces_physio.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-hands_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-rest_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_T1w.json - Location: ds000201/sub-9002/ses-2/anat/sub-9002_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_magnitude1.json - Location: ds000201/sub-9002/ses-2/fmap/sub-9002_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_magnitude2.json - Location: ds000201/sub-9002/ses-2/fmap/sub-9002_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_phase1.json - Location: ds000201/sub-9002/ses-2/fmap/sub-9002_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_phase2.json - Location: ds000201/sub-9002/ses-2/fmap/sub-9002_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-arrows_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-faces_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-faces_physio.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-hands_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-rest_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9002_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_T1w.json - Location: ds000201/sub-9003/ses-1/anat/sub-9003_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_T2w.json - Location: ds000201/sub-9003/ses-1/anat/sub-9003_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_magnitude1.json - Location: ds000201/sub-9003/ses-1/fmap/sub-9003_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_magnitude2.json - Location: ds000201/sub-9003/ses-1/fmap/sub-9003_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_phase1.json - Location: ds000201/sub-9003/ses-1/fmap/sub-9003_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_phase2.json - Location: ds000201/sub-9003/ses-1/fmap/sub-9003_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-arrows_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-faces_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-faces_physio.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-hands_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-rest_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_T1w.json - Location: ds000201/sub-9003/ses-2/anat/sub-9003_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_magnitude1.json - Location: ds000201/sub-9003/ses-2/fmap/sub-9003_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_magnitude2.json - Location: ds000201/sub-9003/ses-2/fmap/sub-9003_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_phase1.json - Location: ds000201/sub-9003/ses-2/fmap/sub-9003_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_phase2.json - Location: ds000201/sub-9003/ses-2/fmap/sub-9003_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-arrows_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-faces_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-faces_physio.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-hands_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-rest_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9003_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_T1w.json - Location: ds000201/sub-9004/ses-1/anat/sub-9004_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_T2w.json - Location: ds000201/sub-9004/ses-1/anat/sub-9004_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_magnitude1.json - Location: ds000201/sub-9004/ses-1/fmap/sub-9004_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_magnitude2.json - Location: ds000201/sub-9004/ses-1/fmap/sub-9004_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_phase1.json - Location: ds000201/sub-9004/ses-1/fmap/sub-9004_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_phase2.json - Location: ds000201/sub-9004/ses-1/fmap/sub-9004_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-arrows_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-faces_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-faces_physio.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-hands_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-rest_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_T1w.json - Location: ds000201/sub-9004/ses-2/anat/sub-9004_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_magnitude1.json - Location: ds000201/sub-9004/ses-2/fmap/sub-9004_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_magnitude2.json - Location: ds000201/sub-9004/ses-2/fmap/sub-9004_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_phase1.json - Location: ds000201/sub-9004/ses-2/fmap/sub-9004_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_phase2.json - Location: ds000201/sub-9004/ses-2/fmap/sub-9004_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-arrows_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-faces_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-faces_physio.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-hands_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-rest_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9004_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_T1w.json - Location: ds000201/sub-9005/ses-1/anat/sub-9005_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_T2w.json - Location: ds000201/sub-9005/ses-1/anat/sub-9005_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_magnitude1.json - Location: ds000201/sub-9005/ses-1/fmap/sub-9005_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_magnitude2.json - Location: ds000201/sub-9005/ses-1/fmap/sub-9005_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_phase1.json - Location: ds000201/sub-9005/ses-1/fmap/sub-9005_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_phase2.json - Location: ds000201/sub-9005/ses-1/fmap/sub-9005_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-arrows_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-faces_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-faces_physio.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-hands_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-rest_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_T1w.json - Location: ds000201/sub-9005/ses-2/anat/sub-9005_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_magnitude1.json - Location: ds000201/sub-9005/ses-2/fmap/sub-9005_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_magnitude2.json - Location: ds000201/sub-9005/ses-2/fmap/sub-9005_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_phase1.json - Location: ds000201/sub-9005/ses-2/fmap/sub-9005_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_phase2.json - Location: ds000201/sub-9005/ses-2/fmap/sub-9005_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-arrows_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-faces_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-faces_physio.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-hands_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-rest_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9005_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_T1w.json - Location: ds000201/sub-9007/ses-1/anat/sub-9007_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_T2w.json - Location: ds000201/sub-9007/ses-1/anat/sub-9007_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_magnitude1.json - Location: ds000201/sub-9007/ses-1/fmap/sub-9007_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_magnitude2.json - Location: ds000201/sub-9007/ses-1/fmap/sub-9007_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_phase1.json - Location: ds000201/sub-9007/ses-1/fmap/sub-9007_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_phase2.json - Location: ds000201/sub-9007/ses-1/fmap/sub-9007_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_task-arrows_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_task-faces_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_task-hands_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_task-rest_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_T1w.json - Location: ds000201/sub-9007/ses-2/anat/sub-9007_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_magnitude1.json - Location: ds000201/sub-9007/ses-2/fmap/sub-9007_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_magnitude2.json - Location: ds000201/sub-9007/ses-2/fmap/sub-9007_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_phase1.json - Location: ds000201/sub-9007/ses-2/fmap/sub-9007_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_phase2.json - Location: ds000201/sub-9007/ses-2/fmap/sub-9007_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_task-arrows_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_task-faces_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_task-hands_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_task-rest_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9007_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_T1w.json - Location: ds000201/sub-9008/ses-1/anat/sub-9008_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_T2w.json - Location: ds000201/sub-9008/ses-1/anat/sub-9008_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_magnitude1.json - Location: ds000201/sub-9008/ses-1/fmap/sub-9008_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_magnitude2.json - Location: ds000201/sub-9008/ses-1/fmap/sub-9008_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_phase1.json - Location: ds000201/sub-9008/ses-1/fmap/sub-9008_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_phase2.json - Location: ds000201/sub-9008/ses-1/fmap/sub-9008_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-arrows_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-faces_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-faces_physio.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-hands_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-rest_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_T1w.json - Location: ds000201/sub-9008/ses-2/anat/sub-9008_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_magnitude1.json - Location: ds000201/sub-9008/ses-2/fmap/sub-9008_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_magnitude2.json - Location: ds000201/sub-9008/ses-2/fmap/sub-9008_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_phase1.json - Location: ds000201/sub-9008/ses-2/fmap/sub-9008_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_phase2.json - Location: ds000201/sub-9008/ses-2/fmap/sub-9008_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-arrows_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-faces_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-faces_physio.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-hands_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-rest_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9008_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_T1w.json - Location: ds000201/sub-9009/ses-1/anat/sub-9009_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_T2w.json - Location: ds000201/sub-9009/ses-1/anat/sub-9009_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_magnitude1.json - Location: ds000201/sub-9009/ses-1/fmap/sub-9009_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_magnitude2.json - Location: ds000201/sub-9009/ses-1/fmap/sub-9009_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_phase1.json - Location: ds000201/sub-9009/ses-1/fmap/sub-9009_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_phase2.json - Location: ds000201/sub-9009/ses-1/fmap/sub-9009_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-arrows_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-faces_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-faces_physio.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-hands_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-rest_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_T1w.json - Location: ds000201/sub-9009/ses-2/anat/sub-9009_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_magnitude1.json - Location: ds000201/sub-9009/ses-2/fmap/sub-9009_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_magnitude2.json - Location: ds000201/sub-9009/ses-2/fmap/sub-9009_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_phase1.json - Location: ds000201/sub-9009/ses-2/fmap/sub-9009_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_phase2.json - Location: ds000201/sub-9009/ses-2/fmap/sub-9009_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-arrows_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-faces_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-faces_physio.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-hands_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-rest_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9009_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_T1w.json - Location: ds000201/sub-9011/ses-1/anat/sub-9011_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_T2w.json - Location: ds000201/sub-9011/ses-1/anat/sub-9011_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_magnitude1.json - Location: ds000201/sub-9011/ses-1/fmap/sub-9011_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_magnitude2.json - Location: ds000201/sub-9011/ses-1/fmap/sub-9011_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_phase1.json - Location: ds000201/sub-9011/ses-1/fmap/sub-9011_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_phase2.json - Location: ds000201/sub-9011/ses-1/fmap/sub-9011_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-arrows_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-faces_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-faces_physio.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-hands_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-rest_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_T1w.json - Location: ds000201/sub-9011/ses-2/anat/sub-9011_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_magnitude1.json - Location: ds000201/sub-9011/ses-2/fmap/sub-9011_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_magnitude2.json - Location: ds000201/sub-9011/ses-2/fmap/sub-9011_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_phase1.json - Location: ds000201/sub-9011/ses-2/fmap/sub-9011_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_phase2.json - Location: ds000201/sub-9011/ses-2/fmap/sub-9011_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-arrows_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-faces_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-faces_physio.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-hands_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-rest_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9011_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_T1w.json - Location: ds000201/sub-9012/ses-1/anat/sub-9012_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_T2w.json - Location: ds000201/sub-9012/ses-1/anat/sub-9012_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_magnitude1.json - Location: ds000201/sub-9012/ses-1/fmap/sub-9012_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_magnitude2.json - Location: ds000201/sub-9012/ses-1/fmap/sub-9012_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_phase1.json - Location: ds000201/sub-9012/ses-1/fmap/sub-9012_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_phase2.json - Location: ds000201/sub-9012/ses-1/fmap/sub-9012_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_task-arrows_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_task-faces_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_task-hands_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_task-rest_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_T1w.json - Location: ds000201/sub-9012/ses-2/anat/sub-9012_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_magnitude1.json - Location: ds000201/sub-9012/ses-2/fmap/sub-9012_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_magnitude2.json - Location: ds000201/sub-9012/ses-2/fmap/sub-9012_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_phase1.json - Location: ds000201/sub-9012/ses-2/fmap/sub-9012_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_phase2.json - Location: ds000201/sub-9012/ses-2/fmap/sub-9012_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_task-arrows_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_task-faces_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_task-hands_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_task-rest_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9012_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_T1w.json - Location: ds000201/sub-9013/ses-1/anat/sub-9013_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_magnitude1.json - Location: ds000201/sub-9013/ses-1/fmap/sub-9013_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_magnitude2.json - Location: ds000201/sub-9013/ses-1/fmap/sub-9013_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_phase1.json - Location: ds000201/sub-9013/ses-1/fmap/sub-9013_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_phase2.json - Location: ds000201/sub-9013/ses-1/fmap/sub-9013_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_task-arrows_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_task-faces_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_task-hands_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_task-rest_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_T1w.json - Location: ds000201/sub-9013/ses-2/anat/sub-9013_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_T2w.json - Location: ds000201/sub-9013/ses-2/anat/sub-9013_ses-2_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_magnitude1.json - Location: ds000201/sub-9013/ses-2/fmap/sub-9013_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_magnitude2.json - Location: ds000201/sub-9013/ses-2/fmap/sub-9013_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_phase1.json - Location: ds000201/sub-9013/ses-2/fmap/sub-9013_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_phase2.json - Location: ds000201/sub-9013/ses-2/fmap/sub-9013_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_task-arrows_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_task-faces_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_task-hands_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_task-rest_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9013_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_T1w.json - Location: ds000201/sub-9014/ses-1/anat/sub-9014_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_T2w.json - Location: ds000201/sub-9014/ses-1/anat/sub-9014_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_magnitude1.json - Location: ds000201/sub-9014/ses-1/fmap/sub-9014_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_magnitude2.json - Location: ds000201/sub-9014/ses-1/fmap/sub-9014_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_phase1.json - Location: ds000201/sub-9014/ses-1/fmap/sub-9014_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_phase2.json - Location: ds000201/sub-9014/ses-1/fmap/sub-9014_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-arrows_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-faces_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-faces_physio.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-hands_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-rest_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_T1w.json - Location: ds000201/sub-9014/ses-2/anat/sub-9014_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_magnitude1.json - Location: ds000201/sub-9014/ses-2/fmap/sub-9014_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_magnitude2.json - Location: ds000201/sub-9014/ses-2/fmap/sub-9014_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_phase1.json - Location: ds000201/sub-9014/ses-2/fmap/sub-9014_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_phase2.json - Location: ds000201/sub-9014/ses-2/fmap/sub-9014_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-arrows_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-faces_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-faces_physio.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-hands_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-rest_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9014_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_T1w.json - Location: ds000201/sub-9016/ses-1/anat/sub-9016_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_T2w.json - Location: ds000201/sub-9016/ses-1/anat/sub-9016_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_magnitude1.json - Location: ds000201/sub-9016/ses-1/fmap/sub-9016_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_magnitude2.json - Location: ds000201/sub-9016/ses-1/fmap/sub-9016_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_phase1.json - Location: ds000201/sub-9016/ses-1/fmap/sub-9016_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_phase2.json - Location: ds000201/sub-9016/ses-1/fmap/sub-9016_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_task-arrows_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_task-faces_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_task-hands_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_task-rest_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9016_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_T1w.json - Location: ds000201/sub-9017/ses-1/anat/sub-9017_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_T2w.json - Location: ds000201/sub-9017/ses-1/anat/sub-9017_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_task-arrows_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_task-faces_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_task-hands_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_task-rest_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_T1w.json - Location: ds000201/sub-9017/ses-2/anat/sub-9017_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_magnitude1.json - Location: ds000201/sub-9017/ses-2/fmap/sub-9017_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_magnitude2.json - Location: ds000201/sub-9017/ses-2/fmap/sub-9017_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_phase1.json - Location: ds000201/sub-9017/ses-2/fmap/sub-9017_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_phase2.json - Location: ds000201/sub-9017/ses-2/fmap/sub-9017_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_task-arrows_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_task-faces_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_task-hands_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_task-rest_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9017_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_T1w.json - Location: ds000201/sub-9018/ses-1/anat/sub-9018_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_T2w.json - Location: ds000201/sub-9018/ses-1/anat/sub-9018_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_magnitude1.json - Location: ds000201/sub-9018/ses-1/fmap/sub-9018_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_magnitude2.json - Location: ds000201/sub-9018/ses-1/fmap/sub-9018_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_phase1.json - Location: ds000201/sub-9018/ses-1/fmap/sub-9018_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_phase2.json - Location: ds000201/sub-9018/ses-1/fmap/sub-9018_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-arrows_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-faces_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-faces_physio.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-hands_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-rest_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_T1w.json - Location: ds000201/sub-9018/ses-2/anat/sub-9018_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-arrows_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-faces_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-faces_physio.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-hands_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-rest_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9018_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_T1w.json - Location: ds000201/sub-9019/ses-1/anat/sub-9019_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_T2w.json - Location: ds000201/sub-9019/ses-1/anat/sub-9019_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_magnitude1.json - Location: ds000201/sub-9019/ses-1/fmap/sub-9019_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_magnitude2.json - Location: ds000201/sub-9019/ses-1/fmap/sub-9019_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_phase1.json - Location: ds000201/sub-9019/ses-1/fmap/sub-9019_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_phase2.json - Location: ds000201/sub-9019/ses-1/fmap/sub-9019_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-arrows_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-faces_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-faces_physio.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-hands_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-rest_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_T1w.json - Location: ds000201/sub-9019/ses-2/anat/sub-9019_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_magnitude1.json - Location: ds000201/sub-9019/ses-2/fmap/sub-9019_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_magnitude2.json - Location: ds000201/sub-9019/ses-2/fmap/sub-9019_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_phase1.json - Location: ds000201/sub-9019/ses-2/fmap/sub-9019_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_phase2.json - Location: ds000201/sub-9019/ses-2/fmap/sub-9019_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-arrows_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-faces_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-faces_physio.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-hands_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-rest_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9019_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_T1w.json - Location: ds000201/sub-9020/ses-1/anat/sub-9020_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_T2w.json - Location: ds000201/sub-9020/ses-1/anat/sub-9020_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_magnitude1.json - Location: ds000201/sub-9020/ses-1/fmap/sub-9020_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_magnitude2.json - Location: ds000201/sub-9020/ses-1/fmap/sub-9020_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_phase1.json - Location: ds000201/sub-9020/ses-1/fmap/sub-9020_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_phase2.json - Location: ds000201/sub-9020/ses-1/fmap/sub-9020_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-arrows_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-faces_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-faces_physio.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-hands_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-rest_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_T1w.json - Location: ds000201/sub-9020/ses-2/anat/sub-9020_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_magnitude1.json - Location: ds000201/sub-9020/ses-2/fmap/sub-9020_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_magnitude2.json - Location: ds000201/sub-9020/ses-2/fmap/sub-9020_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_phase1.json - Location: ds000201/sub-9020/ses-2/fmap/sub-9020_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_phase2.json - Location: ds000201/sub-9020/ses-2/fmap/sub-9020_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-arrows_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-faces_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-faces_physio.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-hands_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-rest_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9020_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_T1w.json - Location: ds000201/sub-9022/ses-1/anat/sub-9022_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_T2w.json - Location: ds000201/sub-9022/ses-1/anat/sub-9022_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_magnitude1.json - Location: ds000201/sub-9022/ses-1/fmap/sub-9022_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_magnitude2.json - Location: ds000201/sub-9022/ses-1/fmap/sub-9022_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_phase1.json - Location: ds000201/sub-9022/ses-1/fmap/sub-9022_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_phase2.json - Location: ds000201/sub-9022/ses-1/fmap/sub-9022_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_task-arrows_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_task-faces_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_task-hands_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_task-rest_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9022_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_T1w.json - Location: ds000201/sub-9023/ses-1/anat/sub-9023_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_T2w.json - Location: ds000201/sub-9023/ses-1/anat/sub-9023_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_magnitude1.json - Location: ds000201/sub-9023/ses-1/fmap/sub-9023_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_magnitude2.json - Location: ds000201/sub-9023/ses-1/fmap/sub-9023_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_phase1.json - Location: ds000201/sub-9023/ses-1/fmap/sub-9023_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_phase2.json - Location: ds000201/sub-9023/ses-1/fmap/sub-9023_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-arrows_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-faces_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-faces_physio.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-hands_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-rest_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_T1w.json - Location: ds000201/sub-9023/ses-2/anat/sub-9023_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_magnitude1.json - Location: ds000201/sub-9023/ses-2/fmap/sub-9023_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_magnitude2.json - Location: ds000201/sub-9023/ses-2/fmap/sub-9023_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_phase1.json - Location: ds000201/sub-9023/ses-2/fmap/sub-9023_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_phase2.json - Location: ds000201/sub-9023/ses-2/fmap/sub-9023_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-arrows_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-faces_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-faces_physio.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-hands_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-rest_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9023_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_T1w.json - Location: ds000201/sub-9025/ses-1/anat/sub-9025_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_T2w.json - Location: ds000201/sub-9025/ses-1/anat/sub-9025_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_magnitude1.json - Location: ds000201/sub-9025/ses-1/fmap/sub-9025_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_magnitude2.json - Location: ds000201/sub-9025/ses-1/fmap/sub-9025_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_phase1.json - Location: ds000201/sub-9025/ses-1/fmap/sub-9025_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_phase2.json - Location: ds000201/sub-9025/ses-1/fmap/sub-9025_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_task-faces_bold.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_task-faces_physio.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_task-hands_bold.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-1_task-rest_bold.json - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_T1w.json - Location: ds000201/sub-9025/ses-2/anat/sub-9025_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_magnitude1.json - Location: ds000201/sub-9025/ses-2/fmap/sub-9025_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_magnitude2.json - Location: ds000201/sub-9025/ses-2/fmap/sub-9025_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_phase1.json - Location: ds000201/sub-9025/ses-2/fmap/sub-9025_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_phase2.json - Location: ds000201/sub-9025/ses-2/fmap/sub-9025_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_task-faces_bold.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_task-faces_physio.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_task-hands_bold.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9025_ses-2_task-rest_bold.json - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_T1w.json - Location: ds000201/sub-9026/ses-1/anat/sub-9026_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_T2w.json - Location: ds000201/sub-9026/ses-1/anat/sub-9026_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_magnitude1.json - Location: ds000201/sub-9026/ses-1/fmap/sub-9026_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_magnitude2.json - Location: ds000201/sub-9026/ses-1/fmap/sub-9026_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_phase1.json - Location: ds000201/sub-9026/ses-1/fmap/sub-9026_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_phase2.json - Location: ds000201/sub-9026/ses-1/fmap/sub-9026_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-arrows_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-faces_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-faces_physio.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-hands_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-rest_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_T1w.json - Location: ds000201/sub-9026/ses-2/anat/sub-9026_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_magnitude1.json - Location: ds000201/sub-9026/ses-2/fmap/sub-9026_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_magnitude2.json - Location: ds000201/sub-9026/ses-2/fmap/sub-9026_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_phase1.json - Location: ds000201/sub-9026/ses-2/fmap/sub-9026_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_phase2.json - Location: ds000201/sub-9026/ses-2/fmap/sub-9026_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-arrows_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-faces_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-faces_physio.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-hands_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-rest_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9026_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_T1w.json - Location: ds000201/sub-9028/ses-1/anat/sub-9028_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_T2w.json - Location: ds000201/sub-9028/ses-1/anat/sub-9028_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_magnitude1.json - Location: ds000201/sub-9028/ses-1/fmap/sub-9028_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_magnitude2.json - Location: ds000201/sub-9028/ses-1/fmap/sub-9028_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_phase1.json - Location: ds000201/sub-9028/ses-1/fmap/sub-9028_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_phase2.json - Location: ds000201/sub-9028/ses-1/fmap/sub-9028_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-arrows_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-faces_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-faces_physio.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-hands_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-rest_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_T1w.json - Location: ds000201/sub-9028/ses-2/anat/sub-9028_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_magnitude1.json - Location: ds000201/sub-9028/ses-2/fmap/sub-9028_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_magnitude2.json - Location: ds000201/sub-9028/ses-2/fmap/sub-9028_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_phase1.json - Location: ds000201/sub-9028/ses-2/fmap/sub-9028_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_phase2.json - Location: ds000201/sub-9028/ses-2/fmap/sub-9028_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-arrows_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-faces_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-faces_physio.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-hands_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-rest_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9028_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_T1w.json - Location: ds000201/sub-9029/ses-1/anat/sub-9029_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_T2w.json - Location: ds000201/sub-9029/ses-1/anat/sub-9029_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_magnitude1.json - Location: ds000201/sub-9029/ses-1/fmap/sub-9029_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_magnitude2.json - Location: ds000201/sub-9029/ses-1/fmap/sub-9029_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_phase1.json - Location: ds000201/sub-9029/ses-1/fmap/sub-9029_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_phase2.json - Location: ds000201/sub-9029/ses-1/fmap/sub-9029_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_task-faces_bold.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_task-faces_physio.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_task-hands_bold.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-1_task-rest_bold.json - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_T1w.json - Location: ds000201/sub-9029/ses-2/anat/sub-9029_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_magnitude1.json - Location: ds000201/sub-9029/ses-2/fmap/sub-9029_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_magnitude2.json - Location: ds000201/sub-9029/ses-2/fmap/sub-9029_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_phase1.json - Location: ds000201/sub-9029/ses-2/fmap/sub-9029_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_phase2.json - Location: ds000201/sub-9029/ses-2/fmap/sub-9029_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-arrows_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-faces_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-faces_physio.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-hands_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-rest_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9029_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_T1w.json - Location: ds000201/sub-9032/ses-1/anat/sub-9032_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_T2w.json - Location: ds000201/sub-9032/ses-1/anat/sub-9032_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_magnitude1.json - Location: ds000201/sub-9032/ses-1/fmap/sub-9032_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_magnitude2.json - Location: ds000201/sub-9032/ses-1/fmap/sub-9032_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_phase1.json - Location: ds000201/sub-9032/ses-1/fmap/sub-9032_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_phase2.json - Location: ds000201/sub-9032/ses-1/fmap/sub-9032_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-arrows_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-faces_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-faces_physio.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-hands_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-rest_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_T1w.json - Location: ds000201/sub-9032/ses-2/anat/sub-9032_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_magnitude1.json - Location: ds000201/sub-9032/ses-2/fmap/sub-9032_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_magnitude2.json - Location: ds000201/sub-9032/ses-2/fmap/sub-9032_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_phase1.json - Location: ds000201/sub-9032/ses-2/fmap/sub-9032_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_phase2.json - Location: ds000201/sub-9032/ses-2/fmap/sub-9032_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-arrows_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-faces_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-faces_physio.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-hands_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-rest_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9032_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_T1w.json - Location: ds000201/sub-9033/ses-1/anat/sub-9033_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_T2w.json - Location: ds000201/sub-9033/ses-1/anat/sub-9033_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_magnitude1.json - Location: ds000201/sub-9033/ses-1/fmap/sub-9033_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_magnitude2.json - Location: ds000201/sub-9033/ses-1/fmap/sub-9033_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_phase1.json - Location: ds000201/sub-9033/ses-1/fmap/sub-9033_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_phase2.json - Location: ds000201/sub-9033/ses-1/fmap/sub-9033_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-arrows_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-faces_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-faces_physio.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-hands_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-rest_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_T1w.json - Location: ds000201/sub-9033/ses-2/anat/sub-9033_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_magnitude1.json - Location: ds000201/sub-9033/ses-2/fmap/sub-9033_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_magnitude2.json - Location: ds000201/sub-9033/ses-2/fmap/sub-9033_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_phase1.json - Location: ds000201/sub-9033/ses-2/fmap/sub-9033_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_phase2.json - Location: ds000201/sub-9033/ses-2/fmap/sub-9033_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-arrows_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-faces_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-faces_physio.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-hands_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-rest_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9033_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_T1w.json - Location: ds000201/sub-9034/ses-1/anat/sub-9034_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_T2w.json - Location: ds000201/sub-9034/ses-1/anat/sub-9034_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_magnitude1.json - Location: ds000201/sub-9034/ses-1/fmap/sub-9034_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_magnitude2.json - Location: ds000201/sub-9034/ses-1/fmap/sub-9034_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_phase1.json - Location: ds000201/sub-9034/ses-1/fmap/sub-9034_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_phase2.json - Location: ds000201/sub-9034/ses-1/fmap/sub-9034_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-arrows_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-faces_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-faces_physio.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-hands_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-rest_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_T1w.json - Location: ds000201/sub-9034/ses-2/anat/sub-9034_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_magnitude1.json - Location: ds000201/sub-9034/ses-2/fmap/sub-9034_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_magnitude2.json - Location: ds000201/sub-9034/ses-2/fmap/sub-9034_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_phase1.json - Location: ds000201/sub-9034/ses-2/fmap/sub-9034_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_phase2.json - Location: ds000201/sub-9034/ses-2/fmap/sub-9034_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-arrows_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-faces_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-faces_physio.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-hands_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-rest_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9034_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_T1w.json - Location: ds000201/sub-9035/ses-1/anat/sub-9035_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_T2w.json - Location: ds000201/sub-9035/ses-1/anat/sub-9035_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_magnitude1.json - Location: ds000201/sub-9035/ses-1/fmap/sub-9035_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_magnitude2.json - Location: ds000201/sub-9035/ses-1/fmap/sub-9035_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_phase1.json - Location: ds000201/sub-9035/ses-1/fmap/sub-9035_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_phase2.json - Location: ds000201/sub-9035/ses-1/fmap/sub-9035_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_task-arrows_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_task-faces_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_task-hands_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_task-rest_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_T1w.json - Location: ds000201/sub-9035/ses-2/anat/sub-9035_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_magnitude1.json - Location: ds000201/sub-9035/ses-2/fmap/sub-9035_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_magnitude2.json - Location: ds000201/sub-9035/ses-2/fmap/sub-9035_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_phase1.json - Location: ds000201/sub-9035/ses-2/fmap/sub-9035_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_phase2.json - Location: ds000201/sub-9035/ses-2/fmap/sub-9035_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_task-arrows_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_task-faces_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_task-hands_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_task-rest_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9035_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_T1w.json - Location: ds000201/sub-9036/ses-1/anat/sub-9036_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_T2w.json - Location: ds000201/sub-9036/ses-1/anat/sub-9036_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_magnitude1.json - Location: ds000201/sub-9036/ses-1/fmap/sub-9036_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_magnitude2.json - Location: ds000201/sub-9036/ses-1/fmap/sub-9036_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_phase1.json - Location: ds000201/sub-9036/ses-1/fmap/sub-9036_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_phase2.json - Location: ds000201/sub-9036/ses-1/fmap/sub-9036_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-arrows_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-faces_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-faces_physio.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-hands_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-rest_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_T1w.json - Location: ds000201/sub-9036/ses-2/anat/sub-9036_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_magnitude1.json - Location: ds000201/sub-9036/ses-2/fmap/sub-9036_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_magnitude2.json - Location: ds000201/sub-9036/ses-2/fmap/sub-9036_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_phase1.json - Location: ds000201/sub-9036/ses-2/fmap/sub-9036_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_phase2.json - Location: ds000201/sub-9036/ses-2/fmap/sub-9036_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-arrows_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-faces_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-faces_physio.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-hands_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-rest_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9036_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_T1w.json - Location: ds000201/sub-9037/ses-1/anat/sub-9037_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_T2w.json - Location: ds000201/sub-9037/ses-1/anat/sub-9037_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_magnitude1.json - Location: ds000201/sub-9037/ses-1/fmap/sub-9037_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_magnitude2.json - Location: ds000201/sub-9037/ses-1/fmap/sub-9037_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_phase1.json - Location: ds000201/sub-9037/ses-1/fmap/sub-9037_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_phase2.json - Location: ds000201/sub-9037/ses-1/fmap/sub-9037_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_task-arrows_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_task-faces_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_task-hands_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_task-rest_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_T1w.json - Location: ds000201/sub-9037/ses-2/anat/sub-9037_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_magnitude1.json - Location: ds000201/sub-9037/ses-2/fmap/sub-9037_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_magnitude2.json - Location: ds000201/sub-9037/ses-2/fmap/sub-9037_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_phase1.json - Location: ds000201/sub-9037/ses-2/fmap/sub-9037_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_phase2.json - Location: ds000201/sub-9037/ses-2/fmap/sub-9037_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_task-arrows_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_task-faces_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_task-hands_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_task-rest_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9037_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_T1w.json - Location: ds000201/sub-9038/ses-1/anat/sub-9038_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_T2w.json - Location: ds000201/sub-9038/ses-1/anat/sub-9038_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_magnitude1.json - Location: ds000201/sub-9038/ses-1/fmap/sub-9038_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_magnitude2.json - Location: ds000201/sub-9038/ses-1/fmap/sub-9038_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_phase1.json - Location: ds000201/sub-9038/ses-1/fmap/sub-9038_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_phase2.json - Location: ds000201/sub-9038/ses-1/fmap/sub-9038_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-arrows_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-faces_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-faces_physio.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-hands_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-rest_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_T1w.json - Location: ds000201/sub-9038/ses-2/anat/sub-9038_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_magnitude1.json - Location: ds000201/sub-9038/ses-2/fmap/sub-9038_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_magnitude2.json - Location: ds000201/sub-9038/ses-2/fmap/sub-9038_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_phase1.json - Location: ds000201/sub-9038/ses-2/fmap/sub-9038_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_phase2.json - Location: ds000201/sub-9038/ses-2/fmap/sub-9038_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-arrows_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-faces_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-faces_physio.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-hands_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-rest_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9038_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_T1w.json - Location: ds000201/sub-9039/ses-1/anat/sub-9039_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_T2w.json - Location: ds000201/sub-9039/ses-1/anat/sub-9039_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_magnitude1.json - Location: ds000201/sub-9039/ses-1/fmap/sub-9039_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_magnitude2.json - Location: ds000201/sub-9039/ses-1/fmap/sub-9039_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_phase1.json - Location: ds000201/sub-9039/ses-1/fmap/sub-9039_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_phase2.json - Location: ds000201/sub-9039/ses-1/fmap/sub-9039_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-arrows_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-faces_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-faces_physio.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-hands_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-rest_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_T1w.json - Location: ds000201/sub-9039/ses-2/anat/sub-9039_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_magnitude1.json - Location: ds000201/sub-9039/ses-2/fmap/sub-9039_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_magnitude2.json - Location: ds000201/sub-9039/ses-2/fmap/sub-9039_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_phase1.json - Location: ds000201/sub-9039/ses-2/fmap/sub-9039_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_phase2.json - Location: ds000201/sub-9039/ses-2/fmap/sub-9039_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-arrows_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-faces_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-faces_physio.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-hands_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-rest_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9039_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_T1w.json - Location: ds000201/sub-9040/ses-1/anat/sub-9040_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_T2w.json - Location: ds000201/sub-9040/ses-1/anat/sub-9040_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_magnitude1.json - Location: ds000201/sub-9040/ses-1/fmap/sub-9040_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_magnitude2.json - Location: ds000201/sub-9040/ses-1/fmap/sub-9040_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_phase1.json - Location: ds000201/sub-9040/ses-1/fmap/sub-9040_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_phase2.json - Location: ds000201/sub-9040/ses-1/fmap/sub-9040_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-arrows_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-faces_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-faces_physio.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-hands_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-rest_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_T1w.json - Location: ds000201/sub-9040/ses-2/anat/sub-9040_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_magnitude1.json - Location: ds000201/sub-9040/ses-2/fmap/sub-9040_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_magnitude2.json - Location: ds000201/sub-9040/ses-2/fmap/sub-9040_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_phase1.json - Location: ds000201/sub-9040/ses-2/fmap/sub-9040_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_phase2.json - Location: ds000201/sub-9040/ses-2/fmap/sub-9040_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-arrows_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-faces_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-faces_physio.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-hands_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-rest_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9040_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_T1w.json - Location: ds000201/sub-9041/ses-1/anat/sub-9041_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_T2w.json - Location: ds000201/sub-9041/ses-1/anat/sub-9041_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_magnitude1.json - Location: ds000201/sub-9041/ses-1/fmap/sub-9041_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_magnitude2.json - Location: ds000201/sub-9041/ses-1/fmap/sub-9041_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_phase1.json - Location: ds000201/sub-9041/ses-1/fmap/sub-9041_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_phase2.json - Location: ds000201/sub-9041/ses-1/fmap/sub-9041_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-arrows_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-faces_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-faces_physio.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-hands_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-rest_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_T1w.json - Location: ds000201/sub-9041/ses-2/anat/sub-9041_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_magnitude1.json - Location: ds000201/sub-9041/ses-2/fmap/sub-9041_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_magnitude2.json - Location: ds000201/sub-9041/ses-2/fmap/sub-9041_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_phase1.json - Location: ds000201/sub-9041/ses-2/fmap/sub-9041_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_phase2.json - Location: ds000201/sub-9041/ses-2/fmap/sub-9041_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-arrows_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-faces_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-faces_physio.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-hands_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-rest_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9041_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_T1w.json - Location: ds000201/sub-9042/ses-1/anat/sub-9042_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_T2w.json - Location: ds000201/sub-9042/ses-1/anat/sub-9042_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_magnitude1.json - Location: ds000201/sub-9042/ses-1/fmap/sub-9042_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_magnitude2.json - Location: ds000201/sub-9042/ses-1/fmap/sub-9042_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_phase1.json - Location: ds000201/sub-9042/ses-1/fmap/sub-9042_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_phase2.json - Location: ds000201/sub-9042/ses-1/fmap/sub-9042_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-arrows_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-faces_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-faces_physio.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-hands_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-rest_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_T1w.json - Location: ds000201/sub-9042/ses-2/anat/sub-9042_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_magnitude1.json - Location: ds000201/sub-9042/ses-2/fmap/sub-9042_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_magnitude2.json - Location: ds000201/sub-9042/ses-2/fmap/sub-9042_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_phase1.json - Location: ds000201/sub-9042/ses-2/fmap/sub-9042_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_phase2.json - Location: ds000201/sub-9042/ses-2/fmap/sub-9042_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-arrows_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-faces_physio.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-faces_run-1_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-1_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-faces_run-2_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-2_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-hands_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-rest_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9042_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_T1w.json - Location: ds000201/sub-9044/ses-1/anat/sub-9044_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_T2w.json - Location: ds000201/sub-9044/ses-1/anat/sub-9044_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-1_magnitude1.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-1_magnitude2.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-1_phase1.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-1_phase2.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-2_magnitude1.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-2_magnitude2.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-2_phase1.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_run-2_phase2.json - Location: ds000201/sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_task-arrows_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_task-faces_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_task-hands_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_task-rest_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-2_T1w.json - Location: ds000201/sub-9044/ses-2/anat/sub-9044_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-2_magnitude1.json - Location: ds000201/sub-9044/ses-2/fmap/sub-9044_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-2_magnitude2.json - Location: ds000201/sub-9044/ses-2/fmap/sub-9044_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-2_phase1.json - Location: ds000201/sub-9044/ses-2/fmap/sub-9044_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9044_ses-2_phase2.json - Location: ds000201/sub-9044/ses-2/fmap/sub-9044_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_T1w.json - Location: ds000201/sub-9045/ses-1/anat/sub-9045_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_T2w.json - Location: ds000201/sub-9045/ses-1/anat/sub-9045_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_magnitude1.json - Location: ds000201/sub-9045/ses-1/fmap/sub-9045_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_magnitude2.json - Location: ds000201/sub-9045/ses-1/fmap/sub-9045_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_phase1.json - Location: ds000201/sub-9045/ses-1/fmap/sub-9045_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_phase2.json - Location: ds000201/sub-9045/ses-1/fmap/sub-9045_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_task-arrows_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_task-faces_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_task-hands_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_task-rest_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_T1w.json - Location: ds000201/sub-9045/ses-2/anat/sub-9045_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_magnitude1.json - Location: ds000201/sub-9045/ses-2/fmap/sub-9045_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_magnitude2.json - Location: ds000201/sub-9045/ses-2/fmap/sub-9045_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_phase1.json - Location: ds000201/sub-9045/ses-2/fmap/sub-9045_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_phase2.json - Location: ds000201/sub-9045/ses-2/fmap/sub-9045_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-arrows_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-faces_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-faces_physio.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-hands_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-rest_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9045_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_T1w.json - Location: ds000201/sub-9046/ses-1/anat/sub-9046_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_magnitude1.json - Location: ds000201/sub-9046/ses-1/fmap/sub-9046_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_magnitude2.json - Location: ds000201/sub-9046/ses-1/fmap/sub-9046_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_phase1.json - Location: ds000201/sub-9046/ses-1/fmap/sub-9046_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_phase2.json - Location: ds000201/sub-9046/ses-1/fmap/sub-9046_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-arrows_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-faces_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-faces_physio.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-hands_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-rest_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_T1w.json - Location: ds000201/sub-9046/ses-2/anat/sub-9046_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_magnitude1.json - Location: ds000201/sub-9046/ses-2/fmap/sub-9046_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_magnitude2.json - Location: ds000201/sub-9046/ses-2/fmap/sub-9046_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_phase1.json - Location: ds000201/sub-9046/ses-2/fmap/sub-9046_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_phase2.json - Location: ds000201/sub-9046/ses-2/fmap/sub-9046_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-arrows_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-faces_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-faces_physio.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-hands_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-rest_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9046_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_T1w.json - Location: ds000201/sub-9047/ses-1/anat/sub-9047_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_T2w.json - Location: ds000201/sub-9047/ses-1/anat/sub-9047_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_magnitude1.json - Location: ds000201/sub-9047/ses-1/fmap/sub-9047_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_magnitude2.json - Location: ds000201/sub-9047/ses-1/fmap/sub-9047_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_phase1.json - Location: ds000201/sub-9047/ses-1/fmap/sub-9047_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_phase2.json - Location: ds000201/sub-9047/ses-1/fmap/sub-9047_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-arrows_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-faces_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-faces_physio.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-hands_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-rest_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_T1w.json - Location: ds000201/sub-9047/ses-2/anat/sub-9047_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_magnitude1.json - Location: ds000201/sub-9047/ses-2/fmap/sub-9047_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_magnitude2.json - Location: ds000201/sub-9047/ses-2/fmap/sub-9047_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_phase1.json - Location: ds000201/sub-9047/ses-2/fmap/sub-9047_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_phase2.json - Location: ds000201/sub-9047/ses-2/fmap/sub-9047_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-arrows_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-faces_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-faces_physio.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-hands_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-rest_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9047_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_T1w.json - Location: ds000201/sub-9048/ses-1/anat/sub-9048_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_T2w.json - Location: ds000201/sub-9048/ses-1/anat/sub-9048_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_magnitude1.json - Location: ds000201/sub-9048/ses-1/fmap/sub-9048_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_magnitude2.json - Location: ds000201/sub-9048/ses-1/fmap/sub-9048_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_phase1.json - Location: ds000201/sub-9048/ses-1/fmap/sub-9048_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_phase2.json - Location: ds000201/sub-9048/ses-1/fmap/sub-9048_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-arrows_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-faces_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-faces_physio.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-hands_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-rest_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_T1w.json - Location: ds000201/sub-9048/ses-2/anat/sub-9048_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_magnitude1.json - Location: ds000201/sub-9048/ses-2/fmap/sub-9048_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_magnitude2.json - Location: ds000201/sub-9048/ses-2/fmap/sub-9048_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_phase1.json - Location: ds000201/sub-9048/ses-2/fmap/sub-9048_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_phase2.json - Location: ds000201/sub-9048/ses-2/fmap/sub-9048_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-arrows_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-faces_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-faces_physio.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-hands_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-rest_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9048_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_T1w.json - Location: ds000201/sub-9049/ses-1/anat/sub-9049_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_T2w.json - Location: ds000201/sub-9049/ses-1/anat/sub-9049_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_magnitude1.json - Location: ds000201/sub-9049/ses-1/fmap/sub-9049_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_magnitude2.json - Location: ds000201/sub-9049/ses-1/fmap/sub-9049_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_phase1.json - Location: ds000201/sub-9049/ses-1/fmap/sub-9049_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_phase2.json - Location: ds000201/sub-9049/ses-1/fmap/sub-9049_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-arrows_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-faces_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-faces_physio.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-hands_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-rest_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_T1w.json - Location: ds000201/sub-9049/ses-2/anat/sub-9049_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_magnitude1.json - Location: ds000201/sub-9049/ses-2/fmap/sub-9049_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_magnitude2.json - Location: ds000201/sub-9049/ses-2/fmap/sub-9049_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_phase1.json - Location: ds000201/sub-9049/ses-2/fmap/sub-9049_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_phase2.json - Location: ds000201/sub-9049/ses-2/fmap/sub-9049_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-arrows_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-faces_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-faces_physio.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-hands_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-rest_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9049_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_T1w.json - Location: ds000201/sub-9050/ses-1/anat/sub-9050_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_T2w.json - Location: ds000201/sub-9050/ses-1/anat/sub-9050_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_magnitude1.json - Location: ds000201/sub-9050/ses-1/fmap/sub-9050_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_magnitude2.json - Location: ds000201/sub-9050/ses-1/fmap/sub-9050_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_phase1.json - Location: ds000201/sub-9050/ses-1/fmap/sub-9050_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_phase2.json - Location: ds000201/sub-9050/ses-1/fmap/sub-9050_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_task-arrows_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_task-faces_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_task-hands_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_task-rest_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_T1w.json - Location: ds000201/sub-9050/ses-2/anat/sub-9050_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_magnitude1.json - Location: ds000201/sub-9050/ses-2/fmap/sub-9050_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_magnitude2.json - Location: ds000201/sub-9050/ses-2/fmap/sub-9050_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_phase1.json - Location: ds000201/sub-9050/ses-2/fmap/sub-9050_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_phase2.json - Location: ds000201/sub-9050/ses-2/fmap/sub-9050_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_task-arrows_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_task-faces_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_task-hands_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_task-rest_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9050_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_T1w.json - Location: ds000201/sub-9053/ses-1/anat/sub-9053_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_T2w.json - Location: ds000201/sub-9053/ses-1/anat/sub-9053_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_magnitude1.json - Location: ds000201/sub-9053/ses-1/fmap/sub-9053_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_magnitude2.json - Location: ds000201/sub-9053/ses-1/fmap/sub-9053_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_phase1.json - Location: ds000201/sub-9053/ses-1/fmap/sub-9053_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_phase2.json - Location: ds000201/sub-9053/ses-1/fmap/sub-9053_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_task-arrows_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_task-faces_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_task-hands_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_task-rest_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_T1w.json - Location: ds000201/sub-9053/ses-2/anat/sub-9053_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_magnitude1.json - Location: ds000201/sub-9053/ses-2/fmap/sub-9053_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_magnitude2.json - Location: ds000201/sub-9053/ses-2/fmap/sub-9053_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_phase1.json - Location: ds000201/sub-9053/ses-2/fmap/sub-9053_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_phase2.json - Location: ds000201/sub-9053/ses-2/fmap/sub-9053_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_task-arrows_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_task-faces_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_task-hands_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_task-rest_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9053_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_T1w.json - Location: ds000201/sub-9054/ses-1/anat/sub-9054_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_T2w.json - Location: ds000201/sub-9054/ses-1/anat/sub-9054_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_magnitude1.json - Location: ds000201/sub-9054/ses-1/fmap/sub-9054_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_magnitude2.json - Location: ds000201/sub-9054/ses-1/fmap/sub-9054_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_phase1.json - Location: ds000201/sub-9054/ses-1/fmap/sub-9054_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_phase2.json - Location: ds000201/sub-9054/ses-1/fmap/sub-9054_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-arrows_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-faces_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-faces_physio.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-hands_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-rest_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_T1w.json - Location: ds000201/sub-9054/ses-2/anat/sub-9054_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_T2w.json - Location: ds000201/sub-9054/ses-2/anat/sub-9054_ses-2_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_magnitude1.json - Location: ds000201/sub-9054/ses-2/fmap/sub-9054_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_magnitude2.json - Location: ds000201/sub-9054/ses-2/fmap/sub-9054_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_phase1.json - Location: ds000201/sub-9054/ses-2/fmap/sub-9054_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_phase2.json - Location: ds000201/sub-9054/ses-2/fmap/sub-9054_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-arrows_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-faces_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-faces_physio.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-hands_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-rest_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9054_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_T1w.json - Location: ds000201/sub-9055/ses-1/anat/sub-9055_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_T2w.json - Location: ds000201/sub-9055/ses-1/anat/sub-9055_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_magnitude1.json - Location: ds000201/sub-9055/ses-1/fmap/sub-9055_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_magnitude2.json - Location: ds000201/sub-9055/ses-1/fmap/sub-9055_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_phase1.json - Location: ds000201/sub-9055/ses-1/fmap/sub-9055_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_phase2.json - Location: ds000201/sub-9055/ses-1/fmap/sub-9055_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-arrows_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-faces_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-faces_physio.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-hands_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-rest_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_T1w.json - Location: ds000201/sub-9055/ses-2/anat/sub-9055_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_magnitude1.json - Location: ds000201/sub-9055/ses-2/fmap/sub-9055_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_magnitude2.json - Location: ds000201/sub-9055/ses-2/fmap/sub-9055_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_phase1.json - Location: ds000201/sub-9055/ses-2/fmap/sub-9055_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_phase2.json - Location: ds000201/sub-9055/ses-2/fmap/sub-9055_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_task-arrows_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_task-faces_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_task-hands_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_task-rest_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9055_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_T1w.json - Location: ds000201/sub-9056/ses-1/anat/sub-9056_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_T2w.json - Location: ds000201/sub-9056/ses-1/anat/sub-9056_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-arrows_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-faces_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-faces_physio.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-hands_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-rest_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_T1w.json - Location: ds000201/sub-9056/ses-2/anat/sub-9056_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_magnitude1.json - Location: ds000201/sub-9056/ses-2/fmap/sub-9056_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_magnitude2.json - Location: ds000201/sub-9056/ses-2/fmap/sub-9056_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_phase1.json - Location: ds000201/sub-9056/ses-2/fmap/sub-9056_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_phase2.json - Location: ds000201/sub-9056/ses-2/fmap/sub-9056_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_task-arrows_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_task-faces_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_task-hands_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_task-rest_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9056_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_T1w.json - Location: ds000201/sub-9057/ses-1/anat/sub-9057_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_T2w.json - Location: ds000201/sub-9057/ses-1/anat/sub-9057_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_magnitude1.json - Location: ds000201/sub-9057/ses-1/fmap/sub-9057_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_magnitude2.json - Location: ds000201/sub-9057/ses-1/fmap/sub-9057_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_phase1.json - Location: ds000201/sub-9057/ses-1/fmap/sub-9057_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_phase2.json - Location: ds000201/sub-9057/ses-1/fmap/sub-9057_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_task-arrows_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_task-faces_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_task-hands_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_task-rest_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_T1w.json - Location: ds000201/sub-9057/ses-2/anat/sub-9057_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_magnitude1.json - Location: ds000201/sub-9057/ses-2/fmap/sub-9057_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_magnitude2.json - Location: ds000201/sub-9057/ses-2/fmap/sub-9057_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_phase1.json - Location: ds000201/sub-9057/ses-2/fmap/sub-9057_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_phase2.json - Location: ds000201/sub-9057/ses-2/fmap/sub-9057_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_task-arrows_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_task-faces_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_task-hands_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_task-rest_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9057_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_T1w.json - Location: ds000201/sub-9058/ses-1/anat/sub-9058_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_T2w.json - Location: ds000201/sub-9058/ses-1/anat/sub-9058_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_magnitude1.json - Location: ds000201/sub-9058/ses-1/fmap/sub-9058_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_magnitude2.json - Location: ds000201/sub-9058/ses-1/fmap/sub-9058_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_phase1.json - Location: ds000201/sub-9058/ses-1/fmap/sub-9058_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_phase2.json - Location: ds000201/sub-9058/ses-1/fmap/sub-9058_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-arrows_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-faces_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-faces_physio.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-hands_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-rest_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_T1w.json - Location: ds000201/sub-9058/ses-2/anat/sub-9058_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_magnitude1.json - Location: ds000201/sub-9058/ses-2/fmap/sub-9058_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_magnitude2.json - Location: ds000201/sub-9058/ses-2/fmap/sub-9058_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_phase1.json - Location: ds000201/sub-9058/ses-2/fmap/sub-9058_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_phase2.json - Location: ds000201/sub-9058/ses-2/fmap/sub-9058_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-arrows_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-faces_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-faces_physio.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-hands_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-rest_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9058_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_T1w.json - Location: ds000201/sub-9059/ses-1/anat/sub-9059_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_T2w.json - Location: ds000201/sub-9059/ses-1/anat/sub-9059_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-arrows_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-faces_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-faces_physio.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-hands_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-rest_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_T1w.json - Location: ds000201/sub-9059/ses-2/anat/sub-9059_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_magnitude1.json - Location: ds000201/sub-9059/ses-2/fmap/sub-9059_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_magnitude2.json - Location: ds000201/sub-9059/ses-2/fmap/sub-9059_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_phase1.json - Location: ds000201/sub-9059/ses-2/fmap/sub-9059_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_phase2.json - Location: ds000201/sub-9059/ses-2/fmap/sub-9059_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-arrows_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-faces_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-faces_physio.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-hands_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-rest_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9059_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_T1w.json - Location: ds000201/sub-9061/ses-1/anat/sub-9061_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_T2w.json - Location: ds000201/sub-9061/ses-1/anat/sub-9061_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_magnitude1.json - Location: ds000201/sub-9061/ses-1/fmap/sub-9061_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_magnitude2.json - Location: ds000201/sub-9061/ses-1/fmap/sub-9061_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_phase1.json - Location: ds000201/sub-9061/ses-1/fmap/sub-9061_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_phase2.json - Location: ds000201/sub-9061/ses-1/fmap/sub-9061_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-arrows_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-faces_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-faces_physio.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-hands_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-rest_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_T1w.json - Location: ds000201/sub-9061/ses-2/anat/sub-9061_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_magnitude1.json - Location: ds000201/sub-9061/ses-2/fmap/sub-9061_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_magnitude2.json - Location: ds000201/sub-9061/ses-2/fmap/sub-9061_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_phase1.json - Location: ds000201/sub-9061/ses-2/fmap/sub-9061_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_phase2.json - Location: ds000201/sub-9061/ses-2/fmap/sub-9061_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-arrows_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-faces_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-faces_physio.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-hands_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-rest_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9061_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_T1w.json - Location: ds000201/sub-9062/ses-1/anat/sub-9062_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_T2w.json - Location: ds000201/sub-9062/ses-1/anat/sub-9062_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_magnitude1.json - Location: ds000201/sub-9062/ses-1/fmap/sub-9062_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_magnitude2.json - Location: ds000201/sub-9062/ses-1/fmap/sub-9062_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_phase1.json - Location: ds000201/sub-9062/ses-1/fmap/sub-9062_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_phase2.json - Location: ds000201/sub-9062/ses-1/fmap/sub-9062_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_task-arrows_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_task-faces_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_task-hands_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_task-rest_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_T1w.json - Location: ds000201/sub-9062/ses-2/anat/sub-9062_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_magnitude1.json - Location: ds000201/sub-9062/ses-2/fmap/sub-9062_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_magnitude2.json - Location: ds000201/sub-9062/ses-2/fmap/sub-9062_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_phase1.json - Location: ds000201/sub-9062/ses-2/fmap/sub-9062_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_phase2.json - Location: ds000201/sub-9062/ses-2/fmap/sub-9062_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-arrows_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-faces_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-faces_physio.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-hands_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-rest_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9062_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_T1w.json - Location: ds000201/sub-9063/ses-1/anat/sub-9063_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_T2w.json - Location: ds000201/sub-9063/ses-1/anat/sub-9063_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_magnitude1.json - Location: ds000201/sub-9063/ses-1/fmap/sub-9063_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_magnitude2.json - Location: ds000201/sub-9063/ses-1/fmap/sub-9063_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_phase1.json - Location: ds000201/sub-9063/ses-1/fmap/sub-9063_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_phase2.json - Location: ds000201/sub-9063/ses-1/fmap/sub-9063_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_task-arrows_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_task-faces_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_task-hands_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_task-rest_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_T1w.json - Location: ds000201/sub-9063/ses-2/anat/sub-9063_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_T2w.json - Location: ds000201/sub-9063/ses-2/anat/sub-9063_ses-2_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_magnitude1.json - Location: ds000201/sub-9063/ses-2/fmap/sub-9063_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_magnitude2.json - Location: ds000201/sub-9063/ses-2/fmap/sub-9063_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_phase1.json - Location: ds000201/sub-9063/ses-2/fmap/sub-9063_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_phase2.json - Location: ds000201/sub-9063/ses-2/fmap/sub-9063_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-arrows_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-faces_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-faces_physio.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-hands_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-rest_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9063_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_T1w.json - Location: ds000201/sub-9064/ses-1/anat/sub-9064_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_T2w.json - Location: ds000201/sub-9064/ses-1/anat/sub-9064_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_magnitude1.json - Location: ds000201/sub-9064/ses-1/fmap/sub-9064_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_magnitude2.json - Location: ds000201/sub-9064/ses-1/fmap/sub-9064_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_phase1.json - Location: ds000201/sub-9064/ses-1/fmap/sub-9064_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_phase2.json - Location: ds000201/sub-9064/ses-1/fmap/sub-9064_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-arrows_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-faces_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-faces_physio.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-hands_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-rest_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_T1w.json - Location: ds000201/sub-9064/ses-2/anat/sub-9064_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_magnitude1.json - Location: ds000201/sub-9064/ses-2/fmap/sub-9064_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_magnitude2.json - Location: ds000201/sub-9064/ses-2/fmap/sub-9064_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_phase1.json - Location: ds000201/sub-9064/ses-2/fmap/sub-9064_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_phase2.json - Location: ds000201/sub-9064/ses-2/fmap/sub-9064_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-arrows_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-faces_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-faces_physio.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-hands_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-rest_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9064_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_T1w.json - Location: ds000201/sub-9065/ses-1/anat/sub-9065_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_T2w.json - Location: ds000201/sub-9065/ses-1/anat/sub-9065_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_magnitude1.json - Location: ds000201/sub-9065/ses-1/fmap/sub-9065_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_magnitude2.json - Location: ds000201/sub-9065/ses-1/fmap/sub-9065_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_phase1.json - Location: ds000201/sub-9065/ses-1/fmap/sub-9065_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_phase2.json - Location: ds000201/sub-9065/ses-1/fmap/sub-9065_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-arrows_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-faces_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-faces_physio.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-hands_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-rest_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_T1w.json - Location: ds000201/sub-9065/ses-2/anat/sub-9065_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-arrows_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-faces_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-faces_physio.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-hands_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-rest_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9065_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_T1w.json - Location: ds000201/sub-9066/ses-1/anat/sub-9066_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_magnitude1.json - Location: ds000201/sub-9066/ses-1/fmap/sub-9066_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_magnitude2.json - Location: ds000201/sub-9066/ses-1/fmap/sub-9066_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_phase1.json - Location: ds000201/sub-9066/ses-1/fmap/sub-9066_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_phase2.json - Location: ds000201/sub-9066/ses-1/fmap/sub-9066_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_task-arrows_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_task-faces_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_task-hands_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_task-rest_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9066_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_T1w.json - Location: ds000201/sub-9067/ses-1/anat/sub-9067_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_T2w.json - Location: ds000201/sub-9067/ses-1/anat/sub-9067_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_magnitude1.json - Location: ds000201/sub-9067/ses-1/fmap/sub-9067_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_magnitude2.json - Location: ds000201/sub-9067/ses-1/fmap/sub-9067_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_phase1.json - Location: ds000201/sub-9067/ses-1/fmap/sub-9067_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_phase2.json - Location: ds000201/sub-9067/ses-1/fmap/sub-9067_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_task-arrows_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_task-faces_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_task-hands_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_task-rest_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_T1w.json - Location: ds000201/sub-9067/ses-2/anat/sub-9067_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_magnitude1.json - Location: ds000201/sub-9067/ses-2/fmap/sub-9067_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_magnitude2.json - Location: ds000201/sub-9067/ses-2/fmap/sub-9067_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_phase1.json - Location: ds000201/sub-9067/ses-2/fmap/sub-9067_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_phase2.json - Location: ds000201/sub-9067/ses-2/fmap/sub-9067_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_task-arrows_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_task-faces_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_task-hands_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_task-rest_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9067_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_T1w.json - Location: ds000201/sub-9068/ses-1/anat/sub-9068_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_T2w.json - Location: ds000201/sub-9068/ses-1/anat/sub-9068_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_magnitude1.json - Location: ds000201/sub-9068/ses-1/fmap/sub-9068_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_magnitude2.json - Location: ds000201/sub-9068/ses-1/fmap/sub-9068_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_phase1.json - Location: ds000201/sub-9068/ses-1/fmap/sub-9068_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_phase2.json - Location: ds000201/sub-9068/ses-1/fmap/sub-9068_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-arrows_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-faces_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-faces_physio.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-hands_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-rest_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_T1w.json - Location: ds000201/sub-9068/ses-2/anat/sub-9068_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_magnitude1.json - Location: ds000201/sub-9068/ses-2/fmap/sub-9068_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_magnitude2.json - Location: ds000201/sub-9068/ses-2/fmap/sub-9068_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_phase1.json - Location: ds000201/sub-9068/ses-2/fmap/sub-9068_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_phase2.json - Location: ds000201/sub-9068/ses-2/fmap/sub-9068_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-arrows_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-faces_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-faces_physio.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-hands_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-rest_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9068_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_T1w.json - Location: ds000201/sub-9069/ses-1/anat/sub-9069_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_T2w.json - Location: ds000201/sub-9069/ses-1/anat/sub-9069_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_magnitude1.json - Location: ds000201/sub-9069/ses-1/fmap/sub-9069_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_magnitude2.json - Location: ds000201/sub-9069/ses-1/fmap/sub-9069_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_phase1.json - Location: ds000201/sub-9069/ses-1/fmap/sub-9069_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_phase2.json - Location: ds000201/sub-9069/ses-1/fmap/sub-9069_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-arrows_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-faces_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-faces_physio.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-hands_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-rest_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_T1w.json - Location: ds000201/sub-9069/ses-2/anat/sub-9069_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_magnitude1.json - Location: ds000201/sub-9069/ses-2/fmap/sub-9069_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_magnitude2.json - Location: ds000201/sub-9069/ses-2/fmap/sub-9069_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_phase1.json - Location: ds000201/sub-9069/ses-2/fmap/sub-9069_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_phase2.json - Location: ds000201/sub-9069/ses-2/fmap/sub-9069_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-arrows_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-faces_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-faces_physio.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-hands_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-rest_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9069_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_T1w.json - Location: ds000201/sub-9070/ses-1/anat/sub-9070_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_T2w.json - Location: ds000201/sub-9070/ses-1/anat/sub-9070_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_magnitude1.json - Location: ds000201/sub-9070/ses-1/fmap/sub-9070_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_phase1.json - Location: ds000201/sub-9070/ses-1/fmap/sub-9070_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-arrows_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-faces_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-faces_physio.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-hands_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-rest_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_T1w.json - Location: ds000201/sub-9070/ses-2/anat/sub-9070_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_magnitude1.json - Location: ds000201/sub-9070/ses-2/fmap/sub-9070_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_magnitude2.json - Location: ds000201/sub-9070/ses-2/fmap/sub-9070_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_phase1.json - Location: ds000201/sub-9070/ses-2/fmap/sub-9070_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_phase2.json - Location: ds000201/sub-9070/ses-2/fmap/sub-9070_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-arrows_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-faces_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-faces_physio.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-hands_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-rest_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9070_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_T1w.json - Location: ds000201/sub-9071/ses-1/anat/sub-9071_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_T2w.json - Location: ds000201/sub-9071/ses-1/anat/sub-9071_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_magnitude1.json - Location: ds000201/sub-9071/ses-1/fmap/sub-9071_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_magnitude2.json - Location: ds000201/sub-9071/ses-1/fmap/sub-9071_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_phase1.json - Location: ds000201/sub-9071/ses-1/fmap/sub-9071_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_phase2.json - Location: ds000201/sub-9071/ses-1/fmap/sub-9071_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-arrows_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-faces_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-faces_physio.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-hands_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-rest_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_T1w.json - Location: ds000201/sub-9071/ses-2/anat/sub-9071_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_magnitude1.json - Location: ds000201/sub-9071/ses-2/fmap/sub-9071_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_magnitude2.json - Location: ds000201/sub-9071/ses-2/fmap/sub-9071_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_phase1.json - Location: ds000201/sub-9071/ses-2/fmap/sub-9071_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_phase2.json - Location: ds000201/sub-9071/ses-2/fmap/sub-9071_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-arrows_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-faces_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-faces_physio.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-hands_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-rest_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9071_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_T1w.json - Location: ds000201/sub-9072/ses-1/anat/sub-9072_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_T2w.json - Location: ds000201/sub-9072/ses-1/anat/sub-9072_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_magnitude1.json - Location: ds000201/sub-9072/ses-1/fmap/sub-9072_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_magnitude2.json - Location: ds000201/sub-9072/ses-1/fmap/sub-9072_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_phase1.json - Location: ds000201/sub-9072/ses-1/fmap/sub-9072_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_phase2.json - Location: ds000201/sub-9072/ses-1/fmap/sub-9072_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-arrows_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-faces_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-faces_physio.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-hands_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-rest_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_T1w.json - Location: ds000201/sub-9072/ses-2/anat/sub-9072_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_magnitude1.json - Location: ds000201/sub-9072/ses-2/fmap/sub-9072_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_magnitude2.json - Location: ds000201/sub-9072/ses-2/fmap/sub-9072_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_phase1.json - Location: ds000201/sub-9072/ses-2/fmap/sub-9072_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_phase2.json - Location: ds000201/sub-9072/ses-2/fmap/sub-9072_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-arrows_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-faces_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-faces_physio.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-hands_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-rest_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9072_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_T1w.json - Location: ds000201/sub-9073/ses-1/anat/sub-9073_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_T2w.json - Location: ds000201/sub-9073/ses-1/anat/sub-9073_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_magnitude1.json - Location: ds000201/sub-9073/ses-1/fmap/sub-9073_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_magnitude2.json - Location: ds000201/sub-9073/ses-1/fmap/sub-9073_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_phase1.json - Location: ds000201/sub-9073/ses-1/fmap/sub-9073_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_phase2.json - Location: ds000201/sub-9073/ses-1/fmap/sub-9073_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_task-arrows_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_task-faces_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_task-hands_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_task-rest_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_T1w.json - Location: ds000201/sub-9073/ses-2/anat/sub-9073_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_magnitude1.json - Location: ds000201/sub-9073/ses-2/fmap/sub-9073_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_magnitude2.json - Location: ds000201/sub-9073/ses-2/fmap/sub-9073_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_phase1.json - Location: ds000201/sub-9073/ses-2/fmap/sub-9073_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_phase2.json - Location: ds000201/sub-9073/ses-2/fmap/sub-9073_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_task-arrows_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_task-faces_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_task-hands_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_task-rest_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9073_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_T1w.json - Location: ds000201/sub-9074/ses-1/anat/sub-9074_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_T2w.json - Location: ds000201/sub-9074/ses-1/anat/sub-9074_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-arrows_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-faces_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-faces_physio.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-hands_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-rest_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_T1w.json - Location: ds000201/sub-9074/ses-2/anat/sub-9074_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_T2w.json - Location: ds000201/sub-9074/ses-2/anat/sub-9074_ses-2_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_magnitude1.json - Location: ds000201/sub-9074/ses-2/fmap/sub-9074_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_magnitude2.json - Location: ds000201/sub-9074/ses-2/fmap/sub-9074_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_phase1.json - Location: ds000201/sub-9074/ses-2/fmap/sub-9074_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_phase2.json - Location: ds000201/sub-9074/ses-2/fmap/sub-9074_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-arrows_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-faces_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-faces_physio.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-hands_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-rest_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9074_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_T1w.json - Location: ds000201/sub-9075/ses-1/anat/sub-9075_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_T2w.json - Location: ds000201/sub-9075/ses-1/anat/sub-9075_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_magnitude1.json - Location: ds000201/sub-9075/ses-1/fmap/sub-9075_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_magnitude2.json - Location: ds000201/sub-9075/ses-1/fmap/sub-9075_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_phase1.json - Location: ds000201/sub-9075/ses-1/fmap/sub-9075_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_phase2.json - Location: ds000201/sub-9075/ses-1/fmap/sub-9075_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-arrows_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-faces_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-faces_physio.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-hands_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-rest_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_T1w.json - Location: ds000201/sub-9075/ses-2/anat/sub-9075_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_magnitude1.json - Location: ds000201/sub-9075/ses-2/fmap/sub-9075_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_magnitude2.json - Location: ds000201/sub-9075/ses-2/fmap/sub-9075_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_phase1.json - Location: ds000201/sub-9075/ses-2/fmap/sub-9075_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_phase2.json - Location: ds000201/sub-9075/ses-2/fmap/sub-9075_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-arrows_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-faces_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-faces_physio.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-hands_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-rest_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9075_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_T1w.json - Location: ds000201/sub-9076/ses-1/anat/sub-9076_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_T2w.json - Location: ds000201/sub-9076/ses-1/anat/sub-9076_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_magnitude1.json - Location: ds000201/sub-9076/ses-1/fmap/sub-9076_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_magnitude2.json - Location: ds000201/sub-9076/ses-1/fmap/sub-9076_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_phase1.json - Location: ds000201/sub-9076/ses-1/fmap/sub-9076_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_phase2.json - Location: ds000201/sub-9076/ses-1/fmap/sub-9076_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_task-arrows_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_task-faces_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_task-hands_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_task-rest_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_T1w.json - Location: ds000201/sub-9076/ses-2/anat/sub-9076_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_magnitude1.json - Location: ds000201/sub-9076/ses-2/fmap/sub-9076_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_magnitude2.json - Location: ds000201/sub-9076/ses-2/fmap/sub-9076_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_phase1.json - Location: ds000201/sub-9076/ses-2/fmap/sub-9076_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_phase2.json - Location: ds000201/sub-9076/ses-2/fmap/sub-9076_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_task-arrows_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_task-faces_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_task-hands_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_task-rest_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9076_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_T1w.json - Location: ds000201/sub-9077/ses-1/anat/sub-9077_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_T2w.json - Location: ds000201/sub-9077/ses-1/anat/sub-9077_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_magnitude1.json - Location: ds000201/sub-9077/ses-1/fmap/sub-9077_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_magnitude2.json - Location: ds000201/sub-9077/ses-1/fmap/sub-9077_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_phase1.json - Location: ds000201/sub-9077/ses-1/fmap/sub-9077_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_phase2.json - Location: ds000201/sub-9077/ses-1/fmap/sub-9077_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_task-arrows_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_task-faces_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_task-hands_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_task-rest_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_T1w.json - Location: ds000201/sub-9077/ses-2/anat/sub-9077_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_magnitude1.json - Location: ds000201/sub-9077/ses-2/fmap/sub-9077_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_magnitude2.json - Location: ds000201/sub-9077/ses-2/fmap/sub-9077_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_phase1.json - Location: ds000201/sub-9077/ses-2/fmap/sub-9077_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_phase2.json - Location: ds000201/sub-9077/ses-2/fmap/sub-9077_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_task-arrows_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_task-faces_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_task-hands_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_task-rest_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9077_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9078_ses-1_T1w.json - Location: ds000201/sub-9078/ses-1/anat/sub-9078_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_T1w.json - Location: ds000201/sub-9079/ses-1/anat/sub-9079_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_T2w.json - Location: ds000201/sub-9079/ses-1/anat/sub-9079_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_magnitude1.json - Location: ds000201/sub-9079/ses-1/fmap/sub-9079_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_magnitude2.json - Location: ds000201/sub-9079/ses-1/fmap/sub-9079_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_phase1.json - Location: ds000201/sub-9079/ses-1/fmap/sub-9079_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_phase2.json - Location: ds000201/sub-9079/ses-1/fmap/sub-9079_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-arrows_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-faces_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-faces_physio.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-hands_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-rest_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_T1w.json - Location: ds000201/sub-9079/ses-2/anat/sub-9079_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_magnitude1.json - Location: ds000201/sub-9079/ses-2/fmap/sub-9079_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_magnitude2.json - Location: ds000201/sub-9079/ses-2/fmap/sub-9079_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_phase1.json - Location: ds000201/sub-9079/ses-2/fmap/sub-9079_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_phase2.json - Location: ds000201/sub-9079/ses-2/fmap/sub-9079_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-arrows_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-faces_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-faces_physio.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-hands_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-rest_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9079_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_T1w.json - Location: ds000201/sub-9080/ses-1/anat/sub-9080_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_T2w.json - Location: ds000201/sub-9080/ses-1/anat/sub-9080_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_magnitude1.json - Location: ds000201/sub-9080/ses-1/fmap/sub-9080_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_magnitude2.json - Location: ds000201/sub-9080/ses-1/fmap/sub-9080_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_phase1.json - Location: ds000201/sub-9080/ses-1/fmap/sub-9080_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_phase2.json - Location: ds000201/sub-9080/ses-1/fmap/sub-9080_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-arrows_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-faces_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-faces_physio.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-hands_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-rest_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_T1w.json - Location: ds000201/sub-9080/ses-2/anat/sub-9080_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_magnitude1.json - Location: ds000201/sub-9080/ses-2/fmap/sub-9080_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_magnitude2.json - Location: ds000201/sub-9080/ses-2/fmap/sub-9080_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_phase1.json - Location: ds000201/sub-9080/ses-2/fmap/sub-9080_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_phase2.json - Location: ds000201/sub-9080/ses-2/fmap/sub-9080_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-arrows_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-faces_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-faces_physio.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-hands_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-rest_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9080_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_T1w.json - Location: ds000201/sub-9081/ses-1/anat/sub-9081_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_T2w.json - Location: ds000201/sub-9081/ses-1/anat/sub-9081_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_magnitude1.json - Location: ds000201/sub-9081/ses-1/fmap/sub-9081_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_magnitude2.json - Location: ds000201/sub-9081/ses-1/fmap/sub-9081_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_phase1.json - Location: ds000201/sub-9081/ses-1/fmap/sub-9081_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_phase2.json - Location: ds000201/sub-9081/ses-1/fmap/sub-9081_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-arrows_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-faces_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-faces_physio.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-hands_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-rest_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_T1w.json - Location: ds000201/sub-9081/ses-2/anat/sub-9081_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_magnitude1.json - Location: ds000201/sub-9081/ses-2/fmap/sub-9081_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_magnitude2.json - Location: ds000201/sub-9081/ses-2/fmap/sub-9081_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_phase1.json - Location: ds000201/sub-9081/ses-2/fmap/sub-9081_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_phase2.json - Location: ds000201/sub-9081/ses-2/fmap/sub-9081_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-arrows_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-faces_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-faces_physio.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-hands_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-rest_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9081_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_T1w.json - Location: ds000201/sub-9082/ses-1/anat/sub-9082_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_T2w.json - Location: ds000201/sub-9082/ses-1/anat/sub-9082_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_magnitude1.json - Location: ds000201/sub-9082/ses-1/fmap/sub-9082_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_magnitude2.json - Location: ds000201/sub-9082/ses-1/fmap/sub-9082_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_phase1.json - Location: ds000201/sub-9082/ses-1/fmap/sub-9082_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_phase2.json - Location: ds000201/sub-9082/ses-1/fmap/sub-9082_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_task-arrows_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_task-faces_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_task-hands_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_task-rest_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_T1w.json - Location: ds000201/sub-9082/ses-2/anat/sub-9082_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_magnitude1.json - Location: ds000201/sub-9082/ses-2/fmap/sub-9082_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_magnitude2.json - Location: ds000201/sub-9082/ses-2/fmap/sub-9082_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_phase1.json - Location: ds000201/sub-9082/ses-2/fmap/sub-9082_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_phase2.json - Location: ds000201/sub-9082/ses-2/fmap/sub-9082_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_task-arrows_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_task-faces_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_task-hands_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_task-rest_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9082_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_T1w.json - Location: ds000201/sub-9083/ses-1/anat/sub-9083_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_T2w.json - Location: ds000201/sub-9083/ses-1/anat/sub-9083_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_magnitude1.json - Location: ds000201/sub-9083/ses-1/fmap/sub-9083_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_magnitude2.json - Location: ds000201/sub-9083/ses-1/fmap/sub-9083_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_phase1.json - Location: ds000201/sub-9083/ses-1/fmap/sub-9083_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_phase2.json - Location: ds000201/sub-9083/ses-1/fmap/sub-9083_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_task-arrows_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_task-faces_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_task-hands_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_task-rest_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_T1w.json - Location: ds000201/sub-9083/ses-2/anat/sub-9083_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_magnitude1.json - Location: ds000201/sub-9083/ses-2/fmap/sub-9083_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_magnitude2.json - Location: ds000201/sub-9083/ses-2/fmap/sub-9083_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_phase1.json - Location: ds000201/sub-9083/ses-2/fmap/sub-9083_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_phase2.json - Location: ds000201/sub-9083/ses-2/fmap/sub-9083_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_task-arrows_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_task-faces_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_task-hands_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_task-rest_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9083_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_T1w.json - Location: ds000201/sub-9084/ses-1/anat/sub-9084_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_T2w.json - Location: ds000201/sub-9084/ses-1/anat/sub-9084_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_magnitude1.json - Location: ds000201/sub-9084/ses-1/fmap/sub-9084_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_magnitude2.json - Location: ds000201/sub-9084/ses-1/fmap/sub-9084_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_phase1.json - Location: ds000201/sub-9084/ses-1/fmap/sub-9084_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_phase2.json - Location: ds000201/sub-9084/ses-1/fmap/sub-9084_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-arrows_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-faces_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-faces_physio.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-hands_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-rest_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_T1w.json - Location: ds000201/sub-9084/ses-2/anat/sub-9084_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_magnitude1.json - Location: ds000201/sub-9084/ses-2/fmap/sub-9084_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_magnitude2.json - Location: ds000201/sub-9084/ses-2/fmap/sub-9084_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_phase1.json - Location: ds000201/sub-9084/ses-2/fmap/sub-9084_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_phase2.json - Location: ds000201/sub-9084/ses-2/fmap/sub-9084_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-arrows_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-faces_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-faces_physio.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-hands_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-rest_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9084_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_T1w.json - Location: ds000201/sub-9085/ses-1/anat/sub-9085_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_T2w.json - Location: ds000201/sub-9085/ses-1/anat/sub-9085_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_magnitude1.json - Location: ds000201/sub-9085/ses-1/fmap/sub-9085_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_magnitude2.json - Location: ds000201/sub-9085/ses-1/fmap/sub-9085_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_phase1.json - Location: ds000201/sub-9085/ses-1/fmap/sub-9085_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_phase2.json - Location: ds000201/sub-9085/ses-1/fmap/sub-9085_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-arrows_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-faces_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-faces_physio.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-hands_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-rest_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_T1w.json - Location: ds000201/sub-9085/ses-2/anat/sub-9085_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_magnitude1.json - Location: ds000201/sub-9085/ses-2/fmap/sub-9085_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_magnitude2.json - Location: ds000201/sub-9085/ses-2/fmap/sub-9085_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_phase1.json - Location: ds000201/sub-9085/ses-2/fmap/sub-9085_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_phase2.json - Location: ds000201/sub-9085/ses-2/fmap/sub-9085_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-arrows_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-faces_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-faces_physio.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-hands_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-rest_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9085_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_T1w.json - Location: ds000201/sub-9086/ses-1/anat/sub-9086_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_T2w.json - Location: ds000201/sub-9086/ses-1/anat/sub-9086_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_magnitude1.json - Location: ds000201/sub-9086/ses-1/fmap/sub-9086_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_magnitude2.json - Location: ds000201/sub-9086/ses-1/fmap/sub-9086_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_phase1.json - Location: ds000201/sub-9086/ses-1/fmap/sub-9086_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_phase2.json - Location: ds000201/sub-9086/ses-1/fmap/sub-9086_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-arrows_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-faces_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-faces_physio.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-hands_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-rest_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_T1w.json - Location: ds000201/sub-9086/ses-2/anat/sub-9086_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_magnitude1.json - Location: ds000201/sub-9086/ses-2/fmap/sub-9086_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_magnitude2.json - Location: ds000201/sub-9086/ses-2/fmap/sub-9086_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_phase1.json - Location: ds000201/sub-9086/ses-2/fmap/sub-9086_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_phase2.json - Location: ds000201/sub-9086/ses-2/fmap/sub-9086_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-arrows_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-faces_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-faces_physio.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-hands_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-rest_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9086_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_T1w.json - Location: ds000201/sub-9087/ses-1/anat/sub-9087_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_T2w.json - Location: ds000201/sub-9087/ses-1/anat/sub-9087_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_magnitude1.json - Location: ds000201/sub-9087/ses-1/fmap/sub-9087_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_magnitude2.json - Location: ds000201/sub-9087/ses-1/fmap/sub-9087_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_phase1.json - Location: ds000201/sub-9087/ses-1/fmap/sub-9087_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_phase2.json - Location: ds000201/sub-9087/ses-1/fmap/sub-9087_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-arrows_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-faces_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-faces_physio.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-hands_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-rest_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_T1w.json - Location: ds000201/sub-9087/ses-2/anat/sub-9087_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_magnitude1.json - Location: ds000201/sub-9087/ses-2/fmap/sub-9087_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_magnitude2.json - Location: ds000201/sub-9087/ses-2/fmap/sub-9087_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_phase1.json - Location: ds000201/sub-9087/ses-2/fmap/sub-9087_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_phase2.json - Location: ds000201/sub-9087/ses-2/fmap/sub-9087_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-arrows_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-faces_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-faces_physio.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-hands_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-rest_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9087_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_T1w.json - Location: ds000201/sub-9088/ses-1/anat/sub-9088_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_T2w.json - Location: ds000201/sub-9088/ses-1/anat/sub-9088_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_magnitude1.json - Location: ds000201/sub-9088/ses-1/fmap/sub-9088_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_magnitude2.json - Location: ds000201/sub-9088/ses-1/fmap/sub-9088_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_phase1.json - Location: ds000201/sub-9088/ses-1/fmap/sub-9088_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_phase2.json - Location: ds000201/sub-9088/ses-1/fmap/sub-9088_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-arrows_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-faces_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-faces_physio.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-hands_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-rest_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_T1w.json - Location: ds000201/sub-9088/ses-2/anat/sub-9088_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_magnitude1.json - Location: ds000201/sub-9088/ses-2/fmap/sub-9088_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_magnitude2.json - Location: ds000201/sub-9088/ses-2/fmap/sub-9088_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_phase1.json - Location: ds000201/sub-9088/ses-2/fmap/sub-9088_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_phase2.json - Location: ds000201/sub-9088/ses-2/fmap/sub-9088_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-arrows_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-faces_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-faces_physio.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-hands_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-rest_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9088_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_T1w.json - Location: ds000201/sub-9089/ses-1/anat/sub-9089_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_T2w.json - Location: ds000201/sub-9089/ses-1/anat/sub-9089_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_magnitude1.json - Location: ds000201/sub-9089/ses-1/fmap/sub-9089_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_magnitude2.json - Location: ds000201/sub-9089/ses-1/fmap/sub-9089_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_phase1.json - Location: ds000201/sub-9089/ses-1/fmap/sub-9089_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_phase2.json - Location: ds000201/sub-9089/ses-1/fmap/sub-9089_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-arrows_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-faces_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-faces_physio.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-hands_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-rest_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_T1w.json - Location: ds000201/sub-9089/ses-2/anat/sub-9089_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_magnitude1.json - Location: ds000201/sub-9089/ses-2/fmap/sub-9089_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_magnitude2.json - Location: ds000201/sub-9089/ses-2/fmap/sub-9089_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_phase1.json - Location: ds000201/sub-9089/ses-2/fmap/sub-9089_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_phase2.json - Location: ds000201/sub-9089/ses-2/fmap/sub-9089_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-arrows_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-faces_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-faces_physio.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-hands_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-rest_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9089_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_T1w.json - Location: ds000201/sub-9090/ses-1/anat/sub-9090_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_T2w.json - Location: ds000201/sub-9090/ses-1/anat/sub-9090_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_magnitude1.json - Location: ds000201/sub-9090/ses-1/fmap/sub-9090_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_magnitude2.json - Location: ds000201/sub-9090/ses-1/fmap/sub-9090_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_phase1.json - Location: ds000201/sub-9090/ses-1/fmap/sub-9090_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_phase2.json - Location: ds000201/sub-9090/ses-1/fmap/sub-9090_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_task-arrows_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_task-faces_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_task-hands_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_task-rest_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_T1w.json - Location: ds000201/sub-9090/ses-2/anat/sub-9090_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_magnitude1.json - Location: ds000201/sub-9090/ses-2/fmap/sub-9090_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_magnitude2.json - Location: ds000201/sub-9090/ses-2/fmap/sub-9090_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_phase1.json - Location: ds000201/sub-9090/ses-2/fmap/sub-9090_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_phase2.json - Location: ds000201/sub-9090/ses-2/fmap/sub-9090_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_task-arrows_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_task-faces_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_task-hands_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_task-rest_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9090_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_T1w.json - Location: ds000201/sub-9091/ses-1/anat/sub-9091_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_T2w.json - Location: ds000201/sub-9091/ses-1/anat/sub-9091_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_magnitude1.json - Location: ds000201/sub-9091/ses-1/fmap/sub-9091_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_magnitude2.json - Location: ds000201/sub-9091/ses-1/fmap/sub-9091_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_phase1.json - Location: ds000201/sub-9091/ses-1/fmap/sub-9091_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_phase2.json - Location: ds000201/sub-9091/ses-1/fmap/sub-9091_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_task-arrows_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_task-faces_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_task-hands_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_task-rest_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_T1w.json - Location: ds000201/sub-9091/ses-2/anat/sub-9091_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_magnitude1.json - Location: ds000201/sub-9091/ses-2/fmap/sub-9091_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_magnitude2.json - Location: ds000201/sub-9091/ses-2/fmap/sub-9091_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_phase1.json - Location: ds000201/sub-9091/ses-2/fmap/sub-9091_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_phase2.json - Location: ds000201/sub-9091/ses-2/fmap/sub-9091_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_task-arrows_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_task-faces_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_task-hands_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_task-rest_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9091_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_T1w.json - Location: ds000201/sub-9092/ses-1/anat/sub-9092_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_T2w.json - Location: ds000201/sub-9092/ses-1/anat/sub-9092_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_magnitude1.json - Location: ds000201/sub-9092/ses-1/fmap/sub-9092_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_magnitude2.json - Location: ds000201/sub-9092/ses-1/fmap/sub-9092_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_phase1.json - Location: ds000201/sub-9092/ses-1/fmap/sub-9092_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_phase2.json - Location: ds000201/sub-9092/ses-1/fmap/sub-9092_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-arrows_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-faces_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-faces_physio.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-hands_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-rest_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_T1w.json - Location: ds000201/sub-9092/ses-2/anat/sub-9092_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_magnitude1.json - Location: ds000201/sub-9092/ses-2/fmap/sub-9092_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_magnitude2.json - Location: ds000201/sub-9092/ses-2/fmap/sub-9092_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_phase1.json - Location: ds000201/sub-9092/ses-2/fmap/sub-9092_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_phase2.json - Location: ds000201/sub-9092/ses-2/fmap/sub-9092_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-arrows_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-faces_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-faces_physio.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-hands_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-rest_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9092_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_T1w.json - Location: ds000201/sub-9093/ses-1/anat/sub-9093_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_T2w.json - Location: ds000201/sub-9093/ses-1/anat/sub-9093_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_magnitude1.json - Location: ds000201/sub-9093/ses-1/fmap/sub-9093_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_magnitude2.json - Location: ds000201/sub-9093/ses-1/fmap/sub-9093_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_phase1.json - Location: ds000201/sub-9093/ses-1/fmap/sub-9093_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_phase2.json - Location: ds000201/sub-9093/ses-1/fmap/sub-9093_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-arrows_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-faces_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-faces_physio.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-hands_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-rest_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_T1w.json - Location: ds000201/sub-9093/ses-2/anat/sub-9093_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_magnitude1.json - Location: ds000201/sub-9093/ses-2/fmap/sub-9093_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_magnitude2.json - Location: ds000201/sub-9093/ses-2/fmap/sub-9093_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_phase1.json - Location: ds000201/sub-9093/ses-2/fmap/sub-9093_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_phase2.json - Location: ds000201/sub-9093/ses-2/fmap/sub-9093_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-arrows_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-faces_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-faces_physio.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-hands_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-rest_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9093_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_T1w.json - Location: ds000201/sub-9094/ses-1/anat/sub-9094_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_T2w.json - Location: ds000201/sub-9094/ses-1/anat/sub-9094_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_magnitude1.json - Location: ds000201/sub-9094/ses-1/fmap/sub-9094_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_magnitude2.json - Location: ds000201/sub-9094/ses-1/fmap/sub-9094_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_phase1.json - Location: ds000201/sub-9094/ses-1/fmap/sub-9094_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_phase2.json - Location: ds000201/sub-9094/ses-1/fmap/sub-9094_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-arrows_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-faces_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-faces_physio.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-hands_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-rest_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_T1w.json - Location: ds000201/sub-9094/ses-2/anat/sub-9094_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_magnitude1.json - Location: ds000201/sub-9094/ses-2/fmap/sub-9094_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_magnitude2.json - Location: ds000201/sub-9094/ses-2/fmap/sub-9094_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_phase1.json - Location: ds000201/sub-9094/ses-2/fmap/sub-9094_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_phase2.json - Location: ds000201/sub-9094/ses-2/fmap/sub-9094_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-arrows_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-faces_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-faces_physio.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-hands_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-rest_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9094_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_T1w.json - Location: ds000201/sub-9095/ses-1/anat/sub-9095_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_T2w.json - Location: ds000201/sub-9095/ses-1/anat/sub-9095_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_magnitude1.json - Location: ds000201/sub-9095/ses-1/fmap/sub-9095_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_magnitude2.json - Location: ds000201/sub-9095/ses-1/fmap/sub-9095_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_phase1.json - Location: ds000201/sub-9095/ses-1/fmap/sub-9095_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_phase2.json - Location: ds000201/sub-9095/ses-1/fmap/sub-9095_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-arrows_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-faces_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-faces_physio.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-hands_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-rest_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9095_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_T1w.json - Location: ds000201/sub-9096/ses-1/anat/sub-9096_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_T2w.json - Location: ds000201/sub-9096/ses-1/anat/sub-9096_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-arrows_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-faces_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-faces_physio.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-hands_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-rest_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_T1w.json - Location: ds000201/sub-9096/ses-2/anat/sub-9096_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_magnitude1.json - Location: ds000201/sub-9096/ses-2/fmap/sub-9096_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_magnitude2.json - Location: ds000201/sub-9096/ses-2/fmap/sub-9096_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_phase1.json - Location: ds000201/sub-9096/ses-2/fmap/sub-9096_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_phase2.json - Location: ds000201/sub-9096/ses-2/fmap/sub-9096_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-arrows_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-faces_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-faces_physio.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-hands_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-rest_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9096_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_T1w.json - Location: ds000201/sub-9098/ses-1/anat/sub-9098_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_T2w.json - Location: ds000201/sub-9098/ses-1/anat/sub-9098_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_magnitude1.json - Location: ds000201/sub-9098/ses-1/fmap/sub-9098_ses-1_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_magnitude2.json - Location: ds000201/sub-9098/ses-1/fmap/sub-9098_ses-1_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_phase1.json - Location: ds000201/sub-9098/ses-1/fmap/sub-9098_ses-1_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_phase2.json - Location: ds000201/sub-9098/ses-1/fmap/sub-9098_ses-1_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-arrows_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-faces_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-faces_physio.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-hands_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-rest_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_T1w.json - Location: ds000201/sub-9098/ses-2/anat/sub-9098_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_magnitude1.json - Location: ds000201/sub-9098/ses-2/fmap/sub-9098_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_magnitude2.json - Location: ds000201/sub-9098/ses-2/fmap/sub-9098_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_phase1.json - Location: ds000201/sub-9098/ses-2/fmap/sub-9098_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_phase2.json - Location: ds000201/sub-9098/ses-2/fmap/sub-9098_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-arrows_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-faces_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-faces_physio.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-hands_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-rest_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9098_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_T1w.json - Location: ds000201/sub-9100/ses-1/anat/sub-9100_ses-1_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_T2w.json - Location: ds000201/sub-9100/ses-1/anat/sub-9100_ses-1_T2w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-arrows_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-faces_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-faces_physio.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-hands_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-rest_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-1_task-sleepiness_bold.json - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_T1w.json - Location: ds000201/sub-9100/ses-2/anat/sub-9100_ses-2_T1w.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_magnitude1.json - Location: ds000201/sub-9100/ses-2/fmap/sub-9100_ses-2_magnitude1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_magnitude2.json - Location: ds000201/sub-9100/ses-2/fmap/sub-9100_ses-2_magnitude2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_phase1.json - Location: ds000201/sub-9100/ses-2/fmap/sub-9100_ses-2_phase1.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_phase2.json - Location: ds000201/sub-9100/ses-2/fmap/sub-9100_ses-2_phase2.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-arrows_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-arrows_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-faces_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-faces_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-faces_physio.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-faces_physio.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-hands_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-hands_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-rest_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-rest_bold.json - Reason: A json sidecar file was found without a corresponding data file - Type: Error - File: sub-9100_ses-2_task-sleepiness_bold.json - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-sleepiness_bold.json - Reason: A json sidecar file was found without a corresponding data file - -====================================================== - - -File Path: The filename in scans.tsv file does not match what is present in the BIDS dataset. - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9001/ses-1//sub-9001/ses-1/anat/sub-9001_ses-1_T1w.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9001/ses-1/anat/sub-9001_ses-1_T2w.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_phase1.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_phase2.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_real1.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9001/ses-1/fmap/sub-9001_ses-1_real2.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9001/ses-1/func/sub-9001_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9001/ses-1/func/sub-9001_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9001/ses-1/func/sub-9001_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9001/ses-1/func/sub-9001_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9001_ses-1_scans.tsv - Location: ds000201/sub-9001/ses-1/sub-9001_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9001/ses-1/func/sub-9001_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9001/ses-2/anat/sub-9001_ses-2_T1w.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9001/ses-2/dwi/sub-9001_ses-2_dwi.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_phase1.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_phase2.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_real1.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9001/ses-2/fmap/sub-9001_ses-2_real2.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9001/ses-2/func/sub-9001_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9001/ses-2/func/sub-9001_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9001/ses-2/func/sub-9001_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9001/ses-2/func/sub-9001_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9001_ses-2_scans.tsv - Location: ds000201/sub-9001/ses-2/sub-9001_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9001/ses-2/func/sub-9001_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9002/ses-1/anat/sub-9002_ses-1_T1w.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9002/ses-1/anat/sub-9002_ses-1_T2w.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_phase1.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_phase2.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_real1.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9002/ses-1/fmap/sub-9002_ses-1_real2.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9002/ses-1/func/sub-9002_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9002/ses-1/func/sub-9002_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9002/ses-1/func/sub-9002_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9002/ses-1/func/sub-9002_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9002_ses-1_scans.tsv - Location: ds000201/sub-9002/ses-1/sub-9002_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9002/ses-1/func/sub-9002_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9002/ses-2/anat/sub-9002_ses-2_T1w.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9002/ses-2/dwi/sub-9002_ses-2_dwi.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_phase1.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_phase2.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_real1.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9002/ses-2/fmap/sub-9002_ses-2_real2.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9002/ses-2/func/sub-9002_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9002/ses-2/func/sub-9002_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9002/ses-2/func/sub-9002_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9002/ses-2/func/sub-9002_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9002_ses-2_scans.tsv - Location: ds000201/sub-9002/ses-2/sub-9002_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9002/ses-2/func/sub-9002_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9003/ses-1/anat/sub-9003_ses-1_T1w.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9003/ses-1/anat/sub-9003_ses-1_T2w.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_phase1.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_phase2.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_real1.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9003/ses-1/fmap/sub-9003_ses-1_real2.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9003/ses-1/func/sub-9003_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9003/ses-1/func/sub-9003_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9003/ses-1/func/sub-9003_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9003/ses-1/func/sub-9003_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9003_ses-1_scans.tsv - Location: ds000201/sub-9003/ses-1/sub-9003_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9003/ses-1/func/sub-9003_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9003/ses-2/anat/sub-9003_ses-2_T1w.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9003/ses-2/dwi/sub-9003_ses-2_dwi.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_phase1.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_phase2.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_real1.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9003/ses-2/fmap/sub-9003_ses-2_real2.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9003/ses-2/func/sub-9003_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9003/ses-2/func/sub-9003_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9003/ses-2/func/sub-9003_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9003/ses-2/func/sub-9003_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9003_ses-2_scans.tsv - Location: ds000201/sub-9003/ses-2/sub-9003_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9003/ses-2/func/sub-9003_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9004/ses-1/anat/sub-9004_ses-1_T1w.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9004/ses-1/anat/sub-9004_ses-1_T2w.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_phase1.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_phase2.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_real1.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9004/ses-1/fmap/sub-9004_ses-1_real2.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9004/ses-1/func/sub-9004_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9004/ses-1/func/sub-9004_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9004/ses-1/func/sub-9004_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9004/ses-1/func/sub-9004_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9004_ses-1_scans.tsv - Location: ds000201/sub-9004/ses-1/sub-9004_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9004/ses-1/func/sub-9004_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9004/ses-2/anat/sub-9004_ses-2_T1w.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9004/ses-2/dwi/sub-9004_ses-2_dwi.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_phase1.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_phase2.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_real1.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9004/ses-2/fmap/sub-9004_ses-2_real2.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9004/ses-2/func/sub-9004_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9004/ses-2/func/sub-9004_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9004/ses-2/func/sub-9004_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9004/ses-2/func/sub-9004_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9004_ses-2_scans.tsv - Location: ds000201/sub-9004/ses-2/sub-9004_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9004/ses-2/func/sub-9004_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9005/ses-1/anat/sub-9005_ses-1_T1w.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9005/ses-1/anat/sub-9005_ses-1_T2w.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_phase1.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_phase2.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_real1.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9005/ses-1/fmap/sub-9005_ses-1_real2.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9005/ses-1/func/sub-9005_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9005/ses-1/func/sub-9005_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9005/ses-1/func/sub-9005_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9005/ses-1/func/sub-9005_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9005_ses-1_scans.tsv - Location: ds000201/sub-9005/ses-1/sub-9005_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9005/ses-1/func/sub-9005_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9005/ses-2/anat/sub-9005_ses-2_T1w.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9005/ses-2/dwi/sub-9005_ses-2_dwi.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_phase1.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_phase2.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_real1.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9005/ses-2/fmap/sub-9005_ses-2_real2.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9005/ses-2/func/sub-9005_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9005/ses-2/func/sub-9005_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9005/ses-2/func/sub-9005_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9005/ses-2/func/sub-9005_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9005_ses-2_scans.tsv - Location: ds000201/sub-9005/ses-2/sub-9005_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9005/ses-2/func/sub-9005_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9007/ses-1/anat/sub-9007_ses-1_T1w.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9007/ses-1/anat/sub-9007_ses-1_T2w.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_phase1.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_phase2.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_real1.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9007/ses-1/fmap/sub-9007_ses-1_real2.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9007/ses-1/func/sub-9007_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9007/ses-1/func/sub-9007_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9007/ses-1/func/sub-9007_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9007/ses-1/func/sub-9007_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9007_ses-1_scans.tsv - Location: ds000201/sub-9007/ses-1/sub-9007_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9007/ses-1/func/sub-9007_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9007/ses-2/anat/sub-9007_ses-2_T1w.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9007/ses-2/dwi/sub-9007_ses-2_dwi.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_phase1.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_phase2.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_real1.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9007/ses-2/fmap/sub-9007_ses-2_real2.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9007/ses-2/func/sub-9007_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9007/ses-2/func/sub-9007_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9007/ses-2/func/sub-9007_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9007/ses-2/func/sub-9007_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9007_ses-2_scans.tsv - Location: ds000201/sub-9007/ses-2/sub-9007_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9007/ses-2/func/sub-9007_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9008/ses-1/anat/sub-9008_ses-1_T1w.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9008/ses-1/anat/sub-9008_ses-1_T2w.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_phase1.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_phase2.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_real1.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9008/ses-1/fmap/sub-9008_ses-1_real2.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9008/ses-1/func/sub-9008_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9008/ses-1/func/sub-9008_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9008/ses-1/func/sub-9008_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9008/ses-1/func/sub-9008_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9008_ses-1_scans.tsv - Location: ds000201/sub-9008/ses-1/sub-9008_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9008/ses-1/func/sub-9008_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9008/ses-2/anat/sub-9008_ses-2_T1w.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9008/ses-2/dwi/sub-9008_ses-2_dwi.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_phase1.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_phase2.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_real1.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9008/ses-2/fmap/sub-9008_ses-2_real2.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9008/ses-2/func/sub-9008_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9008/ses-2/func/sub-9008_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9008/ses-2/func/sub-9008_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9008/ses-2/func/sub-9008_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9008_ses-2_scans.tsv - Location: ds000201/sub-9008/ses-2/sub-9008_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9008/ses-2/func/sub-9008_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9009/ses-1/anat/sub-9009_ses-1_T1w.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9009/ses-1/anat/sub-9009_ses-1_T2w.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_phase1.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_phase2.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_real1.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9009/ses-1/fmap/sub-9009_ses-1_real2.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9009/ses-1/func/sub-9009_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9009/ses-1/func/sub-9009_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9009/ses-1/func/sub-9009_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9009/ses-1/func/sub-9009_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9009_ses-1_scans.tsv - Location: ds000201/sub-9009/ses-1/sub-9009_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9009/ses-1/func/sub-9009_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9009/ses-2/anat/sub-9009_ses-2_T1w.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9009/ses-2/dwi/sub-9009_ses-2_dwi.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_phase1.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_phase2.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_real1.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9009/ses-2/fmap/sub-9009_ses-2_real2.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9009/ses-2/func/sub-9009_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9009/ses-2/func/sub-9009_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9009/ses-2/func/sub-9009_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9009/ses-2/func/sub-9009_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9009_ses-2_scans.tsv - Location: ds000201/sub-9009/ses-2/sub-9009_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9009/ses-2/func/sub-9009_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9011/ses-1/anat/sub-9011_ses-1_T1w.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9011/ses-1/anat/sub-9011_ses-1_T2w.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_phase1.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_phase2.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_real1.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9011/ses-1/fmap/sub-9011_ses-1_real2.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9011/ses-1/func/sub-9011_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9011/ses-1/func/sub-9011_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9011/ses-1/func/sub-9011_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9011/ses-1/func/sub-9011_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9011_ses-1_scans.tsv - Location: ds000201/sub-9011/ses-1/sub-9011_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9011/ses-1/func/sub-9011_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9011/ses-2/anat/sub-9011_ses-2_T1w.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9011/ses-2/dwi/sub-9011_ses-2_dwi.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_phase1.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_phase2.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_real1.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9011/ses-2/fmap/sub-9011_ses-2_real2.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9011/ses-2/func/sub-9011_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9011/ses-2/func/sub-9011_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9011/ses-2/func/sub-9011_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9011/ses-2/func/sub-9011_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9011_ses-2_scans.tsv - Location: ds000201/sub-9011/ses-2/sub-9011_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9011/ses-2/func/sub-9011_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9012/ses-1/anat/sub-9012_ses-1_T1w.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9012/ses-1/anat/sub-9012_ses-1_T2w.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_phase1.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_phase2.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_real1.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9012/ses-1/fmap/sub-9012_ses-1_real2.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9012/ses-1/func/sub-9012_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9012/ses-1/func/sub-9012_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9012/ses-1/func/sub-9012_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9012/ses-1/func/sub-9012_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9012_ses-1_scans.tsv - Location: ds000201/sub-9012/ses-1/sub-9012_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9012/ses-1/func/sub-9012_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9012/ses-2/anat/sub-9012_ses-2_T1w.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9012/ses-2/dwi/sub-9012_ses-2_dwi.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_phase1.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_phase2.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_real1.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9012/ses-2/fmap/sub-9012_ses-2_real2.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9012/ses-2/func/sub-9012_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9012/ses-2/func/sub-9012_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9012/ses-2/func/sub-9012_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9012/ses-2/func/sub-9012_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9012_ses-2_scans.tsv - Location: ds000201/sub-9012/ses-2/sub-9012_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9012/ses-2/func/sub-9012_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9013/ses-1/anat/sub-9013_ses-1_T1w.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9013/ses-1/dwi/sub-9013_ses-1_dwi.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_phase1.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_phase2.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_real1.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9013/ses-1/fmap/sub-9013_ses-1_real2.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9013/ses-1/func/sub-9013_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9013/ses-1/func/sub-9013_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9013/ses-1/func/sub-9013_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9013/ses-1/func/sub-9013_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9013_ses-1_scans.tsv - Location: ds000201/sub-9013/ses-1/sub-9013_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9013/ses-1/func/sub-9013_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9013/ses-2/anat/sub-9013_ses-2_T1w.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9013/ses-2/anat/sub-9013_ses-2_T2w.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_phase1.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_phase2.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_real1.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9013/ses-2/fmap/sub-9013_ses-2_real2.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9013/ses-2/func/sub-9013_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9013/ses-2/func/sub-9013_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9013/ses-2/func/sub-9013_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9013/ses-2/func/sub-9013_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9013_ses-2_scans.tsv - Location: ds000201/sub-9013/ses-2/sub-9013_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9013/ses-2/func/sub-9013_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9014/ses-1/anat/sub-9014_ses-1_T1w.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9014/ses-1/anat/sub-9014_ses-1_T2w.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_phase1.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_phase2.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_real1.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9014/ses-1/fmap/sub-9014_ses-1_real2.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9014/ses-1/func/sub-9014_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9014/ses-1/func/sub-9014_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9014/ses-1/func/sub-9014_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9014/ses-1/func/sub-9014_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9014_ses-1_scans.tsv - Location: ds000201/sub-9014/ses-1/sub-9014_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9014/ses-1/func/sub-9014_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9014/ses-2/anat/sub-9014_ses-2_T1w.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9014/ses-2/dwi/sub-9014_ses-2_dwi.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_phase1.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_phase2.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_real1.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9014/ses-2/fmap/sub-9014_ses-2_real2.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9014/ses-2/func/sub-9014_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9014/ses-2/func/sub-9014_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9014/ses-2/func/sub-9014_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9014/ses-2/func/sub-9014_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9014_ses-2_scans.tsv - Location: ds000201/sub-9014/ses-2/sub-9014_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9014/ses-2/func/sub-9014_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9016/ses-1/anat/sub-9016_ses-1_T1w.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9016/ses-1/anat/sub-9016_ses-1_T2w.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_phase1.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_phase2.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_real1.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9016/ses-1/fmap/sub-9016_ses-1_real2.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9016/ses-1/func/sub-9016_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9016/ses-1/func/sub-9016_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9016/ses-1/func/sub-9016_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9016/ses-1/func/sub-9016_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9016_ses-1_scans.tsv - Location: ds000201/sub-9016/ses-1/sub-9016_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9016/ses-1/func/sub-9016_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9017/ses-1/anat/sub-9017_ses-1_T1w.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9017/ses-1/anat/sub-9017_ses-1_T2w.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9017/ses-1/func/sub-9017_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9017/ses-1/func/sub-9017_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9017/ses-1/func/sub-9017_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9017/ses-1/func/sub-9017_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9017_ses-1_scans.tsv - Location: ds000201/sub-9017/ses-1/sub-9017_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9017/ses-1/func/sub-9017_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9017/ses-2/anat/sub-9017_ses-2_T1w.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_phase1.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_phase2.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_real1.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9017/ses-2/fmap/sub-9017_ses-2_real2.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9017/ses-2/func/sub-9017_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9017/ses-2/func/sub-9017_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9017/ses-2/func/sub-9017_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9017/ses-2/func/sub-9017_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9017_ses-2_scans.tsv - Location: ds000201/sub-9017/ses-2/sub-9017_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9017/ses-2/func/sub-9017_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9018/ses-1/anat/sub-9018_ses-1_T1w.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9018/ses-1/anat/sub-9018_ses-1_T2w.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_phase1.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_phase2.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_real1.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9018/ses-1/fmap/sub-9018_ses-1_real2.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9018/ses-1/func/sub-9018_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9018/ses-1/func/sub-9018_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9018/ses-1/func/sub-9018_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9018/ses-1/func/sub-9018_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9018_ses-1_scans.tsv - Location: ds000201/sub-9018/ses-1/sub-9018_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9018/ses-1/func/sub-9018_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9018/ses-2/anat/sub-9018_ses-2_T1w.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9018/ses-2/dwi/sub-9018_ses-2_dwi.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9018/ses-2/func/sub-9018_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9018/ses-2/func/sub-9018_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9018/ses-2/func/sub-9018_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9018/ses-2/func/sub-9018_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9018_ses-2_scans.tsv - Location: ds000201/sub-9018/ses-2/sub-9018_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9018/ses-2/func/sub-9018_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9019/ses-1/anat/sub-9019_ses-1_T1w.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9019/ses-1/anat/sub-9019_ses-1_T2w.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_phase1.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_phase2.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_real1.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9019/ses-1/fmap/sub-9019_ses-1_real2.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9019/ses-1/func/sub-9019_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9019/ses-1/func/sub-9019_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9019/ses-1/func/sub-9019_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9019/ses-1/func/sub-9019_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9019_ses-1_scans.tsv - Location: ds000201/sub-9019/ses-1/sub-9019_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9019/ses-1/func/sub-9019_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9019/ses-2/anat/sub-9019_ses-2_T1w.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9019/ses-2/dwi/sub-9019_ses-2_dwi.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_phase1.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_phase2.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_real1.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9019/ses-2/fmap/sub-9019_ses-2_real2.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9019/ses-2/func/sub-9019_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9019/ses-2/func/sub-9019_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9019/ses-2/func/sub-9019_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9019/ses-2/func/sub-9019_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9019_ses-2_scans.tsv - Location: ds000201/sub-9019/ses-2/sub-9019_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9019/ses-2/func/sub-9019_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9020/ses-1/anat/sub-9020_ses-1_T1w.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9020/ses-1/anat/sub-9020_ses-1_T2w.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_phase1.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_phase2.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_real1.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9020/ses-1/fmap/sub-9020_ses-1_real2.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9020/ses-1/func/sub-9020_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9020/ses-1/func/sub-9020_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9020/ses-1/func/sub-9020_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9020/ses-1/func/sub-9020_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9020_ses-1_scans.tsv - Location: ds000201/sub-9020/ses-1/sub-9020_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9020/ses-1/func/sub-9020_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9020/ses-2/anat/sub-9020_ses-2_T1w.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9020/ses-2/dwi/sub-9020_ses-2_dwi.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_phase1.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_phase2.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_real1.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9020/ses-2/fmap/sub-9020_ses-2_real2.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9020/ses-2/func/sub-9020_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9020/ses-2/func/sub-9020_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9020/ses-2/func/sub-9020_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9020/ses-2/func/sub-9020_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9020_ses-2_scans.tsv - Location: ds000201/sub-9020/ses-2/sub-9020_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9020/ses-2/func/sub-9020_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9022/ses-1/anat/sub-9022_ses-1_T1w.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9022/ses-1/anat/sub-9022_ses-1_T2w.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_phase1.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_phase2.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_real1.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9022/ses-1/fmap/sub-9022_ses-1_real2.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9022/ses-1/func/sub-9022_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9022/ses-1/func/sub-9022_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9022/ses-1/func/sub-9022_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9022/ses-1/func/sub-9022_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9022_ses-1_scans.tsv - Location: ds000201/sub-9022/ses-1/sub-9022_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9022/ses-1/func/sub-9022_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9023/ses-1/anat/sub-9023_ses-1_T1w.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9023/ses-1/anat/sub-9023_ses-1_T2w.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_phase1.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_phase2.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_real1.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9023/ses-1/fmap/sub-9023_ses-1_real2.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9023/ses-1/func/sub-9023_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9023/ses-1/func/sub-9023_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9023/ses-1/func/sub-9023_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9023/ses-1/func/sub-9023_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9023_ses-1_scans.tsv - Location: ds000201/sub-9023/ses-1/sub-9023_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9023/ses-1/func/sub-9023_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9023/ses-2/anat/sub-9023_ses-2_T1w.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9023/ses-2/dwi/sub-9023_ses-2_dwi.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_phase1.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_phase2.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_real1.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9023/ses-2/fmap/sub-9023_ses-2_real2.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9023/ses-2/func/sub-9023_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9023/ses-2/func/sub-9023_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9023/ses-2/func/sub-9023_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9023/ses-2/func/sub-9023_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9023_ses-2_scans.tsv - Location: ds000201/sub-9023/ses-2/sub-9023_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9023/ses-2/func/sub-9023_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9025/ses-1/anat/sub-9025_ses-1_T1w.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9025/ses-1/anat/sub-9025_ses-1_T2w.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_phase1.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_phase2.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_real1.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9025/ses-1/fmap/sub-9025_ses-1_real2.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9025/ses-1/func/sub-9025_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9025/ses-1/func/sub-9025_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9025_ses-1_scans.tsv - Location: ds000201/sub-9025/ses-1/sub-9025_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9025/ses-1/func/sub-9025_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9025/ses-2/anat/sub-9025_ses-2_T1w.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9025/ses-2/dwi/sub-9025_ses-2_dwi.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_phase1.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_phase2.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_real1.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9025/ses-2/fmap/sub-9025_ses-2_real2.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9025/ses-2/func/sub-9025_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9025/ses-2/func/sub-9025_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9025_ses-2_scans.tsv - Location: ds000201/sub-9025/ses-2/sub-9025_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9025/ses-2/func/sub-9025_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9026/ses-1/anat/sub-9026_ses-1_T1w.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9026/ses-1/anat/sub-9026_ses-1_T2w.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_phase1.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_phase2.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_real1.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9026/ses-1/fmap/sub-9026_ses-1_real2.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9026/ses-1/func/sub-9026_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9026/ses-1/func/sub-9026_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9026/ses-1/func/sub-9026_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9026/ses-1/func/sub-9026_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9026_ses-1_scans.tsv - Location: ds000201/sub-9026/ses-1/sub-9026_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9026/ses-1/func/sub-9026_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9026/ses-2/anat/sub-9026_ses-2_T1w.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9026/ses-2/dwi/sub-9026_ses-2_dwi.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_phase1.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_phase2.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_real1.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9026/ses-2/fmap/sub-9026_ses-2_real2.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9026/ses-2/func/sub-9026_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9026/ses-2/func/sub-9026_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9026/ses-2/func/sub-9026_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9026/ses-2/func/sub-9026_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9026_ses-2_scans.tsv - Location: ds000201/sub-9026/ses-2/sub-9026_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9026/ses-2/func/sub-9026_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9028/ses-1/anat/sub-9028_ses-1_T1w.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9028/ses-1/anat/sub-9028_ses-1_T2w.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_phase1.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_phase2.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_real1.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9028/ses-1/fmap/sub-9028_ses-1_real2.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9028/ses-1/func/sub-9028_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9028/ses-1/func/sub-9028_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9028/ses-1/func/sub-9028_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9028/ses-1/func/sub-9028_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9028_ses-1_scans.tsv - Location: ds000201/sub-9028/ses-1/sub-9028_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9028/ses-1/func/sub-9028_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9028/ses-2/anat/sub-9028_ses-2_T1w.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9028/ses-2/dwi/sub-9028_ses-2_dwi.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_phase1.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_phase2.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_real1.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9028/ses-2/fmap/sub-9028_ses-2_real2.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9028/ses-2/func/sub-9028_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9028/ses-2/func/sub-9028_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9028/ses-2/func/sub-9028_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9028/ses-2/func/sub-9028_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9028_ses-2_scans.tsv - Location: ds000201/sub-9028/ses-2/sub-9028_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9028/ses-2/func/sub-9028_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9029/ses-1/anat/sub-9029_ses-1_T1w.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9029/ses-1/anat/sub-9029_ses-1_T2w.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_phase1.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_phase2.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_real1.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9029/ses-1/fmap/sub-9029_ses-1_real2.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9029/ses-1/func/sub-9029_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9029/ses-1/func/sub-9029_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9029_ses-1_scans.tsv - Location: ds000201/sub-9029/ses-1/sub-9029_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9029/ses-1/func/sub-9029_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9029/ses-2/anat/sub-9029_ses-2_T1w.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9029/ses-2/dwi/sub-9029_ses-2_dwi.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_phase1.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_phase2.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_real1.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9029/ses-2/fmap/sub-9029_ses-2_real2.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9029/ses-2/func/sub-9029_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9029/ses-2/func/sub-9029_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9029/ses-2/func/sub-9029_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9029/ses-2/func/sub-9029_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9029_ses-2_scans.tsv - Location: ds000201/sub-9029/ses-2/sub-9029_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9029/ses-2/func/sub-9029_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9032/ses-1/anat/sub-9032_ses-1_T1w.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9032/ses-1/anat/sub-9032_ses-1_T2w.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_phase1.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_phase2.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_real1.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9032/ses-1/fmap/sub-9032_ses-1_real2.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9032/ses-1/func/sub-9032_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9032/ses-1/func/sub-9032_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9032/ses-1/func/sub-9032_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9032/ses-1/func/sub-9032_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9032_ses-1_scans.tsv - Location: ds000201/sub-9032/ses-1/sub-9032_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9032/ses-1/func/sub-9032_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9032/ses-2/anat/sub-9032_ses-2_T1w.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9032/ses-2/dwi/sub-9032_ses-2_dwi.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_phase1.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_phase2.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_real1.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9032/ses-2/fmap/sub-9032_ses-2_real2.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9032/ses-2/func/sub-9032_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9032/ses-2/func/sub-9032_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9032/ses-2/func/sub-9032_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9032/ses-2/func/sub-9032_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9032_ses-2_scans.tsv - Location: ds000201/sub-9032/ses-2/sub-9032_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9032/ses-2/func/sub-9032_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9033/ses-1/anat/sub-9033_ses-1_T1w.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9033/ses-1/anat/sub-9033_ses-1_T2w.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_phase1.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_phase2.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_real1.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9033/ses-1/fmap/sub-9033_ses-1_real2.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9033/ses-1/func/sub-9033_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9033/ses-1/func/sub-9033_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9033/ses-1/func/sub-9033_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9033/ses-1/func/sub-9033_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9033_ses-1_scans.tsv - Location: ds000201/sub-9033/ses-1/sub-9033_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9033/ses-1/func/sub-9033_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9033/ses-2/anat/sub-9033_ses-2_T1w.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9033/ses-2/dwi/sub-9033_ses-2_dwi.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_phase1.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_phase2.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_real1.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9033/ses-2/fmap/sub-9033_ses-2_real2.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9033/ses-2/func/sub-9033_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9033/ses-2/func/sub-9033_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9033/ses-2/func/sub-9033_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9033/ses-2/func/sub-9033_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9033_ses-2_scans.tsv - Location: ds000201/sub-9033/ses-2/sub-9033_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9033/ses-2/func/sub-9033_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9034/ses-1/anat/sub-9034_ses-1_T1w.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9034/ses-1/anat/sub-9034_ses-1_T2w.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_phase1.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_phase2.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_real1.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9034/ses-1/fmap/sub-9034_ses-1_real2.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9034/ses-1/func/sub-9034_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9034/ses-1/func/sub-9034_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9034/ses-1/func/sub-9034_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9034/ses-1/func/sub-9034_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9034_ses-1_scans.tsv - Location: ds000201/sub-9034/ses-1/sub-9034_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9034/ses-1/func/sub-9034_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9034/ses-2/anat/sub-9034_ses-2_T1w.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9034/ses-2/dwi/sub-9034_ses-2_dwi.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_phase1.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_phase2.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_real1.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9034/ses-2/fmap/sub-9034_ses-2_real2.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9034/ses-2/func/sub-9034_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9034/ses-2/func/sub-9034_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9034/ses-2/func/sub-9034_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9034/ses-2/func/sub-9034_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9034_ses-2_scans.tsv - Location: ds000201/sub-9034/ses-2/sub-9034_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9034/ses-2/func/sub-9034_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9035/ses-1/anat/sub-9035_ses-1_T1w.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9035/ses-1/anat/sub-9035_ses-1_T2w.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_phase1.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_phase2.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_real1.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9035/ses-1/fmap/sub-9035_ses-1_real2.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9035/ses-1/func/sub-9035_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9035/ses-1/func/sub-9035_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9035/ses-1/func/sub-9035_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9035/ses-1/func/sub-9035_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9035_ses-1_scans.tsv - Location: ds000201/sub-9035/ses-1/sub-9035_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9035/ses-1/func/sub-9035_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9035/ses-2/anat/sub-9035_ses-2_T1w.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9035/ses-2/dwi/sub-9035_ses-2_dwi.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_phase1.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_phase2.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_real1.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9035/ses-2/fmap/sub-9035_ses-2_real2.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9035/ses-2/func/sub-9035_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9035/ses-2/func/sub-9035_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9035/ses-2/func/sub-9035_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9035/ses-2/func/sub-9035_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9035_ses-2_scans.tsv - Location: ds000201/sub-9035/ses-2/sub-9035_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9035/ses-2/func/sub-9035_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9036/ses-1/anat/sub-9036_ses-1_T1w.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9036/ses-1/anat/sub-9036_ses-1_T2w.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_phase1.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_phase2.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_real1.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9036/ses-1/fmap/sub-9036_ses-1_real2.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9036/ses-1/func/sub-9036_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9036/ses-1/func/sub-9036_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9036/ses-1/func/sub-9036_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9036/ses-1/func/sub-9036_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9036_ses-1_scans.tsv - Location: ds000201/sub-9036/ses-1/sub-9036_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9036/ses-1/func/sub-9036_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9036/ses-2/anat/sub-9036_ses-2_T1w.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9036/ses-2/dwi/sub-9036_ses-2_dwi.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_phase1.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_phase2.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_real1.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9036/ses-2/fmap/sub-9036_ses-2_real2.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9036/ses-2/func/sub-9036_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9036/ses-2/func/sub-9036_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9036/ses-2/func/sub-9036_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9036/ses-2/func/sub-9036_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9036_ses-2_scans.tsv - Location: ds000201/sub-9036/ses-2/sub-9036_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9036/ses-2/func/sub-9036_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9037/ses-1/anat/sub-9037_ses-1_T1w.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9037/ses-1/anat/sub-9037_ses-1_T2w.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_phase1.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_phase2.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_real1.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9037/ses-1/fmap/sub-9037_ses-1_real2.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9037/ses-1/func/sub-9037_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9037/ses-1/func/sub-9037_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9037/ses-1/func/sub-9037_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9037/ses-1/func/sub-9037_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9037_ses-1_scans.tsv - Location: ds000201/sub-9037/ses-1/sub-9037_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9037/ses-1/func/sub-9037_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9037/ses-2/anat/sub-9037_ses-2_T1w.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9037/ses-2/dwi/sub-9037_ses-2_dwi.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_phase1.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_phase2.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_real1.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9037/ses-2/fmap/sub-9037_ses-2_real2.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9037/ses-2/func/sub-9037_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9037/ses-2/func/sub-9037_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9037/ses-2/func/sub-9037_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9037/ses-2/func/sub-9037_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9037_ses-2_scans.tsv - Location: ds000201/sub-9037/ses-2/sub-9037_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9037/ses-2/func/sub-9037_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9038/ses-1/anat/sub-9038_ses-1_T1w.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9038/ses-1/anat/sub-9038_ses-1_T2w.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_phase1.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_phase2.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_real1.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9038/ses-1/fmap/sub-9038_ses-1_real2.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9038/ses-1/func/sub-9038_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9038/ses-1/func/sub-9038_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9038/ses-1/func/sub-9038_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9038/ses-1/func/sub-9038_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9038_ses-1_scans.tsv - Location: ds000201/sub-9038/ses-1/sub-9038_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9038/ses-1/func/sub-9038_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9038/ses-2/anat/sub-9038_ses-2_T1w.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9038/ses-2/dwi/sub-9038_ses-2_dwi.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_phase1.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_phase2.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_real1.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9038/ses-2/fmap/sub-9038_ses-2_real2.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9038/ses-2/func/sub-9038_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9038/ses-2/func/sub-9038_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9038/ses-2/func/sub-9038_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9038/ses-2/func/sub-9038_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9038_ses-2_scans.tsv - Location: ds000201/sub-9038/ses-2/sub-9038_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9038/ses-2/func/sub-9038_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9039/ses-1/anat/sub-9039_ses-1_T1w.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9039/ses-1/anat/sub-9039_ses-1_T2w.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_phase1.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_phase2.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_real1.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9039/ses-1/fmap/sub-9039_ses-1_real2.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9039/ses-1/func/sub-9039_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9039/ses-1/func/sub-9039_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9039/ses-1/func/sub-9039_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9039/ses-1/func/sub-9039_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9039_ses-1_scans.tsv - Location: ds000201/sub-9039/ses-1/sub-9039_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9039/ses-1/func/sub-9039_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9039/ses-2/anat/sub-9039_ses-2_T1w.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9039/ses-2/dwi/sub-9039_ses-2_dwi.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_phase1.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_phase2.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_real1.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9039/ses-2/fmap/sub-9039_ses-2_real2.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9039/ses-2/func/sub-9039_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9039/ses-2/func/sub-9039_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9039/ses-2/func/sub-9039_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9039/ses-2/func/sub-9039_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9039_ses-2_scans.tsv - Location: ds000201/sub-9039/ses-2/sub-9039_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9039/ses-2/func/sub-9039_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9040/ses-1/anat/sub-9040_ses-1_T1w.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9040/ses-1/anat/sub-9040_ses-1_T2w.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_phase1.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_phase2.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_real1.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9040/ses-1/fmap/sub-9040_ses-1_real2.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9040/ses-1/func/sub-9040_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9040/ses-1/func/sub-9040_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9040/ses-1/func/sub-9040_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9040/ses-1/func/sub-9040_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9040_ses-1_scans.tsv - Location: ds000201/sub-9040/ses-1/sub-9040_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9040/ses-1/func/sub-9040_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9040/ses-2/anat/sub-9040_ses-2_T1w.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9040/ses-2/dwi/sub-9040_ses-2_dwi.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_phase1.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_phase2.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_real1.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9040/ses-2/fmap/sub-9040_ses-2_real2.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9040/ses-2/func/sub-9040_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9040/ses-2/func/sub-9040_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9040/ses-2/func/sub-9040_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9040/ses-2/func/sub-9040_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9040_ses-2_scans.tsv - Location: ds000201/sub-9040/ses-2/sub-9040_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9040/ses-2/func/sub-9040_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9041/ses-1/anat/sub-9041_ses-1_T1w.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9041/ses-1/anat/sub-9041_ses-1_T2w.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_phase1.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_phase2.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_real1.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9041/ses-1/fmap/sub-9041_ses-1_real2.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9041/ses-1/func/sub-9041_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9041/ses-1/func/sub-9041_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9041/ses-1/func/sub-9041_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9041/ses-1/func/sub-9041_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9041_ses-1_scans.tsv - Location: ds000201/sub-9041/ses-1/sub-9041_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9041/ses-1/func/sub-9041_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9041/ses-2/anat/sub-9041_ses-2_T1w.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9041/ses-2/dwi/sub-9041_ses-2_dwi.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_phase1.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_phase2.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_real1.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9041/ses-2/fmap/sub-9041_ses-2_real2.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9041/ses-2/func/sub-9041_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9041/ses-2/func/sub-9041_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9041/ses-2/func/sub-9041_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9041/ses-2/func/sub-9041_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9041_ses-2_scans.tsv - Location: ds000201/sub-9041/ses-2/sub-9041_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9041/ses-2/func/sub-9041_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9042/ses-1/anat/sub-9042_ses-1_T1w.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9042/ses-1/anat/sub-9042_ses-1_T2w.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_phase1.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_phase2.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_real1.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9042/ses-1/fmap/sub-9042_ses-1_real2.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9042/ses-1/func/sub-9042_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9042/ses-1/func/sub-9042_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9042/ses-1/func/sub-9042_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9042/ses-1/func/sub-9042_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9042_ses-1_scans.tsv - Location: ds000201/sub-9042/ses-1/sub-9042_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9042/ses-1/func/sub-9042_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9042/ses-2/anat/sub-9042_ses-2_T1w.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9042/ses-2/dwi/sub-9042_ses-2_dwi.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_phase1.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_phase2.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_real1.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9042/ses-2/fmap/sub-9042_ses-2_real2.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-1_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-faces_run-2_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9042_ses-2_scans.tsv - Location: ds000201/sub-9042/ses-2/sub-9042_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 17 - Evidence: Filename: /sub-9042/ses-2/func/sub-9042_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9044/ses-1/anat/sub-9044_ses-1_T1w.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9044/ses-1/anat/sub-9044_ses-1_T2w.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_imaginary1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_imaginary2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_magnitude1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_magnitude2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_phase1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_phase2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_real1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-1_real2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_imaginary1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_imaginary2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_magnitude1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_magnitude2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_phase1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 17 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_phase2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 18 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_real1.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 19 - Evidence: Filename: /sub-9044/ses-1/fmap/sub-9044_ses-1_run-2_real2.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 20 - Evidence: Filename: /sub-9044/ses-1/func/sub-9044_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 21 - Evidence: Filename: /sub-9044/ses-1/func/sub-9044_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 22 - Evidence: Filename: /sub-9044/ses-1/func/sub-9044_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 23 - Evidence: Filename: /sub-9044/ses-1/func/sub-9044_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9044_ses-1_scans.tsv - Location: ds000201/sub-9044/ses-1/sub-9044_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 24 - Evidence: Filename: /sub-9044/ses-1/func/sub-9044_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9044/ses-2/anat/sub-9044_ses-2_T1w.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9044/ses-2/dwi/sub-9044_ses-2_dwi.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_phase1.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_phase2.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_real1.nii.gz - - Type: Error - File: sub-9044_ses-2_scans.tsv - Location: ds000201/sub-9044/ses-2/sub-9044_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9044/ses-2/fmap/sub-9044_ses-2_real2.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9045/ses-1/anat/sub-9045_ses-1_T1w.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9045/ses-1/anat/sub-9045_ses-1_T2w.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_phase1.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_phase2.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_real1.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9045/ses-1/fmap/sub-9045_ses-1_real2.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9045/ses-1/func/sub-9045_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9045/ses-1/func/sub-9045_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9045/ses-1/func/sub-9045_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9045/ses-1/func/sub-9045_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9045_ses-1_scans.tsv - Location: ds000201/sub-9045/ses-1/sub-9045_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9045/ses-1/func/sub-9045_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9045/ses-2/anat/sub-9045_ses-2_T1w.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9045/ses-2/dwi/sub-9045_ses-2_dwi.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_phase1.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_phase2.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_real1.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9045/ses-2/fmap/sub-9045_ses-2_real2.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9045/ses-2/func/sub-9045_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9045/ses-2/func/sub-9045_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9045/ses-2/func/sub-9045_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9045/ses-2/func/sub-9045_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9045_ses-2_scans.tsv - Location: ds000201/sub-9045/ses-2/sub-9045_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9045/ses-2/func/sub-9045_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9046/ses-1/anat/sub-9046_ses-1_T1w.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_phase1.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_phase2.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_real1.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9046/ses-1/fmap/sub-9046_ses-1_real2.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9046/ses-1/func/sub-9046_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9046/ses-1/func/sub-9046_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9046/ses-1/func/sub-9046_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9046/ses-1/func/sub-9046_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9046_ses-1_scans.tsv - Location: ds000201/sub-9046/ses-1/sub-9046_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9046/ses-1/func/sub-9046_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9046/ses-2/anat/sub-9046_ses-2_T1w.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9046/ses-2/dwi/sub-9046_ses-2_dwi.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_phase1.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_phase2.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_real1.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9046/ses-2/fmap/sub-9046_ses-2_real2.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9046/ses-2/func/sub-9046_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9046/ses-2/func/sub-9046_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9046/ses-2/func/sub-9046_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9046/ses-2/func/sub-9046_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9046_ses-2_scans.tsv - Location: ds000201/sub-9046/ses-2/sub-9046_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9046/ses-2/func/sub-9046_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9047/ses-1/anat/sub-9047_ses-1_T1w.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9047/ses-1/anat/sub-9047_ses-1_T2w.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_phase1.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_phase2.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_real1.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9047/ses-1/fmap/sub-9047_ses-1_real2.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9047/ses-1/func/sub-9047_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9047/ses-1/func/sub-9047_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9047/ses-1/func/sub-9047_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9047/ses-1/func/sub-9047_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9047_ses-1_scans.tsv - Location: ds000201/sub-9047/ses-1/sub-9047_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9047/ses-1/func/sub-9047_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9047/ses-2/anat/sub-9047_ses-2_T1w.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9047/ses-2/dwi/sub-9047_ses-2_dwi.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_phase1.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_phase2.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_real1.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9047/ses-2/fmap/sub-9047_ses-2_real2.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9047/ses-2/func/sub-9047_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9047/ses-2/func/sub-9047_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9047/ses-2/func/sub-9047_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9047/ses-2/func/sub-9047_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9047_ses-2_scans.tsv - Location: ds000201/sub-9047/ses-2/sub-9047_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9047/ses-2/func/sub-9047_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9048/ses-1/anat/sub-9048_ses-1_T1w.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9048/ses-1/anat/sub-9048_ses-1_T2w.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_phase1.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_phase2.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_real1.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9048/ses-1/fmap/sub-9048_ses-1_real2.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9048/ses-1/func/sub-9048_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9048/ses-1/func/sub-9048_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9048/ses-1/func/sub-9048_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9048/ses-1/func/sub-9048_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9048_ses-1_scans.tsv - Location: ds000201/sub-9048/ses-1/sub-9048_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9048/ses-1/func/sub-9048_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9048/ses-2/anat/sub-9048_ses-2_T1w.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9048/ses-2/dwi/sub-9048_ses-2_dwi.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_phase1.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_phase2.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_real1.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9048/ses-2/fmap/sub-9048_ses-2_real2.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9048/ses-2/func/sub-9048_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9048/ses-2/func/sub-9048_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9048/ses-2/func/sub-9048_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9048/ses-2/func/sub-9048_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9048_ses-2_scans.tsv - Location: ds000201/sub-9048/ses-2/sub-9048_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9048/ses-2/func/sub-9048_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9049/ses-1/anat/sub-9049_ses-1_T1w.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9049/ses-1/anat/sub-9049_ses-1_T2w.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_phase1.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_phase2.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_real1.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9049/ses-1/fmap/sub-9049_ses-1_real2.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9049/ses-1/func/sub-9049_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9049/ses-1/func/sub-9049_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9049/ses-1/func/sub-9049_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9049/ses-1/func/sub-9049_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9049_ses-1_scans.tsv - Location: ds000201/sub-9049/ses-1/sub-9049_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9049/ses-1/func/sub-9049_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9049/ses-2/anat/sub-9049_ses-2_T1w.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9049/ses-2/dwi/sub-9049_ses-2_dwi.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_phase1.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_phase2.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_real1.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9049/ses-2/fmap/sub-9049_ses-2_real2.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9049/ses-2/func/sub-9049_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9049/ses-2/func/sub-9049_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9049/ses-2/func/sub-9049_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9049/ses-2/func/sub-9049_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9049_ses-2_scans.tsv - Location: ds000201/sub-9049/ses-2/sub-9049_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9049/ses-2/func/sub-9049_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9050/ses-1/anat/sub-9050_ses-1_T1w.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9050/ses-1/anat/sub-9050_ses-1_T2w.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_phase1.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_phase2.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_real1.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9050/ses-1/fmap/sub-9050_ses-1_real2.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9050/ses-1/func/sub-9050_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9050/ses-1/func/sub-9050_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9050/ses-1/func/sub-9050_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9050/ses-1/func/sub-9050_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9050_ses-1_scans.tsv - Location: ds000201/sub-9050/ses-1/sub-9050_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9050/ses-1/func/sub-9050_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9050/ses-2/anat/sub-9050_ses-2_T1w.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9050/ses-2/dwi/sub-9050_ses-2_dwi.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_phase1.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_phase2.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_real1.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9050/ses-2/fmap/sub-9050_ses-2_real2.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9050/ses-2/func/sub-9050_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9050/ses-2/func/sub-9050_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9050/ses-2/func/sub-9050_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9050/ses-2/func/sub-9050_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9050_ses-2_scans.tsv - Location: ds000201/sub-9050/ses-2/sub-9050_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9050/ses-2/func/sub-9050_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9053/ses-1/anat/sub-9053_ses-1_T1w.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9053/ses-1/anat/sub-9053_ses-1_T2w.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_phase1.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_phase2.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_real1.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9053/ses-1/fmap/sub-9053_ses-1_real2.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9053/ses-1/func/sub-9053_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9053/ses-1/func/sub-9053_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9053/ses-1/func/sub-9053_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9053/ses-1/func/sub-9053_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9053_ses-1_scans.tsv - Location: ds000201/sub-9053/ses-1/sub-9053_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9053/ses-1/func/sub-9053_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9053/ses-2/anat/sub-9053_ses-2_T1w.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9053/ses-2/dwi/sub-9053_ses-2_dwi.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_phase1.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_phase2.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_real1.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9053/ses-2/fmap/sub-9053_ses-2_real2.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9053/ses-2/func/sub-9053_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9053/ses-2/func/sub-9053_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9053/ses-2/func/sub-9053_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9053/ses-2/func/sub-9053_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9053_ses-2_scans.tsv - Location: ds000201/sub-9053/ses-2/sub-9053_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9053/ses-2/func/sub-9053_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9054/ses-1/anat/sub-9054_ses-1_T1w.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9054/ses-1/anat/sub-9054_ses-1_T2w.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_phase1.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_phase2.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_real1.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9054/ses-1/fmap/sub-9054_ses-1_real2.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9054/ses-1/func/sub-9054_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9054/ses-1/func/sub-9054_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9054/ses-1/func/sub-9054_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9054/ses-1/func/sub-9054_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9054_ses-1_scans.tsv - Location: ds000201/sub-9054/ses-1/sub-9054_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9054/ses-1/func/sub-9054_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9054/ses-2/anat/sub-9054_ses-2_T1w.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9054/ses-2/anat/sub-9054_ses-2_T2w.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_phase1.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_phase2.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_real1.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9054/ses-2/fmap/sub-9054_ses-2_real2.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9054/ses-2/func/sub-9054_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9054/ses-2/func/sub-9054_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9054/ses-2/func/sub-9054_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9054/ses-2/func/sub-9054_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9054_ses-2_scans.tsv - Location: ds000201/sub-9054/ses-2/sub-9054_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9054/ses-2/func/sub-9054_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9055/ses-1/anat/sub-9055_ses-1_T1w.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9055/ses-1/anat/sub-9055_ses-1_T2w.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_phase1.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_phase2.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_real1.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9055/ses-1/fmap/sub-9055_ses-1_real2.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9055/ses-1/func/sub-9055_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9055/ses-1/func/sub-9055_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9055/ses-1/func/sub-9055_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9055/ses-1/func/sub-9055_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9055_ses-1_scans.tsv - Location: ds000201/sub-9055/ses-1/sub-9055_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9055/ses-1/func/sub-9055_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9055/ses-2/anat/sub-9055_ses-2_T1w.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9055/ses-2/dwi/sub-9055_ses-2_dwi.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_phase1.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_phase2.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_real1.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9055/ses-2/fmap/sub-9055_ses-2_real2.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9055/ses-2/func/sub-9055_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9055/ses-2/func/sub-9055_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9055/ses-2/func/sub-9055_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9055/ses-2/func/sub-9055_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9055_ses-2_scans.tsv - Location: ds000201/sub-9055/ses-2/sub-9055_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9055/ses-2/func/sub-9055_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9056/ses-1/anat/sub-9056_ses-1_T1w.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9056/ses-1/anat/sub-9056_ses-1_T2w.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9056/ses-1/func/sub-9056_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9056/ses-1/func/sub-9056_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9056/ses-1/func/sub-9056_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9056/ses-1/func/sub-9056_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9056_ses-1_scans.tsv - Location: ds000201/sub-9056/ses-1/sub-9056_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9056/ses-1/func/sub-9056_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9056/ses-2/anat/sub-9056_ses-2_T1w.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_phase1.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_phase2.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_real1.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9056/ses-2/fmap/sub-9056_ses-2_real2.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9056/ses-2/func/sub-9056_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9056/ses-2/func/sub-9056_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9056/ses-2/func/sub-9056_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9056/ses-2/func/sub-9056_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9056_ses-2_scans.tsv - Location: ds000201/sub-9056/ses-2/sub-9056_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9056/ses-2/func/sub-9056_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9057/ses-1/anat/sub-9057_ses-1_T1w.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9057/ses-1/anat/sub-9057_ses-1_T2w.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_phase1.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_phase2.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_real1.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9057/ses-1/fmap/sub-9057_ses-1_real2.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9057/ses-1/func/sub-9057_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9057/ses-1/func/sub-9057_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9057/ses-1/func/sub-9057_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9057/ses-1/func/sub-9057_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9057_ses-1_scans.tsv - Location: ds000201/sub-9057/ses-1/sub-9057_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9057/ses-1/func/sub-9057_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9057/ses-2/anat/sub-9057_ses-2_T1w.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9057/ses-2/dwi/sub-9057_ses-2_dwi.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_phase1.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_phase2.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_real1.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9057/ses-2/fmap/sub-9057_ses-2_real2.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9057/ses-2/func/sub-9057_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9057/ses-2/func/sub-9057_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9057/ses-2/func/sub-9057_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9057/ses-2/func/sub-9057_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9057_ses-2_scans.tsv - Location: ds000201/sub-9057/ses-2/sub-9057_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9057/ses-2/func/sub-9057_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9058/ses-1/anat/sub-9058_ses-1_T1w.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9058/ses-1/anat/sub-9058_ses-1_T2w.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_phase1.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_phase2.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_real1.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9058/ses-1/fmap/sub-9058_ses-1_real2.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9058/ses-1/func/sub-9058_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9058/ses-1/func/sub-9058_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9058/ses-1/func/sub-9058_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9058/ses-1/func/sub-9058_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9058_ses-1_scans.tsv - Location: ds000201/sub-9058/ses-1/sub-9058_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9058/ses-1/func/sub-9058_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9058/ses-2/anat/sub-9058_ses-2_T1w.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9058/ses-2/dwi/sub-9058_ses-2_dwi.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_phase1.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_phase2.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_real1.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9058/ses-2/fmap/sub-9058_ses-2_real2.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9058/ses-2/func/sub-9058_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9058/ses-2/func/sub-9058_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9058/ses-2/func/sub-9058_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9058/ses-2/func/sub-9058_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9058_ses-2_scans.tsv - Location: ds000201/sub-9058/ses-2/sub-9058_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9058/ses-2/func/sub-9058_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9059/ses-1/anat/sub-9059_ses-1_T1w.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9059/ses-1/anat/sub-9059_ses-1_T2w.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9059/ses-1/func/sub-9059_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9059/ses-1/func/sub-9059_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9059/ses-1/func/sub-9059_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9059/ses-1/func/sub-9059_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9059_ses-1_scans.tsv - Location: ds000201/sub-9059/ses-1/sub-9059_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9059/ses-1/func/sub-9059_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9059/ses-2/anat/sub-9059_ses-2_T1w.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_phase1.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_phase2.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_real1.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9059/ses-2/fmap/sub-9059_ses-2_real2.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9059/ses-2/func/sub-9059_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9059/ses-2/func/sub-9059_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9059/ses-2/func/sub-9059_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9059/ses-2/func/sub-9059_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9059_ses-2_scans.tsv - Location: ds000201/sub-9059/ses-2/sub-9059_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9059/ses-2/func/sub-9059_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9061/ses-1/anat/sub-9061_ses-1_T1w.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9061/ses-1/anat/sub-9061_ses-1_T2w.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_phase1.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_phase2.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_real1.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9061/ses-1/fmap/sub-9061_ses-1_real2.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9061/ses-1/func/sub-9061_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9061/ses-1/func/sub-9061_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9061/ses-1/func/sub-9061_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9061/ses-1/func/sub-9061_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9061_ses-1_scans.tsv - Location: ds000201/sub-9061/ses-1/sub-9061_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9061/ses-1/func/sub-9061_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9061/ses-2/anat/sub-9061_ses-2_T1w.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9061/ses-2/dwi/sub-9061_ses-2_dwi.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_phase1.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_phase2.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_real1.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9061/ses-2/fmap/sub-9061_ses-2_real2.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9061/ses-2/func/sub-9061_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9061/ses-2/func/sub-9061_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9061/ses-2/func/sub-9061_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9061/ses-2/func/sub-9061_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9061_ses-2_scans.tsv - Location: ds000201/sub-9061/ses-2/sub-9061_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9061/ses-2/func/sub-9061_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9062/ses-1/anat/sub-9062_ses-1_T1w.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9062/ses-1/anat/sub-9062_ses-1_T2w.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_phase1.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_phase2.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_real1.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9062/ses-1/fmap/sub-9062_ses-1_real2.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9062/ses-1/func/sub-9062_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9062/ses-1/func/sub-9062_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9062/ses-1/func/sub-9062_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9062/ses-1/func/sub-9062_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9062_ses-1_scans.tsv - Location: ds000201/sub-9062/ses-1/sub-9062_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9062/ses-1/func/sub-9062_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9062/ses-2/anat/sub-9062_ses-2_T1w.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9062/ses-2/dwi/sub-9062_ses-2_dwi.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_phase1.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_phase2.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_real1.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9062/ses-2/fmap/sub-9062_ses-2_real2.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9062/ses-2/func/sub-9062_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9062/ses-2/func/sub-9062_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9062/ses-2/func/sub-9062_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9062/ses-2/func/sub-9062_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9062_ses-2_scans.tsv - Location: ds000201/sub-9062/ses-2/sub-9062_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9062/ses-2/func/sub-9062_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9063/ses-1/anat/sub-9063_ses-1_T1w.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9063/ses-1/anat/sub-9063_ses-1_T2w.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_phase1.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_phase2.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_real1.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9063/ses-1/fmap/sub-9063_ses-1_real2.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9063/ses-1/func/sub-9063_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9063/ses-1/func/sub-9063_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9063/ses-1/func/sub-9063_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9063/ses-1/func/sub-9063_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9063_ses-1_scans.tsv - Location: ds000201/sub-9063/ses-1/sub-9063_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9063/ses-1/func/sub-9063_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9063/ses-2/anat/sub-9063_ses-2_T1w.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9063/ses-2/anat/sub-9063_ses-2_T2w.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_phase1.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_phase2.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_real1.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9063/ses-2/fmap/sub-9063_ses-2_real2.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9063/ses-2/func/sub-9063_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9063/ses-2/func/sub-9063_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9063/ses-2/func/sub-9063_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9063/ses-2/func/sub-9063_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9063_ses-2_scans.tsv - Location: ds000201/sub-9063/ses-2/sub-9063_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9063/ses-2/func/sub-9063_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9064/ses-1/anat/sub-9064_ses-1_T1w.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9064/ses-1/anat/sub-9064_ses-1_T2w.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_phase1.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_phase2.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_real1.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9064/ses-1/fmap/sub-9064_ses-1_real2.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9064/ses-1/func/sub-9064_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9064/ses-1/func/sub-9064_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9064/ses-1/func/sub-9064_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9064/ses-1/func/sub-9064_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9064_ses-1_scans.tsv - Location: ds000201/sub-9064/ses-1/sub-9064_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9064/ses-1/func/sub-9064_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9064/ses-2/anat/sub-9064_ses-2_T1w.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9064/ses-2/dwi/sub-9064_ses-2_dwi.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_phase1.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_phase2.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_real1.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9064/ses-2/fmap/sub-9064_ses-2_real2.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9064/ses-2/func/sub-9064_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9064/ses-2/func/sub-9064_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9064/ses-2/func/sub-9064_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9064/ses-2/func/sub-9064_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9064_ses-2_scans.tsv - Location: ds000201/sub-9064/ses-2/sub-9064_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9064/ses-2/func/sub-9064_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9065/ses-1/anat/sub-9065_ses-1_T1w.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9065/ses-1/anat/sub-9065_ses-1_T2w.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_phase1.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_phase2.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_real1.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9065/ses-1/fmap/sub-9065_ses-1_real2.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-rest_run-3_bold.nii.gz - - Type: Error - File: sub-9065_ses-1_scans.tsv - Location: ds000201/sub-9065/ses-1/sub-9065_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 17 - Evidence: Filename: /sub-9065/ses-1/func/sub-9065_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9065/ses-2/anat/sub-9065_ses-2_T1w.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9065/ses-2/dwi/sub-9065_ses-2_dwi.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9065/ses-2/func/sub-9065_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9065/ses-2/func/sub-9065_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9065/ses-2/func/sub-9065_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9065/ses-2/func/sub-9065_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9065_ses-2_scans.tsv - Location: ds000201/sub-9065/ses-2/sub-9065_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9065/ses-2/func/sub-9065_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9066/ses-1/anat/sub-9066_ses-1_T1w.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9066/ses-1/dwi/sub-9066_ses-1_dwi.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_phase1.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_phase2.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_real1.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9066/ses-1/fmap/sub-9066_ses-1_real2.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9066/ses-1/func/sub-9066_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9066/ses-1/func/sub-9066_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9066/ses-1/func/sub-9066_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9066/ses-1/func/sub-9066_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9066_ses-1_scans.tsv - Location: ds000201/sub-9066/ses-1/sub-9066_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9066/ses-1/func/sub-9066_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9067/ses-1/anat/sub-9067_ses-1_T1w.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9067/ses-1/anat/sub-9067_ses-1_T2w.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_phase1.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_phase2.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_real1.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9067/ses-1/fmap/sub-9067_ses-1_real2.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9067/ses-1/func/sub-9067_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9067/ses-1/func/sub-9067_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9067/ses-1/func/sub-9067_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9067/ses-1/func/sub-9067_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9067_ses-1_scans.tsv - Location: ds000201/sub-9067/ses-1/sub-9067_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9067/ses-1/func/sub-9067_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9067/ses-2/anat/sub-9067_ses-2_T1w.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9067/ses-2/dwi/sub-9067_ses-2_dwi.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_phase1.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_phase2.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_real1.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9067/ses-2/fmap/sub-9067_ses-2_real2.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9067/ses-2/func/sub-9067_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9067/ses-2/func/sub-9067_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9067/ses-2/func/sub-9067_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9067/ses-2/func/sub-9067_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9067_ses-2_scans.tsv - Location: ds000201/sub-9067/ses-2/sub-9067_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9067/ses-2/func/sub-9067_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9068/ses-1/anat/sub-9068_ses-1_T1w.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9068/ses-1/anat/sub-9068_ses-1_T2w.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_phase1.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_phase2.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_real1.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9068/ses-1/fmap/sub-9068_ses-1_real2.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9068/ses-1/func/sub-9068_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9068/ses-1/func/sub-9068_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9068/ses-1/func/sub-9068_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9068/ses-1/func/sub-9068_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9068_ses-1_scans.tsv - Location: ds000201/sub-9068/ses-1/sub-9068_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9068/ses-1/func/sub-9068_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9068/ses-2/anat/sub-9068_ses-2_T1w.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9068/ses-2/dwi/sub-9068_ses-2_dwi.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_phase1.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_phase2.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_real1.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9068/ses-2/fmap/sub-9068_ses-2_real2.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9068/ses-2/func/sub-9068_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9068/ses-2/func/sub-9068_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9068/ses-2/func/sub-9068_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9068/ses-2/func/sub-9068_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9068_ses-2_scans.tsv - Location: ds000201/sub-9068/ses-2/sub-9068_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9068/ses-2/func/sub-9068_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9069/ses-1/anat/sub-9069_ses-1_T1w.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9069/ses-1/anat/sub-9069_ses-1_T2w.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_phase1.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_phase2.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_real1.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9069/ses-1/fmap/sub-9069_ses-1_real2.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9069/ses-1/func/sub-9069_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9069/ses-1/func/sub-9069_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9069/ses-1/func/sub-9069_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9069/ses-1/func/sub-9069_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9069_ses-1_scans.tsv - Location: ds000201/sub-9069/ses-1/sub-9069_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9069/ses-1/func/sub-9069_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9069/ses-2/anat/sub-9069_ses-2_T1w.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9069/ses-2/dwi/sub-9069_ses-2_dwi.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_phase1.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_phase2.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_real1.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9069/ses-2/fmap/sub-9069_ses-2_real2.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9069/ses-2/func/sub-9069_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9069/ses-2/func/sub-9069_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9069/ses-2/func/sub-9069_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9069/ses-2/func/sub-9069_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9069_ses-2_scans.tsv - Location: ds000201/sub-9069/ses-2/sub-9069_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9069/ses-2/func/sub-9069_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9070/ses-1/anat/sub-9070_ses-1_T1w.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9070/ses-1/anat/sub-9070_ses-1_T2w.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9070/ses-1/fmap/sub-9070_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9070/ses-1/fmap/sub-9070_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9070/ses-1/fmap/sub-9070_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9070/ses-1/fmap/sub-9070_ses-1_phase1.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9070/ses-1/fmap/sub-9070_ses-1_real1.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9070/ses-1/func/sub-9070_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9070/ses-1/func/sub-9070_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9070/ses-1/func/sub-9070_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9070/ses-1/func/sub-9070_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9070_ses-1_scans.tsv - Location: ds000201/sub-9070/ses-1/sub-9070_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9070/ses-1/func/sub-9070_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9070/ses-2/anat/sub-9070_ses-2_T1w.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9070/ses-2/dwi/sub-9070_ses-2_dwi.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_phase1.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_phase2.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_real1.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9070/ses-2/fmap/sub-9070_ses-2_real2.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9070/ses-2/func/sub-9070_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9070/ses-2/func/sub-9070_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9070/ses-2/func/sub-9070_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9070/ses-2/func/sub-9070_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9070_ses-2_scans.tsv - Location: ds000201/sub-9070/ses-2/sub-9070_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9070/ses-2/func/sub-9070_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9071/ses-1/anat/sub-9071_ses-1_T1w.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9071/ses-1/anat/sub-9071_ses-1_T2w.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_phase1.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_phase2.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_real1.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9071/ses-1/fmap/sub-9071_ses-1_real2.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9071/ses-1/func/sub-9071_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9071/ses-1/func/sub-9071_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9071/ses-1/func/sub-9071_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9071/ses-1/func/sub-9071_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9071_ses-1_scans.tsv - Location: ds000201/sub-9071/ses-1/sub-9071_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9071/ses-1/func/sub-9071_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9071/ses-2/anat/sub-9071_ses-2_T1w.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9071/ses-2/dwi/sub-9071_ses-2_dwi.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_phase1.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_phase2.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_real1.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9071/ses-2/fmap/sub-9071_ses-2_real2.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9071/ses-2/func/sub-9071_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9071/ses-2/func/sub-9071_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9071/ses-2/func/sub-9071_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9071/ses-2/func/sub-9071_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9071_ses-2_scans.tsv - Location: ds000201/sub-9071/ses-2/sub-9071_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9071/ses-2/func/sub-9071_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9072/ses-1/anat/sub-9072_ses-1_T1w.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9072/ses-1/anat/sub-9072_ses-1_T2w.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_phase1.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_phase2.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_real1.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9072/ses-1/fmap/sub-9072_ses-1_real2.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9072/ses-1/func/sub-9072_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9072/ses-1/func/sub-9072_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9072/ses-1/func/sub-9072_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9072/ses-1/func/sub-9072_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9072_ses-1_scans.tsv - Location: ds000201/sub-9072/ses-1/sub-9072_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9072/ses-1/func/sub-9072_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9072/ses-2/anat/sub-9072_ses-2_T1w.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9072/ses-2/dwi/sub-9072_ses-2_dwi.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_phase1.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_phase2.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_real1.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9072/ses-2/fmap/sub-9072_ses-2_real2.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9072/ses-2/func/sub-9072_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9072/ses-2/func/sub-9072_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9072/ses-2/func/sub-9072_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9072/ses-2/func/sub-9072_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9072_ses-2_scans.tsv - Location: ds000201/sub-9072/ses-2/sub-9072_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9072/ses-2/func/sub-9072_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9073/ses-1/anat/sub-9073_ses-1_T1w.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9073/ses-1/anat/sub-9073_ses-1_T2w.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_phase1.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_phase2.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_real1.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9073/ses-1/fmap/sub-9073_ses-1_real2.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9073/ses-1/func/sub-9073_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9073/ses-1/func/sub-9073_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9073/ses-1/func/sub-9073_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9073/ses-1/func/sub-9073_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9073_ses-1_scans.tsv - Location: ds000201/sub-9073/ses-1/sub-9073_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9073/ses-1/func/sub-9073_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9073/ses-2/anat/sub-9073_ses-2_T1w.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9073/ses-2/dwi/sub-9073_ses-2_dwi.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_phase1.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_phase2.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_real1.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9073/ses-2/fmap/sub-9073_ses-2_real2.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9073/ses-2/func/sub-9073_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9073/ses-2/func/sub-9073_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9073/ses-2/func/sub-9073_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9073/ses-2/func/sub-9073_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9073_ses-2_scans.tsv - Location: ds000201/sub-9073/ses-2/sub-9073_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9073/ses-2/func/sub-9073_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9074/ses-1/anat/sub-9074_ses-1_T1w.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9074/ses-1/anat/sub-9074_ses-1_T2w.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9074/ses-1/func/sub-9074_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9074/ses-1/func/sub-9074_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9074/ses-1/func/sub-9074_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9074/ses-1/func/sub-9074_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9074_ses-1_scans.tsv - Location: ds000201/sub-9074/ses-1/sub-9074_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9074/ses-1/func/sub-9074_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9074/ses-2/anat/sub-9074_ses-2_T1w.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9074/ses-2/anat/sub-9074_ses-2_T2w.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_phase1.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_phase2.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_real1.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9074/ses-2/fmap/sub-9074_ses-2_real2.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9074/ses-2/func/sub-9074_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9074/ses-2/func/sub-9074_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9074/ses-2/func/sub-9074_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9074/ses-2/func/sub-9074_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9074_ses-2_scans.tsv - Location: ds000201/sub-9074/ses-2/sub-9074_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9074/ses-2/func/sub-9074_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9075/ses-1/anat/sub-9075_ses-1_T1w.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9075/ses-1/anat/sub-9075_ses-1_T2w.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_phase1.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_phase2.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_real1.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9075/ses-1/fmap/sub-9075_ses-1_real2.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9075/ses-1/func/sub-9075_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9075/ses-1/func/sub-9075_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9075/ses-1/func/sub-9075_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9075/ses-1/func/sub-9075_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9075_ses-1_scans.tsv - Location: ds000201/sub-9075/ses-1/sub-9075_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9075/ses-1/func/sub-9075_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9075/ses-2/anat/sub-9075_ses-2_T1w.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9075/ses-2/dwi/sub-9075_ses-2_dwi.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_phase1.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_phase2.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_real1.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9075/ses-2/fmap/sub-9075_ses-2_real2.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9075/ses-2/func/sub-9075_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9075/ses-2/func/sub-9075_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9075/ses-2/func/sub-9075_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9075/ses-2/func/sub-9075_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9075_ses-2_scans.tsv - Location: ds000201/sub-9075/ses-2/sub-9075_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9075/ses-2/func/sub-9075_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9076/ses-1/anat/sub-9076_ses-1_T1w.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9076/ses-1/anat/sub-9076_ses-1_T2w.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_phase1.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_phase2.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_real1.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9076/ses-1/fmap/sub-9076_ses-1_real2.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9076/ses-1/func/sub-9076_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9076/ses-1/func/sub-9076_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9076/ses-1/func/sub-9076_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9076/ses-1/func/sub-9076_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9076_ses-1_scans.tsv - Location: ds000201/sub-9076/ses-1/sub-9076_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9076/ses-1/func/sub-9076_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9076/ses-2/anat/sub-9076_ses-2_T1w.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9076/ses-2/dwi/sub-9076_ses-2_dwi.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_phase1.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_phase2.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_real1.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9076/ses-2/fmap/sub-9076_ses-2_real2.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9076/ses-2/func/sub-9076_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9076/ses-2/func/sub-9076_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9076/ses-2/func/sub-9076_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9076/ses-2/func/sub-9076_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9076_ses-2_scans.tsv - Location: ds000201/sub-9076/ses-2/sub-9076_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9076/ses-2/func/sub-9076_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9077/ses-1/anat/sub-9077_ses-1_T1w.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9077/ses-1/anat/sub-9077_ses-1_T2w.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_phase1.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_phase2.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_real1.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9077/ses-1/fmap/sub-9077_ses-1_real2.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9077/ses-1/func/sub-9077_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9077/ses-1/func/sub-9077_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9077/ses-1/func/sub-9077_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9077/ses-1/func/sub-9077_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9077_ses-1_scans.tsv - Location: ds000201/sub-9077/ses-1/sub-9077_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9077/ses-1/func/sub-9077_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9077/ses-2/anat/sub-9077_ses-2_T1w.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9077/ses-2/dwi/sub-9077_ses-2_dwi.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_phase1.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_phase2.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_real1.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9077/ses-2/fmap/sub-9077_ses-2_real2.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9077/ses-2/func/sub-9077_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9077/ses-2/func/sub-9077_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9077/ses-2/func/sub-9077_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9077/ses-2/func/sub-9077_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9077_ses-2_scans.tsv - Location: ds000201/sub-9077/ses-2/sub-9077_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9077/ses-2/func/sub-9077_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9078_ses-1_scans.tsv - Location: ds000201/sub-9078/ses-1/sub-9078_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9078/ses-1/anat/sub-9078_ses-1_T1w.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9079/ses-1/anat/sub-9079_ses-1_T1w.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9079/ses-1/anat/sub-9079_ses-1_T2w.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_phase1.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_phase2.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_real1.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9079/ses-1/fmap/sub-9079_ses-1_real2.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9079/ses-1/func/sub-9079_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9079/ses-1/func/sub-9079_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9079/ses-1/func/sub-9079_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9079/ses-1/func/sub-9079_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9079_ses-1_scans.tsv - Location: ds000201/sub-9079/ses-1/sub-9079_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9079/ses-1/func/sub-9079_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9079/ses-2/anat/sub-9079_ses-2_T1w.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9079/ses-2/dwi/sub-9079_ses-2_dwi.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_phase1.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_phase2.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_real1.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9079/ses-2/fmap/sub-9079_ses-2_real2.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9079/ses-2/func/sub-9079_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9079/ses-2/func/sub-9079_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9079/ses-2/func/sub-9079_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9079/ses-2/func/sub-9079_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9079_ses-2_scans.tsv - Location: ds000201/sub-9079/ses-2/sub-9079_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9079/ses-2/func/sub-9079_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9080/ses-1/anat/sub-9080_ses-1_T1w.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9080/ses-1/anat/sub-9080_ses-1_T2w.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_phase1.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_phase2.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_real1.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9080/ses-1/fmap/sub-9080_ses-1_real2.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9080/ses-1/func/sub-9080_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9080/ses-1/func/sub-9080_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9080/ses-1/func/sub-9080_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9080/ses-1/func/sub-9080_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9080_ses-1_scans.tsv - Location: ds000201/sub-9080/ses-1/sub-9080_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9080/ses-1/func/sub-9080_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9080/ses-2/anat/sub-9080_ses-2_T1w.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9080/ses-2/dwi/sub-9080_ses-2_dwi.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_phase1.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_phase2.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_real1.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9080/ses-2/fmap/sub-9080_ses-2_real2.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9080/ses-2/func/sub-9080_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9080/ses-2/func/sub-9080_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9080/ses-2/func/sub-9080_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9080/ses-2/func/sub-9080_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9080_ses-2_scans.tsv - Location: ds000201/sub-9080/ses-2/sub-9080_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9080/ses-2/func/sub-9080_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9081/ses-1/anat/sub-9081_ses-1_T1w.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9081/ses-1/anat/sub-9081_ses-1_T2w.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_phase1.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_phase2.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_real1.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9081/ses-1/fmap/sub-9081_ses-1_real2.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9081/ses-1/func/sub-9081_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9081/ses-1/func/sub-9081_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9081/ses-1/func/sub-9081_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9081/ses-1/func/sub-9081_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9081_ses-1_scans.tsv - Location: ds000201/sub-9081/ses-1/sub-9081_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9081/ses-1/func/sub-9081_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9081/ses-2/anat/sub-9081_ses-2_T1w.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9081/ses-2/dwi/sub-9081_ses-2_dwi.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_phase1.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_phase2.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_real1.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9081/ses-2/fmap/sub-9081_ses-2_real2.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9081/ses-2/func/sub-9081_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9081/ses-2/func/sub-9081_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9081/ses-2/func/sub-9081_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9081/ses-2/func/sub-9081_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9081_ses-2_scans.tsv - Location: ds000201/sub-9081/ses-2/sub-9081_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9081/ses-2/func/sub-9081_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9082/ses-1/anat/sub-9082_ses-1_T1w.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9082/ses-1/anat/sub-9082_ses-1_T2w.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_phase1.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_phase2.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_real1.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9082/ses-1/fmap/sub-9082_ses-1_real2.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9082/ses-1/func/sub-9082_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9082/ses-1/func/sub-9082_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9082/ses-1/func/sub-9082_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9082/ses-1/func/sub-9082_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9082_ses-1_scans.tsv - Location: ds000201/sub-9082/ses-1/sub-9082_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9082/ses-1/func/sub-9082_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9082/ses-2/anat/sub-9082_ses-2_T1w.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9082/ses-2/dwi/sub-9082_ses-2_dwi.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_phase1.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_phase2.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_real1.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9082/ses-2/fmap/sub-9082_ses-2_real2.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9082/ses-2/func/sub-9082_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9082/ses-2/func/sub-9082_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9082/ses-2/func/sub-9082_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9082/ses-2/func/sub-9082_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9082_ses-2_scans.tsv - Location: ds000201/sub-9082/ses-2/sub-9082_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9082/ses-2/func/sub-9082_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9083/ses-1/anat/sub-9083_ses-1_T1w.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9083/ses-1/anat/sub-9083_ses-1_T2w.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_phase1.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_phase2.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_real1.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9083/ses-1/fmap/sub-9083_ses-1_real2.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9083/ses-1/func/sub-9083_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9083/ses-1/func/sub-9083_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9083/ses-1/func/sub-9083_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9083/ses-1/func/sub-9083_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9083_ses-1_scans.tsv - Location: ds000201/sub-9083/ses-1/sub-9083_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9083/ses-1/func/sub-9083_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9083/ses-2/anat/sub-9083_ses-2_T1w.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9083/ses-2/dwi/sub-9083_ses-2_dwi.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_phase1.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_phase2.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_real1.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9083/ses-2/fmap/sub-9083_ses-2_real2.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9083/ses-2/func/sub-9083_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9083/ses-2/func/sub-9083_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9083/ses-2/func/sub-9083_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9083/ses-2/func/sub-9083_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9083_ses-2_scans.tsv - Location: ds000201/sub-9083/ses-2/sub-9083_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9083/ses-2/func/sub-9083_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9084/ses-1/anat/sub-9084_ses-1_T1w.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9084/ses-1/anat/sub-9084_ses-1_T2w.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_phase1.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_phase2.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_real1.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9084/ses-1/fmap/sub-9084_ses-1_real2.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9084/ses-1/func/sub-9084_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9084/ses-1/func/sub-9084_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9084/ses-1/func/sub-9084_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9084/ses-1/func/sub-9084_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9084_ses-1_scans.tsv - Location: ds000201/sub-9084/ses-1/sub-9084_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9084/ses-1/func/sub-9084_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9084/ses-2/anat/sub-9084_ses-2_T1w.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9084/ses-2/dwi/sub-9084_ses-2_dwi.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_phase1.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_phase2.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_real1.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9084/ses-2/fmap/sub-9084_ses-2_real2.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9084/ses-2/func/sub-9084_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9084/ses-2/func/sub-9084_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9084/ses-2/func/sub-9084_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9084/ses-2/func/sub-9084_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9084_ses-2_scans.tsv - Location: ds000201/sub-9084/ses-2/sub-9084_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9084/ses-2/func/sub-9084_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9085/ses-1/anat/sub-9085_ses-1_T1w.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9085/ses-1/anat/sub-9085_ses-1_T2w.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_phase1.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_phase2.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_real1.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9085/ses-1/fmap/sub-9085_ses-1_real2.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9085/ses-1/func/sub-9085_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9085/ses-1/func/sub-9085_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9085/ses-1/func/sub-9085_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9085/ses-1/func/sub-9085_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9085_ses-1_scans.tsv - Location: ds000201/sub-9085/ses-1/sub-9085_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9085/ses-1/func/sub-9085_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9085/ses-2/anat/sub-9085_ses-2_T1w.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9085/ses-2/dwi/sub-9085_ses-2_dwi.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_phase1.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_phase2.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_real1.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9085/ses-2/fmap/sub-9085_ses-2_real2.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9085/ses-2/func/sub-9085_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9085/ses-2/func/sub-9085_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9085/ses-2/func/sub-9085_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9085/ses-2/func/sub-9085_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9085_ses-2_scans.tsv - Location: ds000201/sub-9085/ses-2/sub-9085_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9085/ses-2/func/sub-9085_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9086/ses-1/anat/sub-9086_ses-1_T1w.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9086/ses-1/anat/sub-9086_ses-1_T2w.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_phase1.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_phase2.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_real1.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9086/ses-1/fmap/sub-9086_ses-1_real2.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9086/ses-1/func/sub-9086_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9086/ses-1/func/sub-9086_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9086/ses-1/func/sub-9086_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9086/ses-1/func/sub-9086_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9086_ses-1_scans.tsv - Location: ds000201/sub-9086/ses-1/sub-9086_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9086/ses-1/func/sub-9086_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9086/ses-2/anat/sub-9086_ses-2_T1w.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9086/ses-2/dwi/sub-9086_ses-2_dwi.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_phase1.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_phase2.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_real1.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9086/ses-2/fmap/sub-9086_ses-2_real2.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9086/ses-2/func/sub-9086_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9086/ses-2/func/sub-9086_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9086/ses-2/func/sub-9086_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9086/ses-2/func/sub-9086_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9086_ses-2_scans.tsv - Location: ds000201/sub-9086/ses-2/sub-9086_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9086/ses-2/func/sub-9086_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9087/ses-1/anat/sub-9087_ses-1_T1w.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9087/ses-1/anat/sub-9087_ses-1_T2w.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_phase1.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_phase2.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_real1.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9087/ses-1/fmap/sub-9087_ses-1_real2.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9087/ses-1/func/sub-9087_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9087/ses-1/func/sub-9087_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9087/ses-1/func/sub-9087_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9087/ses-1/func/sub-9087_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9087_ses-1_scans.tsv - Location: ds000201/sub-9087/ses-1/sub-9087_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9087/ses-1/func/sub-9087_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9087/ses-2/anat/sub-9087_ses-2_T1w.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9087/ses-2/dwi/sub-9087_ses-2_dwi.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_phase1.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_phase2.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_real1.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9087/ses-2/fmap/sub-9087_ses-2_real2.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9087/ses-2/func/sub-9087_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9087/ses-2/func/sub-9087_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9087/ses-2/func/sub-9087_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9087/ses-2/func/sub-9087_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9087_ses-2_scans.tsv - Location: ds000201/sub-9087/ses-2/sub-9087_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9087/ses-2/func/sub-9087_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9088/ses-1/anat/sub-9088_ses-1_T1w.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9088/ses-1/anat/sub-9088_ses-1_T2w.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_phase1.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_phase2.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_real1.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9088/ses-1/fmap/sub-9088_ses-1_real2.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9088/ses-1/func/sub-9088_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9088/ses-1/func/sub-9088_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9088/ses-1/func/sub-9088_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9088/ses-1/func/sub-9088_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9088_ses-1_scans.tsv - Location: ds000201/sub-9088/ses-1/sub-9088_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9088/ses-1/func/sub-9088_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9088/ses-2/anat/sub-9088_ses-2_T1w.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9088/ses-2/dwi/sub-9088_ses-2_dwi.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_phase1.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_phase2.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_real1.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9088/ses-2/fmap/sub-9088_ses-2_real2.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9088/ses-2/func/sub-9088_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9088/ses-2/func/sub-9088_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9088/ses-2/func/sub-9088_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9088/ses-2/func/sub-9088_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9088_ses-2_scans.tsv - Location: ds000201/sub-9088/ses-2/sub-9088_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9088/ses-2/func/sub-9088_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9089/ses-1/anat/sub-9089_ses-1_T1w.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9089/ses-1/anat/sub-9089_ses-1_T2w.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_phase1.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_phase2.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_real1.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9089/ses-1/fmap/sub-9089_ses-1_real2.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9089/ses-1/func/sub-9089_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9089/ses-1/func/sub-9089_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9089/ses-1/func/sub-9089_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9089/ses-1/func/sub-9089_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9089_ses-1_scans.tsv - Location: ds000201/sub-9089/ses-1/sub-9089_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9089/ses-1/func/sub-9089_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9089/ses-2/anat/sub-9089_ses-2_T1w.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9089/ses-2/dwi/sub-9089_ses-2_dwi.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_phase1.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_phase2.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_real1.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9089/ses-2/fmap/sub-9089_ses-2_real2.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9089/ses-2/func/sub-9089_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9089/ses-2/func/sub-9089_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9089/ses-2/func/sub-9089_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9089/ses-2/func/sub-9089_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9089_ses-2_scans.tsv - Location: ds000201/sub-9089/ses-2/sub-9089_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9089/ses-2/func/sub-9089_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9090/ses-1/anat/sub-9090_ses-1_T1w.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9090/ses-1/anat/sub-9090_ses-1_T2w.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_phase1.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_phase2.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_real1.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9090/ses-1/fmap/sub-9090_ses-1_real2.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9090/ses-1/func/sub-9090_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9090/ses-1/func/sub-9090_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9090/ses-1/func/sub-9090_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9090/ses-1/func/sub-9090_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9090_ses-1_scans.tsv - Location: ds000201/sub-9090/ses-1/sub-9090_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9090/ses-1/func/sub-9090_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9090/ses-2/anat/sub-9090_ses-2_T1w.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9090/ses-2/dwi/sub-9090_ses-2_dwi.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_phase1.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_phase2.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_real1.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9090/ses-2/fmap/sub-9090_ses-2_real2.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9090/ses-2/func/sub-9090_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9090/ses-2/func/sub-9090_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9090/ses-2/func/sub-9090_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9090/ses-2/func/sub-9090_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9090_ses-2_scans.tsv - Location: ds000201/sub-9090/ses-2/sub-9090_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9090/ses-2/func/sub-9090_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9091/ses-1/anat/sub-9091_ses-1_T1w.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9091/ses-1/anat/sub-9091_ses-1_T2w.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_phase1.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_phase2.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_real1.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9091/ses-1/fmap/sub-9091_ses-1_real2.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9091/ses-1/func/sub-9091_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9091/ses-1/func/sub-9091_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9091/ses-1/func/sub-9091_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9091/ses-1/func/sub-9091_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9091_ses-1_scans.tsv - Location: ds000201/sub-9091/ses-1/sub-9091_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9091/ses-1/func/sub-9091_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9091/ses-2/anat/sub-9091_ses-2_T1w.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9091/ses-2/dwi/sub-9091_ses-2_dwi.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_phase1.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_phase2.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_real1.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9091/ses-2/fmap/sub-9091_ses-2_real2.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9091/ses-2/func/sub-9091_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9091/ses-2/func/sub-9091_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9091/ses-2/func/sub-9091_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9091/ses-2/func/sub-9091_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9091_ses-2_scans.tsv - Location: ds000201/sub-9091/ses-2/sub-9091_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9091/ses-2/func/sub-9091_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9092/ses-1/anat/sub-9092_ses-1_T1w.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9092/ses-1/anat/sub-9092_ses-1_T2w.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_phase1.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_phase2.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_real1.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9092/ses-1/fmap/sub-9092_ses-1_real2.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9092/ses-1/func/sub-9092_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9092/ses-1/func/sub-9092_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9092/ses-1/func/sub-9092_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9092/ses-1/func/sub-9092_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9092_ses-1_scans.tsv - Location: ds000201/sub-9092/ses-1/sub-9092_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9092/ses-1/func/sub-9092_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9092/ses-2/anat/sub-9092_ses-2_T1w.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9092/ses-2/dwi/sub-9092_ses-2_dwi.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_phase1.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_phase2.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_real1.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9092/ses-2/fmap/sub-9092_ses-2_real2.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9092/ses-2/func/sub-9092_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9092/ses-2/func/sub-9092_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9092/ses-2/func/sub-9092_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9092/ses-2/func/sub-9092_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9092_ses-2_scans.tsv - Location: ds000201/sub-9092/ses-2/sub-9092_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9092/ses-2/func/sub-9092_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9093/ses-1/anat/sub-9093_ses-1_T1w.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9093/ses-1/anat/sub-9093_ses-1_T2w.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_phase1.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_phase2.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_real1.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9093/ses-1/fmap/sub-9093_ses-1_real2.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9093/ses-1/func/sub-9093_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9093/ses-1/func/sub-9093_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9093/ses-1/func/sub-9093_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9093/ses-1/func/sub-9093_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9093_ses-1_scans.tsv - Location: ds000201/sub-9093/ses-1/sub-9093_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9093/ses-1/func/sub-9093_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9093/ses-2/anat/sub-9093_ses-2_T1w.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9093/ses-2/dwi/sub-9093_ses-2_dwi.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_phase1.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_phase2.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_real1.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9093/ses-2/fmap/sub-9093_ses-2_real2.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9093/ses-2/func/sub-9093_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9093/ses-2/func/sub-9093_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9093/ses-2/func/sub-9093_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9093/ses-2/func/sub-9093_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9093_ses-2_scans.tsv - Location: ds000201/sub-9093/ses-2/sub-9093_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9093/ses-2/func/sub-9093_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9094/ses-1/anat/sub-9094_ses-1_T1w.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9094/ses-1/anat/sub-9094_ses-1_T2w.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_phase1.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_phase2.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_real1.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9094/ses-1/fmap/sub-9094_ses-1_real2.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9094/ses-1/func/sub-9094_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9094/ses-1/func/sub-9094_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9094/ses-1/func/sub-9094_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9094/ses-1/func/sub-9094_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9094_ses-1_scans.tsv - Location: ds000201/sub-9094/ses-1/sub-9094_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9094/ses-1/func/sub-9094_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9094/ses-2/anat/sub-9094_ses-2_T1w.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9094/ses-2/dwi/sub-9094_ses-2_dwi.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_phase1.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_phase2.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_real1.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9094/ses-2/fmap/sub-9094_ses-2_real2.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9094/ses-2/func/sub-9094_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9094/ses-2/func/sub-9094_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9094/ses-2/func/sub-9094_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9094/ses-2/func/sub-9094_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9094_ses-2_scans.tsv - Location: ds000201/sub-9094/ses-2/sub-9094_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9094/ses-2/func/sub-9094_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9095/ses-1/anat/sub-9095_ses-1_T1w.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9095/ses-1/anat/sub-9095_ses-1_T2w.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_phase1.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_phase2.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_real1.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9095/ses-1/fmap/sub-9095_ses-1_real2.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9095/ses-1/func/sub-9095_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9095/ses-1/func/sub-9095_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9095/ses-1/func/sub-9095_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9095/ses-1/func/sub-9095_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9095_ses-1_scans.tsv - Location: ds000201/sub-9095/ses-1/sub-9095_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9095/ses-1/func/sub-9095_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9096/ses-1/anat/sub-9096_ses-1_T1w.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9096/ses-1/anat/sub-9096_ses-1_T2w.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9096/ses-1/func/sub-9096_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9096/ses-1/func/sub-9096_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9096/ses-1/func/sub-9096_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9096/ses-1/func/sub-9096_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9096_ses-1_scans.tsv - Location: ds000201/sub-9096/ses-1/sub-9096_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9096/ses-1/func/sub-9096_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9096/ses-2/anat/sub-9096_ses-2_T1w.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9096/ses-2/dwi/sub-9096_ses-2_dwi.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_phase1.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_phase2.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_real1.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9096/ses-2/fmap/sub-9096_ses-2_real2.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9096/ses-2/func/sub-9096_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9096/ses-2/func/sub-9096_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9096/ses-2/func/sub-9096_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9096/ses-2/func/sub-9096_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9096_ses-2_scans.tsv - Location: ds000201/sub-9096/ses-2/sub-9096_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9096/ses-2/func/sub-9096_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9098/ses-1/anat/sub-9098_ses-1_T1w.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9098/ses-1/anat/sub-9098_ses-1_T2w.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_fieldmap.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_imaginary1.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_imaginary2.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_magnitude1.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_magnitude2.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_phase1.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_phase2.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_real1.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9098/ses-1/fmap/sub-9098_ses-1_real2.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9098/ses-1/func/sub-9098_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9098/ses-1/func/sub-9098_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9098/ses-1/func/sub-9098_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9098/ses-1/func/sub-9098_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9098_ses-1_scans.tsv - Location: ds000201/sub-9098/ses-1/sub-9098_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9098/ses-1/func/sub-9098_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9098/ses-2/anat/sub-9098_ses-2_T1w.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9098/ses-2/dwi/sub-9098_ses-2_dwi.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_phase1.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_phase2.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_real1.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9098/ses-2/fmap/sub-9098_ses-2_real2.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9098/ses-2/func/sub-9098_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9098/ses-2/func/sub-9098_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9098/ses-2/func/sub-9098_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9098/ses-2/func/sub-9098_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9098_ses-2_scans.tsv - Location: ds000201/sub-9098/ses-2/sub-9098_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9098/ses-2/func/sub-9098_ses-2_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9100/ses-1/anat/sub-9100_ses-1_T1w.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9100/ses-1/anat/sub-9100_ses-1_T2w.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9100/ses-1/func/sub-9100_ses-1_task-arrows_bold.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9100/ses-1/func/sub-9100_ses-1_task-faces_bold.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9100/ses-1/func/sub-9100_ses-1_task-hands_bold.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9100/ses-1/func/sub-9100_ses-1_task-rest_bold.nii.gz - - Type: Error - File: sub-9100_ses-1_scans.tsv - Location: ds000201/sub-9100/ses-1/sub-9100_ses-1_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9100/ses-1/func/sub-9100_ses-1_task-sleepiness_bold.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 1 - Evidence: Filename: /sub-9100/ses-2/anat/sub-9100_ses-2_T1w.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 2 - Evidence: Filename: /sub-9100/ses-2/dwi/sub-9100_ses-2_dwi.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 3 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_fieldmap.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 4 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_imaginary1.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 5 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_imaginary2.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 6 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_magnitude1.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 7 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_magnitude2.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 8 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_phase1.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 9 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_phase2.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 10 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_real1.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 11 - Evidence: Filename: /sub-9100/ses-2/fmap/sub-9100_ses-2_real2.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 12 - Evidence: Filename: /sub-9100/ses-2/func/sub-9100_ses-2_task-arrows_bold.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 13 - Evidence: Filename: /sub-9100/ses-2/func/sub-9100_ses-2_task-faces_bold.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 14 - Evidence: Filename: /sub-9100/ses-2/func/sub-9100_ses-2_task-hands_bold.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 15 - Evidence: Filename: /sub-9100/ses-2/func/sub-9100_ses-2_task-rest_bold.nii.gz - - Type: Error - File: sub-9100_ses-2_scans.tsv - Location: ds000201/sub-9100/ses-2/sub-9100_ses-2_scans.tsv - Reason: The filename in scans.tsv file does not match what is present in the BIDS dataset. - Line: 16 - Evidence: Filename: /sub-9100/ses-2/func/sub-9100_ses-2_task-sleepiness_bold.nii.gz - - -====================================================== - - -File Path: Not all subjects contain the same files. Each subject should contain the same number of files with the same naming unless some files are known to be missing. - - Type: Warning - File: sub-9001_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9001/ses-1/beh/sub-9001_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9001_ses-1_dwi.bval - Location: /sub-9001/ses-1/dwi/sub-9001_ses-1_dwi.bval - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_dwi.bval - - Type: Warning - File: sub-9001_ses-1_dwi.bvec - Location: /sub-9001/ses-1/dwi/sub-9001_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_dwi.bvec - - Type: Warning - File: sub-9001_ses-1_dwi.json - Location: /sub-9001/ses-1/dwi/sub-9001_ses-1_dwi.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_dwi.json - - Type: Warning - File: sub-9001_ses-1_run-1_magnitude1.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9001_ses-1_run-1_magnitude2.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9001_ses-1_run-1_phase1.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9001_ses-1_run-1_phase2.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9001_ses-1_run-2_magnitude1.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9001_ses-1_run-2_magnitude2.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9001_ses-1_run-2_phase1.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9001_ses-1_run-2_phase2.json - Location: /sub-9001/ses-1/fmap/sub-9001_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9001_ses-1_task-faces_physio.json - Location: /sub-9001/ses-1/func/sub-9001_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9001_ses-2_T2w.json - Location: /sub-9001/ses-2/anat/sub-9001_ses-2_T2w.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-2_T2w.json - - Type: Warning - File: sub-9001_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9001/ses-2/beh/sub-9001_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9001_ses-2_task-faces_physio.json - Location: /sub-9001/ses-2/func/sub-9001_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9001_ses-2_task-faces_run-1_bold.json - Location: /sub-9001/ses-2/func/sub-9001_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9001_ses-2_task-faces_run-2_bold.json - Location: /sub-9001/ses-2/func/sub-9001_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9001, but is present for at least one other subject. - Evidence: Subject: sub-9001; Missing file: sub-9001_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9002_ses-1_dwi.bval - Location: /sub-9002/ses-1/dwi/sub-9002_ses-1_dwi.bval - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_dwi.bval - - Type: Warning - File: sub-9002_ses-1_dwi.bvec - Location: /sub-9002/ses-1/dwi/sub-9002_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_dwi.bvec - - Type: Warning - File: sub-9002_ses-1_dwi.json - Location: /sub-9002/ses-1/dwi/sub-9002_ses-1_dwi.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_dwi.json - - Type: Warning - File: sub-9002_ses-1_run-1_magnitude1.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9002_ses-1_run-1_magnitude2.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9002_ses-1_run-1_phase1.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9002_ses-1_run-1_phase2.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9002_ses-1_run-2_magnitude1.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9002_ses-1_run-2_magnitude2.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9002_ses-1_run-2_phase1.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9002_ses-1_run-2_phase2.json - Location: /sub-9002/ses-1/fmap/sub-9002_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9002_ses-2_T2w.json - Location: /sub-9002/ses-2/anat/sub-9002_ses-2_T2w.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-2_T2w.json - - Type: Warning - File: sub-9002_ses-2_task-faces_run-1_bold.json - Location: /sub-9002/ses-2/func/sub-9002_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9002_ses-2_task-faces_run-2_bold.json - Location: /sub-9002/ses-2/func/sub-9002_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9002, but is present for at least one other subject. - Evidence: Subject: sub-9002; Missing file: sub-9002_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9003_ses-1_dwi.bval - Location: /sub-9003/ses-1/dwi/sub-9003_ses-1_dwi.bval - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_dwi.bval - - Type: Warning - File: sub-9003_ses-1_dwi.bvec - Location: /sub-9003/ses-1/dwi/sub-9003_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_dwi.bvec - - Type: Warning - File: sub-9003_ses-1_dwi.json - Location: /sub-9003/ses-1/dwi/sub-9003_ses-1_dwi.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_dwi.json - - Type: Warning - File: sub-9003_ses-1_run-1_magnitude1.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9003_ses-1_run-1_magnitude2.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9003_ses-1_run-1_phase1.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9003_ses-1_run-1_phase2.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9003_ses-1_run-2_magnitude1.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9003_ses-1_run-2_magnitude2.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9003_ses-1_run-2_phase1.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9003_ses-1_run-2_phase2.json - Location: /sub-9003/ses-1/fmap/sub-9003_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9003_ses-2_T2w.json - Location: /sub-9003/ses-2/anat/sub-9003_ses-2_T2w.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-2_T2w.json - - Type: Warning - File: sub-9003_ses-2_task-faces_run-1_bold.json - Location: /sub-9003/ses-2/func/sub-9003_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9003_ses-2_task-faces_run-2_bold.json - Location: /sub-9003/ses-2/func/sub-9003_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9003, but is present for at least one other subject. - Evidence: Subject: sub-9003; Missing file: sub-9003_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9004_ses-1_dwi.bval - Location: /sub-9004/ses-1/dwi/sub-9004_ses-1_dwi.bval - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_dwi.bval - - Type: Warning - File: sub-9004_ses-1_dwi.bvec - Location: /sub-9004/ses-1/dwi/sub-9004_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_dwi.bvec - - Type: Warning - File: sub-9004_ses-1_dwi.json - Location: /sub-9004/ses-1/dwi/sub-9004_ses-1_dwi.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_dwi.json - - Type: Warning - File: sub-9004_ses-1_run-1_magnitude1.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9004_ses-1_run-1_magnitude2.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9004_ses-1_run-1_phase1.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9004_ses-1_run-1_phase2.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9004_ses-1_run-2_magnitude1.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9004_ses-1_run-2_magnitude2.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9004_ses-1_run-2_phase1.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9004_ses-1_run-2_phase2.json - Location: /sub-9004/ses-1/fmap/sub-9004_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9004_ses-2_T2w.json - Location: /sub-9004/ses-2/anat/sub-9004_ses-2_T2w.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-2_T2w.json - - Type: Warning - File: sub-9004_ses-2_task-faces_run-1_bold.json - Location: /sub-9004/ses-2/func/sub-9004_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9004_ses-2_task-faces_run-2_bold.json - Location: /sub-9004/ses-2/func/sub-9004_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9004, but is present for at least one other subject. - Evidence: Subject: sub-9004; Missing file: sub-9004_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9005_ses-1_dwi.bval - Location: /sub-9005/ses-1/dwi/sub-9005_ses-1_dwi.bval - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_dwi.bval - - Type: Warning - File: sub-9005_ses-1_dwi.bvec - Location: /sub-9005/ses-1/dwi/sub-9005_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_dwi.bvec - - Type: Warning - File: sub-9005_ses-1_dwi.json - Location: /sub-9005/ses-1/dwi/sub-9005_ses-1_dwi.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_dwi.json - - Type: Warning - File: sub-9005_ses-1_run-1_magnitude1.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9005_ses-1_run-1_magnitude2.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9005_ses-1_run-1_phase1.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9005_ses-1_run-1_phase2.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9005_ses-1_run-2_magnitude1.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9005_ses-1_run-2_magnitude2.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9005_ses-1_run-2_phase1.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9005_ses-1_run-2_phase2.json - Location: /sub-9005/ses-1/fmap/sub-9005_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9005_ses-2_T2w.json - Location: /sub-9005/ses-2/anat/sub-9005_ses-2_T2w.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-2_T2w.json - - Type: Warning - File: sub-9005_ses-2_task-faces_run-1_bold.json - Location: /sub-9005/ses-2/func/sub-9005_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9005_ses-2_task-faces_run-2_bold.json - Location: /sub-9005/ses-2/func/sub-9005_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9005, but is present for at least one other subject. - Evidence: Subject: sub-9005; Missing file: sub-9005_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9007_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9007/ses-1/beh/sub-9007_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9007_ses-1_dwi.bval - Location: /sub-9007/ses-1/dwi/sub-9007_ses-1_dwi.bval - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_dwi.bval - - Type: Warning - File: sub-9007_ses-1_dwi.bvec - Location: /sub-9007/ses-1/dwi/sub-9007_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_dwi.bvec - - Type: Warning - File: sub-9007_ses-1_dwi.json - Location: /sub-9007/ses-1/dwi/sub-9007_ses-1_dwi.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_dwi.json - - Type: Warning - File: sub-9007_ses-1_run-1_magnitude1.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9007_ses-1_run-1_magnitude2.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9007_ses-1_run-1_phase1.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9007_ses-1_run-1_phase2.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9007_ses-1_run-2_magnitude1.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9007_ses-1_run-2_magnitude2.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9007_ses-1_run-2_phase1.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9007_ses-1_run-2_phase2.json - Location: /sub-9007/ses-1/fmap/sub-9007_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9007_ses-1_task-faces_physio.json - Location: /sub-9007/ses-1/func/sub-9007_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9007_ses-2_T2w.json - Location: /sub-9007/ses-2/anat/sub-9007_ses-2_T2w.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-2_T2w.json - - Type: Warning - File: sub-9007_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9007/ses-2/beh/sub-9007_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9007_ses-2_task-faces_physio.json - Location: /sub-9007/ses-2/func/sub-9007_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9007_ses-2_task-faces_run-1_bold.json - Location: /sub-9007/ses-2/func/sub-9007_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9007_ses-2_task-faces_run-2_bold.json - Location: /sub-9007/ses-2/func/sub-9007_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9007, but is present for at least one other subject. - Evidence: Subject: sub-9007; Missing file: sub-9007_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9008_ses-1_dwi.bval - Location: /sub-9008/ses-1/dwi/sub-9008_ses-1_dwi.bval - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_dwi.bval - - Type: Warning - File: sub-9008_ses-1_dwi.bvec - Location: /sub-9008/ses-1/dwi/sub-9008_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_dwi.bvec - - Type: Warning - File: sub-9008_ses-1_dwi.json - Location: /sub-9008/ses-1/dwi/sub-9008_ses-1_dwi.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_dwi.json - - Type: Warning - File: sub-9008_ses-1_run-1_magnitude1.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9008_ses-1_run-1_magnitude2.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9008_ses-1_run-1_phase1.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9008_ses-1_run-1_phase2.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9008_ses-1_run-2_magnitude1.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9008_ses-1_run-2_magnitude2.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9008_ses-1_run-2_phase1.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9008_ses-1_run-2_phase2.json - Location: /sub-9008/ses-1/fmap/sub-9008_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9008_ses-2_T2w.json - Location: /sub-9008/ses-2/anat/sub-9008_ses-2_T2w.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-2_T2w.json - - Type: Warning - File: sub-9008_ses-2_task-faces_run-1_bold.json - Location: /sub-9008/ses-2/func/sub-9008_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9008_ses-2_task-faces_run-2_bold.json - Location: /sub-9008/ses-2/func/sub-9008_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9008, but is present for at least one other subject. - Evidence: Subject: sub-9008; Missing file: sub-9008_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9009_ses-1_dwi.bval - Location: /sub-9009/ses-1/dwi/sub-9009_ses-1_dwi.bval - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_dwi.bval - - Type: Warning - File: sub-9009_ses-1_dwi.bvec - Location: /sub-9009/ses-1/dwi/sub-9009_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_dwi.bvec - - Type: Warning - File: sub-9009_ses-1_dwi.json - Location: /sub-9009/ses-1/dwi/sub-9009_ses-1_dwi.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_dwi.json - - Type: Warning - File: sub-9009_ses-1_run-1_magnitude1.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9009_ses-1_run-1_magnitude2.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9009_ses-1_run-1_phase1.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9009_ses-1_run-1_phase2.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9009_ses-1_run-2_magnitude1.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9009_ses-1_run-2_magnitude2.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9009_ses-1_run-2_phase1.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9009_ses-1_run-2_phase2.json - Location: /sub-9009/ses-1/fmap/sub-9009_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9009_ses-2_T2w.json - Location: /sub-9009/ses-2/anat/sub-9009_ses-2_T2w.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-2_T2w.json - - Type: Warning - File: sub-9009_ses-2_task-faces_run-1_bold.json - Location: /sub-9009/ses-2/func/sub-9009_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9009_ses-2_task-faces_run-2_bold.json - Location: /sub-9009/ses-2/func/sub-9009_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9009, but is present for at least one other subject. - Evidence: Subject: sub-9009; Missing file: sub-9009_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9011_ses-1_dwi.bval - Location: /sub-9011/ses-1/dwi/sub-9011_ses-1_dwi.bval - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_dwi.bval - - Type: Warning - File: sub-9011_ses-1_dwi.bvec - Location: /sub-9011/ses-1/dwi/sub-9011_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_dwi.bvec - - Type: Warning - File: sub-9011_ses-1_dwi.json - Location: /sub-9011/ses-1/dwi/sub-9011_ses-1_dwi.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_dwi.json - - Type: Warning - File: sub-9011_ses-1_run-1_magnitude1.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9011_ses-1_run-1_magnitude2.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9011_ses-1_run-1_phase1.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9011_ses-1_run-1_phase2.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9011_ses-1_run-2_magnitude1.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9011_ses-1_run-2_magnitude2.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9011_ses-1_run-2_phase1.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9011_ses-1_run-2_phase2.json - Location: /sub-9011/ses-1/fmap/sub-9011_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9011_ses-2_T2w.json - Location: /sub-9011/ses-2/anat/sub-9011_ses-2_T2w.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-2_T2w.json - - Type: Warning - File: sub-9011_ses-2_task-faces_run-1_bold.json - Location: /sub-9011/ses-2/func/sub-9011_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9011_ses-2_task-faces_run-2_bold.json - Location: /sub-9011/ses-2/func/sub-9011_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9011, but is present for at least one other subject. - Evidence: Subject: sub-9011; Missing file: sub-9011_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9012_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9012/ses-1/beh/sub-9012_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9012_ses-1_dwi.bval - Location: /sub-9012/ses-1/dwi/sub-9012_ses-1_dwi.bval - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_dwi.bval - - Type: Warning - File: sub-9012_ses-1_dwi.bvec - Location: /sub-9012/ses-1/dwi/sub-9012_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_dwi.bvec - - Type: Warning - File: sub-9012_ses-1_dwi.json - Location: /sub-9012/ses-1/dwi/sub-9012_ses-1_dwi.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_dwi.json - - Type: Warning - File: sub-9012_ses-1_run-1_magnitude1.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9012_ses-1_run-1_magnitude2.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9012_ses-1_run-1_phase1.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9012_ses-1_run-1_phase2.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9012_ses-1_run-2_magnitude1.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9012_ses-1_run-2_magnitude2.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9012_ses-1_run-2_phase1.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9012_ses-1_run-2_phase2.json - Location: /sub-9012/ses-1/fmap/sub-9012_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9012_ses-1_task-faces_physio.json - Location: /sub-9012/ses-1/func/sub-9012_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9012_ses-2_T2w.json - Location: /sub-9012/ses-2/anat/sub-9012_ses-2_T2w.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-2_T2w.json - - Type: Warning - File: sub-9012_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9012/ses-2/beh/sub-9012_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9012_ses-2_task-faces_physio.json - Location: /sub-9012/ses-2/func/sub-9012_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9012_ses-2_task-faces_run-1_bold.json - Location: /sub-9012/ses-2/func/sub-9012_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9012_ses-2_task-faces_run-2_bold.json - Location: /sub-9012/ses-2/func/sub-9012_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9012, but is present for at least one other subject. - Evidence: Subject: sub-9012; Missing file: sub-9012_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9013_ses-1_T2w.json - Location: /sub-9013/ses-1/anat/sub-9013_ses-1_T2w.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_T2w.json - - Type: Warning - File: sub-9013_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9013/ses-1/beh/sub-9013_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9013_ses-1_run-1_magnitude1.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9013_ses-1_run-1_magnitude2.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9013_ses-1_run-1_phase1.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9013_ses-1_run-1_phase2.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9013_ses-1_run-2_magnitude1.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9013_ses-1_run-2_magnitude2.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9013_ses-1_run-2_phase1.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9013_ses-1_run-2_phase2.json - Location: /sub-9013/ses-1/fmap/sub-9013_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9013_ses-1_task-faces_physio.json - Location: /sub-9013/ses-1/func/sub-9013_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9013_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9013/ses-2/beh/sub-9013_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9013_ses-2_dwi.bval - Location: /sub-9013/ses-2/dwi/sub-9013_ses-2_dwi.bval - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_dwi.bval - - Type: Warning - File: sub-9013_ses-2_dwi.bvec - Location: /sub-9013/ses-2/dwi/sub-9013_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_dwi.bvec - - Type: Warning - File: sub-9013_ses-2_dwi.json - Location: /sub-9013/ses-2/dwi/sub-9013_ses-2_dwi.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_dwi.json - - Type: Warning - File: sub-9013_ses-2_task-faces_physio.json - Location: /sub-9013/ses-2/func/sub-9013_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9013_ses-2_task-faces_run-1_bold.json - Location: /sub-9013/ses-2/func/sub-9013_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9013_ses-2_task-faces_run-2_bold.json - Location: /sub-9013/ses-2/func/sub-9013_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9013, but is present for at least one other subject. - Evidence: Subject: sub-9013; Missing file: sub-9013_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9014_ses-1_dwi.bval - Location: /sub-9014/ses-1/dwi/sub-9014_ses-1_dwi.bval - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_dwi.bval - - Type: Warning - File: sub-9014_ses-1_dwi.bvec - Location: /sub-9014/ses-1/dwi/sub-9014_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_dwi.bvec - - Type: Warning - File: sub-9014_ses-1_dwi.json - Location: /sub-9014/ses-1/dwi/sub-9014_ses-1_dwi.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_dwi.json - - Type: Warning - File: sub-9014_ses-1_run-1_magnitude1.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9014_ses-1_run-1_magnitude2.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9014_ses-1_run-1_phase1.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9014_ses-1_run-1_phase2.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9014_ses-1_run-2_magnitude1.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9014_ses-1_run-2_magnitude2.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9014_ses-1_run-2_phase1.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9014_ses-1_run-2_phase2.json - Location: /sub-9014/ses-1/fmap/sub-9014_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9014_ses-2_T2w.json - Location: /sub-9014/ses-2/anat/sub-9014_ses-2_T2w.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-2_T2w.json - - Type: Warning - File: sub-9014_ses-2_task-faces_run-1_bold.json - Location: /sub-9014/ses-2/func/sub-9014_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9014_ses-2_task-faces_run-2_bold.json - Location: /sub-9014/ses-2/func/sub-9014_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9014, but is present for at least one other subject. - Evidence: Subject: sub-9014; Missing file: sub-9014_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9016_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9016/ses-1/beh/sub-9016_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9016_ses-1_dwi.bval - Location: /sub-9016/ses-1/dwi/sub-9016_ses-1_dwi.bval - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_dwi.bval - - Type: Warning - File: sub-9016_ses-1_dwi.bvec - Location: /sub-9016/ses-1/dwi/sub-9016_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_dwi.bvec - - Type: Warning - File: sub-9016_ses-1_dwi.json - Location: /sub-9016/ses-1/dwi/sub-9016_ses-1_dwi.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_dwi.json - - Type: Warning - File: sub-9016_ses-1_run-1_magnitude1.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9016_ses-1_run-1_magnitude2.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9016_ses-1_run-1_phase1.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9016_ses-1_run-1_phase2.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9016_ses-1_run-2_magnitude1.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9016_ses-1_run-2_magnitude2.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9016_ses-1_run-2_phase1.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9016_ses-1_run-2_phase2.json - Location: /sub-9016/ses-1/fmap/sub-9016_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9016_ses-1_task-faces_physio.json - Location: /sub-9016/ses-1/func/sub-9016_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9016_ses-2_T1w.json - Location: /sub-9016/ses-2/anat/sub-9016_ses-2_T1w.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_T1w.json - - Type: Warning - File: sub-9016_ses-2_T2w.json - Location: /sub-9016/ses-2/anat/sub-9016_ses-2_T2w.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_T2w.json - - Type: Warning - File: sub-9016_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9016/ses-2/beh/sub-9016_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9016_ses-2_dwi.bval - Location: /sub-9016/ses-2/dwi/sub-9016_ses-2_dwi.bval - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_dwi.bval - - Type: Warning - File: sub-9016_ses-2_dwi.bvec - Location: /sub-9016/ses-2/dwi/sub-9016_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_dwi.bvec - - Type: Warning - File: sub-9016_ses-2_dwi.json - Location: /sub-9016/ses-2/dwi/sub-9016_ses-2_dwi.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_dwi.json - - Type: Warning - File: sub-9016_ses-2_magnitude1.json - Location: /sub-9016/ses-2/fmap/sub-9016_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_magnitude1.json - - Type: Warning - File: sub-9016_ses-2_magnitude2.json - Location: /sub-9016/ses-2/fmap/sub-9016_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_magnitude2.json - - Type: Warning - File: sub-9016_ses-2_phase1.json - Location: /sub-9016/ses-2/fmap/sub-9016_ses-2_phase1.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_phase1.json - - Type: Warning - File: sub-9016_ses-2_phase2.json - Location: /sub-9016/ses-2/fmap/sub-9016_ses-2_phase2.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_phase2.json - - Type: Warning - File: sub-9016_ses-2_task-arrows_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9016_ses-2_task-arrows_events.tsv - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9016_ses-2_task-faces_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9016_ses-2_task-faces_events.tsv - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-faces_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-faces_events.tsv - - Type: Warning - File: sub-9016_ses-2_task-faces_physio.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9016_ses-2_task-faces_run-1_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9016_ses-2_task-faces_run-2_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9016_ses-2_task-hands_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-hands_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-hands_bold.json - - Type: Warning - File: sub-9016_ses-2_task-hands_events.tsv - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-hands_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-hands_events.tsv - - Type: Warning - File: sub-9016_ses-2_task-rest_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-rest_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-rest_bold.json - - Type: Warning - File: sub-9016_ses-2_task-sleepiness_bold.json - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9016_ses-2_task-sleepiness_events.tsv - Location: /sub-9016/ses-2/func/sub-9016_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9016_ses-2_scans.tsv - Location: /sub-9016/ses-2/sub-9016_ses-2_scans.tsv - Reason: This file is missing for subject sub-9016, but is present for at least one other subject. - Evidence: Subject: sub-9016; Missing file: sub-9016_ses-2_scans.tsv - - Type: Warning - File: sub-9017_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9017/ses-1/beh/sub-9017_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9017_ses-1_dwi.bval - Location: /sub-9017/ses-1/dwi/sub-9017_ses-1_dwi.bval - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_dwi.bval - - Type: Warning - File: sub-9017_ses-1_dwi.bvec - Location: /sub-9017/ses-1/dwi/sub-9017_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_dwi.bvec - - Type: Warning - File: sub-9017_ses-1_dwi.json - Location: /sub-9017/ses-1/dwi/sub-9017_ses-1_dwi.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_dwi.json - - Type: Warning - File: sub-9017_ses-1_magnitude1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_magnitude1.json - - Type: Warning - File: sub-9017_ses-1_magnitude2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_magnitude2.json - - Type: Warning - File: sub-9017_ses-1_phase1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_phase1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_phase1.json - - Type: Warning - File: sub-9017_ses-1_phase2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_phase2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_phase2.json - - Type: Warning - File: sub-9017_ses-1_run-1_magnitude1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9017_ses-1_run-1_magnitude2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9017_ses-1_run-1_phase1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9017_ses-1_run-1_phase2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9017_ses-1_run-2_magnitude1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9017_ses-1_run-2_magnitude2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9017_ses-1_run-2_phase1.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9017_ses-1_run-2_phase2.json - Location: /sub-9017/ses-1/fmap/sub-9017_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9017_ses-1_task-faces_physio.json - Location: /sub-9017/ses-1/func/sub-9017_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9017_ses-2_T2w.json - Location: /sub-9017/ses-2/anat/sub-9017_ses-2_T2w.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_T2w.json - - Type: Warning - File: sub-9017_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9017/ses-2/beh/sub-9017_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9017_ses-2_dwi.bval - Location: /sub-9017/ses-2/dwi/sub-9017_ses-2_dwi.bval - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_dwi.bval - - Type: Warning - File: sub-9017_ses-2_dwi.bvec - Location: /sub-9017/ses-2/dwi/sub-9017_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_dwi.bvec - - Type: Warning - File: sub-9017_ses-2_dwi.json - Location: /sub-9017/ses-2/dwi/sub-9017_ses-2_dwi.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_dwi.json - - Type: Warning - File: sub-9017_ses-2_task-faces_physio.json - Location: /sub-9017/ses-2/func/sub-9017_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9017_ses-2_task-faces_run-1_bold.json - Location: /sub-9017/ses-2/func/sub-9017_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9017_ses-2_task-faces_run-2_bold.json - Location: /sub-9017/ses-2/func/sub-9017_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9017, but is present for at least one other subject. - Evidence: Subject: sub-9017; Missing file: sub-9017_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9018_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9018/ses-1/beh/sub-9018_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9018_ses-1_dwi.bval - Location: /sub-9018/ses-1/dwi/sub-9018_ses-1_dwi.bval - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_dwi.bval - - Type: Warning - File: sub-9018_ses-1_dwi.bvec - Location: /sub-9018/ses-1/dwi/sub-9018_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_dwi.bvec - - Type: Warning - File: sub-9018_ses-1_dwi.json - Location: /sub-9018/ses-1/dwi/sub-9018_ses-1_dwi.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_dwi.json - - Type: Warning - File: sub-9018_ses-1_run-1_magnitude1.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9018_ses-1_run-1_magnitude2.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9018_ses-1_run-1_phase1.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9018_ses-1_run-1_phase2.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9018_ses-1_run-2_magnitude1.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9018_ses-1_run-2_magnitude2.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9018_ses-1_run-2_phase1.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9018_ses-1_run-2_phase2.json - Location: /sub-9018/ses-1/fmap/sub-9018_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9018_ses-2_T2w.json - Location: /sub-9018/ses-2/anat/sub-9018_ses-2_T2w.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_T2w.json - - Type: Warning - File: sub-9018_ses-2_magnitude1.json - Location: /sub-9018/ses-2/fmap/sub-9018_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_magnitude1.json - - Type: Warning - File: sub-9018_ses-2_magnitude2.json - Location: /sub-9018/ses-2/fmap/sub-9018_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_magnitude2.json - - Type: Warning - File: sub-9018_ses-2_phase1.json - Location: /sub-9018/ses-2/fmap/sub-9018_ses-2_phase1.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_phase1.json - - Type: Warning - File: sub-9018_ses-2_phase2.json - Location: /sub-9018/ses-2/fmap/sub-9018_ses-2_phase2.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_phase2.json - - Type: Warning - File: sub-9018_ses-2_task-faces_run-1_bold.json - Location: /sub-9018/ses-2/func/sub-9018_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9018_ses-2_task-faces_run-2_bold.json - Location: /sub-9018/ses-2/func/sub-9018_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9018, but is present for at least one other subject. - Evidence: Subject: sub-9018; Missing file: sub-9018_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9019_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9019/ses-1/beh/sub-9019_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9019_ses-1_dwi.bval - Location: /sub-9019/ses-1/dwi/sub-9019_ses-1_dwi.bval - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_dwi.bval - - Type: Warning - File: sub-9019_ses-1_dwi.bvec - Location: /sub-9019/ses-1/dwi/sub-9019_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_dwi.bvec - - Type: Warning - File: sub-9019_ses-1_dwi.json - Location: /sub-9019/ses-1/dwi/sub-9019_ses-1_dwi.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_dwi.json - - Type: Warning - File: sub-9019_ses-1_run-1_magnitude1.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9019_ses-1_run-1_magnitude2.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9019_ses-1_run-1_phase1.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9019_ses-1_run-1_phase2.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9019_ses-1_run-2_magnitude1.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9019_ses-1_run-2_magnitude2.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9019_ses-1_run-2_phase1.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9019_ses-1_run-2_phase2.json - Location: /sub-9019/ses-1/fmap/sub-9019_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9019_ses-2_T2w.json - Location: /sub-9019/ses-2/anat/sub-9019_ses-2_T2w.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-2_T2w.json - - Type: Warning - File: sub-9019_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9019/ses-2/beh/sub-9019_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9019_ses-2_task-faces_run-1_bold.json - Location: /sub-9019/ses-2/func/sub-9019_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9019_ses-2_task-faces_run-2_bold.json - Location: /sub-9019/ses-2/func/sub-9019_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9019, but is present for at least one other subject. - Evidence: Subject: sub-9019; Missing file: sub-9019_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9020_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9020/ses-1/beh/sub-9020_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9020_ses-1_dwi.bval - Location: /sub-9020/ses-1/dwi/sub-9020_ses-1_dwi.bval - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_dwi.bval - - Type: Warning - File: sub-9020_ses-1_dwi.bvec - Location: /sub-9020/ses-1/dwi/sub-9020_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_dwi.bvec - - Type: Warning - File: sub-9020_ses-1_dwi.json - Location: /sub-9020/ses-1/dwi/sub-9020_ses-1_dwi.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_dwi.json - - Type: Warning - File: sub-9020_ses-1_run-1_magnitude1.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9020_ses-1_run-1_magnitude2.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9020_ses-1_run-1_phase1.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9020_ses-1_run-1_phase2.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9020_ses-1_run-2_magnitude1.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9020_ses-1_run-2_magnitude2.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9020_ses-1_run-2_phase1.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9020_ses-1_run-2_phase2.json - Location: /sub-9020/ses-1/fmap/sub-9020_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9020_ses-2_T2w.json - Location: /sub-9020/ses-2/anat/sub-9020_ses-2_T2w.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-2_T2w.json - - Type: Warning - File: sub-9020_ses-2_task-faces_run-1_bold.json - Location: /sub-9020/ses-2/func/sub-9020_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9020_ses-2_task-faces_run-2_bold.json - Location: /sub-9020/ses-2/func/sub-9020_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9020, but is present for at least one other subject. - Evidence: Subject: sub-9020; Missing file: sub-9020_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9022_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9022/ses-1/beh/sub-9022_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9022_ses-1_dwi.bval - Location: /sub-9022/ses-1/dwi/sub-9022_ses-1_dwi.bval - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_dwi.bval - - Type: Warning - File: sub-9022_ses-1_dwi.bvec - Location: /sub-9022/ses-1/dwi/sub-9022_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_dwi.bvec - - Type: Warning - File: sub-9022_ses-1_dwi.json - Location: /sub-9022/ses-1/dwi/sub-9022_ses-1_dwi.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_dwi.json - - Type: Warning - File: sub-9022_ses-1_run-1_magnitude1.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9022_ses-1_run-1_magnitude2.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9022_ses-1_run-1_phase1.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9022_ses-1_run-1_phase2.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9022_ses-1_run-2_magnitude1.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9022_ses-1_run-2_magnitude2.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9022_ses-1_run-2_phase1.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9022_ses-1_run-2_phase2.json - Location: /sub-9022/ses-1/fmap/sub-9022_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9022_ses-1_task-faces_physio.json - Location: /sub-9022/ses-1/func/sub-9022_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9022_ses-2_T1w.json - Location: /sub-9022/ses-2/anat/sub-9022_ses-2_T1w.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_T1w.json - - Type: Warning - File: sub-9022_ses-2_T2w.json - Location: /sub-9022/ses-2/anat/sub-9022_ses-2_T2w.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_T2w.json - - Type: Warning - File: sub-9022_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9022/ses-2/beh/sub-9022_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9022_ses-2_dwi.bval - Location: /sub-9022/ses-2/dwi/sub-9022_ses-2_dwi.bval - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_dwi.bval - - Type: Warning - File: sub-9022_ses-2_dwi.bvec - Location: /sub-9022/ses-2/dwi/sub-9022_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_dwi.bvec - - Type: Warning - File: sub-9022_ses-2_dwi.json - Location: /sub-9022/ses-2/dwi/sub-9022_ses-2_dwi.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_dwi.json - - Type: Warning - File: sub-9022_ses-2_magnitude1.json - Location: /sub-9022/ses-2/fmap/sub-9022_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_magnitude1.json - - Type: Warning - File: sub-9022_ses-2_magnitude2.json - Location: /sub-9022/ses-2/fmap/sub-9022_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_magnitude2.json - - Type: Warning - File: sub-9022_ses-2_phase1.json - Location: /sub-9022/ses-2/fmap/sub-9022_ses-2_phase1.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_phase1.json - - Type: Warning - File: sub-9022_ses-2_phase2.json - Location: /sub-9022/ses-2/fmap/sub-9022_ses-2_phase2.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_phase2.json - - Type: Warning - File: sub-9022_ses-2_task-arrows_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9022_ses-2_task-arrows_events.tsv - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9022_ses-2_task-faces_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9022_ses-2_task-faces_events.tsv - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-faces_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-faces_events.tsv - - Type: Warning - File: sub-9022_ses-2_task-faces_physio.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9022_ses-2_task-faces_run-1_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9022_ses-2_task-faces_run-2_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9022_ses-2_task-hands_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-hands_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-hands_bold.json - - Type: Warning - File: sub-9022_ses-2_task-hands_events.tsv - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-hands_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-hands_events.tsv - - Type: Warning - File: sub-9022_ses-2_task-rest_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-rest_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-rest_bold.json - - Type: Warning - File: sub-9022_ses-2_task-sleepiness_bold.json - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9022_ses-2_task-sleepiness_events.tsv - Location: /sub-9022/ses-2/func/sub-9022_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9022_ses-2_scans.tsv - Location: /sub-9022/ses-2/sub-9022_ses-2_scans.tsv - Reason: This file is missing for subject sub-9022, but is present for at least one other subject. - Evidence: Subject: sub-9022; Missing file: sub-9022_ses-2_scans.tsv - - Type: Warning - File: sub-9023_ses-1_dwi.bval - Location: /sub-9023/ses-1/dwi/sub-9023_ses-1_dwi.bval - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_dwi.bval - - Type: Warning - File: sub-9023_ses-1_dwi.bvec - Location: /sub-9023/ses-1/dwi/sub-9023_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_dwi.bvec - - Type: Warning - File: sub-9023_ses-1_dwi.json - Location: /sub-9023/ses-1/dwi/sub-9023_ses-1_dwi.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_dwi.json - - Type: Warning - File: sub-9023_ses-1_run-1_magnitude1.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9023_ses-1_run-1_magnitude2.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9023_ses-1_run-1_phase1.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9023_ses-1_run-1_phase2.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9023_ses-1_run-2_magnitude1.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9023_ses-1_run-2_magnitude2.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9023_ses-1_run-2_phase1.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9023_ses-1_run-2_phase2.json - Location: /sub-9023/ses-1/fmap/sub-9023_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9023_ses-2_T2w.json - Location: /sub-9023/ses-2/anat/sub-9023_ses-2_T2w.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-2_T2w.json - - Type: Warning - File: sub-9023_ses-2_task-faces_run-1_bold.json - Location: /sub-9023/ses-2/func/sub-9023_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9023_ses-2_task-faces_run-2_bold.json - Location: /sub-9023/ses-2/func/sub-9023_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9023, but is present for at least one other subject. - Evidence: Subject: sub-9023; Missing file: sub-9023_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9025_ses-1_dwi.bval - Location: /sub-9025/ses-1/dwi/sub-9025_ses-1_dwi.bval - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_dwi.bval - - Type: Warning - File: sub-9025_ses-1_dwi.bvec - Location: /sub-9025/ses-1/dwi/sub-9025_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_dwi.bvec - - Type: Warning - File: sub-9025_ses-1_dwi.json - Location: /sub-9025/ses-1/dwi/sub-9025_ses-1_dwi.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_dwi.json - - Type: Warning - File: sub-9025_ses-1_run-1_magnitude1.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9025_ses-1_run-1_magnitude2.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9025_ses-1_run-1_phase1.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9025_ses-1_run-1_phase2.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9025_ses-1_run-2_magnitude1.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9025_ses-1_run-2_magnitude2.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9025_ses-1_run-2_phase1.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9025_ses-1_run-2_phase2.json - Location: /sub-9025/ses-1/fmap/sub-9025_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9025_ses-1_task-arrows_bold.json - Location: /sub-9025/ses-1/func/sub-9025_ses-1_task-arrows_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_task-arrows_bold.json - - Type: Warning - File: sub-9025_ses-1_task-arrows_events.tsv - Location: /sub-9025/ses-1/func/sub-9025_ses-1_task-arrows_events.tsv - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_task-arrows_events.tsv - - Type: Warning - File: sub-9025_ses-1_task-sleepiness_bold.json - Location: /sub-9025/ses-1/func/sub-9025_ses-1_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_task-sleepiness_bold.json - - Type: Warning - File: sub-9025_ses-1_task-sleepiness_events.tsv - Location: /sub-9025/ses-1/func/sub-9025_ses-1_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-1_task-sleepiness_events.tsv - - Type: Warning - File: sub-9025_ses-2_T2w.json - Location: /sub-9025/ses-2/anat/sub-9025_ses-2_T2w.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_T2w.json - - Type: Warning - File: sub-9025_ses-2_task-arrows_bold.json - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9025_ses-2_task-arrows_events.tsv - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9025_ses-2_task-faces_run-1_bold.json - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9025_ses-2_task-faces_run-2_bold.json - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9025_ses-2_task-sleepiness_bold.json - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9025_ses-2_task-sleepiness_events.tsv - Location: /sub-9025/ses-2/func/sub-9025_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9025, but is present for at least one other subject. - Evidence: Subject: sub-9025; Missing file: sub-9025_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9026_ses-1_dwi.bval - Location: /sub-9026/ses-1/dwi/sub-9026_ses-1_dwi.bval - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_dwi.bval - - Type: Warning - File: sub-9026_ses-1_dwi.bvec - Location: /sub-9026/ses-1/dwi/sub-9026_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_dwi.bvec - - Type: Warning - File: sub-9026_ses-1_dwi.json - Location: /sub-9026/ses-1/dwi/sub-9026_ses-1_dwi.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_dwi.json - - Type: Warning - File: sub-9026_ses-1_run-1_magnitude1.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9026_ses-1_run-1_magnitude2.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9026_ses-1_run-1_phase1.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9026_ses-1_run-1_phase2.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9026_ses-1_run-2_magnitude1.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9026_ses-1_run-2_magnitude2.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9026_ses-1_run-2_phase1.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9026_ses-1_run-2_phase2.json - Location: /sub-9026/ses-1/fmap/sub-9026_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9026_ses-2_T2w.json - Location: /sub-9026/ses-2/anat/sub-9026_ses-2_T2w.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-2_T2w.json - - Type: Warning - File: sub-9026_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9026/ses-2/beh/sub-9026_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9026_ses-2_task-faces_run-1_bold.json - Location: /sub-9026/ses-2/func/sub-9026_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9026_ses-2_task-faces_run-2_bold.json - Location: /sub-9026/ses-2/func/sub-9026_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9026, but is present for at least one other subject. - Evidence: Subject: sub-9026; Missing file: sub-9026_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9028_ses-1_dwi.bval - Location: /sub-9028/ses-1/dwi/sub-9028_ses-1_dwi.bval - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_dwi.bval - - Type: Warning - File: sub-9028_ses-1_dwi.bvec - Location: /sub-9028/ses-1/dwi/sub-9028_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_dwi.bvec - - Type: Warning - File: sub-9028_ses-1_dwi.json - Location: /sub-9028/ses-1/dwi/sub-9028_ses-1_dwi.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_dwi.json - - Type: Warning - File: sub-9028_ses-1_run-1_magnitude1.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9028_ses-1_run-1_magnitude2.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9028_ses-1_run-1_phase1.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9028_ses-1_run-1_phase2.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9028_ses-1_run-2_magnitude1.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9028_ses-1_run-2_magnitude2.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9028_ses-1_run-2_phase1.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9028_ses-1_run-2_phase2.json - Location: /sub-9028/ses-1/fmap/sub-9028_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9028_ses-2_T2w.json - Location: /sub-9028/ses-2/anat/sub-9028_ses-2_T2w.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-2_T2w.json - - Type: Warning - File: sub-9028_ses-2_task-faces_run-1_bold.json - Location: /sub-9028/ses-2/func/sub-9028_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9028_ses-2_task-faces_run-2_bold.json - Location: /sub-9028/ses-2/func/sub-9028_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9028, but is present for at least one other subject. - Evidence: Subject: sub-9028; Missing file: sub-9028_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9029_ses-1_dwi.bval - Location: /sub-9029/ses-1/dwi/sub-9029_ses-1_dwi.bval - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_dwi.bval - - Type: Warning - File: sub-9029_ses-1_dwi.bvec - Location: /sub-9029/ses-1/dwi/sub-9029_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_dwi.bvec - - Type: Warning - File: sub-9029_ses-1_dwi.json - Location: /sub-9029/ses-1/dwi/sub-9029_ses-1_dwi.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_dwi.json - - Type: Warning - File: sub-9029_ses-1_run-1_magnitude1.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9029_ses-1_run-1_magnitude2.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9029_ses-1_run-1_phase1.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9029_ses-1_run-1_phase2.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9029_ses-1_run-2_magnitude1.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9029_ses-1_run-2_magnitude2.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9029_ses-1_run-2_phase1.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9029_ses-1_run-2_phase2.json - Location: /sub-9029/ses-1/fmap/sub-9029_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9029_ses-1_task-arrows_bold.json - Location: /sub-9029/ses-1/func/sub-9029_ses-1_task-arrows_bold.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_task-arrows_bold.json - - Type: Warning - File: sub-9029_ses-1_task-arrows_events.tsv - Location: /sub-9029/ses-1/func/sub-9029_ses-1_task-arrows_events.tsv - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_task-arrows_events.tsv - - Type: Warning - File: sub-9029_ses-1_task-sleepiness_bold.json - Location: /sub-9029/ses-1/func/sub-9029_ses-1_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_task-sleepiness_bold.json - - Type: Warning - File: sub-9029_ses-1_task-sleepiness_events.tsv - Location: /sub-9029/ses-1/func/sub-9029_ses-1_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-1_task-sleepiness_events.tsv - - Type: Warning - File: sub-9029_ses-2_T2w.json - Location: /sub-9029/ses-2/anat/sub-9029_ses-2_T2w.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-2_T2w.json - - Type: Warning - File: sub-9029_ses-2_task-faces_run-1_bold.json - Location: /sub-9029/ses-2/func/sub-9029_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9029_ses-2_task-faces_run-2_bold.json - Location: /sub-9029/ses-2/func/sub-9029_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9029, but is present for at least one other subject. - Evidence: Subject: sub-9029; Missing file: sub-9029_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9032_ses-1_dwi.bval - Location: /sub-9032/ses-1/dwi/sub-9032_ses-1_dwi.bval - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_dwi.bval - - Type: Warning - File: sub-9032_ses-1_dwi.bvec - Location: /sub-9032/ses-1/dwi/sub-9032_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_dwi.bvec - - Type: Warning - File: sub-9032_ses-1_dwi.json - Location: /sub-9032/ses-1/dwi/sub-9032_ses-1_dwi.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_dwi.json - - Type: Warning - File: sub-9032_ses-1_run-1_magnitude1.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9032_ses-1_run-1_magnitude2.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9032_ses-1_run-1_phase1.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9032_ses-1_run-1_phase2.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9032_ses-1_run-2_magnitude1.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9032_ses-1_run-2_magnitude2.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9032_ses-1_run-2_phase1.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9032_ses-1_run-2_phase2.json - Location: /sub-9032/ses-1/fmap/sub-9032_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9032_ses-2_T2w.json - Location: /sub-9032/ses-2/anat/sub-9032_ses-2_T2w.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-2_T2w.json - - Type: Warning - File: sub-9032_ses-2_task-faces_run-1_bold.json - Location: /sub-9032/ses-2/func/sub-9032_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9032_ses-2_task-faces_run-2_bold.json - Location: /sub-9032/ses-2/func/sub-9032_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9032, but is present for at least one other subject. - Evidence: Subject: sub-9032; Missing file: sub-9032_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9033_ses-1_dwi.bval - Location: /sub-9033/ses-1/dwi/sub-9033_ses-1_dwi.bval - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_dwi.bval - - Type: Warning - File: sub-9033_ses-1_dwi.bvec - Location: /sub-9033/ses-1/dwi/sub-9033_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_dwi.bvec - - Type: Warning - File: sub-9033_ses-1_dwi.json - Location: /sub-9033/ses-1/dwi/sub-9033_ses-1_dwi.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_dwi.json - - Type: Warning - File: sub-9033_ses-1_run-1_magnitude1.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9033_ses-1_run-1_magnitude2.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9033_ses-1_run-1_phase1.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9033_ses-1_run-1_phase2.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9033_ses-1_run-2_magnitude1.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9033_ses-1_run-2_magnitude2.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9033_ses-1_run-2_phase1.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9033_ses-1_run-2_phase2.json - Location: /sub-9033/ses-1/fmap/sub-9033_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9033_ses-2_T2w.json - Location: /sub-9033/ses-2/anat/sub-9033_ses-2_T2w.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-2_T2w.json - - Type: Warning - File: sub-9033_ses-2_task-faces_run-1_bold.json - Location: /sub-9033/ses-2/func/sub-9033_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9033_ses-2_task-faces_run-2_bold.json - Location: /sub-9033/ses-2/func/sub-9033_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9033, but is present for at least one other subject. - Evidence: Subject: sub-9033; Missing file: sub-9033_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9034_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9034/ses-1/beh/sub-9034_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9034_ses-1_dwi.bval - Location: /sub-9034/ses-1/dwi/sub-9034_ses-1_dwi.bval - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_dwi.bval - - Type: Warning - File: sub-9034_ses-1_dwi.bvec - Location: /sub-9034/ses-1/dwi/sub-9034_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_dwi.bvec - - Type: Warning - File: sub-9034_ses-1_dwi.json - Location: /sub-9034/ses-1/dwi/sub-9034_ses-1_dwi.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_dwi.json - - Type: Warning - File: sub-9034_ses-1_run-1_magnitude1.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9034_ses-1_run-1_magnitude2.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9034_ses-1_run-1_phase1.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9034_ses-1_run-1_phase2.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9034_ses-1_run-2_magnitude1.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9034_ses-1_run-2_magnitude2.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9034_ses-1_run-2_phase1.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9034_ses-1_run-2_phase2.json - Location: /sub-9034/ses-1/fmap/sub-9034_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9034_ses-2_T2w.json - Location: /sub-9034/ses-2/anat/sub-9034_ses-2_T2w.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-2_T2w.json - - Type: Warning - File: sub-9034_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9034/ses-2/beh/sub-9034_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9034_ses-2_task-faces_run-1_bold.json - Location: /sub-9034/ses-2/func/sub-9034_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9034_ses-2_task-faces_run-2_bold.json - Location: /sub-9034/ses-2/func/sub-9034_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9034, but is present for at least one other subject. - Evidence: Subject: sub-9034; Missing file: sub-9034_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9035_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9035/ses-1/beh/sub-9035_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9035_ses-1_dwi.bval - Location: /sub-9035/ses-1/dwi/sub-9035_ses-1_dwi.bval - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_dwi.bval - - Type: Warning - File: sub-9035_ses-1_dwi.bvec - Location: /sub-9035/ses-1/dwi/sub-9035_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_dwi.bvec - - Type: Warning - File: sub-9035_ses-1_dwi.json - Location: /sub-9035/ses-1/dwi/sub-9035_ses-1_dwi.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_dwi.json - - Type: Warning - File: sub-9035_ses-1_run-1_magnitude1.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9035_ses-1_run-1_magnitude2.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9035_ses-1_run-1_phase1.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9035_ses-1_run-1_phase2.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9035_ses-1_run-2_magnitude1.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9035_ses-1_run-2_magnitude2.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9035_ses-1_run-2_phase1.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9035_ses-1_run-2_phase2.json - Location: /sub-9035/ses-1/fmap/sub-9035_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9035_ses-1_task-faces_physio.json - Location: /sub-9035/ses-1/func/sub-9035_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9035_ses-2_T2w.json - Location: /sub-9035/ses-2/anat/sub-9035_ses-2_T2w.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-2_T2w.json - - Type: Warning - File: sub-9035_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9035/ses-2/beh/sub-9035_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9035_ses-2_task-faces_physio.json - Location: /sub-9035/ses-2/func/sub-9035_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9035_ses-2_task-faces_run-1_bold.json - Location: /sub-9035/ses-2/func/sub-9035_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9035_ses-2_task-faces_run-2_bold.json - Location: /sub-9035/ses-2/func/sub-9035_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9035, but is present for at least one other subject. - Evidence: Subject: sub-9035; Missing file: sub-9035_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9036_ses-1_dwi.bval - Location: /sub-9036/ses-1/dwi/sub-9036_ses-1_dwi.bval - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_dwi.bval - - Type: Warning - File: sub-9036_ses-1_dwi.bvec - Location: /sub-9036/ses-1/dwi/sub-9036_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_dwi.bvec - - Type: Warning - File: sub-9036_ses-1_dwi.json - Location: /sub-9036/ses-1/dwi/sub-9036_ses-1_dwi.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_dwi.json - - Type: Warning - File: sub-9036_ses-1_run-1_magnitude1.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9036_ses-1_run-1_magnitude2.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9036_ses-1_run-1_phase1.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9036_ses-1_run-1_phase2.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9036_ses-1_run-2_magnitude1.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9036_ses-1_run-2_magnitude2.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9036_ses-1_run-2_phase1.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9036_ses-1_run-2_phase2.json - Location: /sub-9036/ses-1/fmap/sub-9036_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9036_ses-2_T2w.json - Location: /sub-9036/ses-2/anat/sub-9036_ses-2_T2w.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-2_T2w.json - - Type: Warning - File: sub-9036_ses-2_task-faces_run-1_bold.json - Location: /sub-9036/ses-2/func/sub-9036_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9036_ses-2_task-faces_run-2_bold.json - Location: /sub-9036/ses-2/func/sub-9036_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9036, but is present for at least one other subject. - Evidence: Subject: sub-9036; Missing file: sub-9036_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9037_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9037/ses-1/beh/sub-9037_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9037_ses-1_dwi.bval - Location: /sub-9037/ses-1/dwi/sub-9037_ses-1_dwi.bval - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_dwi.bval - - Type: Warning - File: sub-9037_ses-1_dwi.bvec - Location: /sub-9037/ses-1/dwi/sub-9037_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_dwi.bvec - - Type: Warning - File: sub-9037_ses-1_dwi.json - Location: /sub-9037/ses-1/dwi/sub-9037_ses-1_dwi.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_dwi.json - - Type: Warning - File: sub-9037_ses-1_run-1_magnitude1.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9037_ses-1_run-1_magnitude2.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9037_ses-1_run-1_phase1.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9037_ses-1_run-1_phase2.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9037_ses-1_run-2_magnitude1.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9037_ses-1_run-2_magnitude2.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9037_ses-1_run-2_phase1.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9037_ses-1_run-2_phase2.json - Location: /sub-9037/ses-1/fmap/sub-9037_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9037_ses-1_task-faces_physio.json - Location: /sub-9037/ses-1/func/sub-9037_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9037_ses-2_T2w.json - Location: /sub-9037/ses-2/anat/sub-9037_ses-2_T2w.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-2_T2w.json - - Type: Warning - File: sub-9037_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9037/ses-2/beh/sub-9037_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9037_ses-2_task-faces_physio.json - Location: /sub-9037/ses-2/func/sub-9037_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9037_ses-2_task-faces_run-1_bold.json - Location: /sub-9037/ses-2/func/sub-9037_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9037_ses-2_task-faces_run-2_bold.json - Location: /sub-9037/ses-2/func/sub-9037_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9037, but is present for at least one other subject. - Evidence: Subject: sub-9037; Missing file: sub-9037_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9038_ses-1_dwi.bval - Location: /sub-9038/ses-1/dwi/sub-9038_ses-1_dwi.bval - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_dwi.bval - - Type: Warning - File: sub-9038_ses-1_dwi.bvec - Location: /sub-9038/ses-1/dwi/sub-9038_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_dwi.bvec - - Type: Warning - File: sub-9038_ses-1_dwi.json - Location: /sub-9038/ses-1/dwi/sub-9038_ses-1_dwi.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_dwi.json - - Type: Warning - File: sub-9038_ses-1_run-1_magnitude1.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9038_ses-1_run-1_magnitude2.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9038_ses-1_run-1_phase1.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9038_ses-1_run-1_phase2.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9038_ses-1_run-2_magnitude1.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9038_ses-1_run-2_magnitude2.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9038_ses-1_run-2_phase1.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9038_ses-1_run-2_phase2.json - Location: /sub-9038/ses-1/fmap/sub-9038_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9038_ses-2_T2w.json - Location: /sub-9038/ses-2/anat/sub-9038_ses-2_T2w.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-2_T2w.json - - Type: Warning - File: sub-9038_ses-2_task-faces_run-1_bold.json - Location: /sub-9038/ses-2/func/sub-9038_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9038_ses-2_task-faces_run-2_bold.json - Location: /sub-9038/ses-2/func/sub-9038_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9038, but is present for at least one other subject. - Evidence: Subject: sub-9038; Missing file: sub-9038_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9039_ses-1_dwi.bval - Location: /sub-9039/ses-1/dwi/sub-9039_ses-1_dwi.bval - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_dwi.bval - - Type: Warning - File: sub-9039_ses-1_dwi.bvec - Location: /sub-9039/ses-1/dwi/sub-9039_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_dwi.bvec - - Type: Warning - File: sub-9039_ses-1_dwi.json - Location: /sub-9039/ses-1/dwi/sub-9039_ses-1_dwi.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_dwi.json - - Type: Warning - File: sub-9039_ses-1_run-1_magnitude1.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9039_ses-1_run-1_magnitude2.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9039_ses-1_run-1_phase1.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9039_ses-1_run-1_phase2.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9039_ses-1_run-2_magnitude1.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9039_ses-1_run-2_magnitude2.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9039_ses-1_run-2_phase1.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9039_ses-1_run-2_phase2.json - Location: /sub-9039/ses-1/fmap/sub-9039_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9039_ses-2_T2w.json - Location: /sub-9039/ses-2/anat/sub-9039_ses-2_T2w.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-2_T2w.json - - Type: Warning - File: sub-9039_ses-2_task-faces_run-1_bold.json - Location: /sub-9039/ses-2/func/sub-9039_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9039_ses-2_task-faces_run-2_bold.json - Location: /sub-9039/ses-2/func/sub-9039_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9039, but is present for at least one other subject. - Evidence: Subject: sub-9039; Missing file: sub-9039_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9040_ses-1_dwi.bval - Location: /sub-9040/ses-1/dwi/sub-9040_ses-1_dwi.bval - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_dwi.bval - - Type: Warning - File: sub-9040_ses-1_dwi.bvec - Location: /sub-9040/ses-1/dwi/sub-9040_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_dwi.bvec - - Type: Warning - File: sub-9040_ses-1_dwi.json - Location: /sub-9040/ses-1/dwi/sub-9040_ses-1_dwi.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_dwi.json - - Type: Warning - File: sub-9040_ses-1_run-1_magnitude1.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9040_ses-1_run-1_magnitude2.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9040_ses-1_run-1_phase1.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9040_ses-1_run-1_phase2.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9040_ses-1_run-2_magnitude1.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9040_ses-1_run-2_magnitude2.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9040_ses-1_run-2_phase1.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9040_ses-1_run-2_phase2.json - Location: /sub-9040/ses-1/fmap/sub-9040_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9040_ses-2_T2w.json - Location: /sub-9040/ses-2/anat/sub-9040_ses-2_T2w.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-2_T2w.json - - Type: Warning - File: sub-9040_ses-2_task-faces_run-1_bold.json - Location: /sub-9040/ses-2/func/sub-9040_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9040_ses-2_task-faces_run-2_bold.json - Location: /sub-9040/ses-2/func/sub-9040_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9040, but is present for at least one other subject. - Evidence: Subject: sub-9040; Missing file: sub-9040_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9041_ses-1_dwi.bval - Location: /sub-9041/ses-1/dwi/sub-9041_ses-1_dwi.bval - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_dwi.bval - - Type: Warning - File: sub-9041_ses-1_dwi.bvec - Location: /sub-9041/ses-1/dwi/sub-9041_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_dwi.bvec - - Type: Warning - File: sub-9041_ses-1_dwi.json - Location: /sub-9041/ses-1/dwi/sub-9041_ses-1_dwi.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_dwi.json - - Type: Warning - File: sub-9041_ses-1_run-1_magnitude1.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9041_ses-1_run-1_magnitude2.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9041_ses-1_run-1_phase1.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9041_ses-1_run-1_phase2.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9041_ses-1_run-2_magnitude1.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9041_ses-1_run-2_magnitude2.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9041_ses-1_run-2_phase1.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9041_ses-1_run-2_phase2.json - Location: /sub-9041/ses-1/fmap/sub-9041_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9041_ses-2_T2w.json - Location: /sub-9041/ses-2/anat/sub-9041_ses-2_T2w.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-2_T2w.json - - Type: Warning - File: sub-9041_ses-2_task-faces_run-1_bold.json - Location: /sub-9041/ses-2/func/sub-9041_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9041_ses-2_task-faces_run-2_bold.json - Location: /sub-9041/ses-2/func/sub-9041_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9041, but is present for at least one other subject. - Evidence: Subject: sub-9041; Missing file: sub-9041_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9042_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9042/ses-1/beh/sub-9042_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9042_ses-1_dwi.bval - Location: /sub-9042/ses-1/dwi/sub-9042_ses-1_dwi.bval - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_dwi.bval - - Type: Warning - File: sub-9042_ses-1_dwi.bvec - Location: /sub-9042/ses-1/dwi/sub-9042_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_dwi.bvec - - Type: Warning - File: sub-9042_ses-1_dwi.json - Location: /sub-9042/ses-1/dwi/sub-9042_ses-1_dwi.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_dwi.json - - Type: Warning - File: sub-9042_ses-1_run-1_magnitude1.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9042_ses-1_run-1_magnitude2.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9042_ses-1_run-1_phase1.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9042_ses-1_run-1_phase2.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9042_ses-1_run-2_magnitude1.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9042_ses-1_run-2_magnitude2.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9042_ses-1_run-2_phase1.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9042_ses-1_run-2_phase2.json - Location: /sub-9042/ses-1/fmap/sub-9042_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9042_ses-2_T2w.json - Location: /sub-9042/ses-2/anat/sub-9042_ses-2_T2w.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-2_T2w.json - - Type: Warning - File: sub-9042_ses-2_task-faces_bold.json - Location: /sub-9042/ses-2/func/sub-9042_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9042, but is present for at least one other subject. - Evidence: Subject: sub-9042; Missing file: sub-9042_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9044_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9044/ses-1/beh/sub-9044_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9044_ses-1_dwi.bval - Location: /sub-9044/ses-1/dwi/sub-9044_ses-1_dwi.bval - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_dwi.bval - - Type: Warning - File: sub-9044_ses-1_dwi.bvec - Location: /sub-9044/ses-1/dwi/sub-9044_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_dwi.bvec - - Type: Warning - File: sub-9044_ses-1_dwi.json - Location: /sub-9044/ses-1/dwi/sub-9044_ses-1_dwi.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_dwi.json - - Type: Warning - File: sub-9044_ses-1_magnitude1.json - Location: /sub-9044/ses-1/fmap/sub-9044_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_magnitude1.json - - Type: Warning - File: sub-9044_ses-1_magnitude2.json - Location: /sub-9044/ses-1/fmap/sub-9044_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_magnitude2.json - - Type: Warning - File: sub-9044_ses-1_phase1.json - Location: /sub-9044/ses-1/fmap/sub-9044_ses-1_phase1.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_phase1.json - - Type: Warning - File: sub-9044_ses-1_phase2.json - Location: /sub-9044/ses-1/fmap/sub-9044_ses-1_phase2.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_phase2.json - - Type: Warning - File: sub-9044_ses-1_task-faces_physio.json - Location: /sub-9044/ses-1/func/sub-9044_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9044_ses-2_T2w.json - Location: /sub-9044/ses-2/anat/sub-9044_ses-2_T2w.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_T2w.json - - Type: Warning - File: sub-9044_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9044/ses-2/beh/sub-9044_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9044_ses-2_task-arrows_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9044_ses-2_task-arrows_events.tsv - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9044_ses-2_task-faces_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9044_ses-2_task-faces_events.tsv - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-faces_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-faces_events.tsv - - Type: Warning - File: sub-9044_ses-2_task-faces_physio.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9044_ses-2_task-faces_run-1_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9044_ses-2_task-faces_run-2_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9044_ses-2_task-hands_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-hands_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-hands_bold.json - - Type: Warning - File: sub-9044_ses-2_task-hands_events.tsv - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-hands_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-hands_events.tsv - - Type: Warning - File: sub-9044_ses-2_task-rest_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-rest_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-rest_bold.json - - Type: Warning - File: sub-9044_ses-2_task-sleepiness_bold.json - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9044_ses-2_task-sleepiness_events.tsv - Location: /sub-9044/ses-2/func/sub-9044_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9044, but is present for at least one other subject. - Evidence: Subject: sub-9044; Missing file: sub-9044_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9045_ses-1_dwi.bval - Location: /sub-9045/ses-1/dwi/sub-9045_ses-1_dwi.bval - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_dwi.bval - - Type: Warning - File: sub-9045_ses-1_dwi.bvec - Location: /sub-9045/ses-1/dwi/sub-9045_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_dwi.bvec - - Type: Warning - File: sub-9045_ses-1_dwi.json - Location: /sub-9045/ses-1/dwi/sub-9045_ses-1_dwi.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_dwi.json - - Type: Warning - File: sub-9045_ses-1_run-1_magnitude1.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9045_ses-1_run-1_magnitude2.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9045_ses-1_run-1_phase1.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9045_ses-1_run-1_phase2.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9045_ses-1_run-2_magnitude1.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9045_ses-1_run-2_magnitude2.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9045_ses-1_run-2_phase1.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9045_ses-1_run-2_phase2.json - Location: /sub-9045/ses-1/fmap/sub-9045_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9045_ses-1_task-faces_physio.json - Location: /sub-9045/ses-1/func/sub-9045_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9045_ses-2_T2w.json - Location: /sub-9045/ses-2/anat/sub-9045_ses-2_T2w.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-2_T2w.json - - Type: Warning - File: sub-9045_ses-2_task-faces_run-1_bold.json - Location: /sub-9045/ses-2/func/sub-9045_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9045_ses-2_task-faces_run-2_bold.json - Location: /sub-9045/ses-2/func/sub-9045_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9045, but is present for at least one other subject. - Evidence: Subject: sub-9045; Missing file: sub-9045_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9046_ses-1_T2w.json - Location: /sub-9046/ses-1/anat/sub-9046_ses-1_T2w.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_T2w.json - - Type: Warning - File: sub-9046_ses-1_dwi.bval - Location: /sub-9046/ses-1/dwi/sub-9046_ses-1_dwi.bval - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_dwi.bval - - Type: Warning - File: sub-9046_ses-1_dwi.bvec - Location: /sub-9046/ses-1/dwi/sub-9046_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_dwi.bvec - - Type: Warning - File: sub-9046_ses-1_dwi.json - Location: /sub-9046/ses-1/dwi/sub-9046_ses-1_dwi.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_dwi.json - - Type: Warning - File: sub-9046_ses-1_run-1_magnitude1.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9046_ses-1_run-1_magnitude2.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9046_ses-1_run-1_phase1.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9046_ses-1_run-1_phase2.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9046_ses-1_run-2_magnitude1.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9046_ses-1_run-2_magnitude2.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9046_ses-1_run-2_phase1.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9046_ses-1_run-2_phase2.json - Location: /sub-9046/ses-1/fmap/sub-9046_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9046_ses-2_T2w.json - Location: /sub-9046/ses-2/anat/sub-9046_ses-2_T2w.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-2_T2w.json - - Type: Warning - File: sub-9046_ses-2_task-faces_run-1_bold.json - Location: /sub-9046/ses-2/func/sub-9046_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9046_ses-2_task-faces_run-2_bold.json - Location: /sub-9046/ses-2/func/sub-9046_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9046, but is present for at least one other subject. - Evidence: Subject: sub-9046; Missing file: sub-9046_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9047_ses-1_dwi.bval - Location: /sub-9047/ses-1/dwi/sub-9047_ses-1_dwi.bval - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_dwi.bval - - Type: Warning - File: sub-9047_ses-1_dwi.bvec - Location: /sub-9047/ses-1/dwi/sub-9047_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_dwi.bvec - - Type: Warning - File: sub-9047_ses-1_dwi.json - Location: /sub-9047/ses-1/dwi/sub-9047_ses-1_dwi.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_dwi.json - - Type: Warning - File: sub-9047_ses-1_run-1_magnitude1.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9047_ses-1_run-1_magnitude2.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9047_ses-1_run-1_phase1.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9047_ses-1_run-1_phase2.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9047_ses-1_run-2_magnitude1.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9047_ses-1_run-2_magnitude2.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9047_ses-1_run-2_phase1.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9047_ses-1_run-2_phase2.json - Location: /sub-9047/ses-1/fmap/sub-9047_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9047_ses-2_T2w.json - Location: /sub-9047/ses-2/anat/sub-9047_ses-2_T2w.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-2_T2w.json - - Type: Warning - File: sub-9047_ses-2_task-faces_run-1_bold.json - Location: /sub-9047/ses-2/func/sub-9047_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9047_ses-2_task-faces_run-2_bold.json - Location: /sub-9047/ses-2/func/sub-9047_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9047, but is present for at least one other subject. - Evidence: Subject: sub-9047; Missing file: sub-9047_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9048_ses-1_dwi.bval - Location: /sub-9048/ses-1/dwi/sub-9048_ses-1_dwi.bval - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_dwi.bval - - Type: Warning - File: sub-9048_ses-1_dwi.bvec - Location: /sub-9048/ses-1/dwi/sub-9048_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_dwi.bvec - - Type: Warning - File: sub-9048_ses-1_dwi.json - Location: /sub-9048/ses-1/dwi/sub-9048_ses-1_dwi.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_dwi.json - - Type: Warning - File: sub-9048_ses-1_run-1_magnitude1.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9048_ses-1_run-1_magnitude2.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9048_ses-1_run-1_phase1.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9048_ses-1_run-1_phase2.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9048_ses-1_run-2_magnitude1.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9048_ses-1_run-2_magnitude2.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9048_ses-1_run-2_phase1.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9048_ses-1_run-2_phase2.json - Location: /sub-9048/ses-1/fmap/sub-9048_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9048_ses-2_T2w.json - Location: /sub-9048/ses-2/anat/sub-9048_ses-2_T2w.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-2_T2w.json - - Type: Warning - File: sub-9048_ses-2_task-faces_run-1_bold.json - Location: /sub-9048/ses-2/func/sub-9048_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9048_ses-2_task-faces_run-2_bold.json - Location: /sub-9048/ses-2/func/sub-9048_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9048, but is present for at least one other subject. - Evidence: Subject: sub-9048; Missing file: sub-9048_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9049_ses-1_dwi.bval - Location: /sub-9049/ses-1/dwi/sub-9049_ses-1_dwi.bval - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_dwi.bval - - Type: Warning - File: sub-9049_ses-1_dwi.bvec - Location: /sub-9049/ses-1/dwi/sub-9049_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_dwi.bvec - - Type: Warning - File: sub-9049_ses-1_dwi.json - Location: /sub-9049/ses-1/dwi/sub-9049_ses-1_dwi.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_dwi.json - - Type: Warning - File: sub-9049_ses-1_run-1_magnitude1.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9049_ses-1_run-1_magnitude2.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9049_ses-1_run-1_phase1.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9049_ses-1_run-1_phase2.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9049_ses-1_run-2_magnitude1.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9049_ses-1_run-2_magnitude2.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9049_ses-1_run-2_phase1.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9049_ses-1_run-2_phase2.json - Location: /sub-9049/ses-1/fmap/sub-9049_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9049_ses-2_T2w.json - Location: /sub-9049/ses-2/anat/sub-9049_ses-2_T2w.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-2_T2w.json - - Type: Warning - File: sub-9049_ses-2_task-faces_run-1_bold.json - Location: /sub-9049/ses-2/func/sub-9049_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9049_ses-2_task-faces_run-2_bold.json - Location: /sub-9049/ses-2/func/sub-9049_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9049, but is present for at least one other subject. - Evidence: Subject: sub-9049; Missing file: sub-9049_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9050_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9050/ses-1/beh/sub-9050_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9050_ses-1_dwi.bval - Location: /sub-9050/ses-1/dwi/sub-9050_ses-1_dwi.bval - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_dwi.bval - - Type: Warning - File: sub-9050_ses-1_dwi.bvec - Location: /sub-9050/ses-1/dwi/sub-9050_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_dwi.bvec - - Type: Warning - File: sub-9050_ses-1_dwi.json - Location: /sub-9050/ses-1/dwi/sub-9050_ses-1_dwi.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_dwi.json - - Type: Warning - File: sub-9050_ses-1_run-1_magnitude1.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9050_ses-1_run-1_magnitude2.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9050_ses-1_run-1_phase1.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9050_ses-1_run-1_phase2.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9050_ses-1_run-2_magnitude1.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9050_ses-1_run-2_magnitude2.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9050_ses-1_run-2_phase1.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9050_ses-1_run-2_phase2.json - Location: /sub-9050/ses-1/fmap/sub-9050_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9050_ses-1_task-faces_physio.json - Location: /sub-9050/ses-1/func/sub-9050_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9050_ses-2_T2w.json - Location: /sub-9050/ses-2/anat/sub-9050_ses-2_T2w.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-2_T2w.json - - Type: Warning - File: sub-9050_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9050/ses-2/beh/sub-9050_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9050_ses-2_task-faces_physio.json - Location: /sub-9050/ses-2/func/sub-9050_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9050_ses-2_task-faces_run-1_bold.json - Location: /sub-9050/ses-2/func/sub-9050_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9050_ses-2_task-faces_run-2_bold.json - Location: /sub-9050/ses-2/func/sub-9050_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9050, but is present for at least one other subject. - Evidence: Subject: sub-9050; Missing file: sub-9050_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9053_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9053/ses-1/beh/sub-9053_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9053_ses-1_dwi.bval - Location: /sub-9053/ses-1/dwi/sub-9053_ses-1_dwi.bval - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_dwi.bval - - Type: Warning - File: sub-9053_ses-1_dwi.bvec - Location: /sub-9053/ses-1/dwi/sub-9053_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_dwi.bvec - - Type: Warning - File: sub-9053_ses-1_dwi.json - Location: /sub-9053/ses-1/dwi/sub-9053_ses-1_dwi.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_dwi.json - - Type: Warning - File: sub-9053_ses-1_run-1_magnitude1.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9053_ses-1_run-1_magnitude2.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9053_ses-1_run-1_phase1.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9053_ses-1_run-1_phase2.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9053_ses-1_run-2_magnitude1.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9053_ses-1_run-2_magnitude2.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9053_ses-1_run-2_phase1.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9053_ses-1_run-2_phase2.json - Location: /sub-9053/ses-1/fmap/sub-9053_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9053_ses-1_task-faces_physio.json - Location: /sub-9053/ses-1/func/sub-9053_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9053_ses-2_T2w.json - Location: /sub-9053/ses-2/anat/sub-9053_ses-2_T2w.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-2_T2w.json - - Type: Warning - File: sub-9053_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9053/ses-2/beh/sub-9053_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9053_ses-2_task-faces_physio.json - Location: /sub-9053/ses-2/func/sub-9053_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9053_ses-2_task-faces_run-1_bold.json - Location: /sub-9053/ses-2/func/sub-9053_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9053_ses-2_task-faces_run-2_bold.json - Location: /sub-9053/ses-2/func/sub-9053_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9053, but is present for at least one other subject. - Evidence: Subject: sub-9053; Missing file: sub-9053_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9054_ses-1_dwi.bval - Location: /sub-9054/ses-1/dwi/sub-9054_ses-1_dwi.bval - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_dwi.bval - - Type: Warning - File: sub-9054_ses-1_dwi.bvec - Location: /sub-9054/ses-1/dwi/sub-9054_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_dwi.bvec - - Type: Warning - File: sub-9054_ses-1_dwi.json - Location: /sub-9054/ses-1/dwi/sub-9054_ses-1_dwi.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_dwi.json - - Type: Warning - File: sub-9054_ses-1_run-1_magnitude1.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9054_ses-1_run-1_magnitude2.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9054_ses-1_run-1_phase1.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9054_ses-1_run-1_phase2.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9054_ses-1_run-2_magnitude1.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9054_ses-1_run-2_magnitude2.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9054_ses-1_run-2_phase1.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9054_ses-1_run-2_phase2.json - Location: /sub-9054/ses-1/fmap/sub-9054_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9054_ses-2_dwi.bval - Location: /sub-9054/ses-2/dwi/sub-9054_ses-2_dwi.bval - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-2_dwi.bval - - Type: Warning - File: sub-9054_ses-2_dwi.bvec - Location: /sub-9054/ses-2/dwi/sub-9054_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-2_dwi.bvec - - Type: Warning - File: sub-9054_ses-2_dwi.json - Location: /sub-9054/ses-2/dwi/sub-9054_ses-2_dwi.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-2_dwi.json - - Type: Warning - File: sub-9054_ses-2_task-faces_run-1_bold.json - Location: /sub-9054/ses-2/func/sub-9054_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9054_ses-2_task-faces_run-2_bold.json - Location: /sub-9054/ses-2/func/sub-9054_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9054, but is present for at least one other subject. - Evidence: Subject: sub-9054; Missing file: sub-9054_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9055_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9055/ses-1/beh/sub-9055_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9055_ses-1_dwi.bval - Location: /sub-9055/ses-1/dwi/sub-9055_ses-1_dwi.bval - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_dwi.bval - - Type: Warning - File: sub-9055_ses-1_dwi.bvec - Location: /sub-9055/ses-1/dwi/sub-9055_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_dwi.bvec - - Type: Warning - File: sub-9055_ses-1_dwi.json - Location: /sub-9055/ses-1/dwi/sub-9055_ses-1_dwi.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_dwi.json - - Type: Warning - File: sub-9055_ses-1_run-1_magnitude1.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9055_ses-1_run-1_magnitude2.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9055_ses-1_run-1_phase1.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9055_ses-1_run-1_phase2.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9055_ses-1_run-2_magnitude1.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9055_ses-1_run-2_magnitude2.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9055_ses-1_run-2_phase1.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9055_ses-1_run-2_phase2.json - Location: /sub-9055/ses-1/fmap/sub-9055_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9055_ses-2_T2w.json - Location: /sub-9055/ses-2/anat/sub-9055_ses-2_T2w.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-2_T2w.json - - Type: Warning - File: sub-9055_ses-2_task-faces_physio.json - Location: /sub-9055/ses-2/func/sub-9055_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9055_ses-2_task-faces_run-1_bold.json - Location: /sub-9055/ses-2/func/sub-9055_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9055_ses-2_task-faces_run-2_bold.json - Location: /sub-9055/ses-2/func/sub-9055_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9055, but is present for at least one other subject. - Evidence: Subject: sub-9055; Missing file: sub-9055_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9056_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9056/ses-1/beh/sub-9056_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9056_ses-1_dwi.bval - Location: /sub-9056/ses-1/dwi/sub-9056_ses-1_dwi.bval - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_dwi.bval - - Type: Warning - File: sub-9056_ses-1_dwi.bvec - Location: /sub-9056/ses-1/dwi/sub-9056_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_dwi.bvec - - Type: Warning - File: sub-9056_ses-1_dwi.json - Location: /sub-9056/ses-1/dwi/sub-9056_ses-1_dwi.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_dwi.json - - Type: Warning - File: sub-9056_ses-1_magnitude1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_magnitude1.json - - Type: Warning - File: sub-9056_ses-1_magnitude2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_magnitude2.json - - Type: Warning - File: sub-9056_ses-1_phase1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_phase1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_phase1.json - - Type: Warning - File: sub-9056_ses-1_phase2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_phase2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_phase2.json - - Type: Warning - File: sub-9056_ses-1_run-1_magnitude1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9056_ses-1_run-1_magnitude2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9056_ses-1_run-1_phase1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9056_ses-1_run-1_phase2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9056_ses-1_run-2_magnitude1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9056_ses-1_run-2_magnitude2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9056_ses-1_run-2_phase1.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9056_ses-1_run-2_phase2.json - Location: /sub-9056/ses-1/fmap/sub-9056_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9056_ses-2_T2w.json - Location: /sub-9056/ses-2/anat/sub-9056_ses-2_T2w.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_T2w.json - - Type: Warning - File: sub-9056_ses-2_dwi.bval - Location: /sub-9056/ses-2/dwi/sub-9056_ses-2_dwi.bval - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_dwi.bval - - Type: Warning - File: sub-9056_ses-2_dwi.bvec - Location: /sub-9056/ses-2/dwi/sub-9056_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_dwi.bvec - - Type: Warning - File: sub-9056_ses-2_dwi.json - Location: /sub-9056/ses-2/dwi/sub-9056_ses-2_dwi.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_dwi.json - - Type: Warning - File: sub-9056_ses-2_task-faces_physio.json - Location: /sub-9056/ses-2/func/sub-9056_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9056_ses-2_task-faces_run-1_bold.json - Location: /sub-9056/ses-2/func/sub-9056_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9056_ses-2_task-faces_run-2_bold.json - Location: /sub-9056/ses-2/func/sub-9056_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9056, but is present for at least one other subject. - Evidence: Subject: sub-9056; Missing file: sub-9056_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9057_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9057/ses-1/beh/sub-9057_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9057_ses-1_dwi.bval - Location: /sub-9057/ses-1/dwi/sub-9057_ses-1_dwi.bval - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_dwi.bval - - Type: Warning - File: sub-9057_ses-1_dwi.bvec - Location: /sub-9057/ses-1/dwi/sub-9057_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_dwi.bvec - - Type: Warning - File: sub-9057_ses-1_dwi.json - Location: /sub-9057/ses-1/dwi/sub-9057_ses-1_dwi.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_dwi.json - - Type: Warning - File: sub-9057_ses-1_run-1_magnitude1.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9057_ses-1_run-1_magnitude2.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9057_ses-1_run-1_phase1.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9057_ses-1_run-1_phase2.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9057_ses-1_run-2_magnitude1.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9057_ses-1_run-2_magnitude2.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9057_ses-1_run-2_phase1.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9057_ses-1_run-2_phase2.json - Location: /sub-9057/ses-1/fmap/sub-9057_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9057_ses-1_task-faces_physio.json - Location: /sub-9057/ses-1/func/sub-9057_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9057_ses-2_T2w.json - Location: /sub-9057/ses-2/anat/sub-9057_ses-2_T2w.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-2_T2w.json - - Type: Warning - File: sub-9057_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9057/ses-2/beh/sub-9057_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9057_ses-2_task-faces_physio.json - Location: /sub-9057/ses-2/func/sub-9057_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9057_ses-2_task-faces_run-1_bold.json - Location: /sub-9057/ses-2/func/sub-9057_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9057_ses-2_task-faces_run-2_bold.json - Location: /sub-9057/ses-2/func/sub-9057_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9057, but is present for at least one other subject. - Evidence: Subject: sub-9057; Missing file: sub-9057_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9058_ses-1_dwi.bval - Location: /sub-9058/ses-1/dwi/sub-9058_ses-1_dwi.bval - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_dwi.bval - - Type: Warning - File: sub-9058_ses-1_dwi.bvec - Location: /sub-9058/ses-1/dwi/sub-9058_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_dwi.bvec - - Type: Warning - File: sub-9058_ses-1_dwi.json - Location: /sub-9058/ses-1/dwi/sub-9058_ses-1_dwi.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_dwi.json - - Type: Warning - File: sub-9058_ses-1_run-1_magnitude1.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9058_ses-1_run-1_magnitude2.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9058_ses-1_run-1_phase1.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9058_ses-1_run-1_phase2.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9058_ses-1_run-2_magnitude1.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9058_ses-1_run-2_magnitude2.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9058_ses-1_run-2_phase1.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9058_ses-1_run-2_phase2.json - Location: /sub-9058/ses-1/fmap/sub-9058_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9058_ses-2_T2w.json - Location: /sub-9058/ses-2/anat/sub-9058_ses-2_T2w.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-2_T2w.json - - Type: Warning - File: sub-9058_ses-2_task-faces_run-1_bold.json - Location: /sub-9058/ses-2/func/sub-9058_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9058_ses-2_task-faces_run-2_bold.json - Location: /sub-9058/ses-2/func/sub-9058_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9058, but is present for at least one other subject. - Evidence: Subject: sub-9058; Missing file: sub-9058_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9059_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9059/ses-1/beh/sub-9059_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9059_ses-1_dwi.bval - Location: /sub-9059/ses-1/dwi/sub-9059_ses-1_dwi.bval - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_dwi.bval - - Type: Warning - File: sub-9059_ses-1_dwi.bvec - Location: /sub-9059/ses-1/dwi/sub-9059_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_dwi.bvec - - Type: Warning - File: sub-9059_ses-1_dwi.json - Location: /sub-9059/ses-1/dwi/sub-9059_ses-1_dwi.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_dwi.json - - Type: Warning - File: sub-9059_ses-1_magnitude1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_magnitude1.json - - Type: Warning - File: sub-9059_ses-1_magnitude2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_magnitude2.json - - Type: Warning - File: sub-9059_ses-1_phase1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_phase1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_phase1.json - - Type: Warning - File: sub-9059_ses-1_phase2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_phase2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_phase2.json - - Type: Warning - File: sub-9059_ses-1_run-1_magnitude1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9059_ses-1_run-1_magnitude2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9059_ses-1_run-1_phase1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9059_ses-1_run-1_phase2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9059_ses-1_run-2_magnitude1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9059_ses-1_run-2_magnitude2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9059_ses-1_run-2_phase1.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9059_ses-1_run-2_phase2.json - Location: /sub-9059/ses-1/fmap/sub-9059_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9059_ses-2_T2w.json - Location: /sub-9059/ses-2/anat/sub-9059_ses-2_T2w.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_T2w.json - - Type: Warning - File: sub-9059_ses-2_dwi.bval - Location: /sub-9059/ses-2/dwi/sub-9059_ses-2_dwi.bval - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_dwi.bval - - Type: Warning - File: sub-9059_ses-2_dwi.bvec - Location: /sub-9059/ses-2/dwi/sub-9059_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_dwi.bvec - - Type: Warning - File: sub-9059_ses-2_dwi.json - Location: /sub-9059/ses-2/dwi/sub-9059_ses-2_dwi.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_dwi.json - - Type: Warning - File: sub-9059_ses-2_task-faces_run-1_bold.json - Location: /sub-9059/ses-2/func/sub-9059_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9059_ses-2_task-faces_run-2_bold.json - Location: /sub-9059/ses-2/func/sub-9059_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9059, but is present for at least one other subject. - Evidence: Subject: sub-9059; Missing file: sub-9059_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9061_ses-1_dwi.bval - Location: /sub-9061/ses-1/dwi/sub-9061_ses-1_dwi.bval - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_dwi.bval - - Type: Warning - File: sub-9061_ses-1_dwi.bvec - Location: /sub-9061/ses-1/dwi/sub-9061_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_dwi.bvec - - Type: Warning - File: sub-9061_ses-1_dwi.json - Location: /sub-9061/ses-1/dwi/sub-9061_ses-1_dwi.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_dwi.json - - Type: Warning - File: sub-9061_ses-1_run-1_magnitude1.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9061_ses-1_run-1_magnitude2.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9061_ses-1_run-1_phase1.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9061_ses-1_run-1_phase2.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9061_ses-1_run-2_magnitude1.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9061_ses-1_run-2_magnitude2.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9061_ses-1_run-2_phase1.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9061_ses-1_run-2_phase2.json - Location: /sub-9061/ses-1/fmap/sub-9061_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9061_ses-2_T2w.json - Location: /sub-9061/ses-2/anat/sub-9061_ses-2_T2w.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-2_T2w.json - - Type: Warning - File: sub-9061_ses-2_task-faces_run-1_bold.json - Location: /sub-9061/ses-2/func/sub-9061_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9061_ses-2_task-faces_run-2_bold.json - Location: /sub-9061/ses-2/func/sub-9061_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9061, but is present for at least one other subject. - Evidence: Subject: sub-9061; Missing file: sub-9061_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9062_ses-1_dwi.bval - Location: /sub-9062/ses-1/dwi/sub-9062_ses-1_dwi.bval - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_dwi.bval - - Type: Warning - File: sub-9062_ses-1_dwi.bvec - Location: /sub-9062/ses-1/dwi/sub-9062_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_dwi.bvec - - Type: Warning - File: sub-9062_ses-1_dwi.json - Location: /sub-9062/ses-1/dwi/sub-9062_ses-1_dwi.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_dwi.json - - Type: Warning - File: sub-9062_ses-1_run-1_magnitude1.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9062_ses-1_run-1_magnitude2.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9062_ses-1_run-1_phase1.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9062_ses-1_run-1_phase2.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9062_ses-1_run-2_magnitude1.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9062_ses-1_run-2_magnitude2.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9062_ses-1_run-2_phase1.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9062_ses-1_run-2_phase2.json - Location: /sub-9062/ses-1/fmap/sub-9062_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9062_ses-1_task-faces_physio.json - Location: /sub-9062/ses-1/func/sub-9062_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9062_ses-2_T2w.json - Location: /sub-9062/ses-2/anat/sub-9062_ses-2_T2w.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-2_T2w.json - - Type: Warning - File: sub-9062_ses-2_task-faces_run-1_bold.json - Location: /sub-9062/ses-2/func/sub-9062_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9062_ses-2_task-faces_run-2_bold.json - Location: /sub-9062/ses-2/func/sub-9062_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9062, but is present for at least one other subject. - Evidence: Subject: sub-9062; Missing file: sub-9062_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9063_ses-1_dwi.bval - Location: /sub-9063/ses-1/dwi/sub-9063_ses-1_dwi.bval - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_dwi.bval - - Type: Warning - File: sub-9063_ses-1_dwi.bvec - Location: /sub-9063/ses-1/dwi/sub-9063_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_dwi.bvec - - Type: Warning - File: sub-9063_ses-1_dwi.json - Location: /sub-9063/ses-1/dwi/sub-9063_ses-1_dwi.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_dwi.json - - Type: Warning - File: sub-9063_ses-1_run-1_magnitude1.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9063_ses-1_run-1_magnitude2.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9063_ses-1_run-1_phase1.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9063_ses-1_run-1_phase2.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9063_ses-1_run-2_magnitude1.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9063_ses-1_run-2_magnitude2.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9063_ses-1_run-2_phase1.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9063_ses-1_run-2_phase2.json - Location: /sub-9063/ses-1/fmap/sub-9063_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9063_ses-1_task-faces_physio.json - Location: /sub-9063/ses-1/func/sub-9063_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9063_ses-2_dwi.bval - Location: /sub-9063/ses-2/dwi/sub-9063_ses-2_dwi.bval - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-2_dwi.bval - - Type: Warning - File: sub-9063_ses-2_dwi.bvec - Location: /sub-9063/ses-2/dwi/sub-9063_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-2_dwi.bvec - - Type: Warning - File: sub-9063_ses-2_dwi.json - Location: /sub-9063/ses-2/dwi/sub-9063_ses-2_dwi.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-2_dwi.json - - Type: Warning - File: sub-9063_ses-2_task-faces_run-1_bold.json - Location: /sub-9063/ses-2/func/sub-9063_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9063_ses-2_task-faces_run-2_bold.json - Location: /sub-9063/ses-2/func/sub-9063_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9063, but is present for at least one other subject. - Evidence: Subject: sub-9063; Missing file: sub-9063_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9064_ses-1_dwi.bval - Location: /sub-9064/ses-1/dwi/sub-9064_ses-1_dwi.bval - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_dwi.bval - - Type: Warning - File: sub-9064_ses-1_dwi.bvec - Location: /sub-9064/ses-1/dwi/sub-9064_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_dwi.bvec - - Type: Warning - File: sub-9064_ses-1_dwi.json - Location: /sub-9064/ses-1/dwi/sub-9064_ses-1_dwi.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_dwi.json - - Type: Warning - File: sub-9064_ses-1_run-1_magnitude1.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9064_ses-1_run-1_magnitude2.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9064_ses-1_run-1_phase1.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9064_ses-1_run-1_phase2.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9064_ses-1_run-2_magnitude1.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9064_ses-1_run-2_magnitude2.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9064_ses-1_run-2_phase1.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9064_ses-1_run-2_phase2.json - Location: /sub-9064/ses-1/fmap/sub-9064_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9064_ses-2_T2w.json - Location: /sub-9064/ses-2/anat/sub-9064_ses-2_T2w.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-2_T2w.json - - Type: Warning - File: sub-9064_ses-2_task-faces_run-1_bold.json - Location: /sub-9064/ses-2/func/sub-9064_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9064_ses-2_task-faces_run-2_bold.json - Location: /sub-9064/ses-2/func/sub-9064_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9064, but is present for at least one other subject. - Evidence: Subject: sub-9064; Missing file: sub-9064_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9065_ses-1_dwi.bval - Location: /sub-9065/ses-1/dwi/sub-9065_ses-1_dwi.bval - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_dwi.bval - - Type: Warning - File: sub-9065_ses-1_dwi.bvec - Location: /sub-9065/ses-1/dwi/sub-9065_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_dwi.bvec - - Type: Warning - File: sub-9065_ses-1_dwi.json - Location: /sub-9065/ses-1/dwi/sub-9065_ses-1_dwi.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_dwi.json - - Type: Warning - File: sub-9065_ses-1_run-1_magnitude1.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9065_ses-1_run-1_magnitude2.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9065_ses-1_run-1_phase1.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9065_ses-1_run-1_phase2.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9065_ses-1_run-2_magnitude1.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9065_ses-1_run-2_magnitude2.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9065_ses-1_run-2_phase1.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9065_ses-1_run-2_phase2.json - Location: /sub-9065/ses-1/fmap/sub-9065_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9065_ses-2_T2w.json - Location: /sub-9065/ses-2/anat/sub-9065_ses-2_T2w.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_T2w.json - - Type: Warning - File: sub-9065_ses-2_magnitude1.json - Location: /sub-9065/ses-2/fmap/sub-9065_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_magnitude1.json - - Type: Warning - File: sub-9065_ses-2_magnitude2.json - Location: /sub-9065/ses-2/fmap/sub-9065_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_magnitude2.json - - Type: Warning - File: sub-9065_ses-2_phase1.json - Location: /sub-9065/ses-2/fmap/sub-9065_ses-2_phase1.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_phase1.json - - Type: Warning - File: sub-9065_ses-2_phase2.json - Location: /sub-9065/ses-2/fmap/sub-9065_ses-2_phase2.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_phase2.json - - Type: Warning - File: sub-9065_ses-2_task-faces_run-1_bold.json - Location: /sub-9065/ses-2/func/sub-9065_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9065_ses-2_task-faces_run-2_bold.json - Location: /sub-9065/ses-2/func/sub-9065_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9065, but is present for at least one other subject. - Evidence: Subject: sub-9065; Missing file: sub-9065_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9066_ses-1_T2w.json - Location: /sub-9066/ses-1/anat/sub-9066_ses-1_T2w.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_T2w.json - - Type: Warning - File: sub-9066_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9066/ses-1/beh/sub-9066_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9066_ses-1_run-1_magnitude1.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9066_ses-1_run-1_magnitude2.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9066_ses-1_run-1_phase1.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9066_ses-1_run-1_phase2.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9066_ses-1_run-2_magnitude1.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9066_ses-1_run-2_magnitude2.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9066_ses-1_run-2_phase1.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9066_ses-1_run-2_phase2.json - Location: /sub-9066/ses-1/fmap/sub-9066_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9066_ses-1_task-arrows_events.tsv - Location: /sub-9066/ses-1/func/sub-9066_ses-1_task-arrows_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_task-arrows_events.tsv - - Type: Warning - File: sub-9066_ses-1_task-faces_events.tsv - Location: /sub-9066/ses-1/func/sub-9066_ses-1_task-faces_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_task-faces_events.tsv - - Type: Warning - File: sub-9066_ses-1_task-faces_physio.json - Location: /sub-9066/ses-1/func/sub-9066_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9066_ses-2_T1w.json - Location: /sub-9066/ses-2/anat/sub-9066_ses-2_T1w.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_T1w.json - - Type: Warning - File: sub-9066_ses-2_T2w.json - Location: /sub-9066/ses-2/anat/sub-9066_ses-2_T2w.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_T2w.json - - Type: Warning - File: sub-9066_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9066/ses-2/beh/sub-9066_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9066_ses-2_dwi.bval - Location: /sub-9066/ses-2/dwi/sub-9066_ses-2_dwi.bval - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_dwi.bval - - Type: Warning - File: sub-9066_ses-2_dwi.bvec - Location: /sub-9066/ses-2/dwi/sub-9066_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_dwi.bvec - - Type: Warning - File: sub-9066_ses-2_dwi.json - Location: /sub-9066/ses-2/dwi/sub-9066_ses-2_dwi.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_dwi.json - - Type: Warning - File: sub-9066_ses-2_magnitude1.json - Location: /sub-9066/ses-2/fmap/sub-9066_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_magnitude1.json - - Type: Warning - File: sub-9066_ses-2_magnitude2.json - Location: /sub-9066/ses-2/fmap/sub-9066_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_magnitude2.json - - Type: Warning - File: sub-9066_ses-2_phase1.json - Location: /sub-9066/ses-2/fmap/sub-9066_ses-2_phase1.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_phase1.json - - Type: Warning - File: sub-9066_ses-2_phase2.json - Location: /sub-9066/ses-2/fmap/sub-9066_ses-2_phase2.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_phase2.json - - Type: Warning - File: sub-9066_ses-2_task-arrows_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9066_ses-2_task-arrows_events.tsv - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9066_ses-2_task-faces_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9066_ses-2_task-faces_events.tsv - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-faces_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-faces_events.tsv - - Type: Warning - File: sub-9066_ses-2_task-faces_physio.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9066_ses-2_task-faces_run-1_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9066_ses-2_task-faces_run-2_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9066_ses-2_task-hands_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-hands_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-hands_bold.json - - Type: Warning - File: sub-9066_ses-2_task-hands_events.tsv - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-hands_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-hands_events.tsv - - Type: Warning - File: sub-9066_ses-2_task-rest_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-rest_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-rest_bold.json - - Type: Warning - File: sub-9066_ses-2_task-sleepiness_bold.json - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9066_ses-2_task-sleepiness_events.tsv - Location: /sub-9066/ses-2/func/sub-9066_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9066_ses-2_scans.tsv - Location: /sub-9066/ses-2/sub-9066_ses-2_scans.tsv - Reason: This file is missing for subject sub-9066, but is present for at least one other subject. - Evidence: Subject: sub-9066; Missing file: sub-9066_ses-2_scans.tsv - - Type: Warning - File: sub-9067_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9067/ses-1/beh/sub-9067_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9067_ses-1_dwi.bval - Location: /sub-9067/ses-1/dwi/sub-9067_ses-1_dwi.bval - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_dwi.bval - - Type: Warning - File: sub-9067_ses-1_dwi.bvec - Location: /sub-9067/ses-1/dwi/sub-9067_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_dwi.bvec - - Type: Warning - File: sub-9067_ses-1_dwi.json - Location: /sub-9067/ses-1/dwi/sub-9067_ses-1_dwi.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_dwi.json - - Type: Warning - File: sub-9067_ses-1_run-1_magnitude1.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9067_ses-1_run-1_magnitude2.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9067_ses-1_run-1_phase1.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9067_ses-1_run-1_phase2.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9067_ses-1_run-2_magnitude1.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9067_ses-1_run-2_magnitude2.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9067_ses-1_run-2_phase1.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9067_ses-1_run-2_phase2.json - Location: /sub-9067/ses-1/fmap/sub-9067_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9067_ses-1_task-faces_physio.json - Location: /sub-9067/ses-1/func/sub-9067_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9067_ses-2_T2w.json - Location: /sub-9067/ses-2/anat/sub-9067_ses-2_T2w.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-2_T2w.json - - Type: Warning - File: sub-9067_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9067/ses-2/beh/sub-9067_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9067_ses-2_task-faces_physio.json - Location: /sub-9067/ses-2/func/sub-9067_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9067_ses-2_task-faces_run-1_bold.json - Location: /sub-9067/ses-2/func/sub-9067_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9067_ses-2_task-faces_run-2_bold.json - Location: /sub-9067/ses-2/func/sub-9067_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9067, but is present for at least one other subject. - Evidence: Subject: sub-9067; Missing file: sub-9067_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9068_ses-1_dwi.bval - Location: /sub-9068/ses-1/dwi/sub-9068_ses-1_dwi.bval - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_dwi.bval - - Type: Warning - File: sub-9068_ses-1_dwi.bvec - Location: /sub-9068/ses-1/dwi/sub-9068_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_dwi.bvec - - Type: Warning - File: sub-9068_ses-1_dwi.json - Location: /sub-9068/ses-1/dwi/sub-9068_ses-1_dwi.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_dwi.json - - Type: Warning - File: sub-9068_ses-1_run-1_magnitude1.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9068_ses-1_run-1_magnitude2.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9068_ses-1_run-1_phase1.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9068_ses-1_run-1_phase2.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9068_ses-1_run-2_magnitude1.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9068_ses-1_run-2_magnitude2.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9068_ses-1_run-2_phase1.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9068_ses-1_run-2_phase2.json - Location: /sub-9068/ses-1/fmap/sub-9068_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9068_ses-2_T2w.json - Location: /sub-9068/ses-2/anat/sub-9068_ses-2_T2w.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-2_T2w.json - - Type: Warning - File: sub-9068_ses-2_task-faces_run-1_bold.json - Location: /sub-9068/ses-2/func/sub-9068_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9068_ses-2_task-faces_run-2_bold.json - Location: /sub-9068/ses-2/func/sub-9068_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9068, but is present for at least one other subject. - Evidence: Subject: sub-9068; Missing file: sub-9068_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9069_ses-1_dwi.bval - Location: /sub-9069/ses-1/dwi/sub-9069_ses-1_dwi.bval - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_dwi.bval - - Type: Warning - File: sub-9069_ses-1_dwi.bvec - Location: /sub-9069/ses-1/dwi/sub-9069_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_dwi.bvec - - Type: Warning - File: sub-9069_ses-1_dwi.json - Location: /sub-9069/ses-1/dwi/sub-9069_ses-1_dwi.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_dwi.json - - Type: Warning - File: sub-9069_ses-1_run-1_magnitude1.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9069_ses-1_run-1_magnitude2.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9069_ses-1_run-1_phase1.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9069_ses-1_run-1_phase2.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9069_ses-1_run-2_magnitude1.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9069_ses-1_run-2_magnitude2.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9069_ses-1_run-2_phase1.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9069_ses-1_run-2_phase2.json - Location: /sub-9069/ses-1/fmap/sub-9069_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9069_ses-2_T2w.json - Location: /sub-9069/ses-2/anat/sub-9069_ses-2_T2w.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-2_T2w.json - - Type: Warning - File: sub-9069_ses-2_task-faces_run-1_bold.json - Location: /sub-9069/ses-2/func/sub-9069_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9069_ses-2_task-faces_run-2_bold.json - Location: /sub-9069/ses-2/func/sub-9069_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9069, but is present for at least one other subject. - Evidence: Subject: sub-9069; Missing file: sub-9069_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9070_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9070/ses-1/beh/sub-9070_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9070_ses-1_dwi.bval - Location: /sub-9070/ses-1/dwi/sub-9070_ses-1_dwi.bval - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_dwi.bval - - Type: Warning - File: sub-9070_ses-1_dwi.bvec - Location: /sub-9070/ses-1/dwi/sub-9070_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_dwi.bvec - - Type: Warning - File: sub-9070_ses-1_dwi.json - Location: /sub-9070/ses-1/dwi/sub-9070_ses-1_dwi.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_dwi.json - - Type: Warning - File: sub-9070_ses-1_magnitude2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_magnitude2.json - - Type: Warning - File: sub-9070_ses-1_phase2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_phase2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_phase2.json - - Type: Warning - File: sub-9070_ses-1_run-1_magnitude1.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9070_ses-1_run-1_magnitude2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9070_ses-1_run-1_phase1.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9070_ses-1_run-1_phase2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9070_ses-1_run-2_magnitude1.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9070_ses-1_run-2_magnitude2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9070_ses-1_run-2_phase1.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9070_ses-1_run-2_phase2.json - Location: /sub-9070/ses-1/fmap/sub-9070_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9070_ses-2_T2w.json - Location: /sub-9070/ses-2/anat/sub-9070_ses-2_T2w.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-2_T2w.json - - Type: Warning - File: sub-9070_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9070/ses-2/beh/sub-9070_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9070_ses-2_task-faces_run-1_bold.json - Location: /sub-9070/ses-2/func/sub-9070_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9070_ses-2_task-faces_run-2_bold.json - Location: /sub-9070/ses-2/func/sub-9070_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9070, but is present for at least one other subject. - Evidence: Subject: sub-9070; Missing file: sub-9070_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9071_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9071/ses-1/beh/sub-9071_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9071_ses-1_dwi.bval - Location: /sub-9071/ses-1/dwi/sub-9071_ses-1_dwi.bval - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_dwi.bval - - Type: Warning - File: sub-9071_ses-1_dwi.bvec - Location: /sub-9071/ses-1/dwi/sub-9071_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_dwi.bvec - - Type: Warning - File: sub-9071_ses-1_dwi.json - Location: /sub-9071/ses-1/dwi/sub-9071_ses-1_dwi.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_dwi.json - - Type: Warning - File: sub-9071_ses-1_run-1_magnitude1.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9071_ses-1_run-1_magnitude2.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9071_ses-1_run-1_phase1.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9071_ses-1_run-1_phase2.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9071_ses-1_run-2_magnitude1.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9071_ses-1_run-2_magnitude2.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9071_ses-1_run-2_phase1.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9071_ses-1_run-2_phase2.json - Location: /sub-9071/ses-1/fmap/sub-9071_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9071_ses-2_T2w.json - Location: /sub-9071/ses-2/anat/sub-9071_ses-2_T2w.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-2_T2w.json - - Type: Warning - File: sub-9071_ses-2_task-faces_run-1_bold.json - Location: /sub-9071/ses-2/func/sub-9071_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9071_ses-2_task-faces_run-2_bold.json - Location: /sub-9071/ses-2/func/sub-9071_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9071, but is present for at least one other subject. - Evidence: Subject: sub-9071; Missing file: sub-9071_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9072_ses-1_dwi.bval - Location: /sub-9072/ses-1/dwi/sub-9072_ses-1_dwi.bval - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_dwi.bval - - Type: Warning - File: sub-9072_ses-1_dwi.bvec - Location: /sub-9072/ses-1/dwi/sub-9072_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_dwi.bvec - - Type: Warning - File: sub-9072_ses-1_dwi.json - Location: /sub-9072/ses-1/dwi/sub-9072_ses-1_dwi.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_dwi.json - - Type: Warning - File: sub-9072_ses-1_run-1_magnitude1.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9072_ses-1_run-1_magnitude2.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9072_ses-1_run-1_phase1.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9072_ses-1_run-1_phase2.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9072_ses-1_run-2_magnitude1.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9072_ses-1_run-2_magnitude2.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9072_ses-1_run-2_phase1.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9072_ses-1_run-2_phase2.json - Location: /sub-9072/ses-1/fmap/sub-9072_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9072_ses-2_T2w.json - Location: /sub-9072/ses-2/anat/sub-9072_ses-2_T2w.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-2_T2w.json - - Type: Warning - File: sub-9072_ses-2_task-faces_run-1_bold.json - Location: /sub-9072/ses-2/func/sub-9072_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9072_ses-2_task-faces_run-2_bold.json - Location: /sub-9072/ses-2/func/sub-9072_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9072, but is present for at least one other subject. - Evidence: Subject: sub-9072; Missing file: sub-9072_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9073_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9073/ses-1/beh/sub-9073_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9073_ses-1_dwi.bval - Location: /sub-9073/ses-1/dwi/sub-9073_ses-1_dwi.bval - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_dwi.bval - - Type: Warning - File: sub-9073_ses-1_dwi.bvec - Location: /sub-9073/ses-1/dwi/sub-9073_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_dwi.bvec - - Type: Warning - File: sub-9073_ses-1_dwi.json - Location: /sub-9073/ses-1/dwi/sub-9073_ses-1_dwi.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_dwi.json - - Type: Warning - File: sub-9073_ses-1_run-1_magnitude1.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9073_ses-1_run-1_magnitude2.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9073_ses-1_run-1_phase1.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9073_ses-1_run-1_phase2.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9073_ses-1_run-2_magnitude1.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9073_ses-1_run-2_magnitude2.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9073_ses-1_run-2_phase1.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9073_ses-1_run-2_phase2.json - Location: /sub-9073/ses-1/fmap/sub-9073_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9073_ses-1_task-faces_physio.json - Location: /sub-9073/ses-1/func/sub-9073_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9073_ses-2_T2w.json - Location: /sub-9073/ses-2/anat/sub-9073_ses-2_T2w.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-2_T2w.json - - Type: Warning - File: sub-9073_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9073/ses-2/beh/sub-9073_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9073_ses-2_task-faces_physio.json - Location: /sub-9073/ses-2/func/sub-9073_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9073_ses-2_task-faces_run-1_bold.json - Location: /sub-9073/ses-2/func/sub-9073_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9073_ses-2_task-faces_run-2_bold.json - Location: /sub-9073/ses-2/func/sub-9073_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9073, but is present for at least one other subject. - Evidence: Subject: sub-9073; Missing file: sub-9073_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9074_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9074/ses-1/beh/sub-9074_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9074_ses-1_dwi.bval - Location: /sub-9074/ses-1/dwi/sub-9074_ses-1_dwi.bval - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_dwi.bval - - Type: Warning - File: sub-9074_ses-1_dwi.bvec - Location: /sub-9074/ses-1/dwi/sub-9074_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_dwi.bvec - - Type: Warning - File: sub-9074_ses-1_dwi.json - Location: /sub-9074/ses-1/dwi/sub-9074_ses-1_dwi.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_dwi.json - - Type: Warning - File: sub-9074_ses-1_magnitude1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_magnitude1.json - - Type: Warning - File: sub-9074_ses-1_magnitude2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_magnitude2.json - - Type: Warning - File: sub-9074_ses-1_phase1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_phase1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_phase1.json - - Type: Warning - File: sub-9074_ses-1_phase2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_phase2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_phase2.json - - Type: Warning - File: sub-9074_ses-1_run-1_magnitude1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9074_ses-1_run-1_magnitude2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9074_ses-1_run-1_phase1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9074_ses-1_run-1_phase2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9074_ses-1_run-2_magnitude1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9074_ses-1_run-2_magnitude2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9074_ses-1_run-2_phase1.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9074_ses-1_run-2_phase2.json - Location: /sub-9074/ses-1/fmap/sub-9074_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9074_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9074/ses-2/beh/sub-9074_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9074_ses-2_dwi.bval - Location: /sub-9074/ses-2/dwi/sub-9074_ses-2_dwi.bval - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_dwi.bval - - Type: Warning - File: sub-9074_ses-2_dwi.bvec - Location: /sub-9074/ses-2/dwi/sub-9074_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_dwi.bvec - - Type: Warning - File: sub-9074_ses-2_dwi.json - Location: /sub-9074/ses-2/dwi/sub-9074_ses-2_dwi.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_dwi.json - - Type: Warning - File: sub-9074_ses-2_task-faces_run-1_bold.json - Location: /sub-9074/ses-2/func/sub-9074_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9074_ses-2_task-faces_run-2_bold.json - Location: /sub-9074/ses-2/func/sub-9074_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9074, but is present for at least one other subject. - Evidence: Subject: sub-9074; Missing file: sub-9074_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9075_ses-1_dwi.bval - Location: /sub-9075/ses-1/dwi/sub-9075_ses-1_dwi.bval - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_dwi.bval - - Type: Warning - File: sub-9075_ses-1_dwi.bvec - Location: /sub-9075/ses-1/dwi/sub-9075_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_dwi.bvec - - Type: Warning - File: sub-9075_ses-1_dwi.json - Location: /sub-9075/ses-1/dwi/sub-9075_ses-1_dwi.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_dwi.json - - Type: Warning - File: sub-9075_ses-1_run-1_magnitude1.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9075_ses-1_run-1_magnitude2.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9075_ses-1_run-1_phase1.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9075_ses-1_run-1_phase2.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9075_ses-1_run-2_magnitude1.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9075_ses-1_run-2_magnitude2.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9075_ses-1_run-2_phase1.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9075_ses-1_run-2_phase2.json - Location: /sub-9075/ses-1/fmap/sub-9075_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9075_ses-2_T2w.json - Location: /sub-9075/ses-2/anat/sub-9075_ses-2_T2w.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-2_T2w.json - - Type: Warning - File: sub-9075_ses-2_task-faces_run-1_bold.json - Location: /sub-9075/ses-2/func/sub-9075_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9075_ses-2_task-faces_run-2_bold.json - Location: /sub-9075/ses-2/func/sub-9075_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9075, but is present for at least one other subject. - Evidence: Subject: sub-9075; Missing file: sub-9075_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9076_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9076/ses-1/beh/sub-9076_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9076_ses-1_dwi.bval - Location: /sub-9076/ses-1/dwi/sub-9076_ses-1_dwi.bval - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_dwi.bval - - Type: Warning - File: sub-9076_ses-1_dwi.bvec - Location: /sub-9076/ses-1/dwi/sub-9076_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_dwi.bvec - - Type: Warning - File: sub-9076_ses-1_dwi.json - Location: /sub-9076/ses-1/dwi/sub-9076_ses-1_dwi.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_dwi.json - - Type: Warning - File: sub-9076_ses-1_run-1_magnitude1.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9076_ses-1_run-1_magnitude2.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9076_ses-1_run-1_phase1.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9076_ses-1_run-1_phase2.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9076_ses-1_run-2_magnitude1.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9076_ses-1_run-2_magnitude2.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9076_ses-1_run-2_phase1.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9076_ses-1_run-2_phase2.json - Location: /sub-9076/ses-1/fmap/sub-9076_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9076_ses-1_task-faces_physio.json - Location: /sub-9076/ses-1/func/sub-9076_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9076_ses-2_T2w.json - Location: /sub-9076/ses-2/anat/sub-9076_ses-2_T2w.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-2_T2w.json - - Type: Warning - File: sub-9076_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9076/ses-2/beh/sub-9076_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9076_ses-2_task-faces_physio.json - Location: /sub-9076/ses-2/func/sub-9076_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9076_ses-2_task-faces_run-1_bold.json - Location: /sub-9076/ses-2/func/sub-9076_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9076_ses-2_task-faces_run-2_bold.json - Location: /sub-9076/ses-2/func/sub-9076_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9076, but is present for at least one other subject. - Evidence: Subject: sub-9076; Missing file: sub-9076_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9077_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9077/ses-1/beh/sub-9077_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9077_ses-1_dwi.bval - Location: /sub-9077/ses-1/dwi/sub-9077_ses-1_dwi.bval - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_dwi.bval - - Type: Warning - File: sub-9077_ses-1_dwi.bvec - Location: /sub-9077/ses-1/dwi/sub-9077_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_dwi.bvec - - Type: Warning - File: sub-9077_ses-1_dwi.json - Location: /sub-9077/ses-1/dwi/sub-9077_ses-1_dwi.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_dwi.json - - Type: Warning - File: sub-9077_ses-1_run-1_magnitude1.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9077_ses-1_run-1_magnitude2.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9077_ses-1_run-1_phase1.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9077_ses-1_run-1_phase2.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9077_ses-1_run-2_magnitude1.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9077_ses-1_run-2_magnitude2.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9077_ses-1_run-2_phase1.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9077_ses-1_run-2_phase2.json - Location: /sub-9077/ses-1/fmap/sub-9077_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9077_ses-1_task-faces_physio.json - Location: /sub-9077/ses-1/func/sub-9077_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9077_ses-2_T2w.json - Location: /sub-9077/ses-2/anat/sub-9077_ses-2_T2w.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-2_T2w.json - - Type: Warning - File: sub-9077_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9077/ses-2/beh/sub-9077_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9077_ses-2_task-faces_physio.json - Location: /sub-9077/ses-2/func/sub-9077_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9077_ses-2_task-faces_run-1_bold.json - Location: /sub-9077/ses-2/func/sub-9077_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9077_ses-2_task-faces_run-2_bold.json - Location: /sub-9077/ses-2/func/sub-9077_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9077, but is present for at least one other subject. - Evidence: Subject: sub-9077; Missing file: sub-9077_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9078_ses-1_T2w.json - Location: /sub-9078/ses-1/anat/sub-9078_ses-1_T2w.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_T2w.json - - Type: Warning - File: sub-9078_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9078/ses-1/beh/sub-9078_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9078_ses-1_dwi.bval - Location: /sub-9078/ses-1/dwi/sub-9078_ses-1_dwi.bval - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_dwi.bval - - Type: Warning - File: sub-9078_ses-1_dwi.bvec - Location: /sub-9078/ses-1/dwi/sub-9078_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_dwi.bvec - - Type: Warning - File: sub-9078_ses-1_dwi.json - Location: /sub-9078/ses-1/dwi/sub-9078_ses-1_dwi.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_dwi.json - - Type: Warning - File: sub-9078_ses-1_magnitude1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_magnitude1.json - - Type: Warning - File: sub-9078_ses-1_magnitude2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_magnitude2.json - - Type: Warning - File: sub-9078_ses-1_phase1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_phase1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_phase1.json - - Type: Warning - File: sub-9078_ses-1_phase2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_phase2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_phase2.json - - Type: Warning - File: sub-9078_ses-1_run-1_magnitude1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9078_ses-1_run-1_magnitude2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9078_ses-1_run-1_phase1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9078_ses-1_run-1_phase2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9078_ses-1_run-2_magnitude1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9078_ses-1_run-2_magnitude2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9078_ses-1_run-2_phase1.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9078_ses-1_run-2_phase2.json - Location: /sub-9078/ses-1/fmap/sub-9078_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9078_ses-1_task-arrows_bold.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-arrows_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-arrows_bold.json - - Type: Warning - File: sub-9078_ses-1_task-arrows_events.tsv - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-arrows_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-arrows_events.tsv - - Type: Warning - File: sub-9078_ses-1_task-faces_bold.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-faces_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-faces_bold.json - - Type: Warning - File: sub-9078_ses-1_task-faces_events.tsv - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-faces_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-faces_events.tsv - - Type: Warning - File: sub-9078_ses-1_task-faces_physio.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9078_ses-1_task-hands_bold.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-hands_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-hands_bold.json - - Type: Warning - File: sub-9078_ses-1_task-hands_events.tsv - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-hands_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-hands_events.tsv - - Type: Warning - File: sub-9078_ses-1_task-rest_bold.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-rest_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-rest_bold.json - - Type: Warning - File: sub-9078_ses-1_task-sleepiness_bold.json - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-sleepiness_bold.json - - Type: Warning - File: sub-9078_ses-1_task-sleepiness_events.tsv - Location: /sub-9078/ses-1/func/sub-9078_ses-1_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-1_task-sleepiness_events.tsv - - Type: Warning - File: sub-9078_ses-2_T1w.json - Location: /sub-9078/ses-2/anat/sub-9078_ses-2_T1w.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_T1w.json - - Type: Warning - File: sub-9078_ses-2_T2w.json - Location: /sub-9078/ses-2/anat/sub-9078_ses-2_T2w.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_T2w.json - - Type: Warning - File: sub-9078_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9078/ses-2/beh/sub-9078_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9078_ses-2_dwi.bval - Location: /sub-9078/ses-2/dwi/sub-9078_ses-2_dwi.bval - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_dwi.bval - - Type: Warning - File: sub-9078_ses-2_dwi.bvec - Location: /sub-9078/ses-2/dwi/sub-9078_ses-2_dwi.bvec - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_dwi.bvec - - Type: Warning - File: sub-9078_ses-2_dwi.json - Location: /sub-9078/ses-2/dwi/sub-9078_ses-2_dwi.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_dwi.json - - Type: Warning - File: sub-9078_ses-2_magnitude1.json - Location: /sub-9078/ses-2/fmap/sub-9078_ses-2_magnitude1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_magnitude1.json - - Type: Warning - File: sub-9078_ses-2_magnitude2.json - Location: /sub-9078/ses-2/fmap/sub-9078_ses-2_magnitude2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_magnitude2.json - - Type: Warning - File: sub-9078_ses-2_phase1.json - Location: /sub-9078/ses-2/fmap/sub-9078_ses-2_phase1.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_phase1.json - - Type: Warning - File: sub-9078_ses-2_phase2.json - Location: /sub-9078/ses-2/fmap/sub-9078_ses-2_phase2.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_phase2.json - - Type: Warning - File: sub-9078_ses-2_task-arrows_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-arrows_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-arrows_bold.json - - Type: Warning - File: sub-9078_ses-2_task-arrows_events.tsv - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-arrows_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-arrows_events.tsv - - Type: Warning - File: sub-9078_ses-2_task-faces_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-faces_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-faces_bold.json - - Type: Warning - File: sub-9078_ses-2_task-faces_events.tsv - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-faces_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-faces_events.tsv - - Type: Warning - File: sub-9078_ses-2_task-faces_physio.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9078_ses-2_task-faces_run-1_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9078_ses-2_task-faces_run-2_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9078_ses-2_task-hands_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-hands_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-hands_bold.json - - Type: Warning - File: sub-9078_ses-2_task-hands_events.tsv - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-hands_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-hands_events.tsv - - Type: Warning - File: sub-9078_ses-2_task-rest_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-rest_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-rest_bold.json - - Type: Warning - File: sub-9078_ses-2_task-sleepiness_bold.json - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-sleepiness_bold.json - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-sleepiness_bold.json - - Type: Warning - File: sub-9078_ses-2_task-sleepiness_events.tsv - Location: /sub-9078/ses-2/func/sub-9078_ses-2_task-sleepiness_events.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_task-sleepiness_events.tsv - - Type: Warning - File: sub-9078_ses-2_scans.tsv - Location: /sub-9078/ses-2/sub-9078_ses-2_scans.tsv - Reason: This file is missing for subject sub-9078, but is present for at least one other subject. - Evidence: Subject: sub-9078; Missing file: sub-9078_ses-2_scans.tsv - - Type: Warning - File: sub-9079_ses-1_dwi.bval - Location: /sub-9079/ses-1/dwi/sub-9079_ses-1_dwi.bval - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_dwi.bval - - Type: Warning - File: sub-9079_ses-1_dwi.bvec - Location: /sub-9079/ses-1/dwi/sub-9079_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_dwi.bvec - - Type: Warning - File: sub-9079_ses-1_dwi.json - Location: /sub-9079/ses-1/dwi/sub-9079_ses-1_dwi.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_dwi.json - - Type: Warning - File: sub-9079_ses-1_run-1_magnitude1.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9079_ses-1_run-1_magnitude2.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9079_ses-1_run-1_phase1.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9079_ses-1_run-1_phase2.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9079_ses-1_run-2_magnitude1.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9079_ses-1_run-2_magnitude2.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9079_ses-1_run-2_phase1.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9079_ses-1_run-2_phase2.json - Location: /sub-9079/ses-1/fmap/sub-9079_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9079_ses-2_T2w.json - Location: /sub-9079/ses-2/anat/sub-9079_ses-2_T2w.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-2_T2w.json - - Type: Warning - File: sub-9079_ses-2_task-faces_run-1_bold.json - Location: /sub-9079/ses-2/func/sub-9079_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9079_ses-2_task-faces_run-2_bold.json - Location: /sub-9079/ses-2/func/sub-9079_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9079, but is present for at least one other subject. - Evidence: Subject: sub-9079; Missing file: sub-9079_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9080_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9080/ses-1/beh/sub-9080_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9080_ses-1_dwi.bval - Location: /sub-9080/ses-1/dwi/sub-9080_ses-1_dwi.bval - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_dwi.bval - - Type: Warning - File: sub-9080_ses-1_dwi.bvec - Location: /sub-9080/ses-1/dwi/sub-9080_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_dwi.bvec - - Type: Warning - File: sub-9080_ses-1_dwi.json - Location: /sub-9080/ses-1/dwi/sub-9080_ses-1_dwi.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_dwi.json - - Type: Warning - File: sub-9080_ses-1_run-1_magnitude1.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9080_ses-1_run-1_magnitude2.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9080_ses-1_run-1_phase1.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9080_ses-1_run-1_phase2.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9080_ses-1_run-2_magnitude1.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9080_ses-1_run-2_magnitude2.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9080_ses-1_run-2_phase1.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9080_ses-1_run-2_phase2.json - Location: /sub-9080/ses-1/fmap/sub-9080_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9080_ses-2_T2w.json - Location: /sub-9080/ses-2/anat/sub-9080_ses-2_T2w.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-2_T2w.json - - Type: Warning - File: sub-9080_ses-2_task-faces_run-1_bold.json - Location: /sub-9080/ses-2/func/sub-9080_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9080_ses-2_task-faces_run-2_bold.json - Location: /sub-9080/ses-2/func/sub-9080_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9080, but is present for at least one other subject. - Evidence: Subject: sub-9080; Missing file: sub-9080_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9081_ses-1_dwi.bval - Location: /sub-9081/ses-1/dwi/sub-9081_ses-1_dwi.bval - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_dwi.bval - - Type: Warning - File: sub-9081_ses-1_dwi.bvec - Location: /sub-9081/ses-1/dwi/sub-9081_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_dwi.bvec - - Type: Warning - File: sub-9081_ses-1_dwi.json - Location: /sub-9081/ses-1/dwi/sub-9081_ses-1_dwi.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_dwi.json - - Type: Warning - File: sub-9081_ses-1_run-1_magnitude1.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9081_ses-1_run-1_magnitude2.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9081_ses-1_run-1_phase1.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9081_ses-1_run-1_phase2.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9081_ses-1_run-2_magnitude1.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9081_ses-1_run-2_magnitude2.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9081_ses-1_run-2_phase1.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9081_ses-1_run-2_phase2.json - Location: /sub-9081/ses-1/fmap/sub-9081_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9081_ses-2_T2w.json - Location: /sub-9081/ses-2/anat/sub-9081_ses-2_T2w.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-2_T2w.json - - Type: Warning - File: sub-9081_ses-2_task-faces_run-1_bold.json - Location: /sub-9081/ses-2/func/sub-9081_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9081_ses-2_task-faces_run-2_bold.json - Location: /sub-9081/ses-2/func/sub-9081_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9081, but is present for at least one other subject. - Evidence: Subject: sub-9081; Missing file: sub-9081_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9082_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9082/ses-1/beh/sub-9082_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9082_ses-1_dwi.bval - Location: /sub-9082/ses-1/dwi/sub-9082_ses-1_dwi.bval - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_dwi.bval - - Type: Warning - File: sub-9082_ses-1_dwi.bvec - Location: /sub-9082/ses-1/dwi/sub-9082_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_dwi.bvec - - Type: Warning - File: sub-9082_ses-1_dwi.json - Location: /sub-9082/ses-1/dwi/sub-9082_ses-1_dwi.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_dwi.json - - Type: Warning - File: sub-9082_ses-1_run-1_magnitude1.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9082_ses-1_run-1_magnitude2.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9082_ses-1_run-1_phase1.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9082_ses-1_run-1_phase2.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9082_ses-1_run-2_magnitude1.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9082_ses-1_run-2_magnitude2.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9082_ses-1_run-2_phase1.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9082_ses-1_run-2_phase2.json - Location: /sub-9082/ses-1/fmap/sub-9082_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9082_ses-1_task-faces_physio.json - Location: /sub-9082/ses-1/func/sub-9082_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9082_ses-2_T2w.json - Location: /sub-9082/ses-2/anat/sub-9082_ses-2_T2w.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-2_T2w.json - - Type: Warning - File: sub-9082_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9082/ses-2/beh/sub-9082_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9082_ses-2_task-faces_physio.json - Location: /sub-9082/ses-2/func/sub-9082_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9082_ses-2_task-faces_run-1_bold.json - Location: /sub-9082/ses-2/func/sub-9082_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9082_ses-2_task-faces_run-2_bold.json - Location: /sub-9082/ses-2/func/sub-9082_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9082, but is present for at least one other subject. - Evidence: Subject: sub-9082; Missing file: sub-9082_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9083_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9083/ses-1/beh/sub-9083_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9083_ses-1_dwi.bval - Location: /sub-9083/ses-1/dwi/sub-9083_ses-1_dwi.bval - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_dwi.bval - - Type: Warning - File: sub-9083_ses-1_dwi.bvec - Location: /sub-9083/ses-1/dwi/sub-9083_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_dwi.bvec - - Type: Warning - File: sub-9083_ses-1_dwi.json - Location: /sub-9083/ses-1/dwi/sub-9083_ses-1_dwi.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_dwi.json - - Type: Warning - File: sub-9083_ses-1_run-1_magnitude1.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9083_ses-1_run-1_magnitude2.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9083_ses-1_run-1_phase1.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9083_ses-1_run-1_phase2.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9083_ses-1_run-2_magnitude1.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9083_ses-1_run-2_magnitude2.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9083_ses-1_run-2_phase1.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9083_ses-1_run-2_phase2.json - Location: /sub-9083/ses-1/fmap/sub-9083_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9083_ses-1_task-faces_physio.json - Location: /sub-9083/ses-1/func/sub-9083_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9083_ses-2_T2w.json - Location: /sub-9083/ses-2/anat/sub-9083_ses-2_T2w.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-2_T2w.json - - Type: Warning - File: sub-9083_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9083/ses-2/beh/sub-9083_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9083_ses-2_task-faces_physio.json - Location: /sub-9083/ses-2/func/sub-9083_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9083_ses-2_task-faces_run-1_bold.json - Location: /sub-9083/ses-2/func/sub-9083_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9083_ses-2_task-faces_run-2_bold.json - Location: /sub-9083/ses-2/func/sub-9083_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9083, but is present for at least one other subject. - Evidence: Subject: sub-9083; Missing file: sub-9083_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9084_ses-1_dwi.bval - Location: /sub-9084/ses-1/dwi/sub-9084_ses-1_dwi.bval - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_dwi.bval - - Type: Warning - File: sub-9084_ses-1_dwi.bvec - Location: /sub-9084/ses-1/dwi/sub-9084_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_dwi.bvec - - Type: Warning - File: sub-9084_ses-1_dwi.json - Location: /sub-9084/ses-1/dwi/sub-9084_ses-1_dwi.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_dwi.json - - Type: Warning - File: sub-9084_ses-1_run-1_magnitude1.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9084_ses-1_run-1_magnitude2.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9084_ses-1_run-1_phase1.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9084_ses-1_run-1_phase2.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9084_ses-1_run-2_magnitude1.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9084_ses-1_run-2_magnitude2.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9084_ses-1_run-2_phase1.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9084_ses-1_run-2_phase2.json - Location: /sub-9084/ses-1/fmap/sub-9084_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9084_ses-2_T2w.json - Location: /sub-9084/ses-2/anat/sub-9084_ses-2_T2w.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-2_T2w.json - - Type: Warning - File: sub-9084_ses-2_task-faces_run-1_bold.json - Location: /sub-9084/ses-2/func/sub-9084_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9084_ses-2_task-faces_run-2_bold.json - Location: /sub-9084/ses-2/func/sub-9084_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9084, but is present for at least one other subject. - Evidence: Subject: sub-9084; Missing file: sub-9084_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9085_ses-1_dwi.bval - Location: /sub-9085/ses-1/dwi/sub-9085_ses-1_dwi.bval - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_dwi.bval - - Type: Warning - File: sub-9085_ses-1_dwi.bvec - Location: /sub-9085/ses-1/dwi/sub-9085_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_dwi.bvec - - Type: Warning - File: sub-9085_ses-1_dwi.json - Location: /sub-9085/ses-1/dwi/sub-9085_ses-1_dwi.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_dwi.json - - Type: Warning - File: sub-9085_ses-1_run-1_magnitude1.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9085_ses-1_run-1_magnitude2.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9085_ses-1_run-1_phase1.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9085_ses-1_run-1_phase2.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9085_ses-1_run-2_magnitude1.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9085_ses-1_run-2_magnitude2.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9085_ses-1_run-2_phase1.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9085_ses-1_run-2_phase2.json - Location: /sub-9085/ses-1/fmap/sub-9085_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9085_ses-2_T2w.json - Location: /sub-9085/ses-2/anat/sub-9085_ses-2_T2w.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-2_T2w.json - - Type: Warning - File: sub-9085_ses-2_task-faces_run-1_bold.json - Location: /sub-9085/ses-2/func/sub-9085_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9085_ses-2_task-faces_run-2_bold.json - Location: /sub-9085/ses-2/func/sub-9085_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9085, but is present for at least one other subject. - Evidence: Subject: sub-9085; Missing file: sub-9085_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9086_ses-1_dwi.bval - Location: /sub-9086/ses-1/dwi/sub-9086_ses-1_dwi.bval - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_dwi.bval - - Type: Warning - File: sub-9086_ses-1_dwi.bvec - Location: /sub-9086/ses-1/dwi/sub-9086_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_dwi.bvec - - Type: Warning - File: sub-9086_ses-1_dwi.json - Location: /sub-9086/ses-1/dwi/sub-9086_ses-1_dwi.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_dwi.json - - Type: Warning - File: sub-9086_ses-1_run-1_magnitude1.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9086_ses-1_run-1_magnitude2.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9086_ses-1_run-1_phase1.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9086_ses-1_run-1_phase2.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9086_ses-1_run-2_magnitude1.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9086_ses-1_run-2_magnitude2.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9086_ses-1_run-2_phase1.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9086_ses-1_run-2_phase2.json - Location: /sub-9086/ses-1/fmap/sub-9086_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9086_ses-2_T2w.json - Location: /sub-9086/ses-2/anat/sub-9086_ses-2_T2w.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-2_T2w.json - - Type: Warning - File: sub-9086_ses-2_task-faces_run-1_bold.json - Location: /sub-9086/ses-2/func/sub-9086_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9086_ses-2_task-faces_run-2_bold.json - Location: /sub-9086/ses-2/func/sub-9086_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9086, but is present for at least one other subject. - Evidence: Subject: sub-9086; Missing file: sub-9086_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9087_ses-1_dwi.bval - Location: /sub-9087/ses-1/dwi/sub-9087_ses-1_dwi.bval - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_dwi.bval - - Type: Warning - File: sub-9087_ses-1_dwi.bvec - Location: /sub-9087/ses-1/dwi/sub-9087_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_dwi.bvec - - Type: Warning - File: sub-9087_ses-1_dwi.json - Location: /sub-9087/ses-1/dwi/sub-9087_ses-1_dwi.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_dwi.json - - Type: Warning - File: sub-9087_ses-1_run-1_magnitude1.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9087_ses-1_run-1_magnitude2.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9087_ses-1_run-1_phase1.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9087_ses-1_run-1_phase2.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9087_ses-1_run-2_magnitude1.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9087_ses-1_run-2_magnitude2.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9087_ses-1_run-2_phase1.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9087_ses-1_run-2_phase2.json - Location: /sub-9087/ses-1/fmap/sub-9087_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9087_ses-2_T2w.json - Location: /sub-9087/ses-2/anat/sub-9087_ses-2_T2w.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-2_T2w.json - - Type: Warning - File: sub-9087_ses-2_task-faces_run-1_bold.json - Location: /sub-9087/ses-2/func/sub-9087_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9087_ses-2_task-faces_run-2_bold.json - Location: /sub-9087/ses-2/func/sub-9087_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9087, but is present for at least one other subject. - Evidence: Subject: sub-9087; Missing file: sub-9087_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9088_ses-1_dwi.bval - Location: /sub-9088/ses-1/dwi/sub-9088_ses-1_dwi.bval - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_dwi.bval - - Type: Warning - File: sub-9088_ses-1_dwi.bvec - Location: /sub-9088/ses-1/dwi/sub-9088_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_dwi.bvec - - Type: Warning - File: sub-9088_ses-1_dwi.json - Location: /sub-9088/ses-1/dwi/sub-9088_ses-1_dwi.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_dwi.json - - Type: Warning - File: sub-9088_ses-1_run-1_magnitude1.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9088_ses-1_run-1_magnitude2.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9088_ses-1_run-1_phase1.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9088_ses-1_run-1_phase2.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9088_ses-1_run-2_magnitude1.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9088_ses-1_run-2_magnitude2.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9088_ses-1_run-2_phase1.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9088_ses-1_run-2_phase2.json - Location: /sub-9088/ses-1/fmap/sub-9088_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9088_ses-2_T2w.json - Location: /sub-9088/ses-2/anat/sub-9088_ses-2_T2w.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-2_T2w.json - - Type: Warning - File: sub-9088_ses-2_task-faces_run-1_bold.json - Location: /sub-9088/ses-2/func/sub-9088_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9088_ses-2_task-faces_run-2_bold.json - Location: /sub-9088/ses-2/func/sub-9088_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9088, but is present for at least one other subject. - Evidence: Subject: sub-9088; Missing file: sub-9088_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9089_ses-1_dwi.bval - Location: /sub-9089/ses-1/dwi/sub-9089_ses-1_dwi.bval - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_dwi.bval - - Type: Warning - File: sub-9089_ses-1_dwi.bvec - Location: /sub-9089/ses-1/dwi/sub-9089_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_dwi.bvec - - Type: Warning - File: sub-9089_ses-1_dwi.json - Location: /sub-9089/ses-1/dwi/sub-9089_ses-1_dwi.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_dwi.json - - Type: Warning - File: sub-9089_ses-1_run-1_magnitude1.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9089_ses-1_run-1_magnitude2.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9089_ses-1_run-1_phase1.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9089_ses-1_run-1_phase2.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9089_ses-1_run-2_magnitude1.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9089_ses-1_run-2_magnitude2.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9089_ses-1_run-2_phase1.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9089_ses-1_run-2_phase2.json - Location: /sub-9089/ses-1/fmap/sub-9089_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9089_ses-2_T2w.json - Location: /sub-9089/ses-2/anat/sub-9089_ses-2_T2w.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-2_T2w.json - - Type: Warning - File: sub-9089_ses-2_task-faces_run-1_bold.json - Location: /sub-9089/ses-2/func/sub-9089_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9089_ses-2_task-faces_run-2_bold.json - Location: /sub-9089/ses-2/func/sub-9089_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9089, but is present for at least one other subject. - Evidence: Subject: sub-9089; Missing file: sub-9089_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9090_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9090/ses-1/beh/sub-9090_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9090_ses-1_dwi.bval - Location: /sub-9090/ses-1/dwi/sub-9090_ses-1_dwi.bval - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_dwi.bval - - Type: Warning - File: sub-9090_ses-1_dwi.bvec - Location: /sub-9090/ses-1/dwi/sub-9090_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_dwi.bvec - - Type: Warning - File: sub-9090_ses-1_dwi.json - Location: /sub-9090/ses-1/dwi/sub-9090_ses-1_dwi.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_dwi.json - - Type: Warning - File: sub-9090_ses-1_run-1_magnitude1.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9090_ses-1_run-1_magnitude2.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9090_ses-1_run-1_phase1.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9090_ses-1_run-1_phase2.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9090_ses-1_run-2_magnitude1.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9090_ses-1_run-2_magnitude2.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9090_ses-1_run-2_phase1.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9090_ses-1_run-2_phase2.json - Location: /sub-9090/ses-1/fmap/sub-9090_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9090_ses-1_task-faces_physio.json - Location: /sub-9090/ses-1/func/sub-9090_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9090_ses-2_T2w.json - Location: /sub-9090/ses-2/anat/sub-9090_ses-2_T2w.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-2_T2w.json - - Type: Warning - File: sub-9090_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9090/ses-2/beh/sub-9090_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9090_ses-2_task-faces_physio.json - Location: /sub-9090/ses-2/func/sub-9090_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9090_ses-2_task-faces_run-1_bold.json - Location: /sub-9090/ses-2/func/sub-9090_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9090_ses-2_task-faces_run-2_bold.json - Location: /sub-9090/ses-2/func/sub-9090_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9090, but is present for at least one other subject. - Evidence: Subject: sub-9090; Missing file: sub-9090_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9091_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9091/ses-1/beh/sub-9091_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9091_ses-1_dwi.bval - Location: /sub-9091/ses-1/dwi/sub-9091_ses-1_dwi.bval - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_dwi.bval - - Type: Warning - File: sub-9091_ses-1_dwi.bvec - Location: /sub-9091/ses-1/dwi/sub-9091_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_dwi.bvec - - Type: Warning - File: sub-9091_ses-1_dwi.json - Location: /sub-9091/ses-1/dwi/sub-9091_ses-1_dwi.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_dwi.json - - Type: Warning - File: sub-9091_ses-1_run-1_magnitude1.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9091_ses-1_run-1_magnitude2.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9091_ses-1_run-1_phase1.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9091_ses-1_run-1_phase2.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9091_ses-1_run-2_magnitude1.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9091_ses-1_run-2_magnitude2.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9091_ses-1_run-2_phase1.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9091_ses-1_run-2_phase2.json - Location: /sub-9091/ses-1/fmap/sub-9091_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9091_ses-1_task-faces_physio.json - Location: /sub-9091/ses-1/func/sub-9091_ses-1_task-faces_physio.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-1_task-faces_physio.json - - Type: Warning - File: sub-9091_ses-2_T2w.json - Location: /sub-9091/ses-2/anat/sub-9091_ses-2_T2w.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-2_T2w.json - - Type: Warning - File: sub-9091_ses-2_task-workingmemorytest_events.tsv - Location: /sub-9091/ses-2/beh/sub-9091_ses-2_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-2_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9091_ses-2_task-faces_physio.json - Location: /sub-9091/ses-2/func/sub-9091_ses-2_task-faces_physio.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-2_task-faces_physio.json - - Type: Warning - File: sub-9091_ses-2_task-faces_run-1_bold.json - Location: /sub-9091/ses-2/func/sub-9091_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9091_ses-2_task-faces_run-2_bold.json - Location: /sub-9091/ses-2/func/sub-9091_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9091, but is present for at least one other subject. - Evidence: Subject: sub-9091; Missing file: sub-9091_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9092_ses-1_dwi.bval - Location: /sub-9092/ses-1/dwi/sub-9092_ses-1_dwi.bval - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_dwi.bval - - Type: Warning - File: sub-9092_ses-1_dwi.bvec - Location: /sub-9092/ses-1/dwi/sub-9092_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_dwi.bvec - - Type: Warning - File: sub-9092_ses-1_dwi.json - Location: /sub-9092/ses-1/dwi/sub-9092_ses-1_dwi.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_dwi.json - - Type: Warning - File: sub-9092_ses-1_run-1_magnitude1.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9092_ses-1_run-1_magnitude2.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9092_ses-1_run-1_phase1.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9092_ses-1_run-1_phase2.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9092_ses-1_run-2_magnitude1.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9092_ses-1_run-2_magnitude2.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9092_ses-1_run-2_phase1.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9092_ses-1_run-2_phase2.json - Location: /sub-9092/ses-1/fmap/sub-9092_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9092_ses-2_T2w.json - Location: /sub-9092/ses-2/anat/sub-9092_ses-2_T2w.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-2_T2w.json - - Type: Warning - File: sub-9092_ses-2_task-faces_run-1_bold.json - Location: /sub-9092/ses-2/func/sub-9092_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9092_ses-2_task-faces_run-2_bold.json - Location: /sub-9092/ses-2/func/sub-9092_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9092, but is present for at least one other subject. - Evidence: Subject: sub-9092; Missing file: sub-9092_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9093_ses-1_dwi.bval - Location: /sub-9093/ses-1/dwi/sub-9093_ses-1_dwi.bval - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_dwi.bval - - Type: Warning - File: sub-9093_ses-1_dwi.bvec - Location: /sub-9093/ses-1/dwi/sub-9093_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_dwi.bvec - - Type: Warning - File: sub-9093_ses-1_dwi.json - Location: /sub-9093/ses-1/dwi/sub-9093_ses-1_dwi.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_dwi.json - - Type: Warning - File: sub-9093_ses-1_run-1_magnitude1.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9093_ses-1_run-1_magnitude2.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9093_ses-1_run-1_phase1.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9093_ses-1_run-1_phase2.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9093_ses-1_run-2_magnitude1.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9093_ses-1_run-2_magnitude2.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9093_ses-1_run-2_phase1.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9093_ses-1_run-2_phase2.json - Location: /sub-9093/ses-1/fmap/sub-9093_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9093_ses-2_T2w.json - Location: /sub-9093/ses-2/anat/sub-9093_ses-2_T2w.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-2_T2w.json - - Type: Warning - File: sub-9093_ses-2_task-faces_run-1_bold.json - Location: /sub-9093/ses-2/func/sub-9093_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9093_ses-2_task-faces_run-2_bold.json - Location: /sub-9093/ses-2/func/sub-9093_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9093, but is present for at least one other subject. - Evidence: Subject: sub-9093; Missing file: sub-9093_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9094_ses-1_dwi.bval - Location: /sub-9094/ses-1/dwi/sub-9094_ses-1_dwi.bval - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_dwi.bval - - Type: Warning - File: sub-9094_ses-1_dwi.bvec - Location: /sub-9094/ses-1/dwi/sub-9094_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_dwi.bvec - - Type: Warning - File: sub-9094_ses-1_dwi.json - Location: /sub-9094/ses-1/dwi/sub-9094_ses-1_dwi.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_dwi.json - - Type: Warning - File: sub-9094_ses-1_run-1_magnitude1.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9094_ses-1_run-1_magnitude2.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9094_ses-1_run-1_phase1.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9094_ses-1_run-1_phase2.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9094_ses-1_run-2_magnitude1.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9094_ses-1_run-2_magnitude2.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9094_ses-1_run-2_phase1.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9094_ses-1_run-2_phase2.json - Location: /sub-9094/ses-1/fmap/sub-9094_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9094_ses-2_T2w.json - Location: /sub-9094/ses-2/anat/sub-9094_ses-2_T2w.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-2_T2w.json - - Type: Warning - File: sub-9094_ses-2_task-faces_run-1_bold.json - Location: /sub-9094/ses-2/func/sub-9094_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9094_ses-2_task-faces_run-2_bold.json - Location: /sub-9094/ses-2/func/sub-9094_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9094, but is present for at least one other subject. - Evidence: Subject: sub-9094; Missing file: sub-9094_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9095_ses-1_dwi.bval - Location: /sub-9095/ses-1/dwi/sub-9095_ses-1_dwi.bval - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_dwi.bval - - Type: Warning - File: sub-9095_ses-1_dwi.bvec - Location: /sub-9095/ses-1/dwi/sub-9095_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_dwi.bvec - - Type: Warning - File: sub-9095_ses-1_dwi.json - Location: /sub-9095/ses-1/dwi/sub-9095_ses-1_dwi.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_dwi.json - - Type: Warning - File: sub-9095_ses-1_run-1_magnitude1.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9095_ses-1_run-1_magnitude2.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9095_ses-1_run-1_phase1.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9095_ses-1_run-1_phase2.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9095_ses-1_run-2_magnitude1.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9095_ses-1_run-2_magnitude2.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9095_ses-1_run-2_phase1.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9095_ses-1_run-2_phase2.json - Location: /sub-9095/ses-1/fmap/sub-9095_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9095, but is present for at least one other subject. - Evidence: Subject: sub-9095; Missing file: sub-9095_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9096_ses-1_dwi.bval - Location: /sub-9096/ses-1/dwi/sub-9096_ses-1_dwi.bval - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_dwi.bval - - Type: Warning - File: sub-9096_ses-1_dwi.bvec - Location: /sub-9096/ses-1/dwi/sub-9096_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_dwi.bvec - - Type: Warning - File: sub-9096_ses-1_dwi.json - Location: /sub-9096/ses-1/dwi/sub-9096_ses-1_dwi.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_dwi.json - - Type: Warning - File: sub-9096_ses-1_magnitude1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_magnitude1.json - - Type: Warning - File: sub-9096_ses-1_magnitude2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_magnitude2.json - - Type: Warning - File: sub-9096_ses-1_phase1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_phase1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_phase1.json - - Type: Warning - File: sub-9096_ses-1_phase2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_phase2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_phase2.json - - Type: Warning - File: sub-9096_ses-1_run-1_magnitude1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9096_ses-1_run-1_magnitude2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9096_ses-1_run-1_phase1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9096_ses-1_run-1_phase2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9096_ses-1_run-2_magnitude1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9096_ses-1_run-2_magnitude2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9096_ses-1_run-2_phase1.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9096_ses-1_run-2_phase2.json - Location: /sub-9096/ses-1/fmap/sub-9096_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9096_ses-2_T2w.json - Location: /sub-9096/ses-2/anat/sub-9096_ses-2_T2w.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-2_T2w.json - - Type: Warning - File: sub-9096_ses-2_task-faces_run-1_bold.json - Location: /sub-9096/ses-2/func/sub-9096_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9096_ses-2_task-faces_run-2_bold.json - Location: /sub-9096/ses-2/func/sub-9096_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9096, but is present for at least one other subject. - Evidence: Subject: sub-9096; Missing file: sub-9096_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9098_ses-1_dwi.bval - Location: /sub-9098/ses-1/dwi/sub-9098_ses-1_dwi.bval - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_dwi.bval - - Type: Warning - File: sub-9098_ses-1_dwi.bvec - Location: /sub-9098/ses-1/dwi/sub-9098_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_dwi.bvec - - Type: Warning - File: sub-9098_ses-1_dwi.json - Location: /sub-9098/ses-1/dwi/sub-9098_ses-1_dwi.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_dwi.json - - Type: Warning - File: sub-9098_ses-1_run-1_magnitude1.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9098_ses-1_run-1_magnitude2.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9098_ses-1_run-1_phase1.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9098_ses-1_run-1_phase2.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9098_ses-1_run-2_magnitude1.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9098_ses-1_run-2_magnitude2.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9098_ses-1_run-2_phase1.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9098_ses-1_run-2_phase2.json - Location: /sub-9098/ses-1/fmap/sub-9098_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9098_ses-2_T2w.json - Location: /sub-9098/ses-2/anat/sub-9098_ses-2_T2w.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-2_T2w.json - - Type: Warning - File: sub-9098_ses-2_task-faces_run-1_bold.json - Location: /sub-9098/ses-2/func/sub-9098_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9098_ses-2_task-faces_run-2_bold.json - Location: /sub-9098/ses-2/func/sub-9098_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9098, but is present for at least one other subject. - Evidence: Subject: sub-9098; Missing file: sub-9098_ses-2_task-faces_run-2_bold.json - - Type: Warning - File: sub-9100_ses-1_task-workingmemorytest_events.tsv - Location: /sub-9100/ses-1/beh/sub-9100_ses-1_task-workingmemorytest_events.tsv - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_task-workingmemorytest_events.tsv - - Type: Warning - File: sub-9100_ses-1_dwi.bval - Location: /sub-9100/ses-1/dwi/sub-9100_ses-1_dwi.bval - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_dwi.bval - - Type: Warning - File: sub-9100_ses-1_dwi.bvec - Location: /sub-9100/ses-1/dwi/sub-9100_ses-1_dwi.bvec - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_dwi.bvec - - Type: Warning - File: sub-9100_ses-1_dwi.json - Location: /sub-9100/ses-1/dwi/sub-9100_ses-1_dwi.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_dwi.json - - Type: Warning - File: sub-9100_ses-1_magnitude1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_magnitude1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_magnitude1.json - - Type: Warning - File: sub-9100_ses-1_magnitude2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_magnitude2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_magnitude2.json - - Type: Warning - File: sub-9100_ses-1_phase1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_phase1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_phase1.json - - Type: Warning - File: sub-9100_ses-1_phase2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_phase2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_phase2.json - - Type: Warning - File: sub-9100_ses-1_run-1_magnitude1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-1_magnitude1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-1_magnitude1.json - - Type: Warning - File: sub-9100_ses-1_run-1_magnitude2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-1_magnitude2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-1_magnitude2.json - - Type: Warning - File: sub-9100_ses-1_run-1_phase1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-1_phase1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-1_phase1.json - - Type: Warning - File: sub-9100_ses-1_run-1_phase2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-1_phase2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-1_phase2.json - - Type: Warning - File: sub-9100_ses-1_run-2_magnitude1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-2_magnitude1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-2_magnitude1.json - - Type: Warning - File: sub-9100_ses-1_run-2_magnitude2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-2_magnitude2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-2_magnitude2.json - - Type: Warning - File: sub-9100_ses-1_run-2_phase1.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-2_phase1.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-2_phase1.json - - Type: Warning - File: sub-9100_ses-1_run-2_phase2.json - Location: /sub-9100/ses-1/fmap/sub-9100_ses-1_run-2_phase2.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-1_run-2_phase2.json - - Type: Warning - File: sub-9100_ses-2_T2w.json - Location: /sub-9100/ses-2/anat/sub-9100_ses-2_T2w.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-2_T2w.json - - Type: Warning - File: sub-9100_ses-2_task-faces_run-1_bold.json - Location: /sub-9100/ses-2/func/sub-9100_ses-2_task-faces_run-1_bold.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-2_task-faces_run-1_bold.json - - Type: Warning - File: sub-9100_ses-2_task-faces_run-2_bold.json - Location: /sub-9100/ses-2/func/sub-9100_ses-2_task-faces_run-2_bold.json - Reason: This file is missing for subject sub-9100, but is present for at least one other subject. - Evidence: Subject: sub-9100; Missing file: sub-9100_ses-2_task-faces_run-2_bold.json - - -====================================================== - - -File Path: Tabular file contains custom columns not described in a data dictionary - - Type: Warning - File: participants.tsv - Location: ds000201/participants.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: PAn/aS_Positive, PAn/aS_Negative, PAn/aS_Positive_byScanner.x, PAn/aS_Negative_byScanner.x, PAn/aS_Positive_byScanner.y, PAn/aS_Negative_byScanner.y not defined, please define in: /participants.json - - Type: Warning - File: sub-9001_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-arrows_events.json,/sub-9001/ses-1/sub-9001_ses-1_events.json,/sub-9001/ses-1/sub-9001_ses-1_task-arrows_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9001_ses-1_task-faces_events.tsv - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-faces_events.json,/sub-9001/ses-1/sub-9001_ses-1_events.json,/sub-9001/ses-1/sub-9001_ses-1_task-faces_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_task-faces_events.json - - Type: Warning - File: sub-9001_ses-1_task-hands_events.tsv - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-hands_events.json,/sub-9001/ses-1/sub-9001_ses-1_events.json,/sub-9001/ses-1/sub-9001_ses-1_task-hands_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_task-hands_events.json - - Type: Warning - File: sub-9001_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9001/ses-1/func/sub-9001_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-sleepiness_events.json,/sub-9001/ses-1/sub-9001_ses-1_events.json,/sub-9001/ses-1/sub-9001_ses-1_task-sleepiness_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_events.json,/sub-9001/ses-1/func/sub-9001_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9001_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-arrows_events.json,/sub-9001/ses-2/sub-9001_ses-2_events.json,/sub-9001/ses-2/sub-9001_ses-2_task-arrows_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9001_ses-2_task-faces_events.tsv - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-faces_events.json,/sub-9001/ses-2/sub-9001_ses-2_events.json,/sub-9001/ses-2/sub-9001_ses-2_task-faces_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_task-faces_events.json - - Type: Warning - File: sub-9001_ses-2_task-hands_events.tsv - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-hands_events.json,/sub-9001/ses-2/sub-9001_ses-2_events.json,/sub-9001/ses-2/sub-9001_ses-2_task-hands_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_task-hands_events.json - - Type: Warning - File: sub-9001_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9001/ses-2/func/sub-9001_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9001/sub-9001_events.json,/sub-9001/sub-9001_task-sleepiness_events.json,/sub-9001/ses-2/sub-9001_ses-2_events.json,/sub-9001/ses-2/sub-9001_ses-2_task-sleepiness_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_events.json,/sub-9001/ses-2/func/sub-9001_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9001_sessions.tsv - Location: ds000201/sub-9001/sub-9001_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9001/sub-9001_sessions.json - - Type: Warning - File: sub-9002_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9002/ses-1/beh/sub-9002_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-workingmemorytest_events.json,/sub-9002/ses-1/sub-9002_ses-1_events.json,/sub-9002/ses-1/sub-9002_ses-1_task-workingmemorytest_events.json,/sub-9002/ses-1/beh/sub-9002_ses-1_events.json,/sub-9002/ses-1/beh/sub-9002_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9002_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-arrows_events.json,/sub-9002/ses-1/sub-9002_ses-1_events.json,/sub-9002/ses-1/sub-9002_ses-1_task-arrows_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9002_ses-1_task-faces_events.tsv - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-faces_events.json,/sub-9002/ses-1/sub-9002_ses-1_events.json,/sub-9002/ses-1/sub-9002_ses-1_task-faces_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_task-faces_events.json - - Type: Warning - File: sub-9002_ses-1_task-hands_events.tsv - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-hands_events.json,/sub-9002/ses-1/sub-9002_ses-1_events.json,/sub-9002/ses-1/sub-9002_ses-1_task-hands_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_task-hands_events.json - - Type: Warning - File: sub-9002_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9002/ses-1/func/sub-9002_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-sleepiness_events.json,/sub-9002/ses-1/sub-9002_ses-1_events.json,/sub-9002/ses-1/sub-9002_ses-1_task-sleepiness_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_events.json,/sub-9002/ses-1/func/sub-9002_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9002_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9002/ses-2/beh/sub-9002_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-workingmemorytest_events.json,/sub-9002/ses-2/sub-9002_ses-2_events.json,/sub-9002/ses-2/sub-9002_ses-2_task-workingmemorytest_events.json,/sub-9002/ses-2/beh/sub-9002_ses-2_events.json,/sub-9002/ses-2/beh/sub-9002_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9002_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-arrows_events.json,/sub-9002/ses-2/sub-9002_ses-2_events.json,/sub-9002/ses-2/sub-9002_ses-2_task-arrows_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9002_ses-2_task-faces_events.tsv - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-faces_events.json,/sub-9002/ses-2/sub-9002_ses-2_events.json,/sub-9002/ses-2/sub-9002_ses-2_task-faces_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_task-faces_events.json - - Type: Warning - File: sub-9002_ses-2_task-hands_events.tsv - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-hands_events.json,/sub-9002/ses-2/sub-9002_ses-2_events.json,/sub-9002/ses-2/sub-9002_ses-2_task-hands_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_task-hands_events.json - - Type: Warning - File: sub-9002_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9002/ses-2/func/sub-9002_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9002/sub-9002_events.json,/sub-9002/sub-9002_task-sleepiness_events.json,/sub-9002/ses-2/sub-9002_ses-2_events.json,/sub-9002/ses-2/sub-9002_ses-2_task-sleepiness_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_events.json,/sub-9002/ses-2/func/sub-9002_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9002_sessions.tsv - Location: ds000201/sub-9002/sub-9002_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9002/sub-9002_sessions.json - - Type: Warning - File: sub-9003_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9003/ses-1/beh/sub-9003_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-workingmemorytest_events.json,/sub-9003/ses-1/sub-9003_ses-1_events.json,/sub-9003/ses-1/sub-9003_ses-1_task-workingmemorytest_events.json,/sub-9003/ses-1/beh/sub-9003_ses-1_events.json,/sub-9003/ses-1/beh/sub-9003_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9003_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-arrows_events.json,/sub-9003/ses-1/sub-9003_ses-1_events.json,/sub-9003/ses-1/sub-9003_ses-1_task-arrows_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9003_ses-1_task-faces_events.tsv - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-faces_events.json,/sub-9003/ses-1/sub-9003_ses-1_events.json,/sub-9003/ses-1/sub-9003_ses-1_task-faces_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_task-faces_events.json - - Type: Warning - File: sub-9003_ses-1_task-hands_events.tsv - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-hands_events.json,/sub-9003/ses-1/sub-9003_ses-1_events.json,/sub-9003/ses-1/sub-9003_ses-1_task-hands_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_task-hands_events.json - - Type: Warning - File: sub-9003_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9003/ses-1/func/sub-9003_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-sleepiness_events.json,/sub-9003/ses-1/sub-9003_ses-1_events.json,/sub-9003/ses-1/sub-9003_ses-1_task-sleepiness_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_events.json,/sub-9003/ses-1/func/sub-9003_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9003_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9003/ses-2/beh/sub-9003_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-workingmemorytest_events.json,/sub-9003/ses-2/sub-9003_ses-2_events.json,/sub-9003/ses-2/sub-9003_ses-2_task-workingmemorytest_events.json,/sub-9003/ses-2/beh/sub-9003_ses-2_events.json,/sub-9003/ses-2/beh/sub-9003_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9003_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-arrows_events.json,/sub-9003/ses-2/sub-9003_ses-2_events.json,/sub-9003/ses-2/sub-9003_ses-2_task-arrows_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9003_ses-2_task-faces_events.tsv - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-faces_events.json,/sub-9003/ses-2/sub-9003_ses-2_events.json,/sub-9003/ses-2/sub-9003_ses-2_task-faces_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_task-faces_events.json - - Type: Warning - File: sub-9003_ses-2_task-hands_events.tsv - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-hands_events.json,/sub-9003/ses-2/sub-9003_ses-2_events.json,/sub-9003/ses-2/sub-9003_ses-2_task-hands_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_task-hands_events.json - - Type: Warning - File: sub-9003_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9003/ses-2/func/sub-9003_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9003/sub-9003_events.json,/sub-9003/sub-9003_task-sleepiness_events.json,/sub-9003/ses-2/sub-9003_ses-2_events.json,/sub-9003/ses-2/sub-9003_ses-2_task-sleepiness_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_events.json,/sub-9003/ses-2/func/sub-9003_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9003_sessions.tsv - Location: ds000201/sub-9003/sub-9003_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9003/sub-9003_sessions.json - - Type: Warning - File: sub-9004_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9004/ses-1/beh/sub-9004_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-workingmemorytest_events.json,/sub-9004/ses-1/sub-9004_ses-1_events.json,/sub-9004/ses-1/sub-9004_ses-1_task-workingmemorytest_events.json,/sub-9004/ses-1/beh/sub-9004_ses-1_events.json,/sub-9004/ses-1/beh/sub-9004_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9004_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-arrows_events.json,/sub-9004/ses-1/sub-9004_ses-1_events.json,/sub-9004/ses-1/sub-9004_ses-1_task-arrows_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9004_ses-1_task-faces_events.tsv - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-faces_events.json,/sub-9004/ses-1/sub-9004_ses-1_events.json,/sub-9004/ses-1/sub-9004_ses-1_task-faces_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_task-faces_events.json - - Type: Warning - File: sub-9004_ses-1_task-hands_events.tsv - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-hands_events.json,/sub-9004/ses-1/sub-9004_ses-1_events.json,/sub-9004/ses-1/sub-9004_ses-1_task-hands_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_task-hands_events.json - - Type: Warning - File: sub-9004_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9004/ses-1/func/sub-9004_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-sleepiness_events.json,/sub-9004/ses-1/sub-9004_ses-1_events.json,/sub-9004/ses-1/sub-9004_ses-1_task-sleepiness_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_events.json,/sub-9004/ses-1/func/sub-9004_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9004_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9004/ses-2/beh/sub-9004_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-workingmemorytest_events.json,/sub-9004/ses-2/sub-9004_ses-2_events.json,/sub-9004/ses-2/sub-9004_ses-2_task-workingmemorytest_events.json,/sub-9004/ses-2/beh/sub-9004_ses-2_events.json,/sub-9004/ses-2/beh/sub-9004_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9004_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-arrows_events.json,/sub-9004/ses-2/sub-9004_ses-2_events.json,/sub-9004/ses-2/sub-9004_ses-2_task-arrows_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9004_ses-2_task-faces_events.tsv - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-faces_events.json,/sub-9004/ses-2/sub-9004_ses-2_events.json,/sub-9004/ses-2/sub-9004_ses-2_task-faces_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_task-faces_events.json - - Type: Warning - File: sub-9004_ses-2_task-hands_events.tsv - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-hands_events.json,/sub-9004/ses-2/sub-9004_ses-2_events.json,/sub-9004/ses-2/sub-9004_ses-2_task-hands_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_task-hands_events.json - - Type: Warning - File: sub-9004_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9004/ses-2/func/sub-9004_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9004/sub-9004_events.json,/sub-9004/sub-9004_task-sleepiness_events.json,/sub-9004/ses-2/sub-9004_ses-2_events.json,/sub-9004/ses-2/sub-9004_ses-2_task-sleepiness_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_events.json,/sub-9004/ses-2/func/sub-9004_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9004_sessions.tsv - Location: ds000201/sub-9004/sub-9004_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9004/sub-9004_sessions.json - - Type: Warning - File: sub-9005_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9005/ses-1/beh/sub-9005_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-workingmemorytest_events.json,/sub-9005/ses-1/sub-9005_ses-1_events.json,/sub-9005/ses-1/sub-9005_ses-1_task-workingmemorytest_events.json,/sub-9005/ses-1/beh/sub-9005_ses-1_events.json,/sub-9005/ses-1/beh/sub-9005_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9005_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-arrows_events.json,/sub-9005/ses-1/sub-9005_ses-1_events.json,/sub-9005/ses-1/sub-9005_ses-1_task-arrows_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9005_ses-1_task-faces_events.tsv - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-faces_events.json,/sub-9005/ses-1/sub-9005_ses-1_events.json,/sub-9005/ses-1/sub-9005_ses-1_task-faces_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_task-faces_events.json - - Type: Warning - File: sub-9005_ses-1_task-hands_events.tsv - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-hands_events.json,/sub-9005/ses-1/sub-9005_ses-1_events.json,/sub-9005/ses-1/sub-9005_ses-1_task-hands_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_task-hands_events.json - - Type: Warning - File: sub-9005_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9005/ses-1/func/sub-9005_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-sleepiness_events.json,/sub-9005/ses-1/sub-9005_ses-1_events.json,/sub-9005/ses-1/sub-9005_ses-1_task-sleepiness_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_events.json,/sub-9005/ses-1/func/sub-9005_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9005_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9005/ses-2/beh/sub-9005_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-workingmemorytest_events.json,/sub-9005/ses-2/sub-9005_ses-2_events.json,/sub-9005/ses-2/sub-9005_ses-2_task-workingmemorytest_events.json,/sub-9005/ses-2/beh/sub-9005_ses-2_events.json,/sub-9005/ses-2/beh/sub-9005_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9005_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-arrows_events.json,/sub-9005/ses-2/sub-9005_ses-2_events.json,/sub-9005/ses-2/sub-9005_ses-2_task-arrows_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9005_ses-2_task-faces_events.tsv - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-faces_events.json,/sub-9005/ses-2/sub-9005_ses-2_events.json,/sub-9005/ses-2/sub-9005_ses-2_task-faces_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_task-faces_events.json - - Type: Warning - File: sub-9005_ses-2_task-hands_events.tsv - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-hands_events.json,/sub-9005/ses-2/sub-9005_ses-2_events.json,/sub-9005/ses-2/sub-9005_ses-2_task-hands_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_task-hands_events.json - - Type: Warning - File: sub-9005_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9005/ses-2/func/sub-9005_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9005/sub-9005_events.json,/sub-9005/sub-9005_task-sleepiness_events.json,/sub-9005/ses-2/sub-9005_ses-2_events.json,/sub-9005/ses-2/sub-9005_ses-2_task-sleepiness_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_events.json,/sub-9005/ses-2/func/sub-9005_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9005_sessions.tsv - Location: ds000201/sub-9005/sub-9005_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9005/sub-9005_sessions.json - - Type: Warning - File: sub-9007_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-arrows_events.json,/sub-9007/ses-1/sub-9007_ses-1_events.json,/sub-9007/ses-1/sub-9007_ses-1_task-arrows_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9007_ses-1_task-faces_events.tsv - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-faces_events.json,/sub-9007/ses-1/sub-9007_ses-1_events.json,/sub-9007/ses-1/sub-9007_ses-1_task-faces_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_task-faces_events.json - - Type: Warning - File: sub-9007_ses-1_task-hands_events.tsv - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-hands_events.json,/sub-9007/ses-1/sub-9007_ses-1_events.json,/sub-9007/ses-1/sub-9007_ses-1_task-hands_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_task-hands_events.json - - Type: Warning - File: sub-9007_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9007/ses-1/func/sub-9007_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-sleepiness_events.json,/sub-9007/ses-1/sub-9007_ses-1_events.json,/sub-9007/ses-1/sub-9007_ses-1_task-sleepiness_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_events.json,/sub-9007/ses-1/func/sub-9007_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9007_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-arrows_events.json,/sub-9007/ses-2/sub-9007_ses-2_events.json,/sub-9007/ses-2/sub-9007_ses-2_task-arrows_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9007_ses-2_task-faces_events.tsv - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-faces_events.json,/sub-9007/ses-2/sub-9007_ses-2_events.json,/sub-9007/ses-2/sub-9007_ses-2_task-faces_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_task-faces_events.json - - Type: Warning - File: sub-9007_ses-2_task-hands_events.tsv - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-hands_events.json,/sub-9007/ses-2/sub-9007_ses-2_events.json,/sub-9007/ses-2/sub-9007_ses-2_task-hands_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_task-hands_events.json - - Type: Warning - File: sub-9007_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9007/ses-2/func/sub-9007_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9007/sub-9007_events.json,/sub-9007/sub-9007_task-sleepiness_events.json,/sub-9007/ses-2/sub-9007_ses-2_events.json,/sub-9007/ses-2/sub-9007_ses-2_task-sleepiness_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_events.json,/sub-9007/ses-2/func/sub-9007_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9007_sessions.tsv - Location: ds000201/sub-9007/sub-9007_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9007/sub-9007_sessions.json - - Type: Warning - File: sub-9008_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9008/ses-1/beh/sub-9008_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-workingmemorytest_events.json,/sub-9008/ses-1/sub-9008_ses-1_events.json,/sub-9008/ses-1/sub-9008_ses-1_task-workingmemorytest_events.json,/sub-9008/ses-1/beh/sub-9008_ses-1_events.json,/sub-9008/ses-1/beh/sub-9008_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9008_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-arrows_events.json,/sub-9008/ses-1/sub-9008_ses-1_events.json,/sub-9008/ses-1/sub-9008_ses-1_task-arrows_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9008_ses-1_task-faces_events.tsv - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-faces_events.json,/sub-9008/ses-1/sub-9008_ses-1_events.json,/sub-9008/ses-1/sub-9008_ses-1_task-faces_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_task-faces_events.json - - Type: Warning - File: sub-9008_ses-1_task-hands_events.tsv - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-hands_events.json,/sub-9008/ses-1/sub-9008_ses-1_events.json,/sub-9008/ses-1/sub-9008_ses-1_task-hands_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_task-hands_events.json - - Type: Warning - File: sub-9008_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9008/ses-1/func/sub-9008_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-sleepiness_events.json,/sub-9008/ses-1/sub-9008_ses-1_events.json,/sub-9008/ses-1/sub-9008_ses-1_task-sleepiness_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_events.json,/sub-9008/ses-1/func/sub-9008_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9008_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9008/ses-2/beh/sub-9008_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-workingmemorytest_events.json,/sub-9008/ses-2/sub-9008_ses-2_events.json,/sub-9008/ses-2/sub-9008_ses-2_task-workingmemorytest_events.json,/sub-9008/ses-2/beh/sub-9008_ses-2_events.json,/sub-9008/ses-2/beh/sub-9008_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9008_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-arrows_events.json,/sub-9008/ses-2/sub-9008_ses-2_events.json,/sub-9008/ses-2/sub-9008_ses-2_task-arrows_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9008_ses-2_task-faces_events.tsv - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-faces_events.json,/sub-9008/ses-2/sub-9008_ses-2_events.json,/sub-9008/ses-2/sub-9008_ses-2_task-faces_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_task-faces_events.json - - Type: Warning - File: sub-9008_ses-2_task-hands_events.tsv - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-hands_events.json,/sub-9008/ses-2/sub-9008_ses-2_events.json,/sub-9008/ses-2/sub-9008_ses-2_task-hands_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_task-hands_events.json - - Type: Warning - File: sub-9008_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9008/ses-2/func/sub-9008_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9008/sub-9008_events.json,/sub-9008/sub-9008_task-sleepiness_events.json,/sub-9008/ses-2/sub-9008_ses-2_events.json,/sub-9008/ses-2/sub-9008_ses-2_task-sleepiness_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_events.json,/sub-9008/ses-2/func/sub-9008_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9008_sessions.tsv - Location: ds000201/sub-9008/sub-9008_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9008/sub-9008_sessions.json - - Type: Warning - File: sub-9009_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9009/ses-1/beh/sub-9009_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-workingmemorytest_events.json,/sub-9009/ses-1/sub-9009_ses-1_events.json,/sub-9009/ses-1/sub-9009_ses-1_task-workingmemorytest_events.json,/sub-9009/ses-1/beh/sub-9009_ses-1_events.json,/sub-9009/ses-1/beh/sub-9009_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9009_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-arrows_events.json,/sub-9009/ses-1/sub-9009_ses-1_events.json,/sub-9009/ses-1/sub-9009_ses-1_task-arrows_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9009_ses-1_task-faces_events.tsv - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-faces_events.json,/sub-9009/ses-1/sub-9009_ses-1_events.json,/sub-9009/ses-1/sub-9009_ses-1_task-faces_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_task-faces_events.json - - Type: Warning - File: sub-9009_ses-1_task-hands_events.tsv - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-hands_events.json,/sub-9009/ses-1/sub-9009_ses-1_events.json,/sub-9009/ses-1/sub-9009_ses-1_task-hands_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_task-hands_events.json - - Type: Warning - File: sub-9009_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9009/ses-1/func/sub-9009_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-sleepiness_events.json,/sub-9009/ses-1/sub-9009_ses-1_events.json,/sub-9009/ses-1/sub-9009_ses-1_task-sleepiness_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_events.json,/sub-9009/ses-1/func/sub-9009_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9009_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9009/ses-2/beh/sub-9009_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-workingmemorytest_events.json,/sub-9009/ses-2/sub-9009_ses-2_events.json,/sub-9009/ses-2/sub-9009_ses-2_task-workingmemorytest_events.json,/sub-9009/ses-2/beh/sub-9009_ses-2_events.json,/sub-9009/ses-2/beh/sub-9009_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9009_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-arrows_events.json,/sub-9009/ses-2/sub-9009_ses-2_events.json,/sub-9009/ses-2/sub-9009_ses-2_task-arrows_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9009_ses-2_task-faces_events.tsv - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-faces_events.json,/sub-9009/ses-2/sub-9009_ses-2_events.json,/sub-9009/ses-2/sub-9009_ses-2_task-faces_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_task-faces_events.json - - Type: Warning - File: sub-9009_ses-2_task-hands_events.tsv - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-hands_events.json,/sub-9009/ses-2/sub-9009_ses-2_events.json,/sub-9009/ses-2/sub-9009_ses-2_task-hands_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_task-hands_events.json - - Type: Warning - File: sub-9009_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9009/ses-2/func/sub-9009_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9009/sub-9009_events.json,/sub-9009/sub-9009_task-sleepiness_events.json,/sub-9009/ses-2/sub-9009_ses-2_events.json,/sub-9009/ses-2/sub-9009_ses-2_task-sleepiness_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_events.json,/sub-9009/ses-2/func/sub-9009_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9009_sessions.tsv - Location: ds000201/sub-9009/sub-9009_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9009/sub-9009_sessions.json - - Type: Warning - File: sub-9011_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9011/ses-1/beh/sub-9011_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-workingmemorytest_events.json,/sub-9011/ses-1/sub-9011_ses-1_events.json,/sub-9011/ses-1/sub-9011_ses-1_task-workingmemorytest_events.json,/sub-9011/ses-1/beh/sub-9011_ses-1_events.json,/sub-9011/ses-1/beh/sub-9011_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9011_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-arrows_events.json,/sub-9011/ses-1/sub-9011_ses-1_events.json,/sub-9011/ses-1/sub-9011_ses-1_task-arrows_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9011_ses-1_task-faces_events.tsv - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-faces_events.json,/sub-9011/ses-1/sub-9011_ses-1_events.json,/sub-9011/ses-1/sub-9011_ses-1_task-faces_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_task-faces_events.json - - Type: Warning - File: sub-9011_ses-1_task-hands_events.tsv - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-hands_events.json,/sub-9011/ses-1/sub-9011_ses-1_events.json,/sub-9011/ses-1/sub-9011_ses-1_task-hands_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_task-hands_events.json - - Type: Warning - File: sub-9011_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9011/ses-1/func/sub-9011_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-sleepiness_events.json,/sub-9011/ses-1/sub-9011_ses-1_events.json,/sub-9011/ses-1/sub-9011_ses-1_task-sleepiness_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_events.json,/sub-9011/ses-1/func/sub-9011_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9011_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9011/ses-2/beh/sub-9011_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-workingmemorytest_events.json,/sub-9011/ses-2/sub-9011_ses-2_events.json,/sub-9011/ses-2/sub-9011_ses-2_task-workingmemorytest_events.json,/sub-9011/ses-2/beh/sub-9011_ses-2_events.json,/sub-9011/ses-2/beh/sub-9011_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9011_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-arrows_events.json,/sub-9011/ses-2/sub-9011_ses-2_events.json,/sub-9011/ses-2/sub-9011_ses-2_task-arrows_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9011_ses-2_task-faces_events.tsv - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-faces_events.json,/sub-9011/ses-2/sub-9011_ses-2_events.json,/sub-9011/ses-2/sub-9011_ses-2_task-faces_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_task-faces_events.json - - Type: Warning - File: sub-9011_ses-2_task-hands_events.tsv - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-hands_events.json,/sub-9011/ses-2/sub-9011_ses-2_events.json,/sub-9011/ses-2/sub-9011_ses-2_task-hands_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_task-hands_events.json - - Type: Warning - File: sub-9011_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9011/ses-2/func/sub-9011_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9011/sub-9011_events.json,/sub-9011/sub-9011_task-sleepiness_events.json,/sub-9011/ses-2/sub-9011_ses-2_events.json,/sub-9011/ses-2/sub-9011_ses-2_task-sleepiness_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_events.json,/sub-9011/ses-2/func/sub-9011_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9011_sessions.tsv - Location: ds000201/sub-9011/sub-9011_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9011/sub-9011_sessions.json - - Type: Warning - File: sub-9012_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-arrows_events.json,/sub-9012/ses-1/sub-9012_ses-1_events.json,/sub-9012/ses-1/sub-9012_ses-1_task-arrows_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9012_ses-1_task-faces_events.tsv - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-faces_events.json,/sub-9012/ses-1/sub-9012_ses-1_events.json,/sub-9012/ses-1/sub-9012_ses-1_task-faces_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_task-faces_events.json - - Type: Warning - File: sub-9012_ses-1_task-hands_events.tsv - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-hands_events.json,/sub-9012/ses-1/sub-9012_ses-1_events.json,/sub-9012/ses-1/sub-9012_ses-1_task-hands_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_task-hands_events.json - - Type: Warning - File: sub-9012_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9012/ses-1/func/sub-9012_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-sleepiness_events.json,/sub-9012/ses-1/sub-9012_ses-1_events.json,/sub-9012/ses-1/sub-9012_ses-1_task-sleepiness_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_events.json,/sub-9012/ses-1/func/sub-9012_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9012_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-arrows_events.json,/sub-9012/ses-2/sub-9012_ses-2_events.json,/sub-9012/ses-2/sub-9012_ses-2_task-arrows_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9012_ses-2_task-faces_events.tsv - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-faces_events.json,/sub-9012/ses-2/sub-9012_ses-2_events.json,/sub-9012/ses-2/sub-9012_ses-2_task-faces_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_task-faces_events.json - - Type: Warning - File: sub-9012_ses-2_task-hands_events.tsv - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-hands_events.json,/sub-9012/ses-2/sub-9012_ses-2_events.json,/sub-9012/ses-2/sub-9012_ses-2_task-hands_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_task-hands_events.json - - Type: Warning - File: sub-9012_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9012/ses-2/func/sub-9012_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9012/sub-9012_events.json,/sub-9012/sub-9012_task-sleepiness_events.json,/sub-9012/ses-2/sub-9012_ses-2_events.json,/sub-9012/ses-2/sub-9012_ses-2_task-sleepiness_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_events.json,/sub-9012/ses-2/func/sub-9012_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9012_sessions.tsv - Location: ds000201/sub-9012/sub-9012_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9012/sub-9012_sessions.json - - Type: Warning - File: sub-9013_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-arrows_events.json,/sub-9013/ses-1/sub-9013_ses-1_events.json,/sub-9013/ses-1/sub-9013_ses-1_task-arrows_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9013_ses-1_task-faces_events.tsv - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-faces_events.json,/sub-9013/ses-1/sub-9013_ses-1_events.json,/sub-9013/ses-1/sub-9013_ses-1_task-faces_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_task-faces_events.json - - Type: Warning - File: sub-9013_ses-1_task-hands_events.tsv - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-hands_events.json,/sub-9013/ses-1/sub-9013_ses-1_events.json,/sub-9013/ses-1/sub-9013_ses-1_task-hands_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_task-hands_events.json - - Type: Warning - File: sub-9013_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9013/ses-1/func/sub-9013_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-sleepiness_events.json,/sub-9013/ses-1/sub-9013_ses-1_events.json,/sub-9013/ses-1/sub-9013_ses-1_task-sleepiness_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_events.json,/sub-9013/ses-1/func/sub-9013_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9013_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-arrows_events.json,/sub-9013/ses-2/sub-9013_ses-2_events.json,/sub-9013/ses-2/sub-9013_ses-2_task-arrows_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9013_ses-2_task-faces_events.tsv - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-faces_events.json,/sub-9013/ses-2/sub-9013_ses-2_events.json,/sub-9013/ses-2/sub-9013_ses-2_task-faces_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_task-faces_events.json - - Type: Warning - File: sub-9013_ses-2_task-hands_events.tsv - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-hands_events.json,/sub-9013/ses-2/sub-9013_ses-2_events.json,/sub-9013/ses-2/sub-9013_ses-2_task-hands_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_task-hands_events.json - - Type: Warning - File: sub-9013_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9013/ses-2/func/sub-9013_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9013/sub-9013_events.json,/sub-9013/sub-9013_task-sleepiness_events.json,/sub-9013/ses-2/sub-9013_ses-2_events.json,/sub-9013/ses-2/sub-9013_ses-2_task-sleepiness_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_events.json,/sub-9013/ses-2/func/sub-9013_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9013_sessions.tsv - Location: ds000201/sub-9013/sub-9013_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9013/sub-9013_sessions.json - - Type: Warning - File: sub-9014_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9014/ses-1/beh/sub-9014_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-workingmemorytest_events.json,/sub-9014/ses-1/sub-9014_ses-1_events.json,/sub-9014/ses-1/sub-9014_ses-1_task-workingmemorytest_events.json,/sub-9014/ses-1/beh/sub-9014_ses-1_events.json,/sub-9014/ses-1/beh/sub-9014_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9014_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-arrows_events.json,/sub-9014/ses-1/sub-9014_ses-1_events.json,/sub-9014/ses-1/sub-9014_ses-1_task-arrows_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9014_ses-1_task-faces_events.tsv - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-faces_events.json,/sub-9014/ses-1/sub-9014_ses-1_events.json,/sub-9014/ses-1/sub-9014_ses-1_task-faces_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_task-faces_events.json - - Type: Warning - File: sub-9014_ses-1_task-hands_events.tsv - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-hands_events.json,/sub-9014/ses-1/sub-9014_ses-1_events.json,/sub-9014/ses-1/sub-9014_ses-1_task-hands_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_task-hands_events.json - - Type: Warning - File: sub-9014_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9014/ses-1/func/sub-9014_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-sleepiness_events.json,/sub-9014/ses-1/sub-9014_ses-1_events.json,/sub-9014/ses-1/sub-9014_ses-1_task-sleepiness_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_events.json,/sub-9014/ses-1/func/sub-9014_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9014_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9014/ses-2/beh/sub-9014_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-workingmemorytest_events.json,/sub-9014/ses-2/sub-9014_ses-2_events.json,/sub-9014/ses-2/sub-9014_ses-2_task-workingmemorytest_events.json,/sub-9014/ses-2/beh/sub-9014_ses-2_events.json,/sub-9014/ses-2/beh/sub-9014_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9014_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-arrows_events.json,/sub-9014/ses-2/sub-9014_ses-2_events.json,/sub-9014/ses-2/sub-9014_ses-2_task-arrows_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9014_ses-2_task-faces_events.tsv - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-faces_events.json,/sub-9014/ses-2/sub-9014_ses-2_events.json,/sub-9014/ses-2/sub-9014_ses-2_task-faces_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_task-faces_events.json - - Type: Warning - File: sub-9014_ses-2_task-hands_events.tsv - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-hands_events.json,/sub-9014/ses-2/sub-9014_ses-2_events.json,/sub-9014/ses-2/sub-9014_ses-2_task-hands_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_task-hands_events.json - - Type: Warning - File: sub-9014_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9014/ses-2/func/sub-9014_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9014/sub-9014_events.json,/sub-9014/sub-9014_task-sleepiness_events.json,/sub-9014/ses-2/sub-9014_ses-2_events.json,/sub-9014/ses-2/sub-9014_ses-2_task-sleepiness_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_events.json,/sub-9014/ses-2/func/sub-9014_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9014_sessions.tsv - Location: ds000201/sub-9014/sub-9014_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9014/sub-9014_sessions.json - - Type: Warning - File: sub-9016_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9016/sub-9016_events.json,/sub-9016/sub-9016_task-arrows_events.json,/sub-9016/ses-1/sub-9016_ses-1_events.json,/sub-9016/ses-1/sub-9016_ses-1_task-arrows_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9016_ses-1_task-faces_events.tsv - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9016/sub-9016_events.json,/sub-9016/sub-9016_task-faces_events.json,/sub-9016/ses-1/sub-9016_ses-1_events.json,/sub-9016/ses-1/sub-9016_ses-1_task-faces_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_task-faces_events.json - - Type: Warning - File: sub-9016_ses-1_task-hands_events.tsv - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9016/sub-9016_events.json,/sub-9016/sub-9016_task-hands_events.json,/sub-9016/ses-1/sub-9016_ses-1_events.json,/sub-9016/ses-1/sub-9016_ses-1_task-hands_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_task-hands_events.json - - Type: Warning - File: sub-9016_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9016/ses-1/func/sub-9016_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9016/sub-9016_events.json,/sub-9016/sub-9016_task-sleepiness_events.json,/sub-9016/ses-1/sub-9016_ses-1_events.json,/sub-9016/ses-1/sub-9016_ses-1_task-sleepiness_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_events.json,/sub-9016/ses-1/func/sub-9016_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9016_sessions.tsv - Location: ds000201/sub-9016/sub-9016_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9016/sub-9016_sessions.json - - Type: Warning - File: sub-9017_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-arrows_events.json,/sub-9017/ses-1/sub-9017_ses-1_events.json,/sub-9017/ses-1/sub-9017_ses-1_task-arrows_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9017_ses-1_task-faces_events.tsv - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-faces_events.json,/sub-9017/ses-1/sub-9017_ses-1_events.json,/sub-9017/ses-1/sub-9017_ses-1_task-faces_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_task-faces_events.json - - Type: Warning - File: sub-9017_ses-1_task-hands_events.tsv - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-hands_events.json,/sub-9017/ses-1/sub-9017_ses-1_events.json,/sub-9017/ses-1/sub-9017_ses-1_task-hands_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_task-hands_events.json - - Type: Warning - File: sub-9017_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9017/ses-1/func/sub-9017_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-sleepiness_events.json,/sub-9017/ses-1/sub-9017_ses-1_events.json,/sub-9017/ses-1/sub-9017_ses-1_task-sleepiness_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_events.json,/sub-9017/ses-1/func/sub-9017_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9017_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-arrows_events.json,/sub-9017/ses-2/sub-9017_ses-2_events.json,/sub-9017/ses-2/sub-9017_ses-2_task-arrows_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9017_ses-2_task-faces_events.tsv - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-faces_events.json,/sub-9017/ses-2/sub-9017_ses-2_events.json,/sub-9017/ses-2/sub-9017_ses-2_task-faces_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_task-faces_events.json - - Type: Warning - File: sub-9017_ses-2_task-hands_events.tsv - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-hands_events.json,/sub-9017/ses-2/sub-9017_ses-2_events.json,/sub-9017/ses-2/sub-9017_ses-2_task-hands_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_task-hands_events.json - - Type: Warning - File: sub-9017_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9017/ses-2/func/sub-9017_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9017/sub-9017_events.json,/sub-9017/sub-9017_task-sleepiness_events.json,/sub-9017/ses-2/sub-9017_ses-2_events.json,/sub-9017/ses-2/sub-9017_ses-2_task-sleepiness_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_events.json,/sub-9017/ses-2/func/sub-9017_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9017_sessions.tsv - Location: ds000201/sub-9017/sub-9017_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9017/sub-9017_sessions.json - - Type: Warning - File: sub-9018_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-arrows_events.json,/sub-9018/ses-1/sub-9018_ses-1_events.json,/sub-9018/ses-1/sub-9018_ses-1_task-arrows_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9018_ses-1_task-faces_events.tsv - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-faces_events.json,/sub-9018/ses-1/sub-9018_ses-1_events.json,/sub-9018/ses-1/sub-9018_ses-1_task-faces_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_task-faces_events.json - - Type: Warning - File: sub-9018_ses-1_task-hands_events.tsv - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-hands_events.json,/sub-9018/ses-1/sub-9018_ses-1_events.json,/sub-9018/ses-1/sub-9018_ses-1_task-hands_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_task-hands_events.json - - Type: Warning - File: sub-9018_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9018/ses-1/func/sub-9018_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-sleepiness_events.json,/sub-9018/ses-1/sub-9018_ses-1_events.json,/sub-9018/ses-1/sub-9018_ses-1_task-sleepiness_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_events.json,/sub-9018/ses-1/func/sub-9018_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9018_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9018/ses-2/beh/sub-9018_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-workingmemorytest_events.json,/sub-9018/ses-2/sub-9018_ses-2_events.json,/sub-9018/ses-2/sub-9018_ses-2_task-workingmemorytest_events.json,/sub-9018/ses-2/beh/sub-9018_ses-2_events.json,/sub-9018/ses-2/beh/sub-9018_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9018_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-arrows_events.json,/sub-9018/ses-2/sub-9018_ses-2_events.json,/sub-9018/ses-2/sub-9018_ses-2_task-arrows_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9018_ses-2_task-faces_events.tsv - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-faces_events.json,/sub-9018/ses-2/sub-9018_ses-2_events.json,/sub-9018/ses-2/sub-9018_ses-2_task-faces_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_task-faces_events.json - - Type: Warning - File: sub-9018_ses-2_task-hands_events.tsv - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-hands_events.json,/sub-9018/ses-2/sub-9018_ses-2_events.json,/sub-9018/ses-2/sub-9018_ses-2_task-hands_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_task-hands_events.json - - Type: Warning - File: sub-9018_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9018/ses-2/func/sub-9018_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9018/sub-9018_events.json,/sub-9018/sub-9018_task-sleepiness_events.json,/sub-9018/ses-2/sub-9018_ses-2_events.json,/sub-9018/ses-2/sub-9018_ses-2_task-sleepiness_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_events.json,/sub-9018/ses-2/func/sub-9018_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9018_sessions.tsv - Location: ds000201/sub-9018/sub-9018_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9018/sub-9018_sessions.json - - Type: Warning - File: sub-9019_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-arrows_events.json,/sub-9019/ses-1/sub-9019_ses-1_events.json,/sub-9019/ses-1/sub-9019_ses-1_task-arrows_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9019_ses-1_task-faces_events.tsv - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-faces_events.json,/sub-9019/ses-1/sub-9019_ses-1_events.json,/sub-9019/ses-1/sub-9019_ses-1_task-faces_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_task-faces_events.json - - Type: Warning - File: sub-9019_ses-1_task-hands_events.tsv - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-hands_events.json,/sub-9019/ses-1/sub-9019_ses-1_events.json,/sub-9019/ses-1/sub-9019_ses-1_task-hands_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_task-hands_events.json - - Type: Warning - File: sub-9019_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9019/ses-1/func/sub-9019_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-sleepiness_events.json,/sub-9019/ses-1/sub-9019_ses-1_events.json,/sub-9019/ses-1/sub-9019_ses-1_task-sleepiness_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_events.json,/sub-9019/ses-1/func/sub-9019_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9019_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-arrows_events.json,/sub-9019/ses-2/sub-9019_ses-2_events.json,/sub-9019/ses-2/sub-9019_ses-2_task-arrows_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9019_ses-2_task-faces_events.tsv - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-faces_events.json,/sub-9019/ses-2/sub-9019_ses-2_events.json,/sub-9019/ses-2/sub-9019_ses-2_task-faces_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_task-faces_events.json - - Type: Warning - File: sub-9019_ses-2_task-hands_events.tsv - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-hands_events.json,/sub-9019/ses-2/sub-9019_ses-2_events.json,/sub-9019/ses-2/sub-9019_ses-2_task-hands_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_task-hands_events.json - - Type: Warning - File: sub-9019_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9019/ses-2/func/sub-9019_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9019/sub-9019_events.json,/sub-9019/sub-9019_task-sleepiness_events.json,/sub-9019/ses-2/sub-9019_ses-2_events.json,/sub-9019/ses-2/sub-9019_ses-2_task-sleepiness_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_events.json,/sub-9019/ses-2/func/sub-9019_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9019_sessions.tsv - Location: ds000201/sub-9019/sub-9019_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9019/sub-9019_sessions.json - - Type: Warning - File: sub-9020_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-arrows_events.json,/sub-9020/ses-1/sub-9020_ses-1_events.json,/sub-9020/ses-1/sub-9020_ses-1_task-arrows_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9020_ses-1_task-faces_events.tsv - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-faces_events.json,/sub-9020/ses-1/sub-9020_ses-1_events.json,/sub-9020/ses-1/sub-9020_ses-1_task-faces_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_task-faces_events.json - - Type: Warning - File: sub-9020_ses-1_task-hands_events.tsv - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-hands_events.json,/sub-9020/ses-1/sub-9020_ses-1_events.json,/sub-9020/ses-1/sub-9020_ses-1_task-hands_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_task-hands_events.json - - Type: Warning - File: sub-9020_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9020/ses-1/func/sub-9020_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-sleepiness_events.json,/sub-9020/ses-1/sub-9020_ses-1_events.json,/sub-9020/ses-1/sub-9020_ses-1_task-sleepiness_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_events.json,/sub-9020/ses-1/func/sub-9020_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9020_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9020/ses-2/beh/sub-9020_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-workingmemorytest_events.json,/sub-9020/ses-2/sub-9020_ses-2_events.json,/sub-9020/ses-2/sub-9020_ses-2_task-workingmemorytest_events.json,/sub-9020/ses-2/beh/sub-9020_ses-2_events.json,/sub-9020/ses-2/beh/sub-9020_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9020_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-arrows_events.json,/sub-9020/ses-2/sub-9020_ses-2_events.json,/sub-9020/ses-2/sub-9020_ses-2_task-arrows_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9020_ses-2_task-faces_events.tsv - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-faces_events.json,/sub-9020/ses-2/sub-9020_ses-2_events.json,/sub-9020/ses-2/sub-9020_ses-2_task-faces_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_task-faces_events.json - - Type: Warning - File: sub-9020_ses-2_task-hands_events.tsv - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-hands_events.json,/sub-9020/ses-2/sub-9020_ses-2_events.json,/sub-9020/ses-2/sub-9020_ses-2_task-hands_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_task-hands_events.json - - Type: Warning - File: sub-9020_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9020/ses-2/func/sub-9020_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9020/sub-9020_events.json,/sub-9020/sub-9020_task-sleepiness_events.json,/sub-9020/ses-2/sub-9020_ses-2_events.json,/sub-9020/ses-2/sub-9020_ses-2_task-sleepiness_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_events.json,/sub-9020/ses-2/func/sub-9020_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9020_sessions.tsv - Location: ds000201/sub-9020/sub-9020_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9020/sub-9020_sessions.json - - Type: Warning - File: sub-9022_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9022/sub-9022_events.json,/sub-9022/sub-9022_task-arrows_events.json,/sub-9022/ses-1/sub-9022_ses-1_events.json,/sub-9022/ses-1/sub-9022_ses-1_task-arrows_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9022_ses-1_task-faces_events.tsv - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9022/sub-9022_events.json,/sub-9022/sub-9022_task-faces_events.json,/sub-9022/ses-1/sub-9022_ses-1_events.json,/sub-9022/ses-1/sub-9022_ses-1_task-faces_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_task-faces_events.json - - Type: Warning - File: sub-9022_ses-1_task-hands_events.tsv - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9022/sub-9022_events.json,/sub-9022/sub-9022_task-hands_events.json,/sub-9022/ses-1/sub-9022_ses-1_events.json,/sub-9022/ses-1/sub-9022_ses-1_task-hands_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_task-hands_events.json - - Type: Warning - File: sub-9022_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9022/ses-1/func/sub-9022_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9022/sub-9022_events.json,/sub-9022/sub-9022_task-sleepiness_events.json,/sub-9022/ses-1/sub-9022_ses-1_events.json,/sub-9022/ses-1/sub-9022_ses-1_task-sleepiness_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_events.json,/sub-9022/ses-1/func/sub-9022_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9022_sessions.tsv - Location: ds000201/sub-9022/sub-9022_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9022/sub-9022_sessions.json - - Type: Warning - File: sub-9023_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9023/ses-1/beh/sub-9023_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-workingmemorytest_events.json,/sub-9023/ses-1/sub-9023_ses-1_events.json,/sub-9023/ses-1/sub-9023_ses-1_task-workingmemorytest_events.json,/sub-9023/ses-1/beh/sub-9023_ses-1_events.json,/sub-9023/ses-1/beh/sub-9023_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9023_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-arrows_events.json,/sub-9023/ses-1/sub-9023_ses-1_events.json,/sub-9023/ses-1/sub-9023_ses-1_task-arrows_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9023_ses-1_task-faces_events.tsv - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-faces_events.json,/sub-9023/ses-1/sub-9023_ses-1_events.json,/sub-9023/ses-1/sub-9023_ses-1_task-faces_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_task-faces_events.json - - Type: Warning - File: sub-9023_ses-1_task-hands_events.tsv - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-hands_events.json,/sub-9023/ses-1/sub-9023_ses-1_events.json,/sub-9023/ses-1/sub-9023_ses-1_task-hands_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_task-hands_events.json - - Type: Warning - File: sub-9023_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9023/ses-1/func/sub-9023_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-sleepiness_events.json,/sub-9023/ses-1/sub-9023_ses-1_events.json,/sub-9023/ses-1/sub-9023_ses-1_task-sleepiness_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_events.json,/sub-9023/ses-1/func/sub-9023_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9023_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9023/ses-2/beh/sub-9023_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-workingmemorytest_events.json,/sub-9023/ses-2/sub-9023_ses-2_events.json,/sub-9023/ses-2/sub-9023_ses-2_task-workingmemorytest_events.json,/sub-9023/ses-2/beh/sub-9023_ses-2_events.json,/sub-9023/ses-2/beh/sub-9023_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9023_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-arrows_events.json,/sub-9023/ses-2/sub-9023_ses-2_events.json,/sub-9023/ses-2/sub-9023_ses-2_task-arrows_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9023_ses-2_task-faces_events.tsv - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-faces_events.json,/sub-9023/ses-2/sub-9023_ses-2_events.json,/sub-9023/ses-2/sub-9023_ses-2_task-faces_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_task-faces_events.json - - Type: Warning - File: sub-9023_ses-2_task-hands_events.tsv - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-hands_events.json,/sub-9023/ses-2/sub-9023_ses-2_events.json,/sub-9023/ses-2/sub-9023_ses-2_task-hands_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_task-hands_events.json - - Type: Warning - File: sub-9023_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9023/ses-2/func/sub-9023_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9023/sub-9023_events.json,/sub-9023/sub-9023_task-sleepiness_events.json,/sub-9023/ses-2/sub-9023_ses-2_events.json,/sub-9023/ses-2/sub-9023_ses-2_task-sleepiness_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_events.json,/sub-9023/ses-2/func/sub-9023_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9023_sessions.tsv - Location: ds000201/sub-9023/sub-9023_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9023/sub-9023_sessions.json - - Type: Warning - File: sub-9025_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9025/ses-1/beh/sub-9025_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-workingmemorytest_events.json,/sub-9025/ses-1/sub-9025_ses-1_events.json,/sub-9025/ses-1/sub-9025_ses-1_task-workingmemorytest_events.json,/sub-9025/ses-1/beh/sub-9025_ses-1_events.json,/sub-9025/ses-1/beh/sub-9025_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9025_ses-1_task-faces_events.tsv - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-faces_events.json,/sub-9025/ses-1/sub-9025_ses-1_events.json,/sub-9025/ses-1/sub-9025_ses-1_task-faces_events.json,/sub-9025/ses-1/func/sub-9025_ses-1_events.json,/sub-9025/ses-1/func/sub-9025_ses-1_task-faces_events.json - - Type: Warning - File: sub-9025_ses-1_task-hands_events.tsv - Location: ds000201/sub-9025/ses-1/func/sub-9025_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-hands_events.json,/sub-9025/ses-1/sub-9025_ses-1_events.json,/sub-9025/ses-1/sub-9025_ses-1_task-hands_events.json,/sub-9025/ses-1/func/sub-9025_ses-1_events.json,/sub-9025/ses-1/func/sub-9025_ses-1_task-hands_events.json - - Type: Warning - File: sub-9025_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9025/ses-2/beh/sub-9025_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-workingmemorytest_events.json,/sub-9025/ses-2/sub-9025_ses-2_events.json,/sub-9025/ses-2/sub-9025_ses-2_task-workingmemorytest_events.json,/sub-9025/ses-2/beh/sub-9025_ses-2_events.json,/sub-9025/ses-2/beh/sub-9025_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9025_ses-2_task-faces_events.tsv - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-faces_events.json,/sub-9025/ses-2/sub-9025_ses-2_events.json,/sub-9025/ses-2/sub-9025_ses-2_task-faces_events.json,/sub-9025/ses-2/func/sub-9025_ses-2_events.json,/sub-9025/ses-2/func/sub-9025_ses-2_task-faces_events.json - - Type: Warning - File: sub-9025_ses-2_task-hands_events.tsv - Location: ds000201/sub-9025/ses-2/func/sub-9025_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9025/sub-9025_events.json,/sub-9025/sub-9025_task-hands_events.json,/sub-9025/ses-2/sub-9025_ses-2_events.json,/sub-9025/ses-2/sub-9025_ses-2_task-hands_events.json,/sub-9025/ses-2/func/sub-9025_ses-2_events.json,/sub-9025/ses-2/func/sub-9025_ses-2_task-hands_events.json - - Type: Warning - File: sub-9025_sessions.tsv - Location: ds000201/sub-9025/sub-9025_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9025/sub-9025_sessions.json - - Type: Warning - File: sub-9026_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9026/ses-1/beh/sub-9026_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-workingmemorytest_events.json,/sub-9026/ses-1/sub-9026_ses-1_events.json,/sub-9026/ses-1/sub-9026_ses-1_task-workingmemorytest_events.json,/sub-9026/ses-1/beh/sub-9026_ses-1_events.json,/sub-9026/ses-1/beh/sub-9026_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9026_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-arrows_events.json,/sub-9026/ses-1/sub-9026_ses-1_events.json,/sub-9026/ses-1/sub-9026_ses-1_task-arrows_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9026_ses-1_task-faces_events.tsv - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-faces_events.json,/sub-9026/ses-1/sub-9026_ses-1_events.json,/sub-9026/ses-1/sub-9026_ses-1_task-faces_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_task-faces_events.json - - Type: Warning - File: sub-9026_ses-1_task-hands_events.tsv - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-hands_events.json,/sub-9026/ses-1/sub-9026_ses-1_events.json,/sub-9026/ses-1/sub-9026_ses-1_task-hands_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_task-hands_events.json - - Type: Warning - File: sub-9026_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9026/ses-1/func/sub-9026_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-sleepiness_events.json,/sub-9026/ses-1/sub-9026_ses-1_events.json,/sub-9026/ses-1/sub-9026_ses-1_task-sleepiness_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_events.json,/sub-9026/ses-1/func/sub-9026_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9026_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-arrows_events.json,/sub-9026/ses-2/sub-9026_ses-2_events.json,/sub-9026/ses-2/sub-9026_ses-2_task-arrows_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9026_ses-2_task-faces_events.tsv - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-faces_events.json,/sub-9026/ses-2/sub-9026_ses-2_events.json,/sub-9026/ses-2/sub-9026_ses-2_task-faces_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_task-faces_events.json - - Type: Warning - File: sub-9026_ses-2_task-hands_events.tsv - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-hands_events.json,/sub-9026/ses-2/sub-9026_ses-2_events.json,/sub-9026/ses-2/sub-9026_ses-2_task-hands_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_task-hands_events.json - - Type: Warning - File: sub-9026_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9026/ses-2/func/sub-9026_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9026/sub-9026_events.json,/sub-9026/sub-9026_task-sleepiness_events.json,/sub-9026/ses-2/sub-9026_ses-2_events.json,/sub-9026/ses-2/sub-9026_ses-2_task-sleepiness_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_events.json,/sub-9026/ses-2/func/sub-9026_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9026_sessions.tsv - Location: ds000201/sub-9026/sub-9026_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9026/sub-9026_sessions.json - - Type: Warning - File: sub-9028_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9028/ses-1/beh/sub-9028_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-workingmemorytest_events.json,/sub-9028/ses-1/sub-9028_ses-1_events.json,/sub-9028/ses-1/sub-9028_ses-1_task-workingmemorytest_events.json,/sub-9028/ses-1/beh/sub-9028_ses-1_events.json,/sub-9028/ses-1/beh/sub-9028_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9028_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-arrows_events.json,/sub-9028/ses-1/sub-9028_ses-1_events.json,/sub-9028/ses-1/sub-9028_ses-1_task-arrows_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9028_ses-1_task-faces_events.tsv - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-faces_events.json,/sub-9028/ses-1/sub-9028_ses-1_events.json,/sub-9028/ses-1/sub-9028_ses-1_task-faces_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_task-faces_events.json - - Type: Warning - File: sub-9028_ses-1_task-hands_events.tsv - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-hands_events.json,/sub-9028/ses-1/sub-9028_ses-1_events.json,/sub-9028/ses-1/sub-9028_ses-1_task-hands_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_task-hands_events.json - - Type: Warning - File: sub-9028_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9028/ses-1/func/sub-9028_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-sleepiness_events.json,/sub-9028/ses-1/sub-9028_ses-1_events.json,/sub-9028/ses-1/sub-9028_ses-1_task-sleepiness_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_events.json,/sub-9028/ses-1/func/sub-9028_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9028_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9028/ses-2/beh/sub-9028_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-workingmemorytest_events.json,/sub-9028/ses-2/sub-9028_ses-2_events.json,/sub-9028/ses-2/sub-9028_ses-2_task-workingmemorytest_events.json,/sub-9028/ses-2/beh/sub-9028_ses-2_events.json,/sub-9028/ses-2/beh/sub-9028_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9028_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-arrows_events.json,/sub-9028/ses-2/sub-9028_ses-2_events.json,/sub-9028/ses-2/sub-9028_ses-2_task-arrows_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9028_ses-2_task-faces_events.tsv - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-faces_events.json,/sub-9028/ses-2/sub-9028_ses-2_events.json,/sub-9028/ses-2/sub-9028_ses-2_task-faces_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_task-faces_events.json - - Type: Warning - File: sub-9028_ses-2_task-hands_events.tsv - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-hands_events.json,/sub-9028/ses-2/sub-9028_ses-2_events.json,/sub-9028/ses-2/sub-9028_ses-2_task-hands_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_task-hands_events.json - - Type: Warning - File: sub-9028_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9028/ses-2/func/sub-9028_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9028/sub-9028_events.json,/sub-9028/sub-9028_task-sleepiness_events.json,/sub-9028/ses-2/sub-9028_ses-2_events.json,/sub-9028/ses-2/sub-9028_ses-2_task-sleepiness_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_events.json,/sub-9028/ses-2/func/sub-9028_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9028_sessions.tsv - Location: ds000201/sub-9028/sub-9028_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9028/sub-9028_sessions.json - - Type: Warning - File: sub-9029_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9029/ses-1/beh/sub-9029_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-workingmemorytest_events.json,/sub-9029/ses-1/sub-9029_ses-1_events.json,/sub-9029/ses-1/sub-9029_ses-1_task-workingmemorytest_events.json,/sub-9029/ses-1/beh/sub-9029_ses-1_events.json,/sub-9029/ses-1/beh/sub-9029_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9029_ses-1_task-faces_events.tsv - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-faces_events.json,/sub-9029/ses-1/sub-9029_ses-1_events.json,/sub-9029/ses-1/sub-9029_ses-1_task-faces_events.json,/sub-9029/ses-1/func/sub-9029_ses-1_events.json,/sub-9029/ses-1/func/sub-9029_ses-1_task-faces_events.json - - Type: Warning - File: sub-9029_ses-1_task-hands_events.tsv - Location: ds000201/sub-9029/ses-1/func/sub-9029_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-hands_events.json,/sub-9029/ses-1/sub-9029_ses-1_events.json,/sub-9029/ses-1/sub-9029_ses-1_task-hands_events.json,/sub-9029/ses-1/func/sub-9029_ses-1_events.json,/sub-9029/ses-1/func/sub-9029_ses-1_task-hands_events.json - - Type: Warning - File: sub-9029_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9029/ses-2/beh/sub-9029_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-workingmemorytest_events.json,/sub-9029/ses-2/sub-9029_ses-2_events.json,/sub-9029/ses-2/sub-9029_ses-2_task-workingmemorytest_events.json,/sub-9029/ses-2/beh/sub-9029_ses-2_events.json,/sub-9029/ses-2/beh/sub-9029_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9029_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-arrows_events.json,/sub-9029/ses-2/sub-9029_ses-2_events.json,/sub-9029/ses-2/sub-9029_ses-2_task-arrows_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9029_ses-2_task-faces_events.tsv - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-faces_events.json,/sub-9029/ses-2/sub-9029_ses-2_events.json,/sub-9029/ses-2/sub-9029_ses-2_task-faces_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_task-faces_events.json - - Type: Warning - File: sub-9029_ses-2_task-hands_events.tsv - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-hands_events.json,/sub-9029/ses-2/sub-9029_ses-2_events.json,/sub-9029/ses-2/sub-9029_ses-2_task-hands_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_task-hands_events.json - - Type: Warning - File: sub-9029_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9029/ses-2/func/sub-9029_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9029/sub-9029_events.json,/sub-9029/sub-9029_task-sleepiness_events.json,/sub-9029/ses-2/sub-9029_ses-2_events.json,/sub-9029/ses-2/sub-9029_ses-2_task-sleepiness_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_events.json,/sub-9029/ses-2/func/sub-9029_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9029_sessions.tsv - Location: ds000201/sub-9029/sub-9029_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9029/sub-9029_sessions.json - - Type: Warning - File: sub-9032_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9032/ses-1/beh/sub-9032_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-workingmemorytest_events.json,/sub-9032/ses-1/sub-9032_ses-1_events.json,/sub-9032/ses-1/sub-9032_ses-1_task-workingmemorytest_events.json,/sub-9032/ses-1/beh/sub-9032_ses-1_events.json,/sub-9032/ses-1/beh/sub-9032_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9032_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-arrows_events.json,/sub-9032/ses-1/sub-9032_ses-1_events.json,/sub-9032/ses-1/sub-9032_ses-1_task-arrows_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9032_ses-1_task-faces_events.tsv - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-faces_events.json,/sub-9032/ses-1/sub-9032_ses-1_events.json,/sub-9032/ses-1/sub-9032_ses-1_task-faces_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_task-faces_events.json - - Type: Warning - File: sub-9032_ses-1_task-hands_events.tsv - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-hands_events.json,/sub-9032/ses-1/sub-9032_ses-1_events.json,/sub-9032/ses-1/sub-9032_ses-1_task-hands_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_task-hands_events.json - - Type: Warning - File: sub-9032_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9032/ses-1/func/sub-9032_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-sleepiness_events.json,/sub-9032/ses-1/sub-9032_ses-1_events.json,/sub-9032/ses-1/sub-9032_ses-1_task-sleepiness_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_events.json,/sub-9032/ses-1/func/sub-9032_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9032_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9032/ses-2/beh/sub-9032_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-workingmemorytest_events.json,/sub-9032/ses-2/sub-9032_ses-2_events.json,/sub-9032/ses-2/sub-9032_ses-2_task-workingmemorytest_events.json,/sub-9032/ses-2/beh/sub-9032_ses-2_events.json,/sub-9032/ses-2/beh/sub-9032_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9032_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-arrows_events.json,/sub-9032/ses-2/sub-9032_ses-2_events.json,/sub-9032/ses-2/sub-9032_ses-2_task-arrows_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9032_ses-2_task-faces_events.tsv - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-faces_events.json,/sub-9032/ses-2/sub-9032_ses-2_events.json,/sub-9032/ses-2/sub-9032_ses-2_task-faces_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_task-faces_events.json - - Type: Warning - File: sub-9032_ses-2_task-hands_events.tsv - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-hands_events.json,/sub-9032/ses-2/sub-9032_ses-2_events.json,/sub-9032/ses-2/sub-9032_ses-2_task-hands_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_task-hands_events.json - - Type: Warning - File: sub-9032_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9032/ses-2/func/sub-9032_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9032/sub-9032_events.json,/sub-9032/sub-9032_task-sleepiness_events.json,/sub-9032/ses-2/sub-9032_ses-2_events.json,/sub-9032/ses-2/sub-9032_ses-2_task-sleepiness_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_events.json,/sub-9032/ses-2/func/sub-9032_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9032_sessions.tsv - Location: ds000201/sub-9032/sub-9032_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9032/sub-9032_sessions.json - - Type: Warning - File: sub-9033_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9033/ses-1/beh/sub-9033_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-workingmemorytest_events.json,/sub-9033/ses-1/sub-9033_ses-1_events.json,/sub-9033/ses-1/sub-9033_ses-1_task-workingmemorytest_events.json,/sub-9033/ses-1/beh/sub-9033_ses-1_events.json,/sub-9033/ses-1/beh/sub-9033_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9033_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-arrows_events.json,/sub-9033/ses-1/sub-9033_ses-1_events.json,/sub-9033/ses-1/sub-9033_ses-1_task-arrows_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9033_ses-1_task-faces_events.tsv - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-faces_events.json,/sub-9033/ses-1/sub-9033_ses-1_events.json,/sub-9033/ses-1/sub-9033_ses-1_task-faces_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_task-faces_events.json - - Type: Warning - File: sub-9033_ses-1_task-hands_events.tsv - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-hands_events.json,/sub-9033/ses-1/sub-9033_ses-1_events.json,/sub-9033/ses-1/sub-9033_ses-1_task-hands_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_task-hands_events.json - - Type: Warning - File: sub-9033_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9033/ses-1/func/sub-9033_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-sleepiness_events.json,/sub-9033/ses-1/sub-9033_ses-1_events.json,/sub-9033/ses-1/sub-9033_ses-1_task-sleepiness_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_events.json,/sub-9033/ses-1/func/sub-9033_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9033_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9033/ses-2/beh/sub-9033_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-workingmemorytest_events.json,/sub-9033/ses-2/sub-9033_ses-2_events.json,/sub-9033/ses-2/sub-9033_ses-2_task-workingmemorytest_events.json,/sub-9033/ses-2/beh/sub-9033_ses-2_events.json,/sub-9033/ses-2/beh/sub-9033_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9033_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-arrows_events.json,/sub-9033/ses-2/sub-9033_ses-2_events.json,/sub-9033/ses-2/sub-9033_ses-2_task-arrows_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9033_ses-2_task-faces_events.tsv - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-faces_events.json,/sub-9033/ses-2/sub-9033_ses-2_events.json,/sub-9033/ses-2/sub-9033_ses-2_task-faces_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_task-faces_events.json - - Type: Warning - File: sub-9033_ses-2_task-hands_events.tsv - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-hands_events.json,/sub-9033/ses-2/sub-9033_ses-2_events.json,/sub-9033/ses-2/sub-9033_ses-2_task-hands_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_task-hands_events.json - - Type: Warning - File: sub-9033_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9033/ses-2/func/sub-9033_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9033/sub-9033_events.json,/sub-9033/sub-9033_task-sleepiness_events.json,/sub-9033/ses-2/sub-9033_ses-2_events.json,/sub-9033/ses-2/sub-9033_ses-2_task-sleepiness_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_events.json,/sub-9033/ses-2/func/sub-9033_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9033_sessions.tsv - Location: ds000201/sub-9033/sub-9033_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9033/sub-9033_sessions.json - - Type: Warning - File: sub-9034_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-arrows_events.json,/sub-9034/ses-1/sub-9034_ses-1_events.json,/sub-9034/ses-1/sub-9034_ses-1_task-arrows_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9034_ses-1_task-faces_events.tsv - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-faces_events.json,/sub-9034/ses-1/sub-9034_ses-1_events.json,/sub-9034/ses-1/sub-9034_ses-1_task-faces_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_task-faces_events.json - - Type: Warning - File: sub-9034_ses-1_task-hands_events.tsv - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-hands_events.json,/sub-9034/ses-1/sub-9034_ses-1_events.json,/sub-9034/ses-1/sub-9034_ses-1_task-hands_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_task-hands_events.json - - Type: Warning - File: sub-9034_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9034/ses-1/func/sub-9034_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-sleepiness_events.json,/sub-9034/ses-1/sub-9034_ses-1_events.json,/sub-9034/ses-1/sub-9034_ses-1_task-sleepiness_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_events.json,/sub-9034/ses-1/func/sub-9034_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9034_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-arrows_events.json,/sub-9034/ses-2/sub-9034_ses-2_events.json,/sub-9034/ses-2/sub-9034_ses-2_task-arrows_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9034_ses-2_task-faces_events.tsv - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-faces_events.json,/sub-9034/ses-2/sub-9034_ses-2_events.json,/sub-9034/ses-2/sub-9034_ses-2_task-faces_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_task-faces_events.json - - Type: Warning - File: sub-9034_ses-2_task-hands_events.tsv - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-hands_events.json,/sub-9034/ses-2/sub-9034_ses-2_events.json,/sub-9034/ses-2/sub-9034_ses-2_task-hands_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_task-hands_events.json - - Type: Warning - File: sub-9034_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9034/ses-2/func/sub-9034_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9034/sub-9034_events.json,/sub-9034/sub-9034_task-sleepiness_events.json,/sub-9034/ses-2/sub-9034_ses-2_events.json,/sub-9034/ses-2/sub-9034_ses-2_task-sleepiness_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_events.json,/sub-9034/ses-2/func/sub-9034_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9034_sessions.tsv - Location: ds000201/sub-9034/sub-9034_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9034/sub-9034_sessions.json - - Type: Warning - File: sub-9035_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-arrows_events.json,/sub-9035/ses-1/sub-9035_ses-1_events.json,/sub-9035/ses-1/sub-9035_ses-1_task-arrows_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9035_ses-1_task-faces_events.tsv - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-faces_events.json,/sub-9035/ses-1/sub-9035_ses-1_events.json,/sub-9035/ses-1/sub-9035_ses-1_task-faces_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_task-faces_events.json - - Type: Warning - File: sub-9035_ses-1_task-hands_events.tsv - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-hands_events.json,/sub-9035/ses-1/sub-9035_ses-1_events.json,/sub-9035/ses-1/sub-9035_ses-1_task-hands_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_task-hands_events.json - - Type: Warning - File: sub-9035_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9035/ses-1/func/sub-9035_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-sleepiness_events.json,/sub-9035/ses-1/sub-9035_ses-1_events.json,/sub-9035/ses-1/sub-9035_ses-1_task-sleepiness_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_events.json,/sub-9035/ses-1/func/sub-9035_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9035_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-arrows_events.json,/sub-9035/ses-2/sub-9035_ses-2_events.json,/sub-9035/ses-2/sub-9035_ses-2_task-arrows_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9035_ses-2_task-faces_events.tsv - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-faces_events.json,/sub-9035/ses-2/sub-9035_ses-2_events.json,/sub-9035/ses-2/sub-9035_ses-2_task-faces_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_task-faces_events.json - - Type: Warning - File: sub-9035_ses-2_task-hands_events.tsv - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-hands_events.json,/sub-9035/ses-2/sub-9035_ses-2_events.json,/sub-9035/ses-2/sub-9035_ses-2_task-hands_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_task-hands_events.json - - Type: Warning - File: sub-9035_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9035/ses-2/func/sub-9035_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9035/sub-9035_events.json,/sub-9035/sub-9035_task-sleepiness_events.json,/sub-9035/ses-2/sub-9035_ses-2_events.json,/sub-9035/ses-2/sub-9035_ses-2_task-sleepiness_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_events.json,/sub-9035/ses-2/func/sub-9035_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9035_sessions.tsv - Location: ds000201/sub-9035/sub-9035_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9035/sub-9035_sessions.json - - Type: Warning - File: sub-9036_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9036/ses-1/beh/sub-9036_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-workingmemorytest_events.json,/sub-9036/ses-1/sub-9036_ses-1_events.json,/sub-9036/ses-1/sub-9036_ses-1_task-workingmemorytest_events.json,/sub-9036/ses-1/beh/sub-9036_ses-1_events.json,/sub-9036/ses-1/beh/sub-9036_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9036_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-arrows_events.json,/sub-9036/ses-1/sub-9036_ses-1_events.json,/sub-9036/ses-1/sub-9036_ses-1_task-arrows_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9036_ses-1_task-faces_events.tsv - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-faces_events.json,/sub-9036/ses-1/sub-9036_ses-1_events.json,/sub-9036/ses-1/sub-9036_ses-1_task-faces_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_task-faces_events.json - - Type: Warning - File: sub-9036_ses-1_task-hands_events.tsv - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-hands_events.json,/sub-9036/ses-1/sub-9036_ses-1_events.json,/sub-9036/ses-1/sub-9036_ses-1_task-hands_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_task-hands_events.json - - Type: Warning - File: sub-9036_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9036/ses-1/func/sub-9036_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-sleepiness_events.json,/sub-9036/ses-1/sub-9036_ses-1_events.json,/sub-9036/ses-1/sub-9036_ses-1_task-sleepiness_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_events.json,/sub-9036/ses-1/func/sub-9036_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9036_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9036/ses-2/beh/sub-9036_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-workingmemorytest_events.json,/sub-9036/ses-2/sub-9036_ses-2_events.json,/sub-9036/ses-2/sub-9036_ses-2_task-workingmemorytest_events.json,/sub-9036/ses-2/beh/sub-9036_ses-2_events.json,/sub-9036/ses-2/beh/sub-9036_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9036_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-arrows_events.json,/sub-9036/ses-2/sub-9036_ses-2_events.json,/sub-9036/ses-2/sub-9036_ses-2_task-arrows_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9036_ses-2_task-faces_events.tsv - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-faces_events.json,/sub-9036/ses-2/sub-9036_ses-2_events.json,/sub-9036/ses-2/sub-9036_ses-2_task-faces_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_task-faces_events.json - - Type: Warning - File: sub-9036_ses-2_task-hands_events.tsv - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-hands_events.json,/sub-9036/ses-2/sub-9036_ses-2_events.json,/sub-9036/ses-2/sub-9036_ses-2_task-hands_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_task-hands_events.json - - Type: Warning - File: sub-9036_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9036/ses-2/func/sub-9036_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9036/sub-9036_events.json,/sub-9036/sub-9036_task-sleepiness_events.json,/sub-9036/ses-2/sub-9036_ses-2_events.json,/sub-9036/ses-2/sub-9036_ses-2_task-sleepiness_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_events.json,/sub-9036/ses-2/func/sub-9036_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9036_sessions.tsv - Location: ds000201/sub-9036/sub-9036_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9036/sub-9036_sessions.json - - Type: Warning - File: sub-9037_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-arrows_events.json,/sub-9037/ses-1/sub-9037_ses-1_events.json,/sub-9037/ses-1/sub-9037_ses-1_task-arrows_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9037_ses-1_task-faces_events.tsv - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-faces_events.json,/sub-9037/ses-1/sub-9037_ses-1_events.json,/sub-9037/ses-1/sub-9037_ses-1_task-faces_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_task-faces_events.json - - Type: Warning - File: sub-9037_ses-1_task-hands_events.tsv - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-hands_events.json,/sub-9037/ses-1/sub-9037_ses-1_events.json,/sub-9037/ses-1/sub-9037_ses-1_task-hands_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_task-hands_events.json - - Type: Warning - File: sub-9037_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9037/ses-1/func/sub-9037_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-sleepiness_events.json,/sub-9037/ses-1/sub-9037_ses-1_events.json,/sub-9037/ses-1/sub-9037_ses-1_task-sleepiness_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_events.json,/sub-9037/ses-1/func/sub-9037_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9037_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-arrows_events.json,/sub-9037/ses-2/sub-9037_ses-2_events.json,/sub-9037/ses-2/sub-9037_ses-2_task-arrows_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9037_ses-2_task-faces_events.tsv - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-faces_events.json,/sub-9037/ses-2/sub-9037_ses-2_events.json,/sub-9037/ses-2/sub-9037_ses-2_task-faces_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_task-faces_events.json - - Type: Warning - File: sub-9037_ses-2_task-hands_events.tsv - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-hands_events.json,/sub-9037/ses-2/sub-9037_ses-2_events.json,/sub-9037/ses-2/sub-9037_ses-2_task-hands_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_task-hands_events.json - - Type: Warning - File: sub-9037_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9037/ses-2/func/sub-9037_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9037/sub-9037_events.json,/sub-9037/sub-9037_task-sleepiness_events.json,/sub-9037/ses-2/sub-9037_ses-2_events.json,/sub-9037/ses-2/sub-9037_ses-2_task-sleepiness_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_events.json,/sub-9037/ses-2/func/sub-9037_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9037_sessions.tsv - Location: ds000201/sub-9037/sub-9037_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9037/sub-9037_sessions.json - - Type: Warning - File: sub-9038_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9038/ses-1/beh/sub-9038_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-workingmemorytest_events.json,/sub-9038/ses-1/sub-9038_ses-1_events.json,/sub-9038/ses-1/sub-9038_ses-1_task-workingmemorytest_events.json,/sub-9038/ses-1/beh/sub-9038_ses-1_events.json,/sub-9038/ses-1/beh/sub-9038_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9038_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-arrows_events.json,/sub-9038/ses-1/sub-9038_ses-1_events.json,/sub-9038/ses-1/sub-9038_ses-1_task-arrows_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9038_ses-1_task-faces_events.tsv - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-faces_events.json,/sub-9038/ses-1/sub-9038_ses-1_events.json,/sub-9038/ses-1/sub-9038_ses-1_task-faces_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_task-faces_events.json - - Type: Warning - File: sub-9038_ses-1_task-hands_events.tsv - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-hands_events.json,/sub-9038/ses-1/sub-9038_ses-1_events.json,/sub-9038/ses-1/sub-9038_ses-1_task-hands_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_task-hands_events.json - - Type: Warning - File: sub-9038_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9038/ses-1/func/sub-9038_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-sleepiness_events.json,/sub-9038/ses-1/sub-9038_ses-1_events.json,/sub-9038/ses-1/sub-9038_ses-1_task-sleepiness_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_events.json,/sub-9038/ses-1/func/sub-9038_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9038_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9038/ses-2/beh/sub-9038_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-workingmemorytest_events.json,/sub-9038/ses-2/sub-9038_ses-2_events.json,/sub-9038/ses-2/sub-9038_ses-2_task-workingmemorytest_events.json,/sub-9038/ses-2/beh/sub-9038_ses-2_events.json,/sub-9038/ses-2/beh/sub-9038_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9038_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-arrows_events.json,/sub-9038/ses-2/sub-9038_ses-2_events.json,/sub-9038/ses-2/sub-9038_ses-2_task-arrows_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9038_ses-2_task-faces_events.tsv - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-faces_events.json,/sub-9038/ses-2/sub-9038_ses-2_events.json,/sub-9038/ses-2/sub-9038_ses-2_task-faces_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_task-faces_events.json - - Type: Warning - File: sub-9038_ses-2_task-hands_events.tsv - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-hands_events.json,/sub-9038/ses-2/sub-9038_ses-2_events.json,/sub-9038/ses-2/sub-9038_ses-2_task-hands_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_task-hands_events.json - - Type: Warning - File: sub-9038_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9038/ses-2/func/sub-9038_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9038/sub-9038_events.json,/sub-9038/sub-9038_task-sleepiness_events.json,/sub-9038/ses-2/sub-9038_ses-2_events.json,/sub-9038/ses-2/sub-9038_ses-2_task-sleepiness_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_events.json,/sub-9038/ses-2/func/sub-9038_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9038_sessions.tsv - Location: ds000201/sub-9038/sub-9038_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9038/sub-9038_sessions.json - - Type: Warning - File: sub-9039_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9039/ses-1/beh/sub-9039_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-workingmemorytest_events.json,/sub-9039/ses-1/sub-9039_ses-1_events.json,/sub-9039/ses-1/sub-9039_ses-1_task-workingmemorytest_events.json,/sub-9039/ses-1/beh/sub-9039_ses-1_events.json,/sub-9039/ses-1/beh/sub-9039_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9039_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-arrows_events.json,/sub-9039/ses-1/sub-9039_ses-1_events.json,/sub-9039/ses-1/sub-9039_ses-1_task-arrows_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9039_ses-1_task-faces_events.tsv - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-faces_events.json,/sub-9039/ses-1/sub-9039_ses-1_events.json,/sub-9039/ses-1/sub-9039_ses-1_task-faces_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_task-faces_events.json - - Type: Warning - File: sub-9039_ses-1_task-hands_events.tsv - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-hands_events.json,/sub-9039/ses-1/sub-9039_ses-1_events.json,/sub-9039/ses-1/sub-9039_ses-1_task-hands_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_task-hands_events.json - - Type: Warning - File: sub-9039_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9039/ses-1/func/sub-9039_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-sleepiness_events.json,/sub-9039/ses-1/sub-9039_ses-1_events.json,/sub-9039/ses-1/sub-9039_ses-1_task-sleepiness_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_events.json,/sub-9039/ses-1/func/sub-9039_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9039_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9039/ses-2/beh/sub-9039_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-workingmemorytest_events.json,/sub-9039/ses-2/sub-9039_ses-2_events.json,/sub-9039/ses-2/sub-9039_ses-2_task-workingmemorytest_events.json,/sub-9039/ses-2/beh/sub-9039_ses-2_events.json,/sub-9039/ses-2/beh/sub-9039_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9039_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-arrows_events.json,/sub-9039/ses-2/sub-9039_ses-2_events.json,/sub-9039/ses-2/sub-9039_ses-2_task-arrows_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9039_ses-2_task-faces_events.tsv - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-faces_events.json,/sub-9039/ses-2/sub-9039_ses-2_events.json,/sub-9039/ses-2/sub-9039_ses-2_task-faces_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_task-faces_events.json - - Type: Warning - File: sub-9039_ses-2_task-hands_events.tsv - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-hands_events.json,/sub-9039/ses-2/sub-9039_ses-2_events.json,/sub-9039/ses-2/sub-9039_ses-2_task-hands_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_task-hands_events.json - - Type: Warning - File: sub-9039_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9039/ses-2/func/sub-9039_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9039/sub-9039_events.json,/sub-9039/sub-9039_task-sleepiness_events.json,/sub-9039/ses-2/sub-9039_ses-2_events.json,/sub-9039/ses-2/sub-9039_ses-2_task-sleepiness_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_events.json,/sub-9039/ses-2/func/sub-9039_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9039_sessions.tsv - Location: ds000201/sub-9039/sub-9039_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9039/sub-9039_sessions.json - - Type: Warning - File: sub-9040_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9040/ses-1/beh/sub-9040_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-workingmemorytest_events.json,/sub-9040/ses-1/sub-9040_ses-1_events.json,/sub-9040/ses-1/sub-9040_ses-1_task-workingmemorytest_events.json,/sub-9040/ses-1/beh/sub-9040_ses-1_events.json,/sub-9040/ses-1/beh/sub-9040_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9040_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-arrows_events.json,/sub-9040/ses-1/sub-9040_ses-1_events.json,/sub-9040/ses-1/sub-9040_ses-1_task-arrows_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9040_ses-1_task-faces_events.tsv - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-faces_events.json,/sub-9040/ses-1/sub-9040_ses-1_events.json,/sub-9040/ses-1/sub-9040_ses-1_task-faces_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_task-faces_events.json - - Type: Warning - File: sub-9040_ses-1_task-hands_events.tsv - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-hands_events.json,/sub-9040/ses-1/sub-9040_ses-1_events.json,/sub-9040/ses-1/sub-9040_ses-1_task-hands_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_task-hands_events.json - - Type: Warning - File: sub-9040_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9040/ses-1/func/sub-9040_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-sleepiness_events.json,/sub-9040/ses-1/sub-9040_ses-1_events.json,/sub-9040/ses-1/sub-9040_ses-1_task-sleepiness_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_events.json,/sub-9040/ses-1/func/sub-9040_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9040_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9040/ses-2/beh/sub-9040_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-workingmemorytest_events.json,/sub-9040/ses-2/sub-9040_ses-2_events.json,/sub-9040/ses-2/sub-9040_ses-2_task-workingmemorytest_events.json,/sub-9040/ses-2/beh/sub-9040_ses-2_events.json,/sub-9040/ses-2/beh/sub-9040_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9040_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-arrows_events.json,/sub-9040/ses-2/sub-9040_ses-2_events.json,/sub-9040/ses-2/sub-9040_ses-2_task-arrows_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9040_ses-2_task-faces_events.tsv - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-faces_events.json,/sub-9040/ses-2/sub-9040_ses-2_events.json,/sub-9040/ses-2/sub-9040_ses-2_task-faces_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_task-faces_events.json - - Type: Warning - File: sub-9040_ses-2_task-hands_events.tsv - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-hands_events.json,/sub-9040/ses-2/sub-9040_ses-2_events.json,/sub-9040/ses-2/sub-9040_ses-2_task-hands_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_task-hands_events.json - - Type: Warning - File: sub-9040_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9040/ses-2/func/sub-9040_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9040/sub-9040_events.json,/sub-9040/sub-9040_task-sleepiness_events.json,/sub-9040/ses-2/sub-9040_ses-2_events.json,/sub-9040/ses-2/sub-9040_ses-2_task-sleepiness_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_events.json,/sub-9040/ses-2/func/sub-9040_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9040_sessions.tsv - Location: ds000201/sub-9040/sub-9040_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9040/sub-9040_sessions.json - - Type: Warning - File: sub-9041_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9041/ses-1/beh/sub-9041_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-workingmemorytest_events.json,/sub-9041/ses-1/sub-9041_ses-1_events.json,/sub-9041/ses-1/sub-9041_ses-1_task-workingmemorytest_events.json,/sub-9041/ses-1/beh/sub-9041_ses-1_events.json,/sub-9041/ses-1/beh/sub-9041_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9041_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-arrows_events.json,/sub-9041/ses-1/sub-9041_ses-1_events.json,/sub-9041/ses-1/sub-9041_ses-1_task-arrows_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9041_ses-1_task-faces_events.tsv - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-faces_events.json,/sub-9041/ses-1/sub-9041_ses-1_events.json,/sub-9041/ses-1/sub-9041_ses-1_task-faces_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_task-faces_events.json - - Type: Warning - File: sub-9041_ses-1_task-hands_events.tsv - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-hands_events.json,/sub-9041/ses-1/sub-9041_ses-1_events.json,/sub-9041/ses-1/sub-9041_ses-1_task-hands_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_task-hands_events.json - - Type: Warning - File: sub-9041_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9041/ses-1/func/sub-9041_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-sleepiness_events.json,/sub-9041/ses-1/sub-9041_ses-1_events.json,/sub-9041/ses-1/sub-9041_ses-1_task-sleepiness_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_events.json,/sub-9041/ses-1/func/sub-9041_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9041_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9041/ses-2/beh/sub-9041_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-workingmemorytest_events.json,/sub-9041/ses-2/sub-9041_ses-2_events.json,/sub-9041/ses-2/sub-9041_ses-2_task-workingmemorytest_events.json,/sub-9041/ses-2/beh/sub-9041_ses-2_events.json,/sub-9041/ses-2/beh/sub-9041_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9041_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-arrows_events.json,/sub-9041/ses-2/sub-9041_ses-2_events.json,/sub-9041/ses-2/sub-9041_ses-2_task-arrows_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9041_ses-2_task-faces_events.tsv - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-faces_events.json,/sub-9041/ses-2/sub-9041_ses-2_events.json,/sub-9041/ses-2/sub-9041_ses-2_task-faces_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_task-faces_events.json - - Type: Warning - File: sub-9041_ses-2_task-hands_events.tsv - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-hands_events.json,/sub-9041/ses-2/sub-9041_ses-2_events.json,/sub-9041/ses-2/sub-9041_ses-2_task-hands_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_task-hands_events.json - - Type: Warning - File: sub-9041_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9041/ses-2/func/sub-9041_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9041/sub-9041_events.json,/sub-9041/sub-9041_task-sleepiness_events.json,/sub-9041/ses-2/sub-9041_ses-2_events.json,/sub-9041/ses-2/sub-9041_ses-2_task-sleepiness_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_events.json,/sub-9041/ses-2/func/sub-9041_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9041_sessions.tsv - Location: ds000201/sub-9041/sub-9041_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9041/sub-9041_sessions.json - - Type: Warning - File: sub-9042_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-arrows_events.json,/sub-9042/ses-1/sub-9042_ses-1_events.json,/sub-9042/ses-1/sub-9042_ses-1_task-arrows_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9042_ses-1_task-faces_events.tsv - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-faces_events.json,/sub-9042/ses-1/sub-9042_ses-1_events.json,/sub-9042/ses-1/sub-9042_ses-1_task-faces_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_task-faces_events.json - - Type: Warning - File: sub-9042_ses-1_task-hands_events.tsv - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-hands_events.json,/sub-9042/ses-1/sub-9042_ses-1_events.json,/sub-9042/ses-1/sub-9042_ses-1_task-hands_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_task-hands_events.json - - Type: Warning - File: sub-9042_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9042/ses-1/func/sub-9042_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-sleepiness_events.json,/sub-9042/ses-1/sub-9042_ses-1_events.json,/sub-9042/ses-1/sub-9042_ses-1_task-sleepiness_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_events.json,/sub-9042/ses-1/func/sub-9042_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9042_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9042/ses-2/beh/sub-9042_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-workingmemorytest_events.json,/sub-9042/ses-2/sub-9042_ses-2_events.json,/sub-9042/ses-2/sub-9042_ses-2_task-workingmemorytest_events.json,/sub-9042/ses-2/beh/sub-9042_ses-2_events.json,/sub-9042/ses-2/beh/sub-9042_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9042_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-arrows_events.json,/sub-9042/ses-2/sub-9042_ses-2_events.json,/sub-9042/ses-2/sub-9042_ses-2_task-arrows_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9042_ses-2_task-faces_events.tsv - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-faces_events.json,/sub-9042/ses-2/sub-9042_ses-2_events.json,/sub-9042/ses-2/sub-9042_ses-2_task-faces_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_task-faces_events.json - - Type: Warning - File: sub-9042_ses-2_task-hands_events.tsv - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-hands_events.json,/sub-9042/ses-2/sub-9042_ses-2_events.json,/sub-9042/ses-2/sub-9042_ses-2_task-hands_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_task-hands_events.json - - Type: Warning - File: sub-9042_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9042/ses-2/func/sub-9042_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9042/sub-9042_events.json,/sub-9042/sub-9042_task-sleepiness_events.json,/sub-9042/ses-2/sub-9042_ses-2_events.json,/sub-9042/ses-2/sub-9042_ses-2_task-sleepiness_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_events.json,/sub-9042/ses-2/func/sub-9042_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9042_sessions.tsv - Location: ds000201/sub-9042/sub-9042_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9042/sub-9042_sessions.json - - Type: Warning - File: sub-9044_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9044/sub-9044_events.json,/sub-9044/sub-9044_task-arrows_events.json,/sub-9044/ses-1/sub-9044_ses-1_events.json,/sub-9044/ses-1/sub-9044_ses-1_task-arrows_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9044_ses-1_task-faces_events.tsv - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9044/sub-9044_events.json,/sub-9044/sub-9044_task-faces_events.json,/sub-9044/ses-1/sub-9044_ses-1_events.json,/sub-9044/ses-1/sub-9044_ses-1_task-faces_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_task-faces_events.json - - Type: Warning - File: sub-9044_ses-1_task-hands_events.tsv - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9044/sub-9044_events.json,/sub-9044/sub-9044_task-hands_events.json,/sub-9044/ses-1/sub-9044_ses-1_events.json,/sub-9044/ses-1/sub-9044_ses-1_task-hands_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_task-hands_events.json - - Type: Warning - File: sub-9044_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9044/ses-1/func/sub-9044_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9044/sub-9044_events.json,/sub-9044/sub-9044_task-sleepiness_events.json,/sub-9044/ses-1/sub-9044_ses-1_events.json,/sub-9044/ses-1/sub-9044_ses-1_task-sleepiness_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_events.json,/sub-9044/ses-1/func/sub-9044_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9044_sessions.tsv - Location: ds000201/sub-9044/sub-9044_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9044/sub-9044_sessions.json - - Type: Warning - File: sub-9045_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9045/ses-1/beh/sub-9045_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-workingmemorytest_events.json,/sub-9045/ses-1/sub-9045_ses-1_events.json,/sub-9045/ses-1/sub-9045_ses-1_task-workingmemorytest_events.json,/sub-9045/ses-1/beh/sub-9045_ses-1_events.json,/sub-9045/ses-1/beh/sub-9045_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9045_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-arrows_events.json,/sub-9045/ses-1/sub-9045_ses-1_events.json,/sub-9045/ses-1/sub-9045_ses-1_task-arrows_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9045_ses-1_task-faces_events.tsv - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-faces_events.json,/sub-9045/ses-1/sub-9045_ses-1_events.json,/sub-9045/ses-1/sub-9045_ses-1_task-faces_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_task-faces_events.json - - Type: Warning - File: sub-9045_ses-1_task-hands_events.tsv - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-hands_events.json,/sub-9045/ses-1/sub-9045_ses-1_events.json,/sub-9045/ses-1/sub-9045_ses-1_task-hands_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_task-hands_events.json - - Type: Warning - File: sub-9045_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9045/ses-1/func/sub-9045_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-sleepiness_events.json,/sub-9045/ses-1/sub-9045_ses-1_events.json,/sub-9045/ses-1/sub-9045_ses-1_task-sleepiness_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_events.json,/sub-9045/ses-1/func/sub-9045_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9045_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9045/ses-2/beh/sub-9045_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-workingmemorytest_events.json,/sub-9045/ses-2/sub-9045_ses-2_events.json,/sub-9045/ses-2/sub-9045_ses-2_task-workingmemorytest_events.json,/sub-9045/ses-2/beh/sub-9045_ses-2_events.json,/sub-9045/ses-2/beh/sub-9045_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9045_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-arrows_events.json,/sub-9045/ses-2/sub-9045_ses-2_events.json,/sub-9045/ses-2/sub-9045_ses-2_task-arrows_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9045_ses-2_task-faces_events.tsv - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-faces_events.json,/sub-9045/ses-2/sub-9045_ses-2_events.json,/sub-9045/ses-2/sub-9045_ses-2_task-faces_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_task-faces_events.json - - Type: Warning - File: sub-9045_ses-2_task-hands_events.tsv - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-hands_events.json,/sub-9045/ses-2/sub-9045_ses-2_events.json,/sub-9045/ses-2/sub-9045_ses-2_task-hands_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_task-hands_events.json - - Type: Warning - File: sub-9045_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9045/ses-2/func/sub-9045_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9045/sub-9045_events.json,/sub-9045/sub-9045_task-sleepiness_events.json,/sub-9045/ses-2/sub-9045_ses-2_events.json,/sub-9045/ses-2/sub-9045_ses-2_task-sleepiness_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_events.json,/sub-9045/ses-2/func/sub-9045_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9045_sessions.tsv - Location: ds000201/sub-9045/sub-9045_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9045/sub-9045_sessions.json - - Type: Warning - File: sub-9046_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9046/ses-1/beh/sub-9046_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-workingmemorytest_events.json,/sub-9046/ses-1/sub-9046_ses-1_events.json,/sub-9046/ses-1/sub-9046_ses-1_task-workingmemorytest_events.json,/sub-9046/ses-1/beh/sub-9046_ses-1_events.json,/sub-9046/ses-1/beh/sub-9046_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9046_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-arrows_events.json,/sub-9046/ses-1/sub-9046_ses-1_events.json,/sub-9046/ses-1/sub-9046_ses-1_task-arrows_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9046_ses-1_task-faces_events.tsv - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-faces_events.json,/sub-9046/ses-1/sub-9046_ses-1_events.json,/sub-9046/ses-1/sub-9046_ses-1_task-faces_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_task-faces_events.json - - Type: Warning - File: sub-9046_ses-1_task-hands_events.tsv - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-hands_events.json,/sub-9046/ses-1/sub-9046_ses-1_events.json,/sub-9046/ses-1/sub-9046_ses-1_task-hands_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_task-hands_events.json - - Type: Warning - File: sub-9046_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9046/ses-1/func/sub-9046_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-sleepiness_events.json,/sub-9046/ses-1/sub-9046_ses-1_events.json,/sub-9046/ses-1/sub-9046_ses-1_task-sleepiness_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_events.json,/sub-9046/ses-1/func/sub-9046_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9046_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9046/ses-2/beh/sub-9046_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-workingmemorytest_events.json,/sub-9046/ses-2/sub-9046_ses-2_events.json,/sub-9046/ses-2/sub-9046_ses-2_task-workingmemorytest_events.json,/sub-9046/ses-2/beh/sub-9046_ses-2_events.json,/sub-9046/ses-2/beh/sub-9046_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9046_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-arrows_events.json,/sub-9046/ses-2/sub-9046_ses-2_events.json,/sub-9046/ses-2/sub-9046_ses-2_task-arrows_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9046_ses-2_task-faces_events.tsv - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-faces_events.json,/sub-9046/ses-2/sub-9046_ses-2_events.json,/sub-9046/ses-2/sub-9046_ses-2_task-faces_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_task-faces_events.json - - Type: Warning - File: sub-9046_ses-2_task-hands_events.tsv - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-hands_events.json,/sub-9046/ses-2/sub-9046_ses-2_events.json,/sub-9046/ses-2/sub-9046_ses-2_task-hands_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_task-hands_events.json - - Type: Warning - File: sub-9046_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9046/ses-2/func/sub-9046_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9046/sub-9046_events.json,/sub-9046/sub-9046_task-sleepiness_events.json,/sub-9046/ses-2/sub-9046_ses-2_events.json,/sub-9046/ses-2/sub-9046_ses-2_task-sleepiness_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_events.json,/sub-9046/ses-2/func/sub-9046_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9046_sessions.tsv - Location: ds000201/sub-9046/sub-9046_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9046/sub-9046_sessions.json - - Type: Warning - File: sub-9047_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9047/ses-1/beh/sub-9047_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-workingmemorytest_events.json,/sub-9047/ses-1/sub-9047_ses-1_events.json,/sub-9047/ses-1/sub-9047_ses-1_task-workingmemorytest_events.json,/sub-9047/ses-1/beh/sub-9047_ses-1_events.json,/sub-9047/ses-1/beh/sub-9047_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9047_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-arrows_events.json,/sub-9047/ses-1/sub-9047_ses-1_events.json,/sub-9047/ses-1/sub-9047_ses-1_task-arrows_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9047_ses-1_task-faces_events.tsv - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-faces_events.json,/sub-9047/ses-1/sub-9047_ses-1_events.json,/sub-9047/ses-1/sub-9047_ses-1_task-faces_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_task-faces_events.json - - Type: Warning - File: sub-9047_ses-1_task-hands_events.tsv - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-hands_events.json,/sub-9047/ses-1/sub-9047_ses-1_events.json,/sub-9047/ses-1/sub-9047_ses-1_task-hands_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_task-hands_events.json - - Type: Warning - File: sub-9047_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9047/ses-1/func/sub-9047_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-sleepiness_events.json,/sub-9047/ses-1/sub-9047_ses-1_events.json,/sub-9047/ses-1/sub-9047_ses-1_task-sleepiness_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_events.json,/sub-9047/ses-1/func/sub-9047_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9047_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9047/ses-2/beh/sub-9047_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-workingmemorytest_events.json,/sub-9047/ses-2/sub-9047_ses-2_events.json,/sub-9047/ses-2/sub-9047_ses-2_task-workingmemorytest_events.json,/sub-9047/ses-2/beh/sub-9047_ses-2_events.json,/sub-9047/ses-2/beh/sub-9047_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9047_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-arrows_events.json,/sub-9047/ses-2/sub-9047_ses-2_events.json,/sub-9047/ses-2/sub-9047_ses-2_task-arrows_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9047_ses-2_task-faces_events.tsv - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-faces_events.json,/sub-9047/ses-2/sub-9047_ses-2_events.json,/sub-9047/ses-2/sub-9047_ses-2_task-faces_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_task-faces_events.json - - Type: Warning - File: sub-9047_ses-2_task-hands_events.tsv - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-hands_events.json,/sub-9047/ses-2/sub-9047_ses-2_events.json,/sub-9047/ses-2/sub-9047_ses-2_task-hands_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_task-hands_events.json - - Type: Warning - File: sub-9047_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9047/ses-2/func/sub-9047_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9047/sub-9047_events.json,/sub-9047/sub-9047_task-sleepiness_events.json,/sub-9047/ses-2/sub-9047_ses-2_events.json,/sub-9047/ses-2/sub-9047_ses-2_task-sleepiness_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_events.json,/sub-9047/ses-2/func/sub-9047_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9047_sessions.tsv - Location: ds000201/sub-9047/sub-9047_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9047/sub-9047_sessions.json - - Type: Warning - File: sub-9048_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9048/ses-1/beh/sub-9048_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-workingmemorytest_events.json,/sub-9048/ses-1/sub-9048_ses-1_events.json,/sub-9048/ses-1/sub-9048_ses-1_task-workingmemorytest_events.json,/sub-9048/ses-1/beh/sub-9048_ses-1_events.json,/sub-9048/ses-1/beh/sub-9048_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9048_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-arrows_events.json,/sub-9048/ses-1/sub-9048_ses-1_events.json,/sub-9048/ses-1/sub-9048_ses-1_task-arrows_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9048_ses-1_task-faces_events.tsv - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-faces_events.json,/sub-9048/ses-1/sub-9048_ses-1_events.json,/sub-9048/ses-1/sub-9048_ses-1_task-faces_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_task-faces_events.json - - Type: Warning - File: sub-9048_ses-1_task-hands_events.tsv - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-hands_events.json,/sub-9048/ses-1/sub-9048_ses-1_events.json,/sub-9048/ses-1/sub-9048_ses-1_task-hands_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_task-hands_events.json - - Type: Warning - File: sub-9048_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9048/ses-1/func/sub-9048_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-sleepiness_events.json,/sub-9048/ses-1/sub-9048_ses-1_events.json,/sub-9048/ses-1/sub-9048_ses-1_task-sleepiness_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_events.json,/sub-9048/ses-1/func/sub-9048_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9048_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9048/ses-2/beh/sub-9048_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-workingmemorytest_events.json,/sub-9048/ses-2/sub-9048_ses-2_events.json,/sub-9048/ses-2/sub-9048_ses-2_task-workingmemorytest_events.json,/sub-9048/ses-2/beh/sub-9048_ses-2_events.json,/sub-9048/ses-2/beh/sub-9048_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9048_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-arrows_events.json,/sub-9048/ses-2/sub-9048_ses-2_events.json,/sub-9048/ses-2/sub-9048_ses-2_task-arrows_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9048_ses-2_task-faces_events.tsv - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-faces_events.json,/sub-9048/ses-2/sub-9048_ses-2_events.json,/sub-9048/ses-2/sub-9048_ses-2_task-faces_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_task-faces_events.json - - Type: Warning - File: sub-9048_ses-2_task-hands_events.tsv - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-hands_events.json,/sub-9048/ses-2/sub-9048_ses-2_events.json,/sub-9048/ses-2/sub-9048_ses-2_task-hands_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_task-hands_events.json - - Type: Warning - File: sub-9048_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9048/ses-2/func/sub-9048_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9048/sub-9048_events.json,/sub-9048/sub-9048_task-sleepiness_events.json,/sub-9048/ses-2/sub-9048_ses-2_events.json,/sub-9048/ses-2/sub-9048_ses-2_task-sleepiness_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_events.json,/sub-9048/ses-2/func/sub-9048_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9048_sessions.tsv - Location: ds000201/sub-9048/sub-9048_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9048/sub-9048_sessions.json - - Type: Warning - File: sub-9049_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9049/ses-1/beh/sub-9049_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-workingmemorytest_events.json,/sub-9049/ses-1/sub-9049_ses-1_events.json,/sub-9049/ses-1/sub-9049_ses-1_task-workingmemorytest_events.json,/sub-9049/ses-1/beh/sub-9049_ses-1_events.json,/sub-9049/ses-1/beh/sub-9049_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9049_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-arrows_events.json,/sub-9049/ses-1/sub-9049_ses-1_events.json,/sub-9049/ses-1/sub-9049_ses-1_task-arrows_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9049_ses-1_task-faces_events.tsv - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-faces_events.json,/sub-9049/ses-1/sub-9049_ses-1_events.json,/sub-9049/ses-1/sub-9049_ses-1_task-faces_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_task-faces_events.json - - Type: Warning - File: sub-9049_ses-1_task-hands_events.tsv - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-hands_events.json,/sub-9049/ses-1/sub-9049_ses-1_events.json,/sub-9049/ses-1/sub-9049_ses-1_task-hands_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_task-hands_events.json - - Type: Warning - File: sub-9049_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9049/ses-1/func/sub-9049_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-sleepiness_events.json,/sub-9049/ses-1/sub-9049_ses-1_events.json,/sub-9049/ses-1/sub-9049_ses-1_task-sleepiness_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_events.json,/sub-9049/ses-1/func/sub-9049_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9049_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9049/ses-2/beh/sub-9049_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-workingmemorytest_events.json,/sub-9049/ses-2/sub-9049_ses-2_events.json,/sub-9049/ses-2/sub-9049_ses-2_task-workingmemorytest_events.json,/sub-9049/ses-2/beh/sub-9049_ses-2_events.json,/sub-9049/ses-2/beh/sub-9049_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9049_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-arrows_events.json,/sub-9049/ses-2/sub-9049_ses-2_events.json,/sub-9049/ses-2/sub-9049_ses-2_task-arrows_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9049_ses-2_task-faces_events.tsv - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-faces_events.json,/sub-9049/ses-2/sub-9049_ses-2_events.json,/sub-9049/ses-2/sub-9049_ses-2_task-faces_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_task-faces_events.json - - Type: Warning - File: sub-9049_ses-2_task-hands_events.tsv - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-hands_events.json,/sub-9049/ses-2/sub-9049_ses-2_events.json,/sub-9049/ses-2/sub-9049_ses-2_task-hands_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_task-hands_events.json - - Type: Warning - File: sub-9049_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9049/ses-2/func/sub-9049_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9049/sub-9049_events.json,/sub-9049/sub-9049_task-sleepiness_events.json,/sub-9049/ses-2/sub-9049_ses-2_events.json,/sub-9049/ses-2/sub-9049_ses-2_task-sleepiness_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_events.json,/sub-9049/ses-2/func/sub-9049_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9049_sessions.tsv - Location: ds000201/sub-9049/sub-9049_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9049/sub-9049_sessions.json - - Type: Warning - File: sub-9050_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-arrows_events.json,/sub-9050/ses-1/sub-9050_ses-1_events.json,/sub-9050/ses-1/sub-9050_ses-1_task-arrows_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9050_ses-1_task-faces_events.tsv - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-faces_events.json,/sub-9050/ses-1/sub-9050_ses-1_events.json,/sub-9050/ses-1/sub-9050_ses-1_task-faces_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_task-faces_events.json - - Type: Warning - File: sub-9050_ses-1_task-hands_events.tsv - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-hands_events.json,/sub-9050/ses-1/sub-9050_ses-1_events.json,/sub-9050/ses-1/sub-9050_ses-1_task-hands_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_task-hands_events.json - - Type: Warning - File: sub-9050_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9050/ses-1/func/sub-9050_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-sleepiness_events.json,/sub-9050/ses-1/sub-9050_ses-1_events.json,/sub-9050/ses-1/sub-9050_ses-1_task-sleepiness_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_events.json,/sub-9050/ses-1/func/sub-9050_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9050_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-arrows_events.json,/sub-9050/ses-2/sub-9050_ses-2_events.json,/sub-9050/ses-2/sub-9050_ses-2_task-arrows_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9050_ses-2_task-faces_events.tsv - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-faces_events.json,/sub-9050/ses-2/sub-9050_ses-2_events.json,/sub-9050/ses-2/sub-9050_ses-2_task-faces_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_task-faces_events.json - - Type: Warning - File: sub-9050_ses-2_task-hands_events.tsv - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-hands_events.json,/sub-9050/ses-2/sub-9050_ses-2_events.json,/sub-9050/ses-2/sub-9050_ses-2_task-hands_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_task-hands_events.json - - Type: Warning - File: sub-9050_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9050/ses-2/func/sub-9050_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9050/sub-9050_events.json,/sub-9050/sub-9050_task-sleepiness_events.json,/sub-9050/ses-2/sub-9050_ses-2_events.json,/sub-9050/ses-2/sub-9050_ses-2_task-sleepiness_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_events.json,/sub-9050/ses-2/func/sub-9050_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9050_sessions.tsv - Location: ds000201/sub-9050/sub-9050_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9050/sub-9050_sessions.json - - Type: Warning - File: sub-9053_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-arrows_events.json,/sub-9053/ses-1/sub-9053_ses-1_events.json,/sub-9053/ses-1/sub-9053_ses-1_task-arrows_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9053_ses-1_task-faces_events.tsv - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-faces_events.json,/sub-9053/ses-1/sub-9053_ses-1_events.json,/sub-9053/ses-1/sub-9053_ses-1_task-faces_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_task-faces_events.json - - Type: Warning - File: sub-9053_ses-1_task-hands_events.tsv - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-hands_events.json,/sub-9053/ses-1/sub-9053_ses-1_events.json,/sub-9053/ses-1/sub-9053_ses-1_task-hands_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_task-hands_events.json - - Type: Warning - File: sub-9053_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9053/ses-1/func/sub-9053_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-sleepiness_events.json,/sub-9053/ses-1/sub-9053_ses-1_events.json,/sub-9053/ses-1/sub-9053_ses-1_task-sleepiness_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_events.json,/sub-9053/ses-1/func/sub-9053_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9053_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-arrows_events.json,/sub-9053/ses-2/sub-9053_ses-2_events.json,/sub-9053/ses-2/sub-9053_ses-2_task-arrows_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9053_ses-2_task-faces_events.tsv - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-faces_events.json,/sub-9053/ses-2/sub-9053_ses-2_events.json,/sub-9053/ses-2/sub-9053_ses-2_task-faces_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_task-faces_events.json - - Type: Warning - File: sub-9053_ses-2_task-hands_events.tsv - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-hands_events.json,/sub-9053/ses-2/sub-9053_ses-2_events.json,/sub-9053/ses-2/sub-9053_ses-2_task-hands_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_task-hands_events.json - - Type: Warning - File: sub-9053_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9053/ses-2/func/sub-9053_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9053/sub-9053_events.json,/sub-9053/sub-9053_task-sleepiness_events.json,/sub-9053/ses-2/sub-9053_ses-2_events.json,/sub-9053/ses-2/sub-9053_ses-2_task-sleepiness_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_events.json,/sub-9053/ses-2/func/sub-9053_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9053_sessions.tsv - Location: ds000201/sub-9053/sub-9053_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9053/sub-9053_sessions.json - - Type: Warning - File: sub-9054_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9054/ses-1/beh/sub-9054_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-workingmemorytest_events.json,/sub-9054/ses-1/sub-9054_ses-1_events.json,/sub-9054/ses-1/sub-9054_ses-1_task-workingmemorytest_events.json,/sub-9054/ses-1/beh/sub-9054_ses-1_events.json,/sub-9054/ses-1/beh/sub-9054_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9054_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-arrows_events.json,/sub-9054/ses-1/sub-9054_ses-1_events.json,/sub-9054/ses-1/sub-9054_ses-1_task-arrows_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9054_ses-1_task-faces_events.tsv - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-faces_events.json,/sub-9054/ses-1/sub-9054_ses-1_events.json,/sub-9054/ses-1/sub-9054_ses-1_task-faces_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_task-faces_events.json - - Type: Warning - File: sub-9054_ses-1_task-hands_events.tsv - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-hands_events.json,/sub-9054/ses-1/sub-9054_ses-1_events.json,/sub-9054/ses-1/sub-9054_ses-1_task-hands_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_task-hands_events.json - - Type: Warning - File: sub-9054_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9054/ses-1/func/sub-9054_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-sleepiness_events.json,/sub-9054/ses-1/sub-9054_ses-1_events.json,/sub-9054/ses-1/sub-9054_ses-1_task-sleepiness_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_events.json,/sub-9054/ses-1/func/sub-9054_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9054_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9054/ses-2/beh/sub-9054_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-workingmemorytest_events.json,/sub-9054/ses-2/sub-9054_ses-2_events.json,/sub-9054/ses-2/sub-9054_ses-2_task-workingmemorytest_events.json,/sub-9054/ses-2/beh/sub-9054_ses-2_events.json,/sub-9054/ses-2/beh/sub-9054_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9054_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-arrows_events.json,/sub-9054/ses-2/sub-9054_ses-2_events.json,/sub-9054/ses-2/sub-9054_ses-2_task-arrows_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9054_ses-2_task-faces_events.tsv - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-faces_events.json,/sub-9054/ses-2/sub-9054_ses-2_events.json,/sub-9054/ses-2/sub-9054_ses-2_task-faces_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_task-faces_events.json - - Type: Warning - File: sub-9054_ses-2_task-hands_events.tsv - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-hands_events.json,/sub-9054/ses-2/sub-9054_ses-2_events.json,/sub-9054/ses-2/sub-9054_ses-2_task-hands_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_task-hands_events.json - - Type: Warning - File: sub-9054_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9054/ses-2/func/sub-9054_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9054/sub-9054_events.json,/sub-9054/sub-9054_task-sleepiness_events.json,/sub-9054/ses-2/sub-9054_ses-2_events.json,/sub-9054/ses-2/sub-9054_ses-2_task-sleepiness_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_events.json,/sub-9054/ses-2/func/sub-9054_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9054_sessions.tsv - Location: ds000201/sub-9054/sub-9054_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9054/sub-9054_sessions.json - - Type: Warning - File: sub-9055_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-arrows_events.json,/sub-9055/ses-1/sub-9055_ses-1_events.json,/sub-9055/ses-1/sub-9055_ses-1_task-arrows_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9055_ses-1_task-faces_events.tsv - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-faces_events.json,/sub-9055/ses-1/sub-9055_ses-1_events.json,/sub-9055/ses-1/sub-9055_ses-1_task-faces_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_task-faces_events.json - - Type: Warning - File: sub-9055_ses-1_task-hands_events.tsv - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-hands_events.json,/sub-9055/ses-1/sub-9055_ses-1_events.json,/sub-9055/ses-1/sub-9055_ses-1_task-hands_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_task-hands_events.json - - Type: Warning - File: sub-9055_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9055/ses-1/func/sub-9055_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-sleepiness_events.json,/sub-9055/ses-1/sub-9055_ses-1_events.json,/sub-9055/ses-1/sub-9055_ses-1_task-sleepiness_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_events.json,/sub-9055/ses-1/func/sub-9055_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9055_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9055/ses-2/beh/sub-9055_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-workingmemorytest_events.json,/sub-9055/ses-2/sub-9055_ses-2_events.json,/sub-9055/ses-2/sub-9055_ses-2_task-workingmemorytest_events.json,/sub-9055/ses-2/beh/sub-9055_ses-2_events.json,/sub-9055/ses-2/beh/sub-9055_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9055_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-arrows_events.json,/sub-9055/ses-2/sub-9055_ses-2_events.json,/sub-9055/ses-2/sub-9055_ses-2_task-arrows_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9055_ses-2_task-faces_events.tsv - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-faces_events.json,/sub-9055/ses-2/sub-9055_ses-2_events.json,/sub-9055/ses-2/sub-9055_ses-2_task-faces_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_task-faces_events.json - - Type: Warning - File: sub-9055_ses-2_task-hands_events.tsv - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-hands_events.json,/sub-9055/ses-2/sub-9055_ses-2_events.json,/sub-9055/ses-2/sub-9055_ses-2_task-hands_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_task-hands_events.json - - Type: Warning - File: sub-9055_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9055/ses-2/func/sub-9055_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9055/sub-9055_events.json,/sub-9055/sub-9055_task-sleepiness_events.json,/sub-9055/ses-2/sub-9055_ses-2_events.json,/sub-9055/ses-2/sub-9055_ses-2_task-sleepiness_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_events.json,/sub-9055/ses-2/func/sub-9055_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9055_sessions.tsv - Location: ds000201/sub-9055/sub-9055_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9055/sub-9055_sessions.json - - Type: Warning - File: sub-9056_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-arrows_events.json,/sub-9056/ses-1/sub-9056_ses-1_events.json,/sub-9056/ses-1/sub-9056_ses-1_task-arrows_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9056_ses-1_task-faces_events.tsv - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-faces_events.json,/sub-9056/ses-1/sub-9056_ses-1_events.json,/sub-9056/ses-1/sub-9056_ses-1_task-faces_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_task-faces_events.json - - Type: Warning - File: sub-9056_ses-1_task-hands_events.tsv - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-hands_events.json,/sub-9056/ses-1/sub-9056_ses-1_events.json,/sub-9056/ses-1/sub-9056_ses-1_task-hands_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_task-hands_events.json - - Type: Warning - File: sub-9056_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9056/ses-1/func/sub-9056_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-sleepiness_events.json,/sub-9056/ses-1/sub-9056_ses-1_events.json,/sub-9056/ses-1/sub-9056_ses-1_task-sleepiness_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_events.json,/sub-9056/ses-1/func/sub-9056_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9056_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9056/ses-2/beh/sub-9056_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-workingmemorytest_events.json,/sub-9056/ses-2/sub-9056_ses-2_events.json,/sub-9056/ses-2/sub-9056_ses-2_task-workingmemorytest_events.json,/sub-9056/ses-2/beh/sub-9056_ses-2_events.json,/sub-9056/ses-2/beh/sub-9056_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9056_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-arrows_events.json,/sub-9056/ses-2/sub-9056_ses-2_events.json,/sub-9056/ses-2/sub-9056_ses-2_task-arrows_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9056_ses-2_task-faces_events.tsv - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-faces_events.json,/sub-9056/ses-2/sub-9056_ses-2_events.json,/sub-9056/ses-2/sub-9056_ses-2_task-faces_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_task-faces_events.json - - Type: Warning - File: sub-9056_ses-2_task-hands_events.tsv - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-hands_events.json,/sub-9056/ses-2/sub-9056_ses-2_events.json,/sub-9056/ses-2/sub-9056_ses-2_task-hands_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_task-hands_events.json - - Type: Warning - File: sub-9056_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9056/ses-2/func/sub-9056_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9056/sub-9056_events.json,/sub-9056/sub-9056_task-sleepiness_events.json,/sub-9056/ses-2/sub-9056_ses-2_events.json,/sub-9056/ses-2/sub-9056_ses-2_task-sleepiness_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_events.json,/sub-9056/ses-2/func/sub-9056_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9056_sessions.tsv - Location: ds000201/sub-9056/sub-9056_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9056/sub-9056_sessions.json - - Type: Warning - File: sub-9057_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-arrows_events.json,/sub-9057/ses-1/sub-9057_ses-1_events.json,/sub-9057/ses-1/sub-9057_ses-1_task-arrows_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9057_ses-1_task-faces_events.tsv - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-faces_events.json,/sub-9057/ses-1/sub-9057_ses-1_events.json,/sub-9057/ses-1/sub-9057_ses-1_task-faces_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_task-faces_events.json - - Type: Warning - File: sub-9057_ses-1_task-hands_events.tsv - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-hands_events.json,/sub-9057/ses-1/sub-9057_ses-1_events.json,/sub-9057/ses-1/sub-9057_ses-1_task-hands_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_task-hands_events.json - - Type: Warning - File: sub-9057_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9057/ses-1/func/sub-9057_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-sleepiness_events.json,/sub-9057/ses-1/sub-9057_ses-1_events.json,/sub-9057/ses-1/sub-9057_ses-1_task-sleepiness_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_events.json,/sub-9057/ses-1/func/sub-9057_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9057_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-arrows_events.json,/sub-9057/ses-2/sub-9057_ses-2_events.json,/sub-9057/ses-2/sub-9057_ses-2_task-arrows_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9057_ses-2_task-faces_events.tsv - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-faces_events.json,/sub-9057/ses-2/sub-9057_ses-2_events.json,/sub-9057/ses-2/sub-9057_ses-2_task-faces_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_task-faces_events.json - - Type: Warning - File: sub-9057_ses-2_task-hands_events.tsv - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-hands_events.json,/sub-9057/ses-2/sub-9057_ses-2_events.json,/sub-9057/ses-2/sub-9057_ses-2_task-hands_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_task-hands_events.json - - Type: Warning - File: sub-9057_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9057/ses-2/func/sub-9057_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9057/sub-9057_events.json,/sub-9057/sub-9057_task-sleepiness_events.json,/sub-9057/ses-2/sub-9057_ses-2_events.json,/sub-9057/ses-2/sub-9057_ses-2_task-sleepiness_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_events.json,/sub-9057/ses-2/func/sub-9057_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9057_sessions.tsv - Location: ds000201/sub-9057/sub-9057_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9057/sub-9057_sessions.json - - Type: Warning - File: sub-9058_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9058/ses-1/beh/sub-9058_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-workingmemorytest_events.json,/sub-9058/ses-1/sub-9058_ses-1_events.json,/sub-9058/ses-1/sub-9058_ses-1_task-workingmemorytest_events.json,/sub-9058/ses-1/beh/sub-9058_ses-1_events.json,/sub-9058/ses-1/beh/sub-9058_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9058_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-arrows_events.json,/sub-9058/ses-1/sub-9058_ses-1_events.json,/sub-9058/ses-1/sub-9058_ses-1_task-arrows_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9058_ses-1_task-faces_events.tsv - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-faces_events.json,/sub-9058/ses-1/sub-9058_ses-1_events.json,/sub-9058/ses-1/sub-9058_ses-1_task-faces_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_task-faces_events.json - - Type: Warning - File: sub-9058_ses-1_task-hands_events.tsv - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-hands_events.json,/sub-9058/ses-1/sub-9058_ses-1_events.json,/sub-9058/ses-1/sub-9058_ses-1_task-hands_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_task-hands_events.json - - Type: Warning - File: sub-9058_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9058/ses-1/func/sub-9058_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-sleepiness_events.json,/sub-9058/ses-1/sub-9058_ses-1_events.json,/sub-9058/ses-1/sub-9058_ses-1_task-sleepiness_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_events.json,/sub-9058/ses-1/func/sub-9058_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9058_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9058/ses-2/beh/sub-9058_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-workingmemorytest_events.json,/sub-9058/ses-2/sub-9058_ses-2_events.json,/sub-9058/ses-2/sub-9058_ses-2_task-workingmemorytest_events.json,/sub-9058/ses-2/beh/sub-9058_ses-2_events.json,/sub-9058/ses-2/beh/sub-9058_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9058_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-arrows_events.json,/sub-9058/ses-2/sub-9058_ses-2_events.json,/sub-9058/ses-2/sub-9058_ses-2_task-arrows_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9058_ses-2_task-faces_events.tsv - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-faces_events.json,/sub-9058/ses-2/sub-9058_ses-2_events.json,/sub-9058/ses-2/sub-9058_ses-2_task-faces_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_task-faces_events.json - - Type: Warning - File: sub-9058_ses-2_task-hands_events.tsv - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-hands_events.json,/sub-9058/ses-2/sub-9058_ses-2_events.json,/sub-9058/ses-2/sub-9058_ses-2_task-hands_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_task-hands_events.json - - Type: Warning - File: sub-9058_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9058/ses-2/func/sub-9058_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9058/sub-9058_events.json,/sub-9058/sub-9058_task-sleepiness_events.json,/sub-9058/ses-2/sub-9058_ses-2_events.json,/sub-9058/ses-2/sub-9058_ses-2_task-sleepiness_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_events.json,/sub-9058/ses-2/func/sub-9058_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9058_sessions.tsv - Location: ds000201/sub-9058/sub-9058_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9058/sub-9058_sessions.json - - Type: Warning - File: sub-9059_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-arrows_events.json,/sub-9059/ses-1/sub-9059_ses-1_events.json,/sub-9059/ses-1/sub-9059_ses-1_task-arrows_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9059_ses-1_task-faces_events.tsv - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-faces_events.json,/sub-9059/ses-1/sub-9059_ses-1_events.json,/sub-9059/ses-1/sub-9059_ses-1_task-faces_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_task-faces_events.json - - Type: Warning - File: sub-9059_ses-1_task-hands_events.tsv - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-hands_events.json,/sub-9059/ses-1/sub-9059_ses-1_events.json,/sub-9059/ses-1/sub-9059_ses-1_task-hands_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_task-hands_events.json - - Type: Warning - File: sub-9059_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9059/ses-1/func/sub-9059_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-sleepiness_events.json,/sub-9059/ses-1/sub-9059_ses-1_events.json,/sub-9059/ses-1/sub-9059_ses-1_task-sleepiness_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_events.json,/sub-9059/ses-1/func/sub-9059_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9059_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9059/ses-2/beh/sub-9059_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-workingmemorytest_events.json,/sub-9059/ses-2/sub-9059_ses-2_events.json,/sub-9059/ses-2/sub-9059_ses-2_task-workingmemorytest_events.json,/sub-9059/ses-2/beh/sub-9059_ses-2_events.json,/sub-9059/ses-2/beh/sub-9059_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9059_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-arrows_events.json,/sub-9059/ses-2/sub-9059_ses-2_events.json,/sub-9059/ses-2/sub-9059_ses-2_task-arrows_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9059_ses-2_task-faces_events.tsv - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-faces_events.json,/sub-9059/ses-2/sub-9059_ses-2_events.json,/sub-9059/ses-2/sub-9059_ses-2_task-faces_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_task-faces_events.json - - Type: Warning - File: sub-9059_ses-2_task-hands_events.tsv - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-hands_events.json,/sub-9059/ses-2/sub-9059_ses-2_events.json,/sub-9059/ses-2/sub-9059_ses-2_task-hands_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_task-hands_events.json - - Type: Warning - File: sub-9059_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9059/ses-2/func/sub-9059_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9059/sub-9059_events.json,/sub-9059/sub-9059_task-sleepiness_events.json,/sub-9059/ses-2/sub-9059_ses-2_events.json,/sub-9059/ses-2/sub-9059_ses-2_task-sleepiness_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_events.json,/sub-9059/ses-2/func/sub-9059_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9059_sessions.tsv - Location: ds000201/sub-9059/sub-9059_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9059/sub-9059_sessions.json - - Type: Warning - File: sub-9061_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9061/ses-1/beh/sub-9061_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-workingmemorytest_events.json,/sub-9061/ses-1/sub-9061_ses-1_events.json,/sub-9061/ses-1/sub-9061_ses-1_task-workingmemorytest_events.json,/sub-9061/ses-1/beh/sub-9061_ses-1_events.json,/sub-9061/ses-1/beh/sub-9061_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9061_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-arrows_events.json,/sub-9061/ses-1/sub-9061_ses-1_events.json,/sub-9061/ses-1/sub-9061_ses-1_task-arrows_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9061_ses-1_task-faces_events.tsv - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-faces_events.json,/sub-9061/ses-1/sub-9061_ses-1_events.json,/sub-9061/ses-1/sub-9061_ses-1_task-faces_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_task-faces_events.json - - Type: Warning - File: sub-9061_ses-1_task-hands_events.tsv - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-hands_events.json,/sub-9061/ses-1/sub-9061_ses-1_events.json,/sub-9061/ses-1/sub-9061_ses-1_task-hands_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_task-hands_events.json - - Type: Warning - File: sub-9061_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9061/ses-1/func/sub-9061_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-sleepiness_events.json,/sub-9061/ses-1/sub-9061_ses-1_events.json,/sub-9061/ses-1/sub-9061_ses-1_task-sleepiness_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_events.json,/sub-9061/ses-1/func/sub-9061_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9061_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9061/ses-2/beh/sub-9061_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-workingmemorytest_events.json,/sub-9061/ses-2/sub-9061_ses-2_events.json,/sub-9061/ses-2/sub-9061_ses-2_task-workingmemorytest_events.json,/sub-9061/ses-2/beh/sub-9061_ses-2_events.json,/sub-9061/ses-2/beh/sub-9061_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9061_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-arrows_events.json,/sub-9061/ses-2/sub-9061_ses-2_events.json,/sub-9061/ses-2/sub-9061_ses-2_task-arrows_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9061_ses-2_task-faces_events.tsv - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-faces_events.json,/sub-9061/ses-2/sub-9061_ses-2_events.json,/sub-9061/ses-2/sub-9061_ses-2_task-faces_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_task-faces_events.json - - Type: Warning - File: sub-9061_ses-2_task-hands_events.tsv - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-hands_events.json,/sub-9061/ses-2/sub-9061_ses-2_events.json,/sub-9061/ses-2/sub-9061_ses-2_task-hands_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_task-hands_events.json - - Type: Warning - File: sub-9061_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9061/ses-2/func/sub-9061_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9061/sub-9061_events.json,/sub-9061/sub-9061_task-sleepiness_events.json,/sub-9061/ses-2/sub-9061_ses-2_events.json,/sub-9061/ses-2/sub-9061_ses-2_task-sleepiness_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_events.json,/sub-9061/ses-2/func/sub-9061_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9061_sessions.tsv - Location: ds000201/sub-9061/sub-9061_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9061/sub-9061_sessions.json - - Type: Warning - File: sub-9062_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9062/ses-1/beh/sub-9062_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-workingmemorytest_events.json,/sub-9062/ses-1/sub-9062_ses-1_events.json,/sub-9062/ses-1/sub-9062_ses-1_task-workingmemorytest_events.json,/sub-9062/ses-1/beh/sub-9062_ses-1_events.json,/sub-9062/ses-1/beh/sub-9062_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9062_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-arrows_events.json,/sub-9062/ses-1/sub-9062_ses-1_events.json,/sub-9062/ses-1/sub-9062_ses-1_task-arrows_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9062_ses-1_task-faces_events.tsv - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-faces_events.json,/sub-9062/ses-1/sub-9062_ses-1_events.json,/sub-9062/ses-1/sub-9062_ses-1_task-faces_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_task-faces_events.json - - Type: Warning - File: sub-9062_ses-1_task-hands_events.tsv - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-hands_events.json,/sub-9062/ses-1/sub-9062_ses-1_events.json,/sub-9062/ses-1/sub-9062_ses-1_task-hands_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_task-hands_events.json - - Type: Warning - File: sub-9062_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9062/ses-1/func/sub-9062_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-sleepiness_events.json,/sub-9062/ses-1/sub-9062_ses-1_events.json,/sub-9062/ses-1/sub-9062_ses-1_task-sleepiness_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_events.json,/sub-9062/ses-1/func/sub-9062_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9062_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9062/ses-2/beh/sub-9062_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-workingmemorytest_events.json,/sub-9062/ses-2/sub-9062_ses-2_events.json,/sub-9062/ses-2/sub-9062_ses-2_task-workingmemorytest_events.json,/sub-9062/ses-2/beh/sub-9062_ses-2_events.json,/sub-9062/ses-2/beh/sub-9062_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9062_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-arrows_events.json,/sub-9062/ses-2/sub-9062_ses-2_events.json,/sub-9062/ses-2/sub-9062_ses-2_task-arrows_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9062_ses-2_task-faces_events.tsv - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-faces_events.json,/sub-9062/ses-2/sub-9062_ses-2_events.json,/sub-9062/ses-2/sub-9062_ses-2_task-faces_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_task-faces_events.json - - Type: Warning - File: sub-9062_ses-2_task-hands_events.tsv - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-hands_events.json,/sub-9062/ses-2/sub-9062_ses-2_events.json,/sub-9062/ses-2/sub-9062_ses-2_task-hands_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_task-hands_events.json - - Type: Warning - File: sub-9062_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9062/ses-2/func/sub-9062_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9062/sub-9062_events.json,/sub-9062/sub-9062_task-sleepiness_events.json,/sub-9062/ses-2/sub-9062_ses-2_events.json,/sub-9062/ses-2/sub-9062_ses-2_task-sleepiness_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_events.json,/sub-9062/ses-2/func/sub-9062_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9062_sessions.tsv - Location: ds000201/sub-9062/sub-9062_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9062/sub-9062_sessions.json - - Type: Warning - File: sub-9063_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9063/ses-1/beh/sub-9063_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-workingmemorytest_events.json,/sub-9063/ses-1/sub-9063_ses-1_events.json,/sub-9063/ses-1/sub-9063_ses-1_task-workingmemorytest_events.json,/sub-9063/ses-1/beh/sub-9063_ses-1_events.json,/sub-9063/ses-1/beh/sub-9063_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9063_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-arrows_events.json,/sub-9063/ses-1/sub-9063_ses-1_events.json,/sub-9063/ses-1/sub-9063_ses-1_task-arrows_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9063_ses-1_task-faces_events.tsv - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-faces_events.json,/sub-9063/ses-1/sub-9063_ses-1_events.json,/sub-9063/ses-1/sub-9063_ses-1_task-faces_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_task-faces_events.json - - Type: Warning - File: sub-9063_ses-1_task-hands_events.tsv - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-hands_events.json,/sub-9063/ses-1/sub-9063_ses-1_events.json,/sub-9063/ses-1/sub-9063_ses-1_task-hands_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_task-hands_events.json - - Type: Warning - File: sub-9063_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9063/ses-1/func/sub-9063_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-sleepiness_events.json,/sub-9063/ses-1/sub-9063_ses-1_events.json,/sub-9063/ses-1/sub-9063_ses-1_task-sleepiness_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_events.json,/sub-9063/ses-1/func/sub-9063_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9063_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9063/ses-2/beh/sub-9063_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-workingmemorytest_events.json,/sub-9063/ses-2/sub-9063_ses-2_events.json,/sub-9063/ses-2/sub-9063_ses-2_task-workingmemorytest_events.json,/sub-9063/ses-2/beh/sub-9063_ses-2_events.json,/sub-9063/ses-2/beh/sub-9063_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9063_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-arrows_events.json,/sub-9063/ses-2/sub-9063_ses-2_events.json,/sub-9063/ses-2/sub-9063_ses-2_task-arrows_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9063_ses-2_task-faces_events.tsv - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-faces_events.json,/sub-9063/ses-2/sub-9063_ses-2_events.json,/sub-9063/ses-2/sub-9063_ses-2_task-faces_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_task-faces_events.json - - Type: Warning - File: sub-9063_ses-2_task-hands_events.tsv - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-hands_events.json,/sub-9063/ses-2/sub-9063_ses-2_events.json,/sub-9063/ses-2/sub-9063_ses-2_task-hands_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_task-hands_events.json - - Type: Warning - File: sub-9063_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9063/ses-2/func/sub-9063_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9063/sub-9063_events.json,/sub-9063/sub-9063_task-sleepiness_events.json,/sub-9063/ses-2/sub-9063_ses-2_events.json,/sub-9063/ses-2/sub-9063_ses-2_task-sleepiness_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_events.json,/sub-9063/ses-2/func/sub-9063_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9063_sessions.tsv - Location: ds000201/sub-9063/sub-9063_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9063/sub-9063_sessions.json - - Type: Warning - File: sub-9064_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9064/ses-1/beh/sub-9064_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-workingmemorytest_events.json,/sub-9064/ses-1/sub-9064_ses-1_events.json,/sub-9064/ses-1/sub-9064_ses-1_task-workingmemorytest_events.json,/sub-9064/ses-1/beh/sub-9064_ses-1_events.json,/sub-9064/ses-1/beh/sub-9064_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9064_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-arrows_events.json,/sub-9064/ses-1/sub-9064_ses-1_events.json,/sub-9064/ses-1/sub-9064_ses-1_task-arrows_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9064_ses-1_task-faces_events.tsv - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-faces_events.json,/sub-9064/ses-1/sub-9064_ses-1_events.json,/sub-9064/ses-1/sub-9064_ses-1_task-faces_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_task-faces_events.json - - Type: Warning - File: sub-9064_ses-1_task-hands_events.tsv - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-hands_events.json,/sub-9064/ses-1/sub-9064_ses-1_events.json,/sub-9064/ses-1/sub-9064_ses-1_task-hands_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_task-hands_events.json - - Type: Warning - File: sub-9064_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9064/ses-1/func/sub-9064_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-sleepiness_events.json,/sub-9064/ses-1/sub-9064_ses-1_events.json,/sub-9064/ses-1/sub-9064_ses-1_task-sleepiness_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_events.json,/sub-9064/ses-1/func/sub-9064_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9064_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9064/ses-2/beh/sub-9064_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-workingmemorytest_events.json,/sub-9064/ses-2/sub-9064_ses-2_events.json,/sub-9064/ses-2/sub-9064_ses-2_task-workingmemorytest_events.json,/sub-9064/ses-2/beh/sub-9064_ses-2_events.json,/sub-9064/ses-2/beh/sub-9064_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9064_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-arrows_events.json,/sub-9064/ses-2/sub-9064_ses-2_events.json,/sub-9064/ses-2/sub-9064_ses-2_task-arrows_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9064_ses-2_task-faces_events.tsv - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-faces_events.json,/sub-9064/ses-2/sub-9064_ses-2_events.json,/sub-9064/ses-2/sub-9064_ses-2_task-faces_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_task-faces_events.json - - Type: Warning - File: sub-9064_ses-2_task-hands_events.tsv - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-hands_events.json,/sub-9064/ses-2/sub-9064_ses-2_events.json,/sub-9064/ses-2/sub-9064_ses-2_task-hands_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_task-hands_events.json - - Type: Warning - File: sub-9064_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9064/ses-2/func/sub-9064_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9064/sub-9064_events.json,/sub-9064/sub-9064_task-sleepiness_events.json,/sub-9064/ses-2/sub-9064_ses-2_events.json,/sub-9064/ses-2/sub-9064_ses-2_task-sleepiness_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_events.json,/sub-9064/ses-2/func/sub-9064_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9064_sessions.tsv - Location: ds000201/sub-9064/sub-9064_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9064/sub-9064_sessions.json - - Type: Warning - File: sub-9065_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9065/ses-1/beh/sub-9065_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-workingmemorytest_events.json,/sub-9065/ses-1/sub-9065_ses-1_events.json,/sub-9065/ses-1/sub-9065_ses-1_task-workingmemorytest_events.json,/sub-9065/ses-1/beh/sub-9065_ses-1_events.json,/sub-9065/ses-1/beh/sub-9065_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9065_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-arrows_events.json,/sub-9065/ses-1/sub-9065_ses-1_events.json,/sub-9065/ses-1/sub-9065_ses-1_task-arrows_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9065_ses-1_task-faces_events.tsv - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-faces_events.json,/sub-9065/ses-1/sub-9065_ses-1_events.json,/sub-9065/ses-1/sub-9065_ses-1_task-faces_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_task-faces_events.json - - Type: Warning - File: sub-9065_ses-1_task-hands_events.tsv - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-hands_events.json,/sub-9065/ses-1/sub-9065_ses-1_events.json,/sub-9065/ses-1/sub-9065_ses-1_task-hands_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_task-hands_events.json - - Type: Warning - File: sub-9065_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9065/ses-1/func/sub-9065_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-sleepiness_events.json,/sub-9065/ses-1/sub-9065_ses-1_events.json,/sub-9065/ses-1/sub-9065_ses-1_task-sleepiness_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_events.json,/sub-9065/ses-1/func/sub-9065_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9065_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9065/ses-2/beh/sub-9065_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-workingmemorytest_events.json,/sub-9065/ses-2/sub-9065_ses-2_events.json,/sub-9065/ses-2/sub-9065_ses-2_task-workingmemorytest_events.json,/sub-9065/ses-2/beh/sub-9065_ses-2_events.json,/sub-9065/ses-2/beh/sub-9065_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9065_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-arrows_events.json,/sub-9065/ses-2/sub-9065_ses-2_events.json,/sub-9065/ses-2/sub-9065_ses-2_task-arrows_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9065_ses-2_task-faces_events.tsv - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-faces_events.json,/sub-9065/ses-2/sub-9065_ses-2_events.json,/sub-9065/ses-2/sub-9065_ses-2_task-faces_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_task-faces_events.json - - Type: Warning - File: sub-9065_ses-2_task-hands_events.tsv - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-hands_events.json,/sub-9065/ses-2/sub-9065_ses-2_events.json,/sub-9065/ses-2/sub-9065_ses-2_task-hands_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_task-hands_events.json - - Type: Warning - File: sub-9065_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9065/ses-2/func/sub-9065_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9065/sub-9065_events.json,/sub-9065/sub-9065_task-sleepiness_events.json,/sub-9065/ses-2/sub-9065_ses-2_events.json,/sub-9065/ses-2/sub-9065_ses-2_task-sleepiness_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_events.json,/sub-9065/ses-2/func/sub-9065_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9065_sessions.tsv - Location: ds000201/sub-9065/sub-9065_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9065/sub-9065_sessions.json - - Type: Warning - File: sub-9066_ses-1_task-hands_events.tsv - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: condition not defined, please define in: /events.json, /task-hands_events.json,/sub-9066/sub-9066_events.json,/sub-9066/sub-9066_task-hands_events.json,/sub-9066/ses-1/sub-9066_ses-1_events.json,/sub-9066/ses-1/sub-9066_ses-1_task-hands_events.json,/sub-9066/ses-1/func/sub-9066_ses-1_events.json,/sub-9066/ses-1/func/sub-9066_ses-1_task-hands_events.json - - Type: Warning - File: sub-9066_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9066/ses-1/func/sub-9066_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9066/sub-9066_events.json,/sub-9066/sub-9066_task-sleepiness_events.json,/sub-9066/ses-1/sub-9066_ses-1_events.json,/sub-9066/ses-1/sub-9066_ses-1_task-sleepiness_events.json,/sub-9066/ses-1/func/sub-9066_ses-1_events.json,/sub-9066/ses-1/func/sub-9066_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9066_sessions.tsv - Location: ds000201/sub-9066/sub-9066_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9066/sub-9066_sessions.json - - Type: Warning - File: sub-9067_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-arrows_events.json,/sub-9067/ses-1/sub-9067_ses-1_events.json,/sub-9067/ses-1/sub-9067_ses-1_task-arrows_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9067_ses-1_task-faces_events.tsv - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-faces_events.json,/sub-9067/ses-1/sub-9067_ses-1_events.json,/sub-9067/ses-1/sub-9067_ses-1_task-faces_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_task-faces_events.json - - Type: Warning - File: sub-9067_ses-1_task-hands_events.tsv - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-hands_events.json,/sub-9067/ses-1/sub-9067_ses-1_events.json,/sub-9067/ses-1/sub-9067_ses-1_task-hands_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_task-hands_events.json - - Type: Warning - File: sub-9067_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9067/ses-1/func/sub-9067_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-sleepiness_events.json,/sub-9067/ses-1/sub-9067_ses-1_events.json,/sub-9067/ses-1/sub-9067_ses-1_task-sleepiness_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_events.json,/sub-9067/ses-1/func/sub-9067_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9067_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-arrows_events.json,/sub-9067/ses-2/sub-9067_ses-2_events.json,/sub-9067/ses-2/sub-9067_ses-2_task-arrows_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9067_ses-2_task-faces_events.tsv - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-faces_events.json,/sub-9067/ses-2/sub-9067_ses-2_events.json,/sub-9067/ses-2/sub-9067_ses-2_task-faces_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_task-faces_events.json - - Type: Warning - File: sub-9067_ses-2_task-hands_events.tsv - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-hands_events.json,/sub-9067/ses-2/sub-9067_ses-2_events.json,/sub-9067/ses-2/sub-9067_ses-2_task-hands_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_task-hands_events.json - - Type: Warning - File: sub-9067_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9067/ses-2/func/sub-9067_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9067/sub-9067_events.json,/sub-9067/sub-9067_task-sleepiness_events.json,/sub-9067/ses-2/sub-9067_ses-2_events.json,/sub-9067/ses-2/sub-9067_ses-2_task-sleepiness_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_events.json,/sub-9067/ses-2/func/sub-9067_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9067_sessions.tsv - Location: ds000201/sub-9067/sub-9067_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9067/sub-9067_sessions.json - - Type: Warning - File: sub-9068_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9068/ses-1/beh/sub-9068_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-workingmemorytest_events.json,/sub-9068/ses-1/sub-9068_ses-1_events.json,/sub-9068/ses-1/sub-9068_ses-1_task-workingmemorytest_events.json,/sub-9068/ses-1/beh/sub-9068_ses-1_events.json,/sub-9068/ses-1/beh/sub-9068_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9068_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-arrows_events.json,/sub-9068/ses-1/sub-9068_ses-1_events.json,/sub-9068/ses-1/sub-9068_ses-1_task-arrows_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9068_ses-1_task-faces_events.tsv - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-faces_events.json,/sub-9068/ses-1/sub-9068_ses-1_events.json,/sub-9068/ses-1/sub-9068_ses-1_task-faces_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_task-faces_events.json - - Type: Warning - File: sub-9068_ses-1_task-hands_events.tsv - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-hands_events.json,/sub-9068/ses-1/sub-9068_ses-1_events.json,/sub-9068/ses-1/sub-9068_ses-1_task-hands_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_task-hands_events.json - - Type: Warning - File: sub-9068_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9068/ses-1/func/sub-9068_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-sleepiness_events.json,/sub-9068/ses-1/sub-9068_ses-1_events.json,/sub-9068/ses-1/sub-9068_ses-1_task-sleepiness_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_events.json,/sub-9068/ses-1/func/sub-9068_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9068_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9068/ses-2/beh/sub-9068_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-workingmemorytest_events.json,/sub-9068/ses-2/sub-9068_ses-2_events.json,/sub-9068/ses-2/sub-9068_ses-2_task-workingmemorytest_events.json,/sub-9068/ses-2/beh/sub-9068_ses-2_events.json,/sub-9068/ses-2/beh/sub-9068_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9068_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-arrows_events.json,/sub-9068/ses-2/sub-9068_ses-2_events.json,/sub-9068/ses-2/sub-9068_ses-2_task-arrows_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9068_ses-2_task-faces_events.tsv - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-faces_events.json,/sub-9068/ses-2/sub-9068_ses-2_events.json,/sub-9068/ses-2/sub-9068_ses-2_task-faces_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_task-faces_events.json - - Type: Warning - File: sub-9068_ses-2_task-hands_events.tsv - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-hands_events.json,/sub-9068/ses-2/sub-9068_ses-2_events.json,/sub-9068/ses-2/sub-9068_ses-2_task-hands_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_task-hands_events.json - - Type: Warning - File: sub-9068_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9068/ses-2/func/sub-9068_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9068/sub-9068_events.json,/sub-9068/sub-9068_task-sleepiness_events.json,/sub-9068/ses-2/sub-9068_ses-2_events.json,/sub-9068/ses-2/sub-9068_ses-2_task-sleepiness_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_events.json,/sub-9068/ses-2/func/sub-9068_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9068_sessions.tsv - Location: ds000201/sub-9068/sub-9068_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9068/sub-9068_sessions.json - - Type: Warning - File: sub-9069_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9069/ses-1/beh/sub-9069_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-workingmemorytest_events.json,/sub-9069/ses-1/sub-9069_ses-1_events.json,/sub-9069/ses-1/sub-9069_ses-1_task-workingmemorytest_events.json,/sub-9069/ses-1/beh/sub-9069_ses-1_events.json,/sub-9069/ses-1/beh/sub-9069_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9069_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-arrows_events.json,/sub-9069/ses-1/sub-9069_ses-1_events.json,/sub-9069/ses-1/sub-9069_ses-1_task-arrows_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9069_ses-1_task-faces_events.tsv - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-faces_events.json,/sub-9069/ses-1/sub-9069_ses-1_events.json,/sub-9069/ses-1/sub-9069_ses-1_task-faces_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_task-faces_events.json - - Type: Warning - File: sub-9069_ses-1_task-hands_events.tsv - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-hands_events.json,/sub-9069/ses-1/sub-9069_ses-1_events.json,/sub-9069/ses-1/sub-9069_ses-1_task-hands_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_task-hands_events.json - - Type: Warning - File: sub-9069_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9069/ses-1/func/sub-9069_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-sleepiness_events.json,/sub-9069/ses-1/sub-9069_ses-1_events.json,/sub-9069/ses-1/sub-9069_ses-1_task-sleepiness_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_events.json,/sub-9069/ses-1/func/sub-9069_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9069_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9069/ses-2/beh/sub-9069_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-workingmemorytest_events.json,/sub-9069/ses-2/sub-9069_ses-2_events.json,/sub-9069/ses-2/sub-9069_ses-2_task-workingmemorytest_events.json,/sub-9069/ses-2/beh/sub-9069_ses-2_events.json,/sub-9069/ses-2/beh/sub-9069_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9069_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-arrows_events.json,/sub-9069/ses-2/sub-9069_ses-2_events.json,/sub-9069/ses-2/sub-9069_ses-2_task-arrows_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9069_ses-2_task-faces_events.tsv - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-faces_events.json,/sub-9069/ses-2/sub-9069_ses-2_events.json,/sub-9069/ses-2/sub-9069_ses-2_task-faces_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_task-faces_events.json - - Type: Warning - File: sub-9069_ses-2_task-hands_events.tsv - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-hands_events.json,/sub-9069/ses-2/sub-9069_ses-2_events.json,/sub-9069/ses-2/sub-9069_ses-2_task-hands_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_task-hands_events.json - - Type: Warning - File: sub-9069_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9069/ses-2/func/sub-9069_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9069/sub-9069_events.json,/sub-9069/sub-9069_task-sleepiness_events.json,/sub-9069/ses-2/sub-9069_ses-2_events.json,/sub-9069/ses-2/sub-9069_ses-2_task-sleepiness_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_events.json,/sub-9069/ses-2/func/sub-9069_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9069_sessions.tsv - Location: ds000201/sub-9069/sub-9069_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9069/sub-9069_sessions.json - - Type: Warning - File: sub-9070_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-arrows_events.json,/sub-9070/ses-1/sub-9070_ses-1_events.json,/sub-9070/ses-1/sub-9070_ses-1_task-arrows_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9070_ses-1_task-faces_events.tsv - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-faces_events.json,/sub-9070/ses-1/sub-9070_ses-1_events.json,/sub-9070/ses-1/sub-9070_ses-1_task-faces_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_task-faces_events.json - - Type: Warning - File: sub-9070_ses-1_task-hands_events.tsv - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-hands_events.json,/sub-9070/ses-1/sub-9070_ses-1_events.json,/sub-9070/ses-1/sub-9070_ses-1_task-hands_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_task-hands_events.json - - Type: Warning - File: sub-9070_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9070/ses-1/func/sub-9070_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-sleepiness_events.json,/sub-9070/ses-1/sub-9070_ses-1_events.json,/sub-9070/ses-1/sub-9070_ses-1_task-sleepiness_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_events.json,/sub-9070/ses-1/func/sub-9070_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9070_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-arrows_events.json,/sub-9070/ses-2/sub-9070_ses-2_events.json,/sub-9070/ses-2/sub-9070_ses-2_task-arrows_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9070_ses-2_task-faces_events.tsv - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-faces_events.json,/sub-9070/ses-2/sub-9070_ses-2_events.json,/sub-9070/ses-2/sub-9070_ses-2_task-faces_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_task-faces_events.json - - Type: Warning - File: sub-9070_ses-2_task-hands_events.tsv - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-hands_events.json,/sub-9070/ses-2/sub-9070_ses-2_events.json,/sub-9070/ses-2/sub-9070_ses-2_task-hands_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_task-hands_events.json - - Type: Warning - File: sub-9070_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9070/ses-2/func/sub-9070_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9070/sub-9070_events.json,/sub-9070/sub-9070_task-sleepiness_events.json,/sub-9070/ses-2/sub-9070_ses-2_events.json,/sub-9070/ses-2/sub-9070_ses-2_task-sleepiness_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_events.json,/sub-9070/ses-2/func/sub-9070_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9070_sessions.tsv - Location: ds000201/sub-9070/sub-9070_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9070/sub-9070_sessions.json - - Type: Warning - File: sub-9071_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-arrows_events.json,/sub-9071/ses-1/sub-9071_ses-1_events.json,/sub-9071/ses-1/sub-9071_ses-1_task-arrows_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9071_ses-1_task-faces_events.tsv - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-faces_events.json,/sub-9071/ses-1/sub-9071_ses-1_events.json,/sub-9071/ses-1/sub-9071_ses-1_task-faces_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_task-faces_events.json - - Type: Warning - File: sub-9071_ses-1_task-hands_events.tsv - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-hands_events.json,/sub-9071/ses-1/sub-9071_ses-1_events.json,/sub-9071/ses-1/sub-9071_ses-1_task-hands_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_task-hands_events.json - - Type: Warning - File: sub-9071_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9071/ses-1/func/sub-9071_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-sleepiness_events.json,/sub-9071/ses-1/sub-9071_ses-1_events.json,/sub-9071/ses-1/sub-9071_ses-1_task-sleepiness_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_events.json,/sub-9071/ses-1/func/sub-9071_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9071_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9071/ses-2/beh/sub-9071_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-workingmemorytest_events.json,/sub-9071/ses-2/sub-9071_ses-2_events.json,/sub-9071/ses-2/sub-9071_ses-2_task-workingmemorytest_events.json,/sub-9071/ses-2/beh/sub-9071_ses-2_events.json,/sub-9071/ses-2/beh/sub-9071_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9071_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-arrows_events.json,/sub-9071/ses-2/sub-9071_ses-2_events.json,/sub-9071/ses-2/sub-9071_ses-2_task-arrows_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9071_ses-2_task-faces_events.tsv - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-faces_events.json,/sub-9071/ses-2/sub-9071_ses-2_events.json,/sub-9071/ses-2/sub-9071_ses-2_task-faces_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_task-faces_events.json - - Type: Warning - File: sub-9071_ses-2_task-hands_events.tsv - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-hands_events.json,/sub-9071/ses-2/sub-9071_ses-2_events.json,/sub-9071/ses-2/sub-9071_ses-2_task-hands_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_task-hands_events.json - - Type: Warning - File: sub-9071_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9071/ses-2/func/sub-9071_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9071/sub-9071_events.json,/sub-9071/sub-9071_task-sleepiness_events.json,/sub-9071/ses-2/sub-9071_ses-2_events.json,/sub-9071/ses-2/sub-9071_ses-2_task-sleepiness_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_events.json,/sub-9071/ses-2/func/sub-9071_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9071_sessions.tsv - Location: ds000201/sub-9071/sub-9071_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9071/sub-9071_sessions.json - - Type: Warning - File: sub-9072_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9072/ses-1/beh/sub-9072_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-workingmemorytest_events.json,/sub-9072/ses-1/sub-9072_ses-1_events.json,/sub-9072/ses-1/sub-9072_ses-1_task-workingmemorytest_events.json,/sub-9072/ses-1/beh/sub-9072_ses-1_events.json,/sub-9072/ses-1/beh/sub-9072_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9072_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-arrows_events.json,/sub-9072/ses-1/sub-9072_ses-1_events.json,/sub-9072/ses-1/sub-9072_ses-1_task-arrows_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9072_ses-1_task-faces_events.tsv - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-faces_events.json,/sub-9072/ses-1/sub-9072_ses-1_events.json,/sub-9072/ses-1/sub-9072_ses-1_task-faces_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_task-faces_events.json - - Type: Warning - File: sub-9072_ses-1_task-hands_events.tsv - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-hands_events.json,/sub-9072/ses-1/sub-9072_ses-1_events.json,/sub-9072/ses-1/sub-9072_ses-1_task-hands_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_task-hands_events.json - - Type: Warning - File: sub-9072_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9072/ses-1/func/sub-9072_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-sleepiness_events.json,/sub-9072/ses-1/sub-9072_ses-1_events.json,/sub-9072/ses-1/sub-9072_ses-1_task-sleepiness_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_events.json,/sub-9072/ses-1/func/sub-9072_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9072_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9072/ses-2/beh/sub-9072_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-workingmemorytest_events.json,/sub-9072/ses-2/sub-9072_ses-2_events.json,/sub-9072/ses-2/sub-9072_ses-2_task-workingmemorytest_events.json,/sub-9072/ses-2/beh/sub-9072_ses-2_events.json,/sub-9072/ses-2/beh/sub-9072_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9072_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-arrows_events.json,/sub-9072/ses-2/sub-9072_ses-2_events.json,/sub-9072/ses-2/sub-9072_ses-2_task-arrows_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9072_ses-2_task-faces_events.tsv - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-faces_events.json,/sub-9072/ses-2/sub-9072_ses-2_events.json,/sub-9072/ses-2/sub-9072_ses-2_task-faces_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_task-faces_events.json - - Type: Warning - File: sub-9072_ses-2_task-hands_events.tsv - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-hands_events.json,/sub-9072/ses-2/sub-9072_ses-2_events.json,/sub-9072/ses-2/sub-9072_ses-2_task-hands_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_task-hands_events.json - - Type: Warning - File: sub-9072_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9072/ses-2/func/sub-9072_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9072/sub-9072_events.json,/sub-9072/sub-9072_task-sleepiness_events.json,/sub-9072/ses-2/sub-9072_ses-2_events.json,/sub-9072/ses-2/sub-9072_ses-2_task-sleepiness_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_events.json,/sub-9072/ses-2/func/sub-9072_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9072_sessions.tsv - Location: ds000201/sub-9072/sub-9072_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9072/sub-9072_sessions.json - - Type: Warning - File: sub-9073_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-arrows_events.json,/sub-9073/ses-1/sub-9073_ses-1_events.json,/sub-9073/ses-1/sub-9073_ses-1_task-arrows_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9073_ses-1_task-faces_events.tsv - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-faces_events.json,/sub-9073/ses-1/sub-9073_ses-1_events.json,/sub-9073/ses-1/sub-9073_ses-1_task-faces_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_task-faces_events.json - - Type: Warning - File: sub-9073_ses-1_task-hands_events.tsv - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-hands_events.json,/sub-9073/ses-1/sub-9073_ses-1_events.json,/sub-9073/ses-1/sub-9073_ses-1_task-hands_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_task-hands_events.json - - Type: Warning - File: sub-9073_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9073/ses-1/func/sub-9073_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-sleepiness_events.json,/sub-9073/ses-1/sub-9073_ses-1_events.json,/sub-9073/ses-1/sub-9073_ses-1_task-sleepiness_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_events.json,/sub-9073/ses-1/func/sub-9073_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9073_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-arrows_events.json,/sub-9073/ses-2/sub-9073_ses-2_events.json,/sub-9073/ses-2/sub-9073_ses-2_task-arrows_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9073_ses-2_task-faces_events.tsv - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-faces_events.json,/sub-9073/ses-2/sub-9073_ses-2_events.json,/sub-9073/ses-2/sub-9073_ses-2_task-faces_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_task-faces_events.json - - Type: Warning - File: sub-9073_ses-2_task-hands_events.tsv - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-hands_events.json,/sub-9073/ses-2/sub-9073_ses-2_events.json,/sub-9073/ses-2/sub-9073_ses-2_task-hands_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_task-hands_events.json - - Type: Warning - File: sub-9073_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9073/ses-2/func/sub-9073_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9073/sub-9073_events.json,/sub-9073/sub-9073_task-sleepiness_events.json,/sub-9073/ses-2/sub-9073_ses-2_events.json,/sub-9073/ses-2/sub-9073_ses-2_task-sleepiness_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_events.json,/sub-9073/ses-2/func/sub-9073_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9073_sessions.tsv - Location: ds000201/sub-9073/sub-9073_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9073/sub-9073_sessions.json - - Type: Warning - File: sub-9074_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-arrows_events.json,/sub-9074/ses-1/sub-9074_ses-1_events.json,/sub-9074/ses-1/sub-9074_ses-1_task-arrows_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9074_ses-1_task-faces_events.tsv - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-faces_events.json,/sub-9074/ses-1/sub-9074_ses-1_events.json,/sub-9074/ses-1/sub-9074_ses-1_task-faces_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_task-faces_events.json - - Type: Warning - File: sub-9074_ses-1_task-hands_events.tsv - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-hands_events.json,/sub-9074/ses-1/sub-9074_ses-1_events.json,/sub-9074/ses-1/sub-9074_ses-1_task-hands_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_task-hands_events.json - - Type: Warning - File: sub-9074_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9074/ses-1/func/sub-9074_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-sleepiness_events.json,/sub-9074/ses-1/sub-9074_ses-1_events.json,/sub-9074/ses-1/sub-9074_ses-1_task-sleepiness_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_events.json,/sub-9074/ses-1/func/sub-9074_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9074_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-arrows_events.json,/sub-9074/ses-2/sub-9074_ses-2_events.json,/sub-9074/ses-2/sub-9074_ses-2_task-arrows_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9074_ses-2_task-faces_events.tsv - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-faces_events.json,/sub-9074/ses-2/sub-9074_ses-2_events.json,/sub-9074/ses-2/sub-9074_ses-2_task-faces_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_task-faces_events.json - - Type: Warning - File: sub-9074_ses-2_task-hands_events.tsv - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-hands_events.json,/sub-9074/ses-2/sub-9074_ses-2_events.json,/sub-9074/ses-2/sub-9074_ses-2_task-hands_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_task-hands_events.json - - Type: Warning - File: sub-9074_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9074/ses-2/func/sub-9074_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9074/sub-9074_events.json,/sub-9074/sub-9074_task-sleepiness_events.json,/sub-9074/ses-2/sub-9074_ses-2_events.json,/sub-9074/ses-2/sub-9074_ses-2_task-sleepiness_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_events.json,/sub-9074/ses-2/func/sub-9074_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9074_sessions.tsv - Location: ds000201/sub-9074/sub-9074_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9074/sub-9074_sessions.json - - Type: Warning - File: sub-9075_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9075/ses-1/beh/sub-9075_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-workingmemorytest_events.json,/sub-9075/ses-1/sub-9075_ses-1_events.json,/sub-9075/ses-1/sub-9075_ses-1_task-workingmemorytest_events.json,/sub-9075/ses-1/beh/sub-9075_ses-1_events.json,/sub-9075/ses-1/beh/sub-9075_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9075_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-arrows_events.json,/sub-9075/ses-1/sub-9075_ses-1_events.json,/sub-9075/ses-1/sub-9075_ses-1_task-arrows_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9075_ses-1_task-faces_events.tsv - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-faces_events.json,/sub-9075/ses-1/sub-9075_ses-1_events.json,/sub-9075/ses-1/sub-9075_ses-1_task-faces_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_task-faces_events.json - - Type: Warning - File: sub-9075_ses-1_task-hands_events.tsv - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-hands_events.json,/sub-9075/ses-1/sub-9075_ses-1_events.json,/sub-9075/ses-1/sub-9075_ses-1_task-hands_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_task-hands_events.json - - Type: Warning - File: sub-9075_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9075/ses-1/func/sub-9075_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-sleepiness_events.json,/sub-9075/ses-1/sub-9075_ses-1_events.json,/sub-9075/ses-1/sub-9075_ses-1_task-sleepiness_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_events.json,/sub-9075/ses-1/func/sub-9075_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9075_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9075/ses-2/beh/sub-9075_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-workingmemorytest_events.json,/sub-9075/ses-2/sub-9075_ses-2_events.json,/sub-9075/ses-2/sub-9075_ses-2_task-workingmemorytest_events.json,/sub-9075/ses-2/beh/sub-9075_ses-2_events.json,/sub-9075/ses-2/beh/sub-9075_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9075_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-arrows_events.json,/sub-9075/ses-2/sub-9075_ses-2_events.json,/sub-9075/ses-2/sub-9075_ses-2_task-arrows_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9075_ses-2_task-faces_events.tsv - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-faces_events.json,/sub-9075/ses-2/sub-9075_ses-2_events.json,/sub-9075/ses-2/sub-9075_ses-2_task-faces_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_task-faces_events.json - - Type: Warning - File: sub-9075_ses-2_task-hands_events.tsv - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-hands_events.json,/sub-9075/ses-2/sub-9075_ses-2_events.json,/sub-9075/ses-2/sub-9075_ses-2_task-hands_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_task-hands_events.json - - Type: Warning - File: sub-9075_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9075/ses-2/func/sub-9075_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9075/sub-9075_events.json,/sub-9075/sub-9075_task-sleepiness_events.json,/sub-9075/ses-2/sub-9075_ses-2_events.json,/sub-9075/ses-2/sub-9075_ses-2_task-sleepiness_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_events.json,/sub-9075/ses-2/func/sub-9075_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9075_sessions.tsv - Location: ds000201/sub-9075/sub-9075_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9075/sub-9075_sessions.json - - Type: Warning - File: sub-9076_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-arrows_events.json,/sub-9076/ses-1/sub-9076_ses-1_events.json,/sub-9076/ses-1/sub-9076_ses-1_task-arrows_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9076_ses-1_task-faces_events.tsv - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-faces_events.json,/sub-9076/ses-1/sub-9076_ses-1_events.json,/sub-9076/ses-1/sub-9076_ses-1_task-faces_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_task-faces_events.json - - Type: Warning - File: sub-9076_ses-1_task-hands_events.tsv - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-hands_events.json,/sub-9076/ses-1/sub-9076_ses-1_events.json,/sub-9076/ses-1/sub-9076_ses-1_task-hands_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_task-hands_events.json - - Type: Warning - File: sub-9076_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9076/ses-1/func/sub-9076_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-sleepiness_events.json,/sub-9076/ses-1/sub-9076_ses-1_events.json,/sub-9076/ses-1/sub-9076_ses-1_task-sleepiness_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_events.json,/sub-9076/ses-1/func/sub-9076_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9076_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-arrows_events.json,/sub-9076/ses-2/sub-9076_ses-2_events.json,/sub-9076/ses-2/sub-9076_ses-2_task-arrows_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9076_ses-2_task-faces_events.tsv - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-faces_events.json,/sub-9076/ses-2/sub-9076_ses-2_events.json,/sub-9076/ses-2/sub-9076_ses-2_task-faces_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_task-faces_events.json - - Type: Warning - File: sub-9076_ses-2_task-hands_events.tsv - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-hands_events.json,/sub-9076/ses-2/sub-9076_ses-2_events.json,/sub-9076/ses-2/sub-9076_ses-2_task-hands_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_task-hands_events.json - - Type: Warning - File: sub-9076_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9076/ses-2/func/sub-9076_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9076/sub-9076_events.json,/sub-9076/sub-9076_task-sleepiness_events.json,/sub-9076/ses-2/sub-9076_ses-2_events.json,/sub-9076/ses-2/sub-9076_ses-2_task-sleepiness_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_events.json,/sub-9076/ses-2/func/sub-9076_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9076_sessions.tsv - Location: ds000201/sub-9076/sub-9076_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9076/sub-9076_sessions.json - - Type: Warning - File: sub-9077_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-arrows_events.json,/sub-9077/ses-1/sub-9077_ses-1_events.json,/sub-9077/ses-1/sub-9077_ses-1_task-arrows_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9077_ses-1_task-faces_events.tsv - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-faces_events.json,/sub-9077/ses-1/sub-9077_ses-1_events.json,/sub-9077/ses-1/sub-9077_ses-1_task-faces_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_task-faces_events.json - - Type: Warning - File: sub-9077_ses-1_task-hands_events.tsv - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-hands_events.json,/sub-9077/ses-1/sub-9077_ses-1_events.json,/sub-9077/ses-1/sub-9077_ses-1_task-hands_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_task-hands_events.json - - Type: Warning - File: sub-9077_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9077/ses-1/func/sub-9077_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-sleepiness_events.json,/sub-9077/ses-1/sub-9077_ses-1_events.json,/sub-9077/ses-1/sub-9077_ses-1_task-sleepiness_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_events.json,/sub-9077/ses-1/func/sub-9077_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9077_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-arrows_events.json,/sub-9077/ses-2/sub-9077_ses-2_events.json,/sub-9077/ses-2/sub-9077_ses-2_task-arrows_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9077_ses-2_task-faces_events.tsv - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-faces_events.json,/sub-9077/ses-2/sub-9077_ses-2_events.json,/sub-9077/ses-2/sub-9077_ses-2_task-faces_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_task-faces_events.json - - Type: Warning - File: sub-9077_ses-2_task-hands_events.tsv - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-hands_events.json,/sub-9077/ses-2/sub-9077_ses-2_events.json,/sub-9077/ses-2/sub-9077_ses-2_task-hands_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_task-hands_events.json - - Type: Warning - File: sub-9077_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9077/ses-2/func/sub-9077_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9077/sub-9077_events.json,/sub-9077/sub-9077_task-sleepiness_events.json,/sub-9077/ses-2/sub-9077_ses-2_events.json,/sub-9077/ses-2/sub-9077_ses-2_task-sleepiness_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_events.json,/sub-9077/ses-2/func/sub-9077_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9077_sessions.tsv - Location: ds000201/sub-9077/sub-9077_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9077/sub-9077_sessions.json - - Type: Warning - File: sub-9078_sessions.tsv - Location: ds000201/sub-9078/sub-9078_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9078/sub-9078_sessions.json - - Type: Warning - File: sub-9079_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9079/ses-1/beh/sub-9079_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-workingmemorytest_events.json,/sub-9079/ses-1/sub-9079_ses-1_events.json,/sub-9079/ses-1/sub-9079_ses-1_task-workingmemorytest_events.json,/sub-9079/ses-1/beh/sub-9079_ses-1_events.json,/sub-9079/ses-1/beh/sub-9079_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9079_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-arrows_events.json,/sub-9079/ses-1/sub-9079_ses-1_events.json,/sub-9079/ses-1/sub-9079_ses-1_task-arrows_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9079_ses-1_task-faces_events.tsv - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-faces_events.json,/sub-9079/ses-1/sub-9079_ses-1_events.json,/sub-9079/ses-1/sub-9079_ses-1_task-faces_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_task-faces_events.json - - Type: Warning - File: sub-9079_ses-1_task-hands_events.tsv - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-hands_events.json,/sub-9079/ses-1/sub-9079_ses-1_events.json,/sub-9079/ses-1/sub-9079_ses-1_task-hands_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_task-hands_events.json - - Type: Warning - File: sub-9079_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9079/ses-1/func/sub-9079_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-sleepiness_events.json,/sub-9079/ses-1/sub-9079_ses-1_events.json,/sub-9079/ses-1/sub-9079_ses-1_task-sleepiness_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_events.json,/sub-9079/ses-1/func/sub-9079_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9079_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9079/ses-2/beh/sub-9079_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-workingmemorytest_events.json,/sub-9079/ses-2/sub-9079_ses-2_events.json,/sub-9079/ses-2/sub-9079_ses-2_task-workingmemorytest_events.json,/sub-9079/ses-2/beh/sub-9079_ses-2_events.json,/sub-9079/ses-2/beh/sub-9079_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9079_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-arrows_events.json,/sub-9079/ses-2/sub-9079_ses-2_events.json,/sub-9079/ses-2/sub-9079_ses-2_task-arrows_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9079_ses-2_task-faces_events.tsv - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-faces_events.json,/sub-9079/ses-2/sub-9079_ses-2_events.json,/sub-9079/ses-2/sub-9079_ses-2_task-faces_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_task-faces_events.json - - Type: Warning - File: sub-9079_ses-2_task-hands_events.tsv - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-hands_events.json,/sub-9079/ses-2/sub-9079_ses-2_events.json,/sub-9079/ses-2/sub-9079_ses-2_task-hands_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_task-hands_events.json - - Type: Warning - File: sub-9079_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9079/ses-2/func/sub-9079_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9079/sub-9079_events.json,/sub-9079/sub-9079_task-sleepiness_events.json,/sub-9079/ses-2/sub-9079_ses-2_events.json,/sub-9079/ses-2/sub-9079_ses-2_task-sleepiness_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_events.json,/sub-9079/ses-2/func/sub-9079_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9079_sessions.tsv - Location: ds000201/sub-9079/sub-9079_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9079/sub-9079_sessions.json - - Type: Warning - File: sub-9080_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-arrows_events.json,/sub-9080/ses-1/sub-9080_ses-1_events.json,/sub-9080/ses-1/sub-9080_ses-1_task-arrows_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9080_ses-1_task-faces_events.tsv - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-faces_events.json,/sub-9080/ses-1/sub-9080_ses-1_events.json,/sub-9080/ses-1/sub-9080_ses-1_task-faces_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_task-faces_events.json - - Type: Warning - File: sub-9080_ses-1_task-hands_events.tsv - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-hands_events.json,/sub-9080/ses-1/sub-9080_ses-1_events.json,/sub-9080/ses-1/sub-9080_ses-1_task-hands_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_task-hands_events.json - - Type: Warning - File: sub-9080_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9080/ses-1/func/sub-9080_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-sleepiness_events.json,/sub-9080/ses-1/sub-9080_ses-1_events.json,/sub-9080/ses-1/sub-9080_ses-1_task-sleepiness_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_events.json,/sub-9080/ses-1/func/sub-9080_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9080_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9080/ses-2/beh/sub-9080_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-workingmemorytest_events.json,/sub-9080/ses-2/sub-9080_ses-2_events.json,/sub-9080/ses-2/sub-9080_ses-2_task-workingmemorytest_events.json,/sub-9080/ses-2/beh/sub-9080_ses-2_events.json,/sub-9080/ses-2/beh/sub-9080_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9080_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-arrows_events.json,/sub-9080/ses-2/sub-9080_ses-2_events.json,/sub-9080/ses-2/sub-9080_ses-2_task-arrows_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9080_ses-2_task-faces_events.tsv - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-faces_events.json,/sub-9080/ses-2/sub-9080_ses-2_events.json,/sub-9080/ses-2/sub-9080_ses-2_task-faces_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_task-faces_events.json - - Type: Warning - File: sub-9080_ses-2_task-hands_events.tsv - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-hands_events.json,/sub-9080/ses-2/sub-9080_ses-2_events.json,/sub-9080/ses-2/sub-9080_ses-2_task-hands_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_task-hands_events.json - - Type: Warning - File: sub-9080_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9080/ses-2/func/sub-9080_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9080/sub-9080_events.json,/sub-9080/sub-9080_task-sleepiness_events.json,/sub-9080/ses-2/sub-9080_ses-2_events.json,/sub-9080/ses-2/sub-9080_ses-2_task-sleepiness_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_events.json,/sub-9080/ses-2/func/sub-9080_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9080_sessions.tsv - Location: ds000201/sub-9080/sub-9080_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9080/sub-9080_sessions.json - - Type: Warning - File: sub-9081_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9081/ses-1/beh/sub-9081_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-workingmemorytest_events.json,/sub-9081/ses-1/sub-9081_ses-1_events.json,/sub-9081/ses-1/sub-9081_ses-1_task-workingmemorytest_events.json,/sub-9081/ses-1/beh/sub-9081_ses-1_events.json,/sub-9081/ses-1/beh/sub-9081_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9081_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-arrows_events.json,/sub-9081/ses-1/sub-9081_ses-1_events.json,/sub-9081/ses-1/sub-9081_ses-1_task-arrows_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9081_ses-1_task-faces_events.tsv - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-faces_events.json,/sub-9081/ses-1/sub-9081_ses-1_events.json,/sub-9081/ses-1/sub-9081_ses-1_task-faces_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_task-faces_events.json - - Type: Warning - File: sub-9081_ses-1_task-hands_events.tsv - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-hands_events.json,/sub-9081/ses-1/sub-9081_ses-1_events.json,/sub-9081/ses-1/sub-9081_ses-1_task-hands_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_task-hands_events.json - - Type: Warning - File: sub-9081_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9081/ses-1/func/sub-9081_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-sleepiness_events.json,/sub-9081/ses-1/sub-9081_ses-1_events.json,/sub-9081/ses-1/sub-9081_ses-1_task-sleepiness_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_events.json,/sub-9081/ses-1/func/sub-9081_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9081_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9081/ses-2/beh/sub-9081_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-workingmemorytest_events.json,/sub-9081/ses-2/sub-9081_ses-2_events.json,/sub-9081/ses-2/sub-9081_ses-2_task-workingmemorytest_events.json,/sub-9081/ses-2/beh/sub-9081_ses-2_events.json,/sub-9081/ses-2/beh/sub-9081_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9081_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-arrows_events.json,/sub-9081/ses-2/sub-9081_ses-2_events.json,/sub-9081/ses-2/sub-9081_ses-2_task-arrows_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9081_ses-2_task-faces_events.tsv - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-faces_events.json,/sub-9081/ses-2/sub-9081_ses-2_events.json,/sub-9081/ses-2/sub-9081_ses-2_task-faces_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_task-faces_events.json - - Type: Warning - File: sub-9081_ses-2_task-hands_events.tsv - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-hands_events.json,/sub-9081/ses-2/sub-9081_ses-2_events.json,/sub-9081/ses-2/sub-9081_ses-2_task-hands_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_task-hands_events.json - - Type: Warning - File: sub-9081_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9081/ses-2/func/sub-9081_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9081/sub-9081_events.json,/sub-9081/sub-9081_task-sleepiness_events.json,/sub-9081/ses-2/sub-9081_ses-2_events.json,/sub-9081/ses-2/sub-9081_ses-2_task-sleepiness_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_events.json,/sub-9081/ses-2/func/sub-9081_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9081_sessions.tsv - Location: ds000201/sub-9081/sub-9081_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9081/sub-9081_sessions.json - - Type: Warning - File: sub-9082_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-arrows_events.json,/sub-9082/ses-1/sub-9082_ses-1_events.json,/sub-9082/ses-1/sub-9082_ses-1_task-arrows_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9082_ses-1_task-faces_events.tsv - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-faces_events.json,/sub-9082/ses-1/sub-9082_ses-1_events.json,/sub-9082/ses-1/sub-9082_ses-1_task-faces_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_task-faces_events.json - - Type: Warning - File: sub-9082_ses-1_task-hands_events.tsv - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-hands_events.json,/sub-9082/ses-1/sub-9082_ses-1_events.json,/sub-9082/ses-1/sub-9082_ses-1_task-hands_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_task-hands_events.json - - Type: Warning - File: sub-9082_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9082/ses-1/func/sub-9082_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-sleepiness_events.json,/sub-9082/ses-1/sub-9082_ses-1_events.json,/sub-9082/ses-1/sub-9082_ses-1_task-sleepiness_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_events.json,/sub-9082/ses-1/func/sub-9082_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9082_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-arrows_events.json,/sub-9082/ses-2/sub-9082_ses-2_events.json,/sub-9082/ses-2/sub-9082_ses-2_task-arrows_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9082_ses-2_task-faces_events.tsv - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-faces_events.json,/sub-9082/ses-2/sub-9082_ses-2_events.json,/sub-9082/ses-2/sub-9082_ses-2_task-faces_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_task-faces_events.json - - Type: Warning - File: sub-9082_ses-2_task-hands_events.tsv - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-hands_events.json,/sub-9082/ses-2/sub-9082_ses-2_events.json,/sub-9082/ses-2/sub-9082_ses-2_task-hands_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_task-hands_events.json - - Type: Warning - File: sub-9082_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9082/ses-2/func/sub-9082_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9082/sub-9082_events.json,/sub-9082/sub-9082_task-sleepiness_events.json,/sub-9082/ses-2/sub-9082_ses-2_events.json,/sub-9082/ses-2/sub-9082_ses-2_task-sleepiness_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_events.json,/sub-9082/ses-2/func/sub-9082_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9082_sessions.tsv - Location: ds000201/sub-9082/sub-9082_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9082/sub-9082_sessions.json - - Type: Warning - File: sub-9083_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-arrows_events.json,/sub-9083/ses-1/sub-9083_ses-1_events.json,/sub-9083/ses-1/sub-9083_ses-1_task-arrows_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9083_ses-1_task-faces_events.tsv - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-faces_events.json,/sub-9083/ses-1/sub-9083_ses-1_events.json,/sub-9083/ses-1/sub-9083_ses-1_task-faces_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_task-faces_events.json - - Type: Warning - File: sub-9083_ses-1_task-hands_events.tsv - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-hands_events.json,/sub-9083/ses-1/sub-9083_ses-1_events.json,/sub-9083/ses-1/sub-9083_ses-1_task-hands_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_task-hands_events.json - - Type: Warning - File: sub-9083_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9083/ses-1/func/sub-9083_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-sleepiness_events.json,/sub-9083/ses-1/sub-9083_ses-1_events.json,/sub-9083/ses-1/sub-9083_ses-1_task-sleepiness_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_events.json,/sub-9083/ses-1/func/sub-9083_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9083_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-arrows_events.json,/sub-9083/ses-2/sub-9083_ses-2_events.json,/sub-9083/ses-2/sub-9083_ses-2_task-arrows_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9083_ses-2_task-faces_events.tsv - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-faces_events.json,/sub-9083/ses-2/sub-9083_ses-2_events.json,/sub-9083/ses-2/sub-9083_ses-2_task-faces_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_task-faces_events.json - - Type: Warning - File: sub-9083_ses-2_task-hands_events.tsv - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-hands_events.json,/sub-9083/ses-2/sub-9083_ses-2_events.json,/sub-9083/ses-2/sub-9083_ses-2_task-hands_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_task-hands_events.json - - Type: Warning - File: sub-9083_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9083/ses-2/func/sub-9083_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9083/sub-9083_events.json,/sub-9083/sub-9083_task-sleepiness_events.json,/sub-9083/ses-2/sub-9083_ses-2_events.json,/sub-9083/ses-2/sub-9083_ses-2_task-sleepiness_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_events.json,/sub-9083/ses-2/func/sub-9083_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9083_sessions.tsv - Location: ds000201/sub-9083/sub-9083_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9083/sub-9083_sessions.json - - Type: Warning - File: sub-9084_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9084/ses-1/beh/sub-9084_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-workingmemorytest_events.json,/sub-9084/ses-1/sub-9084_ses-1_events.json,/sub-9084/ses-1/sub-9084_ses-1_task-workingmemorytest_events.json,/sub-9084/ses-1/beh/sub-9084_ses-1_events.json,/sub-9084/ses-1/beh/sub-9084_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9084_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-arrows_events.json,/sub-9084/ses-1/sub-9084_ses-1_events.json,/sub-9084/ses-1/sub-9084_ses-1_task-arrows_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9084_ses-1_task-faces_events.tsv - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-faces_events.json,/sub-9084/ses-1/sub-9084_ses-1_events.json,/sub-9084/ses-1/sub-9084_ses-1_task-faces_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_task-faces_events.json - - Type: Warning - File: sub-9084_ses-1_task-hands_events.tsv - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-hands_events.json,/sub-9084/ses-1/sub-9084_ses-1_events.json,/sub-9084/ses-1/sub-9084_ses-1_task-hands_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_task-hands_events.json - - Type: Warning - File: sub-9084_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9084/ses-1/func/sub-9084_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-sleepiness_events.json,/sub-9084/ses-1/sub-9084_ses-1_events.json,/sub-9084/ses-1/sub-9084_ses-1_task-sleepiness_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_events.json,/sub-9084/ses-1/func/sub-9084_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9084_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9084/ses-2/beh/sub-9084_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-workingmemorytest_events.json,/sub-9084/ses-2/sub-9084_ses-2_events.json,/sub-9084/ses-2/sub-9084_ses-2_task-workingmemorytest_events.json,/sub-9084/ses-2/beh/sub-9084_ses-2_events.json,/sub-9084/ses-2/beh/sub-9084_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9084_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-arrows_events.json,/sub-9084/ses-2/sub-9084_ses-2_events.json,/sub-9084/ses-2/sub-9084_ses-2_task-arrows_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9084_ses-2_task-faces_events.tsv - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-faces_events.json,/sub-9084/ses-2/sub-9084_ses-2_events.json,/sub-9084/ses-2/sub-9084_ses-2_task-faces_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_task-faces_events.json - - Type: Warning - File: sub-9084_ses-2_task-hands_events.tsv - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-hands_events.json,/sub-9084/ses-2/sub-9084_ses-2_events.json,/sub-9084/ses-2/sub-9084_ses-2_task-hands_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_task-hands_events.json - - Type: Warning - File: sub-9084_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9084/ses-2/func/sub-9084_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9084/sub-9084_events.json,/sub-9084/sub-9084_task-sleepiness_events.json,/sub-9084/ses-2/sub-9084_ses-2_events.json,/sub-9084/ses-2/sub-9084_ses-2_task-sleepiness_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_events.json,/sub-9084/ses-2/func/sub-9084_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9084_sessions.tsv - Location: ds000201/sub-9084/sub-9084_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9084/sub-9084_sessions.json - - Type: Warning - File: sub-9085_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9085/ses-1/beh/sub-9085_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-workingmemorytest_events.json,/sub-9085/ses-1/sub-9085_ses-1_events.json,/sub-9085/ses-1/sub-9085_ses-1_task-workingmemorytest_events.json,/sub-9085/ses-1/beh/sub-9085_ses-1_events.json,/sub-9085/ses-1/beh/sub-9085_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9085_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-arrows_events.json,/sub-9085/ses-1/sub-9085_ses-1_events.json,/sub-9085/ses-1/sub-9085_ses-1_task-arrows_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9085_ses-1_task-faces_events.tsv - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-faces_events.json,/sub-9085/ses-1/sub-9085_ses-1_events.json,/sub-9085/ses-1/sub-9085_ses-1_task-faces_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_task-faces_events.json - - Type: Warning - File: sub-9085_ses-1_task-hands_events.tsv - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-hands_events.json,/sub-9085/ses-1/sub-9085_ses-1_events.json,/sub-9085/ses-1/sub-9085_ses-1_task-hands_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_task-hands_events.json - - Type: Warning - File: sub-9085_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9085/ses-1/func/sub-9085_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-sleepiness_events.json,/sub-9085/ses-1/sub-9085_ses-1_events.json,/sub-9085/ses-1/sub-9085_ses-1_task-sleepiness_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_events.json,/sub-9085/ses-1/func/sub-9085_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9085_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9085/ses-2/beh/sub-9085_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-workingmemorytest_events.json,/sub-9085/ses-2/sub-9085_ses-2_events.json,/sub-9085/ses-2/sub-9085_ses-2_task-workingmemorytest_events.json,/sub-9085/ses-2/beh/sub-9085_ses-2_events.json,/sub-9085/ses-2/beh/sub-9085_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9085_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-arrows_events.json,/sub-9085/ses-2/sub-9085_ses-2_events.json,/sub-9085/ses-2/sub-9085_ses-2_task-arrows_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9085_ses-2_task-faces_events.tsv - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-faces_events.json,/sub-9085/ses-2/sub-9085_ses-2_events.json,/sub-9085/ses-2/sub-9085_ses-2_task-faces_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_task-faces_events.json - - Type: Warning - File: sub-9085_ses-2_task-hands_events.tsv - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-hands_events.json,/sub-9085/ses-2/sub-9085_ses-2_events.json,/sub-9085/ses-2/sub-9085_ses-2_task-hands_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_task-hands_events.json - - Type: Warning - File: sub-9085_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9085/ses-2/func/sub-9085_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9085/sub-9085_events.json,/sub-9085/sub-9085_task-sleepiness_events.json,/sub-9085/ses-2/sub-9085_ses-2_events.json,/sub-9085/ses-2/sub-9085_ses-2_task-sleepiness_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_events.json,/sub-9085/ses-2/func/sub-9085_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9085_sessions.tsv - Location: ds000201/sub-9085/sub-9085_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9085/sub-9085_sessions.json - - Type: Warning - File: sub-9086_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9086/ses-1/beh/sub-9086_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-workingmemorytest_events.json,/sub-9086/ses-1/sub-9086_ses-1_events.json,/sub-9086/ses-1/sub-9086_ses-1_task-workingmemorytest_events.json,/sub-9086/ses-1/beh/sub-9086_ses-1_events.json,/sub-9086/ses-1/beh/sub-9086_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9086_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-arrows_events.json,/sub-9086/ses-1/sub-9086_ses-1_events.json,/sub-9086/ses-1/sub-9086_ses-1_task-arrows_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9086_ses-1_task-faces_events.tsv - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-faces_events.json,/sub-9086/ses-1/sub-9086_ses-1_events.json,/sub-9086/ses-1/sub-9086_ses-1_task-faces_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_task-faces_events.json - - Type: Warning - File: sub-9086_ses-1_task-hands_events.tsv - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-hands_events.json,/sub-9086/ses-1/sub-9086_ses-1_events.json,/sub-9086/ses-1/sub-9086_ses-1_task-hands_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_task-hands_events.json - - Type: Warning - File: sub-9086_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9086/ses-1/func/sub-9086_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-sleepiness_events.json,/sub-9086/ses-1/sub-9086_ses-1_events.json,/sub-9086/ses-1/sub-9086_ses-1_task-sleepiness_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_events.json,/sub-9086/ses-1/func/sub-9086_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9086_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9086/ses-2/beh/sub-9086_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-workingmemorytest_events.json,/sub-9086/ses-2/sub-9086_ses-2_events.json,/sub-9086/ses-2/sub-9086_ses-2_task-workingmemorytest_events.json,/sub-9086/ses-2/beh/sub-9086_ses-2_events.json,/sub-9086/ses-2/beh/sub-9086_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9086_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-arrows_events.json,/sub-9086/ses-2/sub-9086_ses-2_events.json,/sub-9086/ses-2/sub-9086_ses-2_task-arrows_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9086_ses-2_task-faces_events.tsv - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-faces_events.json,/sub-9086/ses-2/sub-9086_ses-2_events.json,/sub-9086/ses-2/sub-9086_ses-2_task-faces_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_task-faces_events.json - - Type: Warning - File: sub-9086_ses-2_task-hands_events.tsv - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-hands_events.json,/sub-9086/ses-2/sub-9086_ses-2_events.json,/sub-9086/ses-2/sub-9086_ses-2_task-hands_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_task-hands_events.json - - Type: Warning - File: sub-9086_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9086/ses-2/func/sub-9086_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9086/sub-9086_events.json,/sub-9086/sub-9086_task-sleepiness_events.json,/sub-9086/ses-2/sub-9086_ses-2_events.json,/sub-9086/ses-2/sub-9086_ses-2_task-sleepiness_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_events.json,/sub-9086/ses-2/func/sub-9086_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9086_sessions.tsv - Location: ds000201/sub-9086/sub-9086_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9086/sub-9086_sessions.json - - Type: Warning - File: sub-9087_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9087/ses-1/beh/sub-9087_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-workingmemorytest_events.json,/sub-9087/ses-1/sub-9087_ses-1_events.json,/sub-9087/ses-1/sub-9087_ses-1_task-workingmemorytest_events.json,/sub-9087/ses-1/beh/sub-9087_ses-1_events.json,/sub-9087/ses-1/beh/sub-9087_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9087_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-arrows_events.json,/sub-9087/ses-1/sub-9087_ses-1_events.json,/sub-9087/ses-1/sub-9087_ses-1_task-arrows_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9087_ses-1_task-faces_events.tsv - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-faces_events.json,/sub-9087/ses-1/sub-9087_ses-1_events.json,/sub-9087/ses-1/sub-9087_ses-1_task-faces_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_task-faces_events.json - - Type: Warning - File: sub-9087_ses-1_task-hands_events.tsv - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-hands_events.json,/sub-9087/ses-1/sub-9087_ses-1_events.json,/sub-9087/ses-1/sub-9087_ses-1_task-hands_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_task-hands_events.json - - Type: Warning - File: sub-9087_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9087/ses-1/func/sub-9087_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-sleepiness_events.json,/sub-9087/ses-1/sub-9087_ses-1_events.json,/sub-9087/ses-1/sub-9087_ses-1_task-sleepiness_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_events.json,/sub-9087/ses-1/func/sub-9087_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9087_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9087/ses-2/beh/sub-9087_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-workingmemorytest_events.json,/sub-9087/ses-2/sub-9087_ses-2_events.json,/sub-9087/ses-2/sub-9087_ses-2_task-workingmemorytest_events.json,/sub-9087/ses-2/beh/sub-9087_ses-2_events.json,/sub-9087/ses-2/beh/sub-9087_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9087_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-arrows_events.json,/sub-9087/ses-2/sub-9087_ses-2_events.json,/sub-9087/ses-2/sub-9087_ses-2_task-arrows_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9087_ses-2_task-faces_events.tsv - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-faces_events.json,/sub-9087/ses-2/sub-9087_ses-2_events.json,/sub-9087/ses-2/sub-9087_ses-2_task-faces_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_task-faces_events.json - - Type: Warning - File: sub-9087_ses-2_task-hands_events.tsv - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-hands_events.json,/sub-9087/ses-2/sub-9087_ses-2_events.json,/sub-9087/ses-2/sub-9087_ses-2_task-hands_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_task-hands_events.json - - Type: Warning - File: sub-9087_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9087/ses-2/func/sub-9087_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9087/sub-9087_events.json,/sub-9087/sub-9087_task-sleepiness_events.json,/sub-9087/ses-2/sub-9087_ses-2_events.json,/sub-9087/ses-2/sub-9087_ses-2_task-sleepiness_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_events.json,/sub-9087/ses-2/func/sub-9087_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9087_sessions.tsv - Location: ds000201/sub-9087/sub-9087_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9087/sub-9087_sessions.json - - Type: Warning - File: sub-9088_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9088/ses-1/beh/sub-9088_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-workingmemorytest_events.json,/sub-9088/ses-1/sub-9088_ses-1_events.json,/sub-9088/ses-1/sub-9088_ses-1_task-workingmemorytest_events.json,/sub-9088/ses-1/beh/sub-9088_ses-1_events.json,/sub-9088/ses-1/beh/sub-9088_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9088_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-arrows_events.json,/sub-9088/ses-1/sub-9088_ses-1_events.json,/sub-9088/ses-1/sub-9088_ses-1_task-arrows_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9088_ses-1_task-faces_events.tsv - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-faces_events.json,/sub-9088/ses-1/sub-9088_ses-1_events.json,/sub-9088/ses-1/sub-9088_ses-1_task-faces_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_task-faces_events.json - - Type: Warning - File: sub-9088_ses-1_task-hands_events.tsv - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-hands_events.json,/sub-9088/ses-1/sub-9088_ses-1_events.json,/sub-9088/ses-1/sub-9088_ses-1_task-hands_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_task-hands_events.json - - Type: Warning - File: sub-9088_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9088/ses-1/func/sub-9088_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-sleepiness_events.json,/sub-9088/ses-1/sub-9088_ses-1_events.json,/sub-9088/ses-1/sub-9088_ses-1_task-sleepiness_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_events.json,/sub-9088/ses-1/func/sub-9088_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9088_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9088/ses-2/beh/sub-9088_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-workingmemorytest_events.json,/sub-9088/ses-2/sub-9088_ses-2_events.json,/sub-9088/ses-2/sub-9088_ses-2_task-workingmemorytest_events.json,/sub-9088/ses-2/beh/sub-9088_ses-2_events.json,/sub-9088/ses-2/beh/sub-9088_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9088_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-arrows_events.json,/sub-9088/ses-2/sub-9088_ses-2_events.json,/sub-9088/ses-2/sub-9088_ses-2_task-arrows_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9088_ses-2_task-faces_events.tsv - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-faces_events.json,/sub-9088/ses-2/sub-9088_ses-2_events.json,/sub-9088/ses-2/sub-9088_ses-2_task-faces_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_task-faces_events.json - - Type: Warning - File: sub-9088_ses-2_task-hands_events.tsv - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-hands_events.json,/sub-9088/ses-2/sub-9088_ses-2_events.json,/sub-9088/ses-2/sub-9088_ses-2_task-hands_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_task-hands_events.json - - Type: Warning - File: sub-9088_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9088/ses-2/func/sub-9088_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9088/sub-9088_events.json,/sub-9088/sub-9088_task-sleepiness_events.json,/sub-9088/ses-2/sub-9088_ses-2_events.json,/sub-9088/ses-2/sub-9088_ses-2_task-sleepiness_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_events.json,/sub-9088/ses-2/func/sub-9088_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9088_sessions.tsv - Location: ds000201/sub-9088/sub-9088_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9088/sub-9088_sessions.json - - Type: Warning - File: sub-9089_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9089/ses-1/beh/sub-9089_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-workingmemorytest_events.json,/sub-9089/ses-1/sub-9089_ses-1_events.json,/sub-9089/ses-1/sub-9089_ses-1_task-workingmemorytest_events.json,/sub-9089/ses-1/beh/sub-9089_ses-1_events.json,/sub-9089/ses-1/beh/sub-9089_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9089_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-arrows_events.json,/sub-9089/ses-1/sub-9089_ses-1_events.json,/sub-9089/ses-1/sub-9089_ses-1_task-arrows_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9089_ses-1_task-faces_events.tsv - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-faces_events.json,/sub-9089/ses-1/sub-9089_ses-1_events.json,/sub-9089/ses-1/sub-9089_ses-1_task-faces_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_task-faces_events.json - - Type: Warning - File: sub-9089_ses-1_task-hands_events.tsv - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-hands_events.json,/sub-9089/ses-1/sub-9089_ses-1_events.json,/sub-9089/ses-1/sub-9089_ses-1_task-hands_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_task-hands_events.json - - Type: Warning - File: sub-9089_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9089/ses-1/func/sub-9089_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-sleepiness_events.json,/sub-9089/ses-1/sub-9089_ses-1_events.json,/sub-9089/ses-1/sub-9089_ses-1_task-sleepiness_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_events.json,/sub-9089/ses-1/func/sub-9089_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9089_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9089/ses-2/beh/sub-9089_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-workingmemorytest_events.json,/sub-9089/ses-2/sub-9089_ses-2_events.json,/sub-9089/ses-2/sub-9089_ses-2_task-workingmemorytest_events.json,/sub-9089/ses-2/beh/sub-9089_ses-2_events.json,/sub-9089/ses-2/beh/sub-9089_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9089_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-arrows_events.json,/sub-9089/ses-2/sub-9089_ses-2_events.json,/sub-9089/ses-2/sub-9089_ses-2_task-arrows_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9089_ses-2_task-faces_events.tsv - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-faces_events.json,/sub-9089/ses-2/sub-9089_ses-2_events.json,/sub-9089/ses-2/sub-9089_ses-2_task-faces_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_task-faces_events.json - - Type: Warning - File: sub-9089_ses-2_task-hands_events.tsv - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-hands_events.json,/sub-9089/ses-2/sub-9089_ses-2_events.json,/sub-9089/ses-2/sub-9089_ses-2_task-hands_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_task-hands_events.json - - Type: Warning - File: sub-9089_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9089/ses-2/func/sub-9089_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9089/sub-9089_events.json,/sub-9089/sub-9089_task-sleepiness_events.json,/sub-9089/ses-2/sub-9089_ses-2_events.json,/sub-9089/ses-2/sub-9089_ses-2_task-sleepiness_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_events.json,/sub-9089/ses-2/func/sub-9089_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9089_sessions.tsv - Location: ds000201/sub-9089/sub-9089_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9089/sub-9089_sessions.json - - Type: Warning - File: sub-9090_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-arrows_events.json,/sub-9090/ses-1/sub-9090_ses-1_events.json,/sub-9090/ses-1/sub-9090_ses-1_task-arrows_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9090_ses-1_task-faces_events.tsv - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-faces_events.json,/sub-9090/ses-1/sub-9090_ses-1_events.json,/sub-9090/ses-1/sub-9090_ses-1_task-faces_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_task-faces_events.json - - Type: Warning - File: sub-9090_ses-1_task-hands_events.tsv - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-hands_events.json,/sub-9090/ses-1/sub-9090_ses-1_events.json,/sub-9090/ses-1/sub-9090_ses-1_task-hands_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_task-hands_events.json - - Type: Warning - File: sub-9090_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9090/ses-1/func/sub-9090_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-sleepiness_events.json,/sub-9090/ses-1/sub-9090_ses-1_events.json,/sub-9090/ses-1/sub-9090_ses-1_task-sleepiness_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_events.json,/sub-9090/ses-1/func/sub-9090_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9090_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-arrows_events.json,/sub-9090/ses-2/sub-9090_ses-2_events.json,/sub-9090/ses-2/sub-9090_ses-2_task-arrows_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9090_ses-2_task-faces_events.tsv - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-faces_events.json,/sub-9090/ses-2/sub-9090_ses-2_events.json,/sub-9090/ses-2/sub-9090_ses-2_task-faces_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_task-faces_events.json - - Type: Warning - File: sub-9090_ses-2_task-hands_events.tsv - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-hands_events.json,/sub-9090/ses-2/sub-9090_ses-2_events.json,/sub-9090/ses-2/sub-9090_ses-2_task-hands_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_task-hands_events.json - - Type: Warning - File: sub-9090_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9090/ses-2/func/sub-9090_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9090/sub-9090_events.json,/sub-9090/sub-9090_task-sleepiness_events.json,/sub-9090/ses-2/sub-9090_ses-2_events.json,/sub-9090/ses-2/sub-9090_ses-2_task-sleepiness_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_events.json,/sub-9090/ses-2/func/sub-9090_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9090_sessions.tsv - Location: ds000201/sub-9090/sub-9090_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9090/sub-9090_sessions.json - - Type: Warning - File: sub-9091_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-arrows_events.json,/sub-9091/ses-1/sub-9091_ses-1_events.json,/sub-9091/ses-1/sub-9091_ses-1_task-arrows_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9091_ses-1_task-faces_events.tsv - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-faces_events.json,/sub-9091/ses-1/sub-9091_ses-1_events.json,/sub-9091/ses-1/sub-9091_ses-1_task-faces_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_task-faces_events.json - - Type: Warning - File: sub-9091_ses-1_task-hands_events.tsv - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-hands_events.json,/sub-9091/ses-1/sub-9091_ses-1_events.json,/sub-9091/ses-1/sub-9091_ses-1_task-hands_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_task-hands_events.json - - Type: Warning - File: sub-9091_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9091/ses-1/func/sub-9091_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-sleepiness_events.json,/sub-9091/ses-1/sub-9091_ses-1_events.json,/sub-9091/ses-1/sub-9091_ses-1_task-sleepiness_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_events.json,/sub-9091/ses-1/func/sub-9091_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9091_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-arrows_events.json,/sub-9091/ses-2/sub-9091_ses-2_events.json,/sub-9091/ses-2/sub-9091_ses-2_task-arrows_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9091_ses-2_task-faces_events.tsv - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-faces_events.json,/sub-9091/ses-2/sub-9091_ses-2_events.json,/sub-9091/ses-2/sub-9091_ses-2_task-faces_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_task-faces_events.json - - Type: Warning - File: sub-9091_ses-2_task-hands_events.tsv - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-hands_events.json,/sub-9091/ses-2/sub-9091_ses-2_events.json,/sub-9091/ses-2/sub-9091_ses-2_task-hands_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_task-hands_events.json - - Type: Warning - File: sub-9091_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9091/ses-2/func/sub-9091_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9091/sub-9091_events.json,/sub-9091/sub-9091_task-sleepiness_events.json,/sub-9091/ses-2/sub-9091_ses-2_events.json,/sub-9091/ses-2/sub-9091_ses-2_task-sleepiness_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_events.json,/sub-9091/ses-2/func/sub-9091_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9091_sessions.tsv - Location: ds000201/sub-9091/sub-9091_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9091/sub-9091_sessions.json - - Type: Warning - File: sub-9092_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9092/ses-1/beh/sub-9092_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-workingmemorytest_events.json,/sub-9092/ses-1/sub-9092_ses-1_events.json,/sub-9092/ses-1/sub-9092_ses-1_task-workingmemorytest_events.json,/sub-9092/ses-1/beh/sub-9092_ses-1_events.json,/sub-9092/ses-1/beh/sub-9092_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9092_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-arrows_events.json,/sub-9092/ses-1/sub-9092_ses-1_events.json,/sub-9092/ses-1/sub-9092_ses-1_task-arrows_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9092_ses-1_task-faces_events.tsv - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-faces_events.json,/sub-9092/ses-1/sub-9092_ses-1_events.json,/sub-9092/ses-1/sub-9092_ses-1_task-faces_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_task-faces_events.json - - Type: Warning - File: sub-9092_ses-1_task-hands_events.tsv - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-hands_events.json,/sub-9092/ses-1/sub-9092_ses-1_events.json,/sub-9092/ses-1/sub-9092_ses-1_task-hands_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_task-hands_events.json - - Type: Warning - File: sub-9092_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9092/ses-1/func/sub-9092_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-sleepiness_events.json,/sub-9092/ses-1/sub-9092_ses-1_events.json,/sub-9092/ses-1/sub-9092_ses-1_task-sleepiness_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_events.json,/sub-9092/ses-1/func/sub-9092_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9092_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9092/ses-2/beh/sub-9092_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-workingmemorytest_events.json,/sub-9092/ses-2/sub-9092_ses-2_events.json,/sub-9092/ses-2/sub-9092_ses-2_task-workingmemorytest_events.json,/sub-9092/ses-2/beh/sub-9092_ses-2_events.json,/sub-9092/ses-2/beh/sub-9092_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9092_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-arrows_events.json,/sub-9092/ses-2/sub-9092_ses-2_events.json,/sub-9092/ses-2/sub-9092_ses-2_task-arrows_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9092_ses-2_task-faces_events.tsv - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-faces_events.json,/sub-9092/ses-2/sub-9092_ses-2_events.json,/sub-9092/ses-2/sub-9092_ses-2_task-faces_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_task-faces_events.json - - Type: Warning - File: sub-9092_ses-2_task-hands_events.tsv - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-hands_events.json,/sub-9092/ses-2/sub-9092_ses-2_events.json,/sub-9092/ses-2/sub-9092_ses-2_task-hands_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_task-hands_events.json - - Type: Warning - File: sub-9092_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9092/ses-2/func/sub-9092_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9092/sub-9092_events.json,/sub-9092/sub-9092_task-sleepiness_events.json,/sub-9092/ses-2/sub-9092_ses-2_events.json,/sub-9092/ses-2/sub-9092_ses-2_task-sleepiness_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_events.json,/sub-9092/ses-2/func/sub-9092_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9092_sessions.tsv - Location: ds000201/sub-9092/sub-9092_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9092/sub-9092_sessions.json - - Type: Warning - File: sub-9093_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9093/ses-1/beh/sub-9093_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-workingmemorytest_events.json,/sub-9093/ses-1/sub-9093_ses-1_events.json,/sub-9093/ses-1/sub-9093_ses-1_task-workingmemorytest_events.json,/sub-9093/ses-1/beh/sub-9093_ses-1_events.json,/sub-9093/ses-1/beh/sub-9093_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9093_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-arrows_events.json,/sub-9093/ses-1/sub-9093_ses-1_events.json,/sub-9093/ses-1/sub-9093_ses-1_task-arrows_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9093_ses-1_task-faces_events.tsv - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-faces_events.json,/sub-9093/ses-1/sub-9093_ses-1_events.json,/sub-9093/ses-1/sub-9093_ses-1_task-faces_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_task-faces_events.json - - Type: Warning - File: sub-9093_ses-1_task-hands_events.tsv - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-hands_events.json,/sub-9093/ses-1/sub-9093_ses-1_events.json,/sub-9093/ses-1/sub-9093_ses-1_task-hands_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_task-hands_events.json - - Type: Warning - File: sub-9093_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9093/ses-1/func/sub-9093_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-sleepiness_events.json,/sub-9093/ses-1/sub-9093_ses-1_events.json,/sub-9093/ses-1/sub-9093_ses-1_task-sleepiness_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_events.json,/sub-9093/ses-1/func/sub-9093_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9093_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9093/ses-2/beh/sub-9093_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-workingmemorytest_events.json,/sub-9093/ses-2/sub-9093_ses-2_events.json,/sub-9093/ses-2/sub-9093_ses-2_task-workingmemorytest_events.json,/sub-9093/ses-2/beh/sub-9093_ses-2_events.json,/sub-9093/ses-2/beh/sub-9093_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9093_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-arrows_events.json,/sub-9093/ses-2/sub-9093_ses-2_events.json,/sub-9093/ses-2/sub-9093_ses-2_task-arrows_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9093_ses-2_task-faces_events.tsv - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-faces_events.json,/sub-9093/ses-2/sub-9093_ses-2_events.json,/sub-9093/ses-2/sub-9093_ses-2_task-faces_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_task-faces_events.json - - Type: Warning - File: sub-9093_ses-2_task-hands_events.tsv - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-hands_events.json,/sub-9093/ses-2/sub-9093_ses-2_events.json,/sub-9093/ses-2/sub-9093_ses-2_task-hands_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_task-hands_events.json - - Type: Warning - File: sub-9093_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9093/ses-2/func/sub-9093_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9093/sub-9093_events.json,/sub-9093/sub-9093_task-sleepiness_events.json,/sub-9093/ses-2/sub-9093_ses-2_events.json,/sub-9093/ses-2/sub-9093_ses-2_task-sleepiness_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_events.json,/sub-9093/ses-2/func/sub-9093_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9093_sessions.tsv - Location: ds000201/sub-9093/sub-9093_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9093/sub-9093_sessions.json - - Type: Warning - File: sub-9094_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9094/ses-1/beh/sub-9094_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-workingmemorytest_events.json,/sub-9094/ses-1/sub-9094_ses-1_events.json,/sub-9094/ses-1/sub-9094_ses-1_task-workingmemorytest_events.json,/sub-9094/ses-1/beh/sub-9094_ses-1_events.json,/sub-9094/ses-1/beh/sub-9094_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9094_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-arrows_events.json,/sub-9094/ses-1/sub-9094_ses-1_events.json,/sub-9094/ses-1/sub-9094_ses-1_task-arrows_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9094_ses-1_task-faces_events.tsv - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-faces_events.json,/sub-9094/ses-1/sub-9094_ses-1_events.json,/sub-9094/ses-1/sub-9094_ses-1_task-faces_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_task-faces_events.json - - Type: Warning - File: sub-9094_ses-1_task-hands_events.tsv - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-hands_events.json,/sub-9094/ses-1/sub-9094_ses-1_events.json,/sub-9094/ses-1/sub-9094_ses-1_task-hands_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_task-hands_events.json - - Type: Warning - File: sub-9094_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9094/ses-1/func/sub-9094_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-sleepiness_events.json,/sub-9094/ses-1/sub-9094_ses-1_events.json,/sub-9094/ses-1/sub-9094_ses-1_task-sleepiness_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_events.json,/sub-9094/ses-1/func/sub-9094_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9094_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9094/ses-2/beh/sub-9094_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-workingmemorytest_events.json,/sub-9094/ses-2/sub-9094_ses-2_events.json,/sub-9094/ses-2/sub-9094_ses-2_task-workingmemorytest_events.json,/sub-9094/ses-2/beh/sub-9094_ses-2_events.json,/sub-9094/ses-2/beh/sub-9094_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9094_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-arrows_events.json,/sub-9094/ses-2/sub-9094_ses-2_events.json,/sub-9094/ses-2/sub-9094_ses-2_task-arrows_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9094_ses-2_task-faces_events.tsv - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-faces_events.json,/sub-9094/ses-2/sub-9094_ses-2_events.json,/sub-9094/ses-2/sub-9094_ses-2_task-faces_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_task-faces_events.json - - Type: Warning - File: sub-9094_ses-2_task-hands_events.tsv - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-hands_events.json,/sub-9094/ses-2/sub-9094_ses-2_events.json,/sub-9094/ses-2/sub-9094_ses-2_task-hands_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_task-hands_events.json - - Type: Warning - File: sub-9094_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9094/ses-2/func/sub-9094_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9094/sub-9094_events.json,/sub-9094/sub-9094_task-sleepiness_events.json,/sub-9094/ses-2/sub-9094_ses-2_events.json,/sub-9094/ses-2/sub-9094_ses-2_task-sleepiness_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_events.json,/sub-9094/ses-2/func/sub-9094_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9094_sessions.tsv - Location: ds000201/sub-9094/sub-9094_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9094/sub-9094_sessions.json - - Type: Warning - File: sub-9095_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9095/ses-1/beh/sub-9095_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9095/sub-9095_events.json,/sub-9095/sub-9095_task-workingmemorytest_events.json,/sub-9095/ses-1/sub-9095_ses-1_events.json,/sub-9095/ses-1/sub-9095_ses-1_task-workingmemorytest_events.json,/sub-9095/ses-1/beh/sub-9095_ses-1_events.json,/sub-9095/ses-1/beh/sub-9095_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9095_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9095/sub-9095_events.json,/sub-9095/sub-9095_task-arrows_events.json,/sub-9095/ses-1/sub-9095_ses-1_events.json,/sub-9095/ses-1/sub-9095_ses-1_task-arrows_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9095_ses-1_task-faces_events.tsv - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9095/sub-9095_events.json,/sub-9095/sub-9095_task-faces_events.json,/sub-9095/ses-1/sub-9095_ses-1_events.json,/sub-9095/ses-1/sub-9095_ses-1_task-faces_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_task-faces_events.json - - Type: Warning - File: sub-9095_ses-1_task-hands_events.tsv - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9095/sub-9095_events.json,/sub-9095/sub-9095_task-hands_events.json,/sub-9095/ses-1/sub-9095_ses-1_events.json,/sub-9095/ses-1/sub-9095_ses-1_task-hands_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_task-hands_events.json - - Type: Warning - File: sub-9095_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9095/ses-1/func/sub-9095_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9095/sub-9095_events.json,/sub-9095/sub-9095_task-sleepiness_events.json,/sub-9095/ses-1/sub-9095_ses-1_events.json,/sub-9095/ses-1/sub-9095_ses-1_task-sleepiness_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_events.json,/sub-9095/ses-1/func/sub-9095_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9095_sessions.tsv - Location: ds000201/sub-9095/sub-9095_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9095/sub-9095_sessions.json - - Type: Warning - File: sub-9096_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9096/ses-1/beh/sub-9096_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-workingmemorytest_events.json,/sub-9096/ses-1/sub-9096_ses-1_events.json,/sub-9096/ses-1/sub-9096_ses-1_task-workingmemorytest_events.json,/sub-9096/ses-1/beh/sub-9096_ses-1_events.json,/sub-9096/ses-1/beh/sub-9096_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9096_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-arrows_events.json,/sub-9096/ses-1/sub-9096_ses-1_events.json,/sub-9096/ses-1/sub-9096_ses-1_task-arrows_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9096_ses-1_task-faces_events.tsv - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-faces_events.json,/sub-9096/ses-1/sub-9096_ses-1_events.json,/sub-9096/ses-1/sub-9096_ses-1_task-faces_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_task-faces_events.json - - Type: Warning - File: sub-9096_ses-1_task-hands_events.tsv - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-hands_events.json,/sub-9096/ses-1/sub-9096_ses-1_events.json,/sub-9096/ses-1/sub-9096_ses-1_task-hands_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_task-hands_events.json - - Type: Warning - File: sub-9096_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9096/ses-1/func/sub-9096_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-sleepiness_events.json,/sub-9096/ses-1/sub-9096_ses-1_events.json,/sub-9096/ses-1/sub-9096_ses-1_task-sleepiness_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_events.json,/sub-9096/ses-1/func/sub-9096_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9096_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9096/ses-2/beh/sub-9096_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-workingmemorytest_events.json,/sub-9096/ses-2/sub-9096_ses-2_events.json,/sub-9096/ses-2/sub-9096_ses-2_task-workingmemorytest_events.json,/sub-9096/ses-2/beh/sub-9096_ses-2_events.json,/sub-9096/ses-2/beh/sub-9096_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9096_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-arrows_events.json,/sub-9096/ses-2/sub-9096_ses-2_events.json,/sub-9096/ses-2/sub-9096_ses-2_task-arrows_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9096_ses-2_task-faces_events.tsv - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-faces_events.json,/sub-9096/ses-2/sub-9096_ses-2_events.json,/sub-9096/ses-2/sub-9096_ses-2_task-faces_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_task-faces_events.json - - Type: Warning - File: sub-9096_ses-2_task-hands_events.tsv - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-hands_events.json,/sub-9096/ses-2/sub-9096_ses-2_events.json,/sub-9096/ses-2/sub-9096_ses-2_task-hands_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_task-hands_events.json - - Type: Warning - File: sub-9096_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9096/ses-2/func/sub-9096_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9096/sub-9096_events.json,/sub-9096/sub-9096_task-sleepiness_events.json,/sub-9096/ses-2/sub-9096_ses-2_events.json,/sub-9096/ses-2/sub-9096_ses-2_task-sleepiness_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_events.json,/sub-9096/ses-2/func/sub-9096_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9096_sessions.tsv - Location: ds000201/sub-9096/sub-9096_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9096/sub-9096_sessions.json - - Type: Warning - File: sub-9098_ses-1_task-workingmemorytest_events.tsv - Location: ds000201/sub-9098/ses-1/beh/sub-9098_ses-1_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-workingmemorytest_events.json,/sub-9098/ses-1/sub-9098_ses-1_events.json,/sub-9098/ses-1/sub-9098_ses-1_task-workingmemorytest_events.json,/sub-9098/ses-1/beh/sub-9098_ses-1_events.json,/sub-9098/ses-1/beh/sub-9098_ses-1_task-workingmemorytest_events.json - - Type: Warning - File: sub-9098_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-arrows_events.json,/sub-9098/ses-1/sub-9098_ses-1_events.json,/sub-9098/ses-1/sub-9098_ses-1_task-arrows_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9098_ses-1_task-faces_events.tsv - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-faces_events.json,/sub-9098/ses-1/sub-9098_ses-1_events.json,/sub-9098/ses-1/sub-9098_ses-1_task-faces_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_task-faces_events.json - - Type: Warning - File: sub-9098_ses-1_task-hands_events.tsv - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-hands_events.json,/sub-9098/ses-1/sub-9098_ses-1_events.json,/sub-9098/ses-1/sub-9098_ses-1_task-hands_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_task-hands_events.json - - Type: Warning - File: sub-9098_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9098/ses-1/func/sub-9098_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-sleepiness_events.json,/sub-9098/ses-1/sub-9098_ses-1_events.json,/sub-9098/ses-1/sub-9098_ses-1_task-sleepiness_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_events.json,/sub-9098/ses-1/func/sub-9098_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9098_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9098/ses-2/beh/sub-9098_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-workingmemorytest_events.json,/sub-9098/ses-2/sub-9098_ses-2_events.json,/sub-9098/ses-2/sub-9098_ses-2_task-workingmemorytest_events.json,/sub-9098/ses-2/beh/sub-9098_ses-2_events.json,/sub-9098/ses-2/beh/sub-9098_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9098_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-arrows_events.json,/sub-9098/ses-2/sub-9098_ses-2_events.json,/sub-9098/ses-2/sub-9098_ses-2_task-arrows_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9098_ses-2_task-faces_events.tsv - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-faces_events.json,/sub-9098/ses-2/sub-9098_ses-2_events.json,/sub-9098/ses-2/sub-9098_ses-2_task-faces_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_task-faces_events.json - - Type: Warning - File: sub-9098_ses-2_task-hands_events.tsv - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-hands_events.json,/sub-9098/ses-2/sub-9098_ses-2_events.json,/sub-9098/ses-2/sub-9098_ses-2_task-hands_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_task-hands_events.json - - Type: Warning - File: sub-9098_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9098/ses-2/func/sub-9098_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9098/sub-9098_events.json,/sub-9098/sub-9098_task-sleepiness_events.json,/sub-9098/ses-2/sub-9098_ses-2_events.json,/sub-9098/ses-2/sub-9098_ses-2_task-sleepiness_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_events.json,/sub-9098/ses-2/func/sub-9098_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9098_sessions.tsv - Location: ds000201/sub-9098/sub-9098_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9098/sub-9098_sessions.json - - Type: Warning - File: sub-9100_ses-1_task-arrows_events.tsv - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-arrows_events.json,/sub-9100/ses-1/sub-9100_ses-1_events.json,/sub-9100/ses-1/sub-9100_ses-1_task-arrows_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_task-arrows_events.json - - Type: Warning - File: sub-9100_ses-1_task-faces_events.tsv - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-faces_events.json,/sub-9100/ses-1/sub-9100_ses-1_events.json,/sub-9100/ses-1/sub-9100_ses-1_task-faces_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_task-faces_events.json - - Type: Warning - File: sub-9100_ses-1_task-hands_events.tsv - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-hands_events.json,/sub-9100/ses-1/sub-9100_ses-1_events.json,/sub-9100/ses-1/sub-9100_ses-1_task-hands_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_task-hands_events.json - - Type: Warning - File: sub-9100_ses-1_task-sleepiness_events.tsv - Location: ds000201/sub-9100/ses-1/func/sub-9100_ses-1_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-sleepiness_events.json,/sub-9100/ses-1/sub-9100_ses-1_events.json,/sub-9100/ses-1/sub-9100_ses-1_task-sleepiness_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_events.json,/sub-9100/ses-1/func/sub-9100_ses-1_task-sleepiness_events.json - - Type: Warning - File: sub-9100_ses-2_task-workingmemorytest_events.tsv - Location: ds000201/sub-9100/ses-2/beh/sub-9100_ses-2_task-workingmemorytest_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: time, order_of_test, time_start_battery, order_in_test, order, no_grids, grid1, grid2, grid3, grid4, grid5, grid6, grid7, grid8, pres_grid, correct not defined, please define in: /events.json, /task-workingmemorytest_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-workingmemorytest_events.json,/sub-9100/ses-2/sub-9100_ses-2_events.json,/sub-9100/ses-2/sub-9100_ses-2_task-workingmemorytest_events.json,/sub-9100/ses-2/beh/sub-9100_ses-2_events.json,/sub-9100/ses-2/beh/sub-9100_ses-2_task-workingmemorytest_events.json - - Type: Warning - File: sub-9100_ses-2_task-arrows_events.tsv - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-arrows_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: trial_number, event_type, cue_to_participant, stimulus_type, time_until_response, rated_success_of_regulation, onset_uncorrected not defined, please define in: /events.json, /task-arrows_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-arrows_events.json,/sub-9100/ses-2/sub-9100_ses-2_events.json,/sub-9100/ses-2/sub-9100_ses-2_task-arrows_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_task-arrows_events.json - - Type: Warning - File: sub-9100_ses-2_task-faces_events.tsv - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-faces_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, time_until_response, trial_number, block_num_within_trial, image_seq_num_within_block, question_seq_num_within_block, image_seq_num, picture_number, condition, question_type, block_type, rating, rating_computed, onset_uncorrected, KDEV_imagefile not defined, please define in: /events.json, /task-faces_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-faces_events.json,/sub-9100/ses-2/sub-9100_ses-2_events.json,/sub-9100/ses-2/sub-9100_ses-2_task-faces_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_task-faces_events.json - - Type: Warning - File: sub-9100_ses-2_task-hands_events.tsv - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-hands_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: event_type, trial_number, condition, picture_number, time_until_response, unpleasantness_rating, onset_uncorrected not defined, please define in: /events.json, /task-hands_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-hands_events.json,/sub-9100/ses-2/sub-9100_ses-2_events.json,/sub-9100/ses-2/sub-9100_ses-2_task-hands_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_task-hands_events.json - - Type: Warning - File: sub-9100_ses-2_task-sleepiness_events.tsv - Location: ds000201/sub-9100/ses-2/func/sub-9100_ses-2_task-sleepiness_events.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: KSS_rating, onset_uncorrected not defined, please define in: /events.json, /task-sleepiness_events.json,/sub-9100/sub-9100_events.json,/sub-9100/sub-9100_task-sleepiness_events.json,/sub-9100/ses-2/sub-9100_ses-2_events.json,/sub-9100/ses-2/sub-9100_ses-2_task-sleepiness_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_events.json,/sub-9100/ses-2/func/sub-9100_ses-2_task-sleepiness_events.json - - Type: Warning - File: sub-9100_sessions.tsv - Location: ds000201/sub-9100/sub-9100_sessions.tsv - Reason: Tabular file contains custom columns not described in a data dictionary - Evidence: Columns: preMRI_KSS_Q0_rating, preMRI_KSS_Q1_rating, preMRI_KSS_Q2_rating, preMRI_KSS_Q3_rating, preMRI_KSS_Q4_rating, preMRI_KSS_Q5_rating, working_mem_KSS_rating, working_mem_perform_rating, working_mem_effort_rating not defined, please define in: /sessions.json, /sub-9100/sub-9100_sessions.json - - -====================================================== - - -File Path: Not all subjects contain the same sessions. - - Type: Warning - File: ses-2 - Location: /sub-9095/ses-2 - Reason: A session is missing from one subject that is present in at least one other subject - Evidence: Subject: sub-9095; Missing session: ses-2 - - -====================================================== - - diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/correlation-matrix-diff.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/correlation-matrix-diff.png deleted file mode 100644 index 3a9ce88a..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/correlation-matrix-diff.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_10.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_10.png deleted file mode 100644 index 35d87160..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_10.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_5.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_5.png deleted file mode 100644 index 7fa1d392..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-connectome_5.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-correlation-matrix.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-correlation-matrix.png deleted file mode 100644 index 52f6a0ee..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-1-sleep-normal-correlation-matrix.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_10.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_10.png deleted file mode 100644 index caacb547..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_10.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_5.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_5.png deleted file mode 100644 index 3770fef3..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-connectome_5.png and /dev/null differ diff --git a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-correlation-matrix.png b/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-correlation-matrix.png deleted file mode 100644 index e6c32d1e..00000000 Binary files a/content/en/project/fMRI-sleep-deprivation/results/connectivity/ses-2-sleep-deprived-correlation-matrix.png and /dev/null differ diff --git a/content/en/project/fMRI-stats-exploration/_d_sub1_fmri_3d_isosurface.png b/content/en/project/fMRI-stats-exploration/_d_sub1_fmri_3d_isosurface.png deleted file mode 100644 index 76833b61..00000000 Binary files a/content/en/project/fMRI-stats-exploration/_d_sub1_fmri_3d_isosurface.png and /dev/null differ diff --git a/content/en/project/fMRI-stats-exploration/index.md b/content/en/project/fMRI-stats-exploration/index.md deleted file mode 100644 index 4dc16daa..00000000 --- a/content/en/project/fMRI-stats-exploration/index.md +++ /dev/null @@ -1,98 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-19" # Date you first upload your project. -# Title of your project (we like creative title) -title: "fMRI Stats Exploration" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Maximilien Le Clei] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/leclei_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, visualization, statistics] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aimed to further my intuitive understanding of fMRI data. Around 20 interactive/static figures of various statistics of raw fMRI data, confounds and atlased data were produced. Special efforts have been made to make the analysis highly and easily reproducible." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "_d_sub1_fmri_3d_isosurface.png" ---- - - -## Deliverables - -* [Project Proposal](https://docs.google.com/presentation/d/1vGJHJPePtFjPrpy33KGu-CJJTDCXfbNzGQ0N2v960NI/edit?slide=id.p#slide=id.p) -* [Project Presentation](https://docs.google.com/presentation/d/1PdP6MeMdH7ZJHP-cQqaxqgrOz72qfQjf-hrqjtZ3Q7o/edit?usp=sharing) -* [GitHub repository](https://github.com/brainhack-school2025/leclei_project) -* [Reproduction steps](https://github.com/brainhack-school2025/leclei_project/blob/main/README.md#reproduction-steps) -* [Analysis notebook](https://github.com/brainhack-school2025/leclei_project/blob/main/notebook.ipynb) -* [Resulting figures](https://github.com/brainhack-school2025/leclei_project/tree/main/visuals) - -## Project description - -The project represents my own personal first experience handling neuroimaging data. - -Coming from a Deep Learning background, this project represents the type of analysis I would undertake in order to get a better feel of what exactly am I trying to train models on. - -One extremely important element of training DL models is to make sure that the distribution of the data is well-suited for modeling. This generally means having the data take shape of a standard or uniform distribution with values concentrated between -1 and 1. I observed that original fMRI data does not necessarily fit those criteria and that the distribution between subjects can also vary substantially (**Figure a**). This distribution looks quite unnatural to fit back into one of the mentioned distributions, however, **Figure q** demonstrates that it is possible. - -I then wanted to get a better feel of what does that original data looks like in 3D (**Figure b & c**) before taking a look at how does the data vary across time. In **Figure d**, I take a look at the overlapping differences between two collected timepoints in order to get a better feel of what are supposedly movements by the subject in the scanner. In **Figure e**, I generalize that to the entire series of timepoints to get a feel of where variance is most present, which we notice to be at the edges of the brain, seeming to correlate to those same brain movements (Note: I did not account for the fact that the data is in its original distribution at that point in time which could have biased my observations). - -Next, one important element that I wanted to get more understanding of is the various transformations applied on top of the raw fMRI data. Indeed, AI practitioners are often wary of transformations being applied to data prior to feeding it to AI models as those transformations can greatly impact the model's ability to learn something valuable. I thus took a closer at the applications of confounds. I first extracted the data that gets added to the signal as a result of applying those very confounds and visualized it in 3D (**Figure f & g**). It very much looks like noise though with a little bit of a pattern of lower values around the edges of the brain. - -I then moved on to taking a closer look at the 3D difference between the original data (**Figure a**), the data with confounds applied (**Figure h**) and the data with confounds and a threshold applied (as demonstrated in the course) (**Figure i**). Visibly, applying the confounds looks like it is simply getting rid of the data where no brain data is ever collected, while the thresholding observed in class is more agressive and appears to chunk out a lot of the data (some seemingly relevant? not sure, too new at this hehe). - -I then went back to observing variance across time as done in **Figure e** but this time with the confounds and threshold applied (**Figure j**). In that visualization we observe that the largest variance no longer only occurs at the edge of the brain but also where the white matter is supposedly located, seeming to indicate that the head movement was somewhat corrected (Also note by dragging the cursor that the variance is generally much lower in general: 2 vs 3 orders of magnitude). - -At that point I wanted to quickly go back to connectivity matrices to see the effects of the confounds (**Figure k** applied, **Figure l** not applied). Because while the application of confounds do not amount to much information when visualizing in 3D, they do appear very important when converting to atlases and computing connectivity matrices. - -From then on, I somewhat concluded that the intuition that I was building in the original 3D space was not fully transferable to the parcel space. - -I thus moved on to the Algonauts data and started with taking a look at their 3D -> parcel space transformation, orchestrated through the Schaefer 2018 Atlas [3] (**Figure m**). - -I then went on to selecting a given subject and picking a given scene (**Figure n**) and taking a look at the resulting fMRI data projected back into 3D (**Figure o & p**). This looks completely different from what I had been working on so far. The distribution of the data looks ameneable to train models with (**Figure p & q**) and the different brain regions have clear differences in activation values. A correlation matrix computed on that series of data (**Figure q**) seals the deal with clear positive and negative correlation between brain regions which is to be expected. - -On my end, a simple question remains unanswered: how did we go from such a noisy signal to such a clear cut signal? It seems like decades of work from the scientific community has gone into those transformations, and I look forward to learning more about those as I get more familiar with fMRI brain data :) - -## Data Used - -- Nilearn's brain development dataset [1] -- Algonauts 2025 dataset [2] - -## Tools Used - -### Development -- Visual Studio Code -- Python -- Jupyter notebooks -- Git/GitHub - -### Containerization -- Docker -- Dev Containers -- Docker Hub - -### Plotting -- Matplotlib -- Bokeh -- Plotly - -### Neuroimaging -- Nilearn -- Nibabel - -## References - -[1] Hilary Richardson, Grace Lisandrelli, Alexa Riobueno-Naylor, and Rebecca Saxe. Development of the social brain from age three to twelve years. Nature communications, 9(1):1–12, 2018. - -[2] Gifford, Alessandro T., et al. "The Algonauts Project 2025 Challenge: How the Human Brain Makes Sense of Multimodal Movies." arXiv preprint arXiv:2501.00504 (2024). - -[3] Alexander Schaefer, Ru Kong, Evan M Gordon, Timothy O Laumann, Xi-Nian Zuo, Avram J Holmes, Simon B Eickhoff, and B T Thomas Yeo. Local-Global Parcellation of the Human Cerebral Cortex from Intrinsic Functional Connectivity MRI. 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If alone, simple put your name within [] -names: [Zara Khan, Fariah Sandhu, Clara Sun] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/csun_project/ - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [project, github, markdown, brainhack, jupyter notebook, preprocessing, ADHD, fMRI] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The focus of our project was to gain experience using neuroimaging tools to preprocess, analyze, and visualize functional MRI data. We aimed to explore differential variability in brain connectivity among children with and without ADHD. Project reports are incorporated on the BHS [website](https://school.brainhackmtl.org/project)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "projectcover.png" ---- - - -## Project definition - -### Background - -#### About us -Hello, we are team Pipasaurus! The three of us are undergraduate summer research students in the Translational Imaging and Genetics Research (TIGR) Laboratory at the Centre for Addiction and Mental Health (CAMH) in Toronto. We are a multidisciplinary team with diverse educational backgrounds: Zara is studying biomedical and electrical engineering at McMaster University, Fariah is studying psychology at York University, and Clara just finished her undergraduate degree studying interdisciplinary medical sciences at Western University. As newcomers to neuroimaging, Brainhack School 2023 presented the perfect opportunity for us to develop our skill sets in an immersive, beginner-friendly environment. Functional MRI is one modality of special interest to us, particularly because we will be working with fMRI data this summer. - -#### About the project - -Attention Deficit Hyperactivity Disorder (ADHD) is one of the most common neurodevelopmental disorders worldwide. Moreover, there is a high prevalence of ADHD among children (Morkem et al., 2020). The characteristics symptoms of ADHD, namely poor working memory, greater reliance on external feedback, and abnormal reward processing are of interest to us because these characteristics have been associated with changes in brain activity patterns in distinct networks. In addition, previous studies also suggest that there are substantial individual differences in reactions to reward and feedback manipulation among those with ADHD (Hammer et al., 2015). - - - -### Personal Goals - * Understand the processing and application of the full neuroimaging workflow, specifically from raw fMRI data to data visualization - * Build and develop skills in open science applications, particularly for future neuroimaging projects - * Gaining insight into fMRI data applications, specifically in creating connectivity matrices and brain parcellations - -### Tools - -This project will rely on the following technologies: - -
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    1. Open Neuro fMRI data - doi: 10.18112/openneuro.ds002424.v1.2.0 -
    2. Python Scripts -
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      • Nilearn - extractring and visualizing data -
      • Pandas - manipulation and plotting -
      • Nibabel - loading images -
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    3. SciNet - Jupyter Notebook - to implement code for our data/ take first steps within our the Niagara (University of Toronto) cluster -
    4. Git and GitHub - practice sharing a workspace, fork repositories, version control -
    5. Bash - Use Terminal for quick and easy access -
    - -### Data - -For this project, we were working with a Neuroimaging Dataset on Working Memory and Reward Processing in Children With and Without ADHD from OpenNeuro (Lytle et al., 2020). - -The dataset contains 79 children at session T1 (mean age = 10.4, 14 female). A subset of the participants 48 individuals returned two years later to complete a follow-up standardized testing session (n = 48, mean age = 12.6, SD = 0.94). 35 participants at session T1 and 18 participants at session T2 had a diagnosis of ADHD. All participants diagnosed with ADHD were male. Participants were recruited from the greater Chicago area. - -Participants completed eight n-back working memory tasks in the scanner which varied in three factors: reward amount, feedback delay, and judgment type. In all tasks, participants were presented with a series of letters one at a time. These letters were located in one of four positions around a fixation box. - -In the verbal working memory task (V), which is what we were looking at, participants were asked to judge whether the letter that appeared on the screen was the same letter as the one presented n letters back. - -Participants made responses by selecting one of two buttons on a right-handed button box. Prior to the beginning of each block, the program would indicate which task instructions were to be followed (1-back, 2-back or fixation) with varying amounts of trials and questions. - -Tasks also varied in reward amount. Participants were told that they would make $.02 or $.25 for every correct answer for the small (S) and large (L) reward tasks, although all participants were compensated the same by the end of the tasks. Participants were reminded of what reward amount was being offered by one of two images. For small reward tasks, the image was two coins, and for the large reward tasks, the was a stack of paper bills. - -Tasks contained one of two feedback times, immediate (I) or delayed (D). In the delayed feedback tasks, participants would continue to view a black fixation square. At the end of each experimental block, participants would be told their percentage of correct responses. - -In all tasks, trial timing was adhered to. Participants were presented with the letter in one of the four corners, where the letter disappeared and only the fixation square remained. Participants then continued to see a fixation period of 600 ms. In delayed feedback, the fixation square remained black. - -Some Limitations included: -* Right-handed -* Native English speakers -* Have normal or corrected to normal vision and have no history of neurological or psychological disorder -* Prematurity of less than 36 weeks -* Head injury causing overnight hospitalization -* Hearing loss, or contraindications for MRI -* Participants could not be taking medication affecting the central nervous system other than ADHD medication, and all participants with ADHD were required to be male - -**Our Chosen Task:** -Our group had chosen to focus on one task from the eight- the Verbal, Large Reward, Delayed Feedback (VLD). Of the 73 participants who completed the VLD task, 30 participants were diagnosed with ADHD as opposed to the 43 participants who were not. Due to problems our group ran into with preprocessing data (which will be discussed later), we were only able to obtain processed data for the first 10 participants, 4 of whom could not be used as a result of not completing the VLD task. Of our six participants, five individuals were diagnosed with ADHD. - - - -

    Verbal Task and Large Reward with Delayed Feedback

    -
    - schematic of verbal task -
    Figure 1. Schematic of verbal task design adapted from Lytle et al. (2020) illustrating correct (solid arrow) and incorrect (dashed arrow) trials in the (a) 1-back, (b) 2-back tasks.
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    -
    - schematic of delayed feedback for the large reward -
    Figure 2. Schematic of the delayed feedback large reward adapted from Lytle et al. (2020) illustrating trial timing.
    -
    - - - - -### Deliverables -✓ Preprocessed Data
    -✓ Creating Brain Parcellations
    -✓ Visualizations
    -✓ Graphs for Statistical Analysis
    -✓ Connecitivty Matrix
    - - -## Results - -### Progress overview - -This project was initiated by Clara Sun, Fariah Sandhu and Zara Khan, based off of the OpenNeuro Dataset from James R. Booth et al on 22nd May 2023. The final presentation of this project was delivered on 2nd June 2023. All deliverables were given an attempt to be completed, where the ones that were, can be found on this repository. - -### Tools we learned to use during this project - - * **Pre-processing Data Scripts:** We learned how to pre-process data for the first time, which is running code through SciNet clusteres and being able to access the fMRI data. It felt really weird, but somehow quite fun as well. - * **Jupyter Notebook/Jupyter Lab:** We used this platform to code our results based on the preprocessed data. That was quite the challenge because we were hit with all these new libraries that we did not know could produce _so_ many different visualizations. - * **Git:** Through the modules, and accessing functions used for preprocessing/analysis - Git was a integral part of what we had to learn. - * **Bash/Terminal:** To be able to locate our data once it was/after preprocessing, we had to be able to use the classic "cd" and "ls" commands to find where all our outputs from the preprocesed data was hidden. - -### Results - -#### Deliverable 1: A Github repository with code scripts and data preparation - -The data we obtained from Lytle et al. (2020) via OpenNeuro was already validated based on the Brain Imaging Data Structure (BIDS) standards. Thus, we were able to proceed directly to preprocessing data by forking the schizophrenia Canadian Neuroimaging Database (SCanD) project codebase developed by Erin Dickie and TIGR Lab. An overview of the general folder structure for the repository (after all scripts are run) is shown below. - -Tree diagram showing SCanD_project folder structure - -An example of output from the SCanD project preprocessing pipeline fMRI prep anatomical step is shown below for subject 3, a child without ADHD. Specifically, the image below shows the template T1-weighted image with contours delineating the detected brain mask (red outline) and brain tissue (blue outline) segmentations. These outputs were reviewed for quality assurance purposes. - -Brain mask and tissue segmentation for subject 3, child without ADHD - -Our project GitHub repository can be accessed here: https://github.com/brainhack-school2023/csun_project/ - -Our preprocessing scripts adapted from Erin Dickie’s SCanD_project: https://github.com/sunclara/SCanD_project-brainhack2023 - -#### Deliverable 2: A jupyter notebook of the analysis codes and visualizations - -Based on resources contained within Erin Dickie’s Krembil Centre for Neuroinformatics (KCNI) summer school slides and modules, we were able to produce graphs as well as brain images via the preprocessed data. For example, using nilearn, nibabel, and matplotlib, we were able to plot slices of the brain as well as a line graph which displayed fMRI signal vs time of any brain parcellation. In the context of our data, we chose to plot the somatomotor region vs the auditory region. - -The code for parcellation graph comparing fMRI signal vs. time with the somatomotor and auditory regions: - -
    - Code used to generate BOLD graph and connectivity matrix -
    - -BOLD fMRI signal over time for somatosensory and auditory regions: -
    - Graph showing BOLD fMRI signal over time for somatosensory and auditory regions -
    - -#### Deliverable 3: A connectivity matrix based on one task - -Once again, following Erin Dickie’s KCNI modules, we were able to create and compare connectivity matrices based on children with and without ADHD. The analysis code can be found within this repository under “brainhacks_connectivity matrix.ipynb”. Using a list, we were able to sum up the values of each participant with ADHD, average out these values (using numpy), and then plot the models using previous code in order to see a connectivity matrix. - - Participant (subject 3) without ADHD: - -
    - fMRI connectivity matrix for subject 3, a neurotypically developing child -
    - - - Participants with ADHD: - -
    - fMRI connectivity matrix for children with ADHD -
    - -## Conclusion - -The personal objectives within this project were met as well as some deliverable goals. We all started Brainhacks with no previous knowledge on neuroimaging and the tools used with neuro-analysis on fMRI data. Moreover, most of us had limited skills with code. During our time in Brainhacks school, we were exposed to many different skills and techniques that we did not know existed. We learned lots from the modules such as the introduction to python and fMRI modules that set the foundation for our knowledge. We then applied these skills with the homework which prepared us for our project. We would like to take these skills that we learned over the course of a month in future personal projects over the summer, and develop them further. - -We are also glad to have had wonderful TAs as well as our supervisor, Erin Dickie, that helped us perform analysis on SciNet within the Nigara cluster. - -## Acknowledgements -We would like to thank Erin Dickie for leading and organizing Brainhacks school for the Toronto Hub and giving us the wonderful opportunity to be able to join. We would also like to thank our TAs who would join our online discord calls, and were always available to help whenever we needed it: -* Ju-Chi Yu -* Ryan Yeung - -A special mention to the 12th floor and their coffee machine, and Major League Hacking for providing us with merch and pizza on our last day! - -## References - Hammer, R., Cooke, G. E., Stein, M. A., & Booth, J. R. (2015). Functional neuroimaging of visuospatial working memory tasks enables accurate detection of attention deficit and hyperactivity disorder. NeuroImage Clinical, 9(C), 244–252. https://doi.org/10.1016/j.nicl.2015.08.015 - -Lytle M. N., Hammer R., & Booth J. R. (2020). Working memory and reward in children with and without Attention Deficit Hyperactivity Disorder (ADHD). OpenNeuro.10.18112/openneuro.ds002424 Lytle MN, Hammer R & Booth JR (2020). A neuroimaging dataset on working memory and reward processing in children with and without ADHD. Data in Brief, 28,105801. - -Morkem, R., Handelman, K., Queenan, J. A., Birtwhistle, R., & Barber, D. (2020). Validation of an EMR algorithm to measure the prevalence of ADHD in the Canadian Primary Care Sentinel Surveillance Network (CPCSSN). BMC Medical Informatics and Decision Making, 20(1), 166–166. https://doi.org/10.1186/s12911-020-01182-2 - - diff --git a/content/en/project/fMRI_ADHD_connectivity/projectcover.png b/content/en/project/fMRI_ADHD_connectivity/projectcover.png deleted file mode 100644 index 8016d76e..00000000 Binary files a/content/en/project/fMRI_ADHD_connectivity/projectcover.png and /dev/null differ diff --git a/content/en/project/fMRI_ADHD_connectivity/verbal_task.png b/content/en/project/fMRI_ADHD_connectivity/verbal_task.png deleted file mode 100644 index 80aa30ab..00000000 Binary files a/content/en/project/fMRI_ADHD_connectivity/verbal_task.png and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/Backgroud.jpeg b/content/en/project/fMRI_NBI_naturalistic/Backgroud.jpeg deleted file mode 100644 index 1d841163..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/Backgroud.jpeg and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/Data_Methods.jpeg b/content/en/project/fMRI_NBI_naturalistic/Data_Methods.jpeg deleted file mode 100644 index c29fae41..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/Data_Methods.jpeg and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/Deliverables.jpeg b/content/en/project/fMRI_NBI_naturalistic/Deliverables.jpeg deleted file mode 100644 index a1738366..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/Deliverables.jpeg and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/Objectives.jpeg b/content/en/project/fMRI_NBI_naturalistic/Objectives.jpeg deleted file mode 100644 index f758409c..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/Objectives.jpeg and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/Results.jpeg b/content/en/project/fMRI_NBI_naturalistic/Results.jpeg deleted file mode 100644 index d0e7c9db..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/Results.jpeg and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/fmri_nbi_naturalistic_cover.png b/content/en/project/fMRI_NBI_naturalistic/fmri_nbi_naturalistic_cover.png deleted file mode 100644 index af911c38..00000000 Binary files a/content/en/project/fMRI_NBI_naturalistic/fmri_nbi_naturalistic_cover.png and /dev/null differ diff --git a/content/en/project/fMRI_NBI_naturalistic/index.md b/content/en/project/fMRI_NBI_naturalistic/index.md deleted file mode 100644 index 817769e4..00000000 --- a/content/en/project/fMRI_NBI_naturalistic/index.md +++ /dev/null @@ -1,91 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "The Neural mechanism of Nature-based intervention with Environmental information of Forest" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Chun-Yi, Lee] - -# Your project GitHub repository URL -github_repo: https://github.com/JamesLeeCY/ChunYi_Lee_project.git - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [nature-based intervention, environmental preference, fMRI, naturalistic paradigm] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Researchers will use fMRI to study how short-term exposure to nature affects the brain. They hypothesize that nature exposure will improve cognitive function and reduce noisy information processing in the VMPFC." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fmri_nbi_naturalistic_cover.png" ---- - -## Project definition - -### Background - -Increasingly, research has shown that Nature-Based Interventions (NBIs) have positive effects on cognitive function and mental health. One study showed that participants who walked through an arboretum performed significantly better on memory and directed attention tasks, and increased positive affect more than did an urban-walking group. However, the different environmental preferences of individuals might moderate or confound the cognitive benefits of NBIs. It also remains unclear what specific mechanisms might link the neural processing of environmental information with cognitive benefits. - -### Tools - -The "The Neural mechanism of Nature-based intervention with Environmental information of Forest" project will rely on the following technologies: - - * HeuDiConv for BIDS - * fMRIPrep for preprocessing - * Pliers package for automated feature extraction - -### Data - -Self-recruiting project -Location: Taiwan Mind & Brain Imaging Center at National Chengchi University -Participants: N = 60 (30 pro-nature, 30 pro-urban) -Stimulus: 10 min video with 5 scenes for both natural and urban environment - - -### Deliverables - -At the end of this project, we will have: - - Analyze workflow for BIDS conversion and fMRIPrep - - Code script for Naturalistic paradigm analysis - -## Results - -### Progress overview - -The project was swiftly initiated by Chun-Yi Lee, about the naturalistic paradigm and nature-based intervention. - -### Tools I learned during this project - - * HeuDiConv for BIDS - * fMRIPrep for preprocessing - * Pliers package for automated feature extraction - -### Results - -#### Deliverable: results - - * Convert the raw dicom files into BIDS format by HeuDiConv tools - * Create a container in server to isolate the process and manage packages - * Preprocessed the nifti files with fMRIPrep as a Robust Preprocessing Pipeline for fMRI Data - * Try to automated extract the features from environment stimuli with pliers package - * Try to analyze the whole brain Intersubject Correlation and Functional Alignment between different participants with certain environmental preference - - -## Conclusion and acknowledgement - - I would like to thank the Brain Hack School 2023 for organizing this course and for their support. The course has been highly beneficial, and I would like to express my appreciation to organizer and TA for all your support! - - ## References - - * Kuperman, V., Stadthagen-Gonzalez, H. & Brysbaert, M. Age-of-acquisition ratings for 30,000 English words. Behav Res 44, 978–990 (2012). https://doi.org/10.3758/s13428-012-0210-4 - * Warriner, A.B., Kuperman, V. & Brysbaert, M. Norms of valence, arousal, and dominance for 13,915 English lemmas. Behav Res 45, 1191–1207 (2013). https://doi.org/10.3758/s13428-012-0314-x - * Glerean, E., Salmi, J., Lahnakoski, J. M., Jääskeläinen, I. P., and Sams, M. (2012). Functional Magnetic Resonance Imaging Phase Synchronization as a Measure of Dynamic Functional Connectivity. Brain Connect. 2, 91–101. doi:10.1089/brain.2011.0068. - * Nastase, S. A., Gazzola, V., Hasson, U., & Keysers, C. (2019). Measuring shared responses across subjects using intersubject correlation. Social Cognitive and Affective Neuroscience, Volume 14, Issue 6, June 2019, Pages 667–685, https://doi.org/10.1093/scan/nsz037 - * Nummenmaa, L., Lahnakoski, J. M., and Glerean, E. (2018). Sharing the social world via intersubject neural synchronisation. Curr. Opin. Psychol. 24. doi:10.1016/j.copsyc.2018.02.021. - * Simony, E., Honey, C. J., Chen, J., Lositsky, O., Yeshurun, Y., Wiesel, A., et al. (2016). Dynamic reconfiguration of the default mode network during narrative comprehension. Nat. Commun. 7. doi:10.1038/ncomms12141. diff --git a/content/en/project/fMRI_schizophrenia_AVH_replication/cover.png b/content/en/project/fMRI_schizophrenia_AVH_replication/cover.png deleted file mode 100644 index 052f885f..00000000 Binary files a/content/en/project/fMRI_schizophrenia_AVH_replication/cover.png and /dev/null differ diff --git a/content/en/project/fMRI_schizophrenia_AVH_replication/index.md b/content/en/project/fMRI_schizophrenia_AVH_replication/index.md deleted file mode 100644 index ddfcc4fe..00000000 --- a/content/en/project/fMRI_schizophrenia_AVH_replication/index.md +++ /dev/null @@ -1,86 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Replication Analysis of Brain Correlates of Speech Perception in Schizophrenia Patients with and without Auditory Hallucinations" - -# Your project GitHub repository URL -github_repo: https://github.com/FuelToast/timtan_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, FSL, fMRIPrep, git] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Timothy Tan] - -summary: "An attempt to replicate the study by Soler-Vidal et al. (2022), using the study's dataset available on OpenNeuro. Attempted preprocessing of the first participant, sub-01, using FSL (FEAT files in 'sub-01' folder) and fMRIPrep (material found in 'code' and 'derivatives' folders). Attempted creation of timing files, found in 'Ideal_Time_Series' folder." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover.png" ---- - - -## Project definition - -### Background - -I took up the HP4210 Data Aanalytics for Neuroimaging module in NTU Singapore, which led me to learn materials from the Brainhack School. As I studied along the brainhack school tutorials, I decided on doing research on schizophrenia, coming across a dataset avalable on OpenNeuro. This dataset is titled "Brain correlates of speech perception in schizophrenia patients with and without auditory hallucinations", where the dataset was used for a research study of the same name. As I am a beginner in handling fMRI data, I attempted to replicate the study's findings. - - -### Tools - -The tools I used for this project are the following: - * git and GitHub - * WSL Docker, Jupyter Notebook and Visual Studio Code (miniconda3 and Python) - -### Data - -This project was made possible thanks to the available dataset on OpenNeuro, as linked [here](https://openneuro.org/datasets/ds004302/versions/1.0.1). To learn more about the study by Soler-Vidal et al. (2022) that I attempted to replicate, check [here](https://doi.org/10.1371/journal.pone.0276975). - -### Deliverables - -In my attempt to replicate the study, I aimed to have: - - Preprocessing of raw fMRI data - - First-Level Analysis -If I was able to conduct first-level analysis, I would attempt to do second-level analysis. - -## Results - -### Progress overview - -I officially started this project on 25th May, after finalising and clarifying my goals for the project based on my project pitch. Over the course of 2 weeks until presentation date (10th June), I worked on this project step-by-step through online material that guided me on conducting preprocessing of raw fMRI data and subsequent analysis procedures. I modified the preprocessing and analysis steps according to the study that I was replicating. - -### Tools I learned during this project - - * **git-annex** Used to fix broken symlinks after cloning the dataset from OpenNeuro. - * **FSL** Used to pre-process the data and attempt to create first-level analysis. - * **fMRIPrep** Used to automatically pre-process data and create first-level analysis with default parameters. - -### Results - -#### Deliverable 1: Preprocessing of raw fMRI Data - -I used FSL's modules, BET and FEAT to preprocess the dataset. The preprocessed results can be found in the folder directory 'sub-01/run1.feat'. - -I also used fMRIPrep to automatically preprocess the data, but the preprocessed results were incomplete due to unidentified errors. Incomplete preprocessing results are found in the 'derivatives' folder, with the code used to run fMRIPrep found in the 'code' folder. - -#### Deliverable 2: First-Level Analysis - -I was unable to produce first-level analysis results as I encountered errors while using FSL and fMRIPrep. -In my attempt to produce first-level analysis results with FSL, I created timing files based on the time series provided by the 'task-speech_events.tsv' file. The timing files can be found in the 'Ideal_Time_Series' folder. - - -## Conclusion and acknowledgement - -I enjoyed picking up many new practical skills as part of this project, my first foray into neuroscience. Although I was unable to get the results I wanted during this project's timeframe, I still intend to progress on my own to better understand how data analysis procedures operate when it comes to fMRI data. - -Thanks once again to authors of the dataset for making it available [here](https://openneuro.org/datasets/ds004302/versions/1.0.1) at OpenNeuro and for their study that I based my replication on [here](https://doi.org/10.1371/journal.pone.0276975). - -Soler-Vidal, J., Fuentes-Claramonte, P., Salgado-Pineda, P., Ramiro, N., García-León, M. Á., Torres, M. L., Arévalo, A., Guerrero-Pedraza, A., Munuera, J., Sarró, S., Salvador, R., Hinzen, W., McKenna, P., & Pomarol-Clotet, E. (2022). Brain correlates of speech perception in schizophrenia patients with and without auditory hallucinations. PloS one, 17(12), e0276975. https://doi.org/10.1371/journal.pone.0276975 diff --git a/content/en/project/fMRI_tactile_word_processing/fmri_tactile.png b/content/en/project/fMRI_tactile_word_processing/fmri_tactile.png deleted file mode 100644 index bdea48ae..00000000 Binary files a/content/en/project/fMRI_tactile_word_processing/fmri_tactile.png and /dev/null differ diff --git a/content/en/project/fMRI_tactile_word_processing/index.md b/content/en/project/fMRI_tactile_word_processing/index.md deleted file mode 100644 index a25a6ebb..00000000 --- a/content/en/project/fMRI_tactile_word_processing/index.md +++ /dev/null @@ -1,80 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-10" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Do you feel the words? An fMRI analysis on tactile vs non-tactile words in Mandarin Chinese" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Yusuke Taira] - -# Your project GitHub repository URL -github_repo: https://github.com/NTUsuke/Yusuke_Taira_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI,parietal lobe, somatosensory cortex, tactile word] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Language consists of many thousands of words which differ in meaning and syntactic category. Some words may refer to reletevely touchable, hence concrete aspects of the world while others are abstract in meaning which do not have physical references. But which brain areas are associated with tactile word processing? This project aims to investigate brain activation of participants when listening to tactile vs non-tactile word stimuli. The preliminary result shows that large areas of parietal lobe is particularly activated to tactile words compared to non-tactile words" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fmri_tactile.png" ---- - - -## Project definition - -### Background - -This project aims to explore brain activation of participants when presented with tactile words in Mandarin Chinese. The data used is from an OpenNeuro dataset which contains 672 stimulus words and functional data of 11 Chinese participants. My personal goal of this project is to familiarize myself with python, statistics and basic fMRI analysis techniques since I had no experience in any of them. For data analysis, I used General Liniear Model analysis to investigate brain responses to the stimulus words. - - -### Tools - -The project relies on the following technologies: - * This README is built using [Markdown](https://guides.github.com/features/mastering-markdown/), to structure the text. - * Extraction, analysis and visualization of fMRI data is done with `nilearn` - * The detail of this project is stored in a [Jupyter Notebook](https://jupyter.org/index.html) - -### Data - -The dataset contains 672 words of Mandarin Chinese with semantic ratings ranged from 0-7 and functional data of 11 participants recorded while listening to the stimulus words. -The functional data are all preprocessed and available from [OpenNeuro website](https://openneuro.org/datasets/ds004301/versions/1.0.2) - -### Deliverables - -At the end of this project, I'll have : - - * Markdown README.md for the description of the current project - * Jupyter notebook including the code, and the fMRI brain images - -### Tools I learned during this project - For completing this project, one will need: - * **Nilearn** for loading and visualizing fMRI data - * **Numpy** to manipulate arrays - * **Pandas** to manipulate dataframe - -### Results - -Left hemisphere was more activated compared to the right in general as all the stimuli were speech sounds. -In terms of activation areas compared to non-tactile words, tactile words activated large areas of parietal lobe where somatosensory cortex is located at but also partially activated visual cortex. It might be due to overlapping features of tactile and visual words. - - -![Alt text](fmri_tactile.png) - -### Conclusion and Limitations - -This project aimed to investigate brain activation when presented with tactile vs non-tactile words. Although there was a strong tendency that the somatosensory cortex was particulary activated, no area was significantly activated when setting a threshold as 3.0 in z-score which implies the necessesity of larger amount of data. It is also unfortunate that my pc leads to kernal crash every time I try to analyze data of 5 or more runs and this inhibited me from second level analysis. - -## Acknowledgements -This project taught me a lot and I can not believe that I could learn python, statistics, GLM and fMRI analysis at the same time in such a limited amount of time. About a few months ago, I had no idea where to start python and now I can use it to extract, analyze and visualize fMRI data! I'm quite sure that I couldn't have achieved this without Brainhack school. - -In the end, I'd like to express my huge thanks to all of the organizers and TA's, especially Yu-Shiang without whom I could never have finished my project, and Dr.Josh and Dr. Lee, who hosted such as amazing program at National Taiwan University. - -## References -[Wang, S., Zhang, Y., Zhang, X., Sun, J., Lin, N., Zhang, J., & Zong, C. (2022). An fMRI Dataset for Concept Representation with Semantic Feature Annotations. Scientific data, 9(1), 721.](https://doi.org/10.1038/s41597-022-01840-2) diff --git a/content/en/project/friends-compendium/friends_logo.png b/content/en/project/friends-compendium/friends_logo.png deleted file mode 100644 index 7d8ff616..00000000 Binary files a/content/en/project/friends-compendium/friends_logo.png and /dev/null differ diff --git a/content/en/project/friends-compendium/index.md b/content/en/project/friends-compendium/index.md deleted file mode 100644 index 0503c119..00000000 --- a/content/en/project/friends-compendium/index.md +++ /dev/null @@ -1,111 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-17" # Date you first upload your project. -# Title of your project (we like creative title) -title: "The Friends Compendium: A brief visual and statistical description of FRIENDS" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Cleo Lam] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/analyses_friends_annotations - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://cleode5a7.github.io/friends_compendium/ - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [project, github, website, friends] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "The main goal of this brainhack project and the website is to do basic statistical analyses to the friends annotations data and to present the results in the form of visualisations. These analyses will provide better context and information about the stimuli on different levels of analyses. Here is the github for the [website](https://github.com/cleode5a7/friends_compendium)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "friends_logo.png" ---- - - -## Project definition - -### Background - -This project is based on the friends annotations dataset, which contains half-episodes that are annotated. The goal of these annotations are to give context about the visual stimuli (FRIENDS half-episodes) that were shown to participants in a fmri machine. This dataset is also one of the dataset available for the Algonauts challenge, where participants use the stimuli data and the brain response data to create brain encoding models. - -Here are some questions that encoding models attempt to address that I took from the MAIN educational website : - -"Does the variation in the response depend on the stimulus? - -How well do the responses ‘encode’ the stimuli? - -How well are the responses ‘explained’ by the stimuli? - -Can some responses be explained by specific stimuli? - -How can we quantify the dependence of responses on the stimuli?" (The MAIN Educational Team, 2024) - -Having good robust annotations and analyses on the stimuli acts as a good base to anser these types of questions. - -### Tools - -- Jupyter notebooks -- Python -- Mystmd -- git and github - -### Data - -Theses analyses are made on the friends annotations dataset, it is available as a submodule in this [repo](https://github.com/courtois-neuromod/friends_annotations.git) - -This dataset contains annotations made for season one to six of FRIENDS and it contains for every half-episode: - -Number of scene cuts (PYScene): Ai model that detects scene cuts. - -Number of local maxima and location of maximum in pixel space (saliency with deepgazemr): model trained to predict the likelihood of the viewer's gaze position for each movie frame. - -Segments annotations (manual annotations): Segments where annotated by a person. It gives detail about onset and offset of each segments depending on their modalities (location change, character entry etc.) - -Transcript (Speech2text): AssemblyAI speech-to-text transcription. Produces time-stamped movie transcripts. - -### Deliverables - -At the end of this project, I will have: - - Notebooks containing my preprocessing and analyses - - A pip installable package - - A myst website -### Main analyses - -Plot different relations between scenes, segments, duration, frames, number of local maximas and more! - -Types of plots: barplots for frequencies, barplots for proportions, hexbins and kde for density visualisations - -Describing the dataset in terms of length of scenes and segments and average number of maxima within scenes in episodes can guide further analysis on the transcripts and emotions by analysing the relation between these modalities. - -example of a plot: - - -![plot example](my_plot.png) - -## Results -Check out my [website](https://cleode5a7.github.io/friends_compendium/) for the results of my analyses - -Package: available on my project's github - -Notebooks: Go to website or my website's github for the clean notebooks. For additional plots and extras, go see my notebooks on my project's github. - -### Progress overview - -I explored 3 of the 5 annotations dataset and made a website with them. The website can still be expanded since there is still tons of possible directions to explore wuth this rich dataset. -Notes: -- Some of the notebooks in my "analyses friends annotations" github contain more content then presented on the website.Some notebooks were also left out for now. They were left out because of narrative reasons and fit in the article (website). -- As of 2025/06/18 there is some missing half-episode, notably episode that were cut in 4 parts. - -### Tools I learned during this project - - * **Tools listed above** I learned a lot during this past month and it thought me debugging. Myst gave me a hard time in the beginning but I figured it out eventually, - - -## Conclusion and acknowledgement - -Thank you Marie, Lune and the TAs of brainhack school for helping me and for guiding me. Also thank you Sara for helping me with myst, we finished brainhack school girl!!! diff --git a/content/en/project/friends-compendium/my_plot.png b/content/en/project/friends-compendium/my_plot.png deleted file mode 100644 index 35936027..00000000 Binary files a/content/en/project/friends-compendium/my_plot.png and /dev/null differ diff --git a/content/en/project/g-ratio_optic_nerve/README.md b/content/en/project/g-ratio_optic_nerve/README.md deleted file mode 100644 index efd92997..00000000 --- a/content/en/project/g-ratio_optic_nerve/README.md +++ /dev/null @@ -1,353 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-20" # Date you first upload your project. -# Title of your project (we like creative title) -title: "g-Ratio mapping of the optic nerve" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Hugo Albert Plante] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/albert-plante_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI), click `manage topics`. -# Please only lowercase letters -tags: [g-ratio, qmri, dmri, multiple sclerosis] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to accurately compute the optic nerve g-ratio, a key neuroimaging marker reflecting myelin integrity in nerve fibers. Using advances quantitative MRI techniques, it analyses the human optic nerve’s microstructure non-invasively. By integrating MP2RAGE and diffusion MRI, it seeks to improve assessment of myelin and nerve health, contributing to better understanding, early detection, and diagnosis of neurological diseases like multiple sclerosis (MS)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_anatomy_eye.jpg" ---- - ---- - -# g-Ratio mapping of the optic nerve -## About me - - -
    Hugo Albert Plante -
    - -I am a second-year undergraduate student in Biomedical Engineering at Polytechnique Montreal. I am passionate about science and guided by the belief that “impossible only means that you haven’t found the solution yet.” This mindset drives me to approach challenges with curiosity and persistence, always eager to discover innovative solutions that can make a difference. - -Attending BHS as an undergraduate student was not a simple task, but it made the experience even more rewarding. My goal in participating was to kickstart part of my internship project, focused on developing a vendor-neutral g-ratio protocol for the optic nerve. - -## Project definition - -### Introduction -This project focuses on quantifying myelin integrity in the optic nerve using multimodal MRI. Multiple Sclerosis (MS) causes degradation of the myelin sheath surrounding nerve fibers, impairing neural communication (Ausmed, 2025). Measuring key parameters such as the **g-ratio**, **Myelin Volume Fraction (MVF)**, and **Fiber Volume Fraction (FVF)** enables better understanding and monitoring of demyelination. - -Using MRI-derived maps like T1 and FA, this project aims to compute these metrics non-invasively, providing valuable insights for research and clinical applications in neurological disorders like MS. - -### Background - -#### Multiple Sclerosis and Neuronal Structure -Multiple sclerosis (MS) is an autoimmune disease that affect 2.8 millions peoples worldwide, as of 2020 (MS Canada, 2025). This disease occur when the body’s immune system mistakenly attack the myelin sheath, causing demyelination. A common early symptom of multiple sclerosis is optic neuritis, but as of 2024, it has also become a McDonald criteria for diagnosing MS (MS Trust, 2024). - -#### g-Ratio: A key Metric in Myelin Studies -the g-ratio is a crucial parameter for quantifying the relative thickness of the myelin sheath. It is defined as the ratio between the inner axonal radius (r) and the outer myelinated radius (R) of a nerve fiber: - -$$g=\frac{r}{R}$$ - -This ratio provides insight into myelin integrity and neuronal health. - -#### Volume Fractions and their significance -* **Myelin Volume Fraction (MVF)** represents the proportion of myelin in a given tissue volume. -* **Fiber Volume Fraction (FVF)** represents the proportion of nerve fibers (axons plus myelin) in a given tissue volume. -* **Macromolecular Tissue Volume Fraction (MTVF)** represents the proportion of macromolecules (including myelin) in a given tissue volume. -* The relation between MVF and FVF relates directly to the g-ratio (Stikov et al., 2015): - -$$\frac{MVF}{FVF}=1-g^2$$ - -Using two MRI modalities, MVF and FVF can be calculated non-invasively. -#### Imaging Techniques and Quantitatives Maps -* Macromolecular Tissue Volume Fraction is used as an indirect measure of myelin content. In white matter like the optic nerve, myelin composition approximatively 50% of MTVF (Mezer et al., 2013). It has been shown that MTVF can be derived from the actual value of T1 in an MRI voxel (Mezer et al., 2013): - -$$\frac{1}{1-MTVF}=\frac{0.44202}{T1}+0.94766$$ - -* Fractionnal Anisotropy (FA) obtained from diffusion MRI, has shown have a quadratic relation FVF through simulations (Stikov et al., 2011): - -$$FVF=0.883{FA}^2-0.082FA+0.074$$ - -These imaging-derived metrics allow assessment of neuronal integrity and demyelination in diseases like MS. - -### Main Objectives -* Develop a pipeline for mapping the g-ratio of the optic nerve -* Co-register MP2RAGE, DWI, and their derivatives to a common space (MNI 152) -* Compute g-ratio, MVF, and FVF from segmentations -* Calculate the mean g-ratio along each coronal slice of the optic nerve - -### Personal Objectives -* Improve my programming skills through real-world application -* Familiarize myself with version control tools such as Git and GitHub -* Gain hands-on experience in data processing and medical image analysis -* Contribute to the development of scientific research in biomedical engineering - -## Methods -### Tools -* Jupyter notebooks for scripting -* BIDS standards for reproducibility and standardization -* Python for data vizualisation -* dMRI module and Spinal Cord Toolbox for inspiration and understanding -* BASH for automation -* **ANTs for image registration** -* 3D Slicer and FSLeyes for image visualization and ROI definition -* Git and GitHub for Version Control -* Python Packages: 'matplotlib', 'nibabel', 'pandas', 'numpy' - -### Data -The data used in this study comes for NYU Abu Dhabi (private dataset), where the MP2RAGE and Diffusion MRI acquisitions were performed on 10 healty subjects. Manuals segmentations of the optic nerve were also perfromed for both modalities to extract the relevant MRI metrics. - -For each subject, the dataset includes: -* A raw MP2RAGE image for T1 map extraction -* A denoised and defaced MP2RAGE UNI image -* A DWI b0 image for registration purposes -* A Fractional Anisotropy (FA) map obtained from a Siemens scanner -* Manual segmentations from both MRI modalities - -A supplementary critical part of the project was the analysis of a maximum probability label for the optic eye comming form (Barranco Hernandez et al., 2024). The goal of this integration was to determine wether the maximum probability label could be used as a automated segmentation alternative to manual segmentations. - -An exampale dataset will be upload to this GitHub repository once ethics approval from NYU has been obtained. - -### Project Deliverables -* A non-invasive method for mapping the g-ratio along the optic nerve -* An executable, reproducible pipeline that takes multimodal MRI as an input and outputs the mean g-ratio along the optic nerve -* Jupyter Notebooks for data visualization and statistical metrics extraction - -#### Future Deliverable -* Interactive tutorial-style NeuroLibre publication with interactive figures and data - -### Methodology -1. Data Acquisition -The dataset was acquired using a MP2RAGE and Diffusion MRI sequences on a 3T Siemens scanner located at NYU Abu Dhabi. Ten healthy subjects were scanned, with manual segmentations of the optic nerve performed on both modalities for ground-truth extraction. - -2. Preprocessing -Raw MP2RAGE UNI images were denoised and defaced to facilitate manual segmentation and registration. The denoising process reduces background noise that can interfere with the registration. Native FA maps provided by the scanner were used directly for FVF calculation. However, the FA map extraction and diffusion MRI preprocessing could be done with the diffusion MRI module's preprocessing Jupyter Notebook (Brainhack School, n.d.) or Naghizadeh_project's preprocessing pipeline (Naghizadeh, 2025). - -3. Image Registration -Accurate co-registration between MP2RAGE and DWI is critical due to the small size (~4-5 voxels wide) and the natural curvature of the optic nerve. Multiple registration strategies were tested, including rigid, affine, and elastic transformations, to optimize alignment while preserving anatomical integrity. Elastic registration methods tended to deform the optic nerve, resulting in segmentations inconsistencies, such as holes within manual masks. Ultimately, a combined rigid and affine registration approach was selected as the optimal balance between alignment and standardization to a template (MNI152). Additionally, another registration challenge occured because the DWI acquisitions covered only a slab including the optic nerve. This restriction made the aligment with the MP2RAGE full-volume more complicated. - -4. Parameters Extraction -Quantitative MRI parameters were extracted voxel-wise within the overlapping of both MRI modalities segmentation. This overlapping approach was necessary because DWI images are noisier, producing bulkier segmentation compared to the more precise MP2RAGE segmentation. T1 relaxation maps, obtained from MP2RAGE through qMRLab (qMRLab, n.d.), were used to compute the MTVF via the established formula. The MVF was then calculated by combining the MTVF values with the assumed myelin composition of the tissue. Native extracted FA values were converted to FVF using the quadratic relation derived form simulation (Stikov et al., 2011). - -5. Modeling and Analysis -The mean myelin volume fraction and mean fiber volume fraction were then used to calculate the mean g-ratio value along each coronal slice of the optic nerve. - -6. Visualization and Output -The final pipeline outputs include: -* Coronal slice-wise plot of MVF, FVF, and g-ratio in a standardized (MNI152) space -* Statistics metrics from each coronal slice including the dice coefficient between both modalities segmentations - -## Results -Since the dataset segmentations were not all completed by the submission date, the results presented here focus on only two subjects. - -### Image registration using registration.ipynb -The 'registration.ipynb' Jupyter Notebook contains the full registration workflow, starting from the raw MP2RAGE and DWI images and producing standardized results in the MNI 152 space. - -The first cell of the pipeline sets up the bash environment variables and creates the necessary directories. As the project follows the BIDS data structure standard, each subject's files should follow a directory tree similar to the example below: -
    -Project Directory Structure (click to expand) - -```plaintext -project_root/ -└── data/ - ├── sub-XXX/ - │ ├── anat/ - │ │ └── sub-XXX_T1w.nii.gz - │ └── dwi/ - │ └── sub-XXX_dwi.nii.gz - │ - └── derivatives/ - ├── t1_map/ - │ └── sub-XXX/ - │ └── sub-XXX_t1_map.nii.gz - ├── fa_map/ - │ └── sub-XXX/ - │ └── sub-XXX_scanner_FA.nii.gz - ├── optic_nerve_segmentations/ - │ └── sub-XXX/ - │ ├── anat/ - │ │ └── sub-XXX_label-ON_seg.nii.gz - │ └── dwi/ - │ └── sub-XXX_label-ON_seg.nii.gz - │ - └── templates/ - ├── MNI152_T1_1mm.nii.gz - ├── Atlas_MNI.nii.gz - └── Optic_Nerve_Label_MNI.gz -``` -
    - -Within this data structure, the only environment variables that require customization are 'PROJECT_ROOT' and 'SUBJECT'. In this project, manual segmentations were performed directly on pre-rigidly registered DWI images, but the raw DWI image can also be used. Temporary derivative files are created in a designated directory, which can be safely deleted once the final results files are generated. - -For each registration step, the type of registration can be easily modified in the notebook by changing the value the '-t' parameter to: -* 'r' for rigid -* 'a' for affine -* 's' for nonlinear elastic (SyN) registration - -The pipeline proceeds as follows: -1. Rigid registration of DWI (automatically the b0 volume) to MP2RAGE -2. Affine registration of MP2RAGE to MNI 152 template -3. Application of transformations to: -* DWI to MNI -* DWI segmentation to MP2RAGE then to MNI -* FA map to MP2RAGE then to MNI -* MP2RAGE segmentation to MNI -* T1 map to MNI -4. Creation of standardized Regions of Interest (ROIs) for DWI and MP2RAGE in MNI 152 space -5. Rigid registration of DWI ROI to MP2RAGE ROI (secondary alignment) -6. Application of ROI transformations to DWI, DWI segmentation, and FA map -7. Generation of final results files -8. Optional: Deletion of the temporary working directory - -Step 4 and 5 are necessary because the initial registration introduced an offset in the segmentations. Therefore, the ROI co-registration step corrects this misalignement, as illustrated in the example below: red represents the MP2RAGE segmentation, green represents the DWI segmentation after the initial alignment, and blue represents the DWI after the ROI alignment correction. - -![Segmentation Alignment](segmentation_alignment.png) - -Additionally, outlying values were identified near the edges of both manual segmentations. To ensure plausible values along the optic nerve, Regions of Interest (ROIs) were defined, as illustrated in the example figure below. - -![Segmentation Alignment](optic_nerve_roi.png) - -### Data visualization using data_visualization.ipynb - -Assuming that the results directory and files were generated sucessfully, the only variable that need to be modified in the notebook are 'PROJECT_ROOT' and 'SUBJECT'. - -The main steps in the data visualization workflow are as follow: -1. Load results files based on the specified 'PROJECT_ROOT' and 'SUBJECT'. -2. Extract various slice-wise metrics, including slice index, number of voxels in each segmenation, number of overlapping voxels, Dice coefficient, as well as the mean and standard deviation of T1 and FA values. -3. Compute slice-wise MVF, FVF, and g-ratio using detailed equations and underlying assumptions. -4. Summarize relevant metrics that characterize the overlap between segmentations. -5. Generate plots showing the slice-wise mean of T1, FA, FVF, MVF, and g-ratio, for visual interpretation - -### Segmentation Overlap Metrics Summary (whole optic nerve) -Segmentation overlap metrics showed moderate agreement between manual segmentations with Dice coefficients of 0.4961 ± 0.1703 and 0.3958 ± 0.1234 for subjects 1 and 2, respectively. -| Metric | Subject 1 | Subject 2 | -|--------------------------------|---------------------|---------------------| -| Number of slices analyzed | 32 | 22 | -| Dice coefficient (mean ± std) | 0.4961 ± 0.1703 | 0.3958 ± 0.1234 | -| Average overlapping voxels/slice| 20.8 | 19.0 | -| T1 values inside overlap (mean ± std, s) | 0.99 ± 0.13 | 0.99 ± 0.17 | -| FA values inside overlap (mean ± std) | 0.5886 ± 0.1408 | 0.4370 ± 0.1013 | -| Mean MTVF (mean ± std) | 0.2736 ± 0.0278 | 0.2751 ± 0.0338 | -| Mean MVF (mean ± std) | 0.1368 ± 0.0139 | 0.1375 ± 0.0169 | -| Mean FVF (mean ± std) | 0.3486 ± 0.1594 | 0.2154 ± 0.0680 | -| Mean g-ratio (mean ± std) | 0.7329 ± 0.1019 | 0.5781 ± 0.1614 | - -### Results – MVF, FVF & g-Ratio -Plausibles results were obtained for regions of interest (ROIs) in the optic nerve, with calculated g-ratio values ranging between 0.6 and 0.8 for each subject. The calculated mean for each coronal slice includes both the right and the left optic nerves. -#### Subject 1 - -![Subject 1 metrics](subject1_metrics.png) - -#### Subject 2 - -![Subject 1 metrics](subject2_metrics.png) - -### Tools that I learned during this project -* Python for data processing, scripting, and analysing -* Jupyter Notebooks to organize and run interactive data workflows -* ANTS (Advanced Normalization Tools) for medical image registration and transformation -* Git and GitHub for version control and project collaboration -* BIDS for standardization of the data structure - -### Results -#### Deliverable 1: -A non-invasive method for visualize the mean g-ratio along the coronal slices of the optic nerve. - -#### Deliverable 2: -An executable and fully reproducible processing pipeline that: -* Takes multimodal MRI inputs -* Computer and outputs the mean g-ratio along the optic nerve -* Includes Jupyter Notebooks for data visualization and extraction of relevant statistical metrics - -## Conclusions - -### Can we visualize the g-ratio value along the optic nerve? -Yes. Using the developed pipeline, we successfully mapped and visualized the g-ratio values along the optic nerve in a reproducible and non-invasive manner. This provides meaningful insight into myelin integrity and fiber composition in differents subjects. - -### Encountered issues -#### Atlas max probability optic nerve label -The max probability optic nerve label was initialy used to assess whether manual segmentation was truly necessary, or if this atlas-based label could serve as an automated segmentation alternative. Howerver, the Dice coefficient between the overlapping regions of both manual segmentations and the maximum probability atlas label ranged only from 15% to 20%. Given this low similarity, the maximum probability label was excluded from further analysis. - -#### Registration issue -As previously stated, two registrations issues were encountered. The first was related to the small size (~4-5 voxels wide) and the natural curvature of the optic nerve. Non-affine or elastic registrations tended to deform the optic nerve and create hole in the transformed manual segmentation masks. The second issue involved the alignment of the two manual segmentations: a single rigid registration resulted in an approximate one-slice offset. However, applying a second rigid registration using ROIs was able to correct this initial misalignment. - -#### MTVF vs MVF -Initialy, it was assumed that myelin constitutes nearly 100% of the macromolecular content in white mater like the optic nerve. This assumption led to an overestimation of the Myelin Volume Fraction (MVF) by Macromolecular Tissue Volume Fraction (MTVF), resulting in non-plausible results such as more myelin than fiber. An litterature search revealed that myelin accounts for only 50% of the macromolecular content in white matter. With this correction, plausible values of g-ratio were acheived. - -### Guide to Reproducibility -This project follows the BIDS data structure for standardized input. To reproduce results: -1. Clone the repository -``` -git clone https://github.com/brainhack-school2025/albert-plante_project.git -cd albert-plante_project -``` -2. Set up a Python virtual environment -``` -For Linux/Mac: -python3 -m venv .venv -source .venv/bin/activate - -For Windows: -python -m venv .venv -.venv\Scripts\activate -``` -3. Install required Python packages -``` -pip install -r requirements.txt -``` -4. Install Jupyter Notebook -``` -pip install notebook -``` -5. Install [ANTs](https://github.com/ANTsX/ANTs) and [FSL](https://fsl.fmrib.ox.ac.uk/fsl/docs/#/install/index) -6. Organize data according to BIDS format under 'PROJECT_ROOT'. -7. Modify subject variabes in the notebooks ('PROJECT_ROOT' and 'SUBJECT') -8. Run 'registration.ipynb' to co-register images and create results files. -9. Run 'data_visualization.ipynb' to extract metrics and generate plots. -10. Optional: Clean temporary directories to save space. - -## Troubleshooting -* Registration issues: Because the DWI is normally a slab, multiples rigid registration between DWI and MP2RAGE can be needed because the registration algorithm can fail. -* Missing dependencies: Ensure all Python packages and ANTs binaries are installed and accessible in your environment path. -* File path errors: Verify your BIDS directory structure and that environment variables point to correct locations. -* Plotting errors: Create the metrics dataframe before visualization. - -## Acknowledgement -I would like to thank Nikola Stikov and Agah Karakuzu for their mentorship and expertise, as well as Bas Roker and Ameen Qadi from the Rokers Vision Laboratory in NYU Abu Dhabi. Special thanks also to Eva Alonso Ortiz and Sebastian Rios, the professor and teaching assistant of the course, for their guidance and support. - -## References -Ausmed. (2025, 01). How Does Multiple Sclerosis Affect the Body? | Ausmed. https://www.ausmed.com/learn/articles/multiple-sclerosis-nursing-care - -Barranco Hernandez, J., Luyken, A., Kebiri, H., Stachs, P., Macias Gordaliza, P., Esteban, O., Aleman Gomez, Y., Sznitman, R., Stachs, O., Langner, S., Franceschiello, B., & Bach Cuadra, M. (2024). Eye-Opening Advances: Automated 3D Segmentation, Key Biomarkers Extraction, and the First Large-Scale MRI Eye Atlas. https://doi.org/10.1101/2024.08.15.608051 - -Brainhack School. (n.d.). Training modules. Retrieved June 19, 2025, from https://school-brainhack.github.io/modules/ - -Duval, T., Stikov, N., & Cohen-Adad, J. (2017). Modeling white matter microstructure. Functional Neurology, 31(4), 217–228. https://doi.org/10.11138/FNeur/2016.31.4.217 - -Mezer, A., Yeatman, J. D., Stikov, N., Kay, K. N., Cho, N.-J., Dougherty, R. F., Perry, M. L., Parvizi, J., Hua, L. H., Butts-Pauly, K., & Wandell, B. A. (2013). Quantifying the local tissue volume and composition in individual brains with magnetic resonance imaging. Nature Medicine, 19(12), 1667–1672. https://doi.org/10.1038/nm.3390 - -MS Canada. (2025, February 7). Prevalence and incidence of MS in Canada and around the world | MS Canada. https://mscanada.ca/ms-research/latest-research/prevalence-and-incidence-of-ms-in-canada-and-around-the-world - -MS Trust. (2024, 11). McDonald criteria | MS Trust. https://mstrust.org.uk/a-z/mcdonald-criteria - -Naghizadeh, Y. (2025). Naghizadeh_project. https://github.com/brainhack-school2025/Naghizadeh_project - -NeuroLibre. (n.d.). Retrieved June 19, 2025, from https://neurolibre.org - -qMRLab. (n.d.). Home | qMRLab. Retrieved June 19, 2025, from https://qmrlab.org/ - -Rokers Vision Laboratory. (n.d.). Retrieved June 19, 2025, from https://sites.nyuad.nyu.edu/rokersvisionlaboratory/ - -State University of New York College of Optometry. (2019, December 11). Scientists Discover the Origin of Brain Mapping Diversity for Eye Dominance [Video]. SciTechDaily. https://scitechdaily.com/scientists-discover-the-origin-of-brain-mapping-diversity-for-eye-dominance-video/ - -Stikov, N., Campbell, J. S. W., Stroh, T., Lavelée, M., Frey, S., Novek, J., Nuara, S., Ho, M.-K., Bedell, B. J., Dougherty, R. F., Leppert, I. R., Boudreau, M., Narayanan, S., Duval, T., Cohen-Adad, J., Picard, P.-A., Gasecka, A., Côté, D., & Pike, G. B. (2015). In vivo histology of the myelin g-ratio with magnetic resonance imaging. NeuroImage, 118, 397–405. https://doi.org/10.1016/j.neuroimage.2015.05.023 - -Stikov, N., Perry, L. M., Mezer, A., Rykhlevskaia, E., Wandell, B. A., Pauly, J. M., & Dougherty, R. F. (2011). Bound pool fractions complement diffusion measures to describe white matter micro and macrostructure. NeuroImage, 54(2), 1112–1121. https://doi.org/10.1016/j.neuroimage.2010.08.068 diff --git a/content/en/project/g-ratio_optic_nerve/brain_anatomy_eye.jpg b/content/en/project/g-ratio_optic_nerve/brain_anatomy_eye.jpg deleted file mode 100644 index 4cb2ee58..00000000 Binary files a/content/en/project/g-ratio_optic_nerve/brain_anatomy_eye.jpg and /dev/null differ diff --git a/content/en/project/g-ratio_optic_nerve/index.md b/content/en/project/g-ratio_optic_nerve/index.md deleted file mode 100644 index efd92997..00000000 --- a/content/en/project/g-ratio_optic_nerve/index.md +++ /dev/null @@ -1,353 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-20" # Date you first upload your project. -# Title of your project (we like creative title) -title: "g-Ratio mapping of the optic nerve" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Hugo Albert Plante] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/albert-plante_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/AlexPeng517/BHS2023_Project_SAM_MRI), click `manage topics`. -# Please only lowercase letters -tags: [g-ratio, qmri, dmri, multiple sclerosis] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to accurately compute the optic nerve g-ratio, a key neuroimaging marker reflecting myelin integrity in nerve fibers. Using advances quantitative MRI techniques, it analyses the human optic nerve’s microstructure non-invasively. By integrating MP2RAGE and diffusion MRI, it seeks to improve assessment of myelin and nerve health, contributing to better understanding, early detection, and diagnosis of neurological diseases like multiple sclerosis (MS)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain_anatomy_eye.jpg" ---- - ---- - -# g-Ratio mapping of the optic nerve -## About me - - -
    Hugo Albert Plante -
    - -I am a second-year undergraduate student in Biomedical Engineering at Polytechnique Montreal. I am passionate about science and guided by the belief that “impossible only means that you haven’t found the solution yet.” This mindset drives me to approach challenges with curiosity and persistence, always eager to discover innovative solutions that can make a difference. - -Attending BHS as an undergraduate student was not a simple task, but it made the experience even more rewarding. My goal in participating was to kickstart part of my internship project, focused on developing a vendor-neutral g-ratio protocol for the optic nerve. - -## Project definition - -### Introduction -This project focuses on quantifying myelin integrity in the optic nerve using multimodal MRI. Multiple Sclerosis (MS) causes degradation of the myelin sheath surrounding nerve fibers, impairing neural communication (Ausmed, 2025). Measuring key parameters such as the **g-ratio**, **Myelin Volume Fraction (MVF)**, and **Fiber Volume Fraction (FVF)** enables better understanding and monitoring of demyelination. - -Using MRI-derived maps like T1 and FA, this project aims to compute these metrics non-invasively, providing valuable insights for research and clinical applications in neurological disorders like MS. - -### Background - -#### Multiple Sclerosis and Neuronal Structure -Multiple sclerosis (MS) is an autoimmune disease that affect 2.8 millions peoples worldwide, as of 2020 (MS Canada, 2025). This disease occur when the body’s immune system mistakenly attack the myelin sheath, causing demyelination. A common early symptom of multiple sclerosis is optic neuritis, but as of 2024, it has also become a McDonald criteria for diagnosing MS (MS Trust, 2024). - -#### g-Ratio: A key Metric in Myelin Studies -the g-ratio is a crucial parameter for quantifying the relative thickness of the myelin sheath. It is defined as the ratio between the inner axonal radius (r) and the outer myelinated radius (R) of a nerve fiber: - -$$g=\frac{r}{R}$$ - -This ratio provides insight into myelin integrity and neuronal health. - -#### Volume Fractions and their significance -* **Myelin Volume Fraction (MVF)** represents the proportion of myelin in a given tissue volume. -* **Fiber Volume Fraction (FVF)** represents the proportion of nerve fibers (axons plus myelin) in a given tissue volume. -* **Macromolecular Tissue Volume Fraction (MTVF)** represents the proportion of macromolecules (including myelin) in a given tissue volume. -* The relation between MVF and FVF relates directly to the g-ratio (Stikov et al., 2015): - -$$\frac{MVF}{FVF}=1-g^2$$ - -Using two MRI modalities, MVF and FVF can be calculated non-invasively. -#### Imaging Techniques and Quantitatives Maps -* Macromolecular Tissue Volume Fraction is used as an indirect measure of myelin content. In white matter like the optic nerve, myelin composition approximatively 50% of MTVF (Mezer et al., 2013). It has been shown that MTVF can be derived from the actual value of T1 in an MRI voxel (Mezer et al., 2013): - -$$\frac{1}{1-MTVF}=\frac{0.44202}{T1}+0.94766$$ - -* Fractionnal Anisotropy (FA) obtained from diffusion MRI, has shown have a quadratic relation FVF through simulations (Stikov et al., 2011): - -$$FVF=0.883{FA}^2-0.082FA+0.074$$ - -These imaging-derived metrics allow assessment of neuronal integrity and demyelination in diseases like MS. - -### Main Objectives -* Develop a pipeline for mapping the g-ratio of the optic nerve -* Co-register MP2RAGE, DWI, and their derivatives to a common space (MNI 152) -* Compute g-ratio, MVF, and FVF from segmentations -* Calculate the mean g-ratio along each coronal slice of the optic nerve - -### Personal Objectives -* Improve my programming skills through real-world application -* Familiarize myself with version control tools such as Git and GitHub -* Gain hands-on experience in data processing and medical image analysis -* Contribute to the development of scientific research in biomedical engineering - -## Methods -### Tools -* Jupyter notebooks for scripting -* BIDS standards for reproducibility and standardization -* Python for data vizualisation -* dMRI module and Spinal Cord Toolbox for inspiration and understanding -* BASH for automation -* **ANTs for image registration** -* 3D Slicer and FSLeyes for image visualization and ROI definition -* Git and GitHub for Version Control -* Python Packages: 'matplotlib', 'nibabel', 'pandas', 'numpy' - -### Data -The data used in this study comes for NYU Abu Dhabi (private dataset), where the MP2RAGE and Diffusion MRI acquisitions were performed on 10 healty subjects. Manuals segmentations of the optic nerve were also perfromed for both modalities to extract the relevant MRI metrics. - -For each subject, the dataset includes: -* A raw MP2RAGE image for T1 map extraction -* A denoised and defaced MP2RAGE UNI image -* A DWI b0 image for registration purposes -* A Fractional Anisotropy (FA) map obtained from a Siemens scanner -* Manual segmentations from both MRI modalities - -A supplementary critical part of the project was the analysis of a maximum probability label for the optic eye comming form (Barranco Hernandez et al., 2024). The goal of this integration was to determine wether the maximum probability label could be used as a automated segmentation alternative to manual segmentations. - -An exampale dataset will be upload to this GitHub repository once ethics approval from NYU has been obtained. - -### Project Deliverables -* A non-invasive method for mapping the g-ratio along the optic nerve -* An executable, reproducible pipeline that takes multimodal MRI as an input and outputs the mean g-ratio along the optic nerve -* Jupyter Notebooks for data visualization and statistical metrics extraction - -#### Future Deliverable -* Interactive tutorial-style NeuroLibre publication with interactive figures and data - -### Methodology -1. Data Acquisition -The dataset was acquired using a MP2RAGE and Diffusion MRI sequences on a 3T Siemens scanner located at NYU Abu Dhabi. Ten healthy subjects were scanned, with manual segmentations of the optic nerve performed on both modalities for ground-truth extraction. - -2. Preprocessing -Raw MP2RAGE UNI images were denoised and defaced to facilitate manual segmentation and registration. The denoising process reduces background noise that can interfere with the registration. Native FA maps provided by the scanner were used directly for FVF calculation. However, the FA map extraction and diffusion MRI preprocessing could be done with the diffusion MRI module's preprocessing Jupyter Notebook (Brainhack School, n.d.) or Naghizadeh_project's preprocessing pipeline (Naghizadeh, 2025). - -3. Image Registration -Accurate co-registration between MP2RAGE and DWI is critical due to the small size (~4-5 voxels wide) and the natural curvature of the optic nerve. Multiple registration strategies were tested, including rigid, affine, and elastic transformations, to optimize alignment while preserving anatomical integrity. Elastic registration methods tended to deform the optic nerve, resulting in segmentations inconsistencies, such as holes within manual masks. Ultimately, a combined rigid and affine registration approach was selected as the optimal balance between alignment and standardization to a template (MNI152). Additionally, another registration challenge occured because the DWI acquisitions covered only a slab including the optic nerve. This restriction made the aligment with the MP2RAGE full-volume more complicated. - -4. Parameters Extraction -Quantitative MRI parameters were extracted voxel-wise within the overlapping of both MRI modalities segmentation. This overlapping approach was necessary because DWI images are noisier, producing bulkier segmentation compared to the more precise MP2RAGE segmentation. T1 relaxation maps, obtained from MP2RAGE through qMRLab (qMRLab, n.d.), were used to compute the MTVF via the established formula. The MVF was then calculated by combining the MTVF values with the assumed myelin composition of the tissue. Native extracted FA values were converted to FVF using the quadratic relation derived form simulation (Stikov et al., 2011). - -5. Modeling and Analysis -The mean myelin volume fraction and mean fiber volume fraction were then used to calculate the mean g-ratio value along each coronal slice of the optic nerve. - -6. Visualization and Output -The final pipeline outputs include: -* Coronal slice-wise plot of MVF, FVF, and g-ratio in a standardized (MNI152) space -* Statistics metrics from each coronal slice including the dice coefficient between both modalities segmentations - -## Results -Since the dataset segmentations were not all completed by the submission date, the results presented here focus on only two subjects. - -### Image registration using registration.ipynb -The 'registration.ipynb' Jupyter Notebook contains the full registration workflow, starting from the raw MP2RAGE and DWI images and producing standardized results in the MNI 152 space. - -The first cell of the pipeline sets up the bash environment variables and creates the necessary directories. As the project follows the BIDS data structure standard, each subject's files should follow a directory tree similar to the example below: -
    -Project Directory Structure (click to expand) - -```plaintext -project_root/ -└── data/ - ├── sub-XXX/ - │ ├── anat/ - │ │ └── sub-XXX_T1w.nii.gz - │ └── dwi/ - │ └── sub-XXX_dwi.nii.gz - │ - └── derivatives/ - ├── t1_map/ - │ └── sub-XXX/ - │ └── sub-XXX_t1_map.nii.gz - ├── fa_map/ - │ └── sub-XXX/ - │ └── sub-XXX_scanner_FA.nii.gz - ├── optic_nerve_segmentations/ - │ └── sub-XXX/ - │ ├── anat/ - │ │ └── sub-XXX_label-ON_seg.nii.gz - │ └── dwi/ - │ └── sub-XXX_label-ON_seg.nii.gz - │ - └── templates/ - ├── MNI152_T1_1mm.nii.gz - ├── Atlas_MNI.nii.gz - └── Optic_Nerve_Label_MNI.gz -``` -
    - -Within this data structure, the only environment variables that require customization are 'PROJECT_ROOT' and 'SUBJECT'. In this project, manual segmentations were performed directly on pre-rigidly registered DWI images, but the raw DWI image can also be used. Temporary derivative files are created in a designated directory, which can be safely deleted once the final results files are generated. - -For each registration step, the type of registration can be easily modified in the notebook by changing the value the '-t' parameter to: -* 'r' for rigid -* 'a' for affine -* 's' for nonlinear elastic (SyN) registration - -The pipeline proceeds as follows: -1. Rigid registration of DWI (automatically the b0 volume) to MP2RAGE -2. Affine registration of MP2RAGE to MNI 152 template -3. Application of transformations to: -* DWI to MNI -* DWI segmentation to MP2RAGE then to MNI -* FA map to MP2RAGE then to MNI -* MP2RAGE segmentation to MNI -* T1 map to MNI -4. Creation of standardized Regions of Interest (ROIs) for DWI and MP2RAGE in MNI 152 space -5. Rigid registration of DWI ROI to MP2RAGE ROI (secondary alignment) -6. Application of ROI transformations to DWI, DWI segmentation, and FA map -7. Generation of final results files -8. Optional: Deletion of the temporary working directory - -Step 4 and 5 are necessary because the initial registration introduced an offset in the segmentations. Therefore, the ROI co-registration step corrects this misalignement, as illustrated in the example below: red represents the MP2RAGE segmentation, green represents the DWI segmentation after the initial alignment, and blue represents the DWI after the ROI alignment correction. - -![Segmentation Alignment](segmentation_alignment.png) - -Additionally, outlying values were identified near the edges of both manual segmentations. To ensure plausible values along the optic nerve, Regions of Interest (ROIs) were defined, as illustrated in the example figure below. - -![Segmentation Alignment](optic_nerve_roi.png) - -### Data visualization using data_visualization.ipynb - -Assuming that the results directory and files were generated sucessfully, the only variable that need to be modified in the notebook are 'PROJECT_ROOT' and 'SUBJECT'. - -The main steps in the data visualization workflow are as follow: -1. Load results files based on the specified 'PROJECT_ROOT' and 'SUBJECT'. -2. Extract various slice-wise metrics, including slice index, number of voxels in each segmenation, number of overlapping voxels, Dice coefficient, as well as the mean and standard deviation of T1 and FA values. -3. Compute slice-wise MVF, FVF, and g-ratio using detailed equations and underlying assumptions. -4. Summarize relevant metrics that characterize the overlap between segmentations. -5. Generate plots showing the slice-wise mean of T1, FA, FVF, MVF, and g-ratio, for visual interpretation - -### Segmentation Overlap Metrics Summary (whole optic nerve) -Segmentation overlap metrics showed moderate agreement between manual segmentations with Dice coefficients of 0.4961 ± 0.1703 and 0.3958 ± 0.1234 for subjects 1 and 2, respectively. -| Metric | Subject 1 | Subject 2 | -|--------------------------------|---------------------|---------------------| -| Number of slices analyzed | 32 | 22 | -| Dice coefficient (mean ± std) | 0.4961 ± 0.1703 | 0.3958 ± 0.1234 | -| Average overlapping voxels/slice| 20.8 | 19.0 | -| T1 values inside overlap (mean ± std, s) | 0.99 ± 0.13 | 0.99 ± 0.17 | -| FA values inside overlap (mean ± std) | 0.5886 ± 0.1408 | 0.4370 ± 0.1013 | -| Mean MTVF (mean ± std) | 0.2736 ± 0.0278 | 0.2751 ± 0.0338 | -| Mean MVF (mean ± std) | 0.1368 ± 0.0139 | 0.1375 ± 0.0169 | -| Mean FVF (mean ± std) | 0.3486 ± 0.1594 | 0.2154 ± 0.0680 | -| Mean g-ratio (mean ± std) | 0.7329 ± 0.1019 | 0.5781 ± 0.1614 | - -### Results – MVF, FVF & g-Ratio -Plausibles results were obtained for regions of interest (ROIs) in the optic nerve, with calculated g-ratio values ranging between 0.6 and 0.8 for each subject. The calculated mean for each coronal slice includes both the right and the left optic nerves. -#### Subject 1 - -![Subject 1 metrics](subject1_metrics.png) - -#### Subject 2 - -![Subject 1 metrics](subject2_metrics.png) - -### Tools that I learned during this project -* Python for data processing, scripting, and analysing -* Jupyter Notebooks to organize and run interactive data workflows -* ANTS (Advanced Normalization Tools) for medical image registration and transformation -* Git and GitHub for version control and project collaboration -* BIDS for standardization of the data structure - -### Results -#### Deliverable 1: -A non-invasive method for visualize the mean g-ratio along the coronal slices of the optic nerve. - -#### Deliverable 2: -An executable and fully reproducible processing pipeline that: -* Takes multimodal MRI inputs -* Computer and outputs the mean g-ratio along the optic nerve -* Includes Jupyter Notebooks for data visualization and extraction of relevant statistical metrics - -## Conclusions - -### Can we visualize the g-ratio value along the optic nerve? -Yes. Using the developed pipeline, we successfully mapped and visualized the g-ratio values along the optic nerve in a reproducible and non-invasive manner. This provides meaningful insight into myelin integrity and fiber composition in differents subjects. - -### Encountered issues -#### Atlas max probability optic nerve label -The max probability optic nerve label was initialy used to assess whether manual segmentation was truly necessary, or if this atlas-based label could serve as an automated segmentation alternative. Howerver, the Dice coefficient between the overlapping regions of both manual segmentations and the maximum probability atlas label ranged only from 15% to 20%. Given this low similarity, the maximum probability label was excluded from further analysis. - -#### Registration issue -As previously stated, two registrations issues were encountered. The first was related to the small size (~4-5 voxels wide) and the natural curvature of the optic nerve. Non-affine or elastic registrations tended to deform the optic nerve and create hole in the transformed manual segmentation masks. The second issue involved the alignment of the two manual segmentations: a single rigid registration resulted in an approximate one-slice offset. However, applying a second rigid registration using ROIs was able to correct this initial misalignment. - -#### MTVF vs MVF -Initialy, it was assumed that myelin constitutes nearly 100% of the macromolecular content in white mater like the optic nerve. This assumption led to an overestimation of the Myelin Volume Fraction (MVF) by Macromolecular Tissue Volume Fraction (MTVF), resulting in non-plausible results such as more myelin than fiber. An litterature search revealed that myelin accounts for only 50% of the macromolecular content in white matter. With this correction, plausible values of g-ratio were acheived. - -### Guide to Reproducibility -This project follows the BIDS data structure for standardized input. To reproduce results: -1. Clone the repository -``` -git clone https://github.com/brainhack-school2025/albert-plante_project.git -cd albert-plante_project -``` -2. Set up a Python virtual environment -``` -For Linux/Mac: -python3 -m venv .venv -source .venv/bin/activate - -For Windows: -python -m venv .venv -.venv\Scripts\activate -``` -3. Install required Python packages -``` -pip install -r requirements.txt -``` -4. Install Jupyter Notebook -``` -pip install notebook -``` -5. Install [ANTs](https://github.com/ANTsX/ANTs) and [FSL](https://fsl.fmrib.ox.ac.uk/fsl/docs/#/install/index) -6. Organize data according to BIDS format under 'PROJECT_ROOT'. -7. Modify subject variabes in the notebooks ('PROJECT_ROOT' and 'SUBJECT') -8. Run 'registration.ipynb' to co-register images and create results files. -9. Run 'data_visualization.ipynb' to extract metrics and generate plots. -10. Optional: Clean temporary directories to save space. - -## Troubleshooting -* Registration issues: Because the DWI is normally a slab, multiples rigid registration between DWI and MP2RAGE can be needed because the registration algorithm can fail. -* Missing dependencies: Ensure all Python packages and ANTs binaries are installed and accessible in your environment path. -* File path errors: Verify your BIDS directory structure and that environment variables point to correct locations. -* Plotting errors: Create the metrics dataframe before visualization. - -## Acknowledgement -I would like to thank Nikola Stikov and Agah Karakuzu for their mentorship and expertise, as well as Bas Roker and Ameen Qadi from the Rokers Vision Laboratory in NYU Abu Dhabi. Special thanks also to Eva Alonso Ortiz and Sebastian Rios, the professor and teaching assistant of the course, for their guidance and support. - -## References -Ausmed. (2025, 01). How Does Multiple Sclerosis Affect the Body? | Ausmed. https://www.ausmed.com/learn/articles/multiple-sclerosis-nursing-care - -Barranco Hernandez, J., Luyken, A., Kebiri, H., Stachs, P., Macias Gordaliza, P., Esteban, O., Aleman Gomez, Y., Sznitman, R., Stachs, O., Langner, S., Franceschiello, B., & Bach Cuadra, M. (2024). Eye-Opening Advances: Automated 3D Segmentation, Key Biomarkers Extraction, and the First Large-Scale MRI Eye Atlas. https://doi.org/10.1101/2024.08.15.608051 - -Brainhack School. (n.d.). Training modules. Retrieved June 19, 2025, from https://school-brainhack.github.io/modules/ - -Duval, T., Stikov, N., & Cohen-Adad, J. (2017). Modeling white matter microstructure. Functional Neurology, 31(4), 217–228. https://doi.org/10.11138/FNeur/2016.31.4.217 - -Mezer, A., Yeatman, J. D., Stikov, N., Kay, K. N., Cho, N.-J., Dougherty, R. F., Perry, M. L., Parvizi, J., Hua, L. H., Butts-Pauly, K., & Wandell, B. A. (2013). Quantifying the local tissue volume and composition in individual brains with magnetic resonance imaging. Nature Medicine, 19(12), 1667–1672. https://doi.org/10.1038/nm.3390 - -MS Canada. (2025, February 7). Prevalence and incidence of MS in Canada and around the world | MS Canada. https://mscanada.ca/ms-research/latest-research/prevalence-and-incidence-of-ms-in-canada-and-around-the-world - -MS Trust. (2024, 11). McDonald criteria | MS Trust. https://mstrust.org.uk/a-z/mcdonald-criteria - -Naghizadeh, Y. (2025). Naghizadeh_project. https://github.com/brainhack-school2025/Naghizadeh_project - -NeuroLibre. (n.d.). Retrieved June 19, 2025, from https://neurolibre.org - -qMRLab. (n.d.). Home | qMRLab. Retrieved June 19, 2025, from https://qmrlab.org/ - -Rokers Vision Laboratory. (n.d.). Retrieved June 19, 2025, from https://sites.nyuad.nyu.edu/rokersvisionlaboratory/ - -State University of New York College of Optometry. (2019, December 11). Scientists Discover the Origin of Brain Mapping Diversity for Eye Dominance [Video]. SciTechDaily. https://scitechdaily.com/scientists-discover-the-origin-of-brain-mapping-diversity-for-eye-dominance-video/ - -Stikov, N., Campbell, J. S. W., Stroh, T., Lavelée, M., Frey, S., Novek, J., Nuara, S., Ho, M.-K., Bedell, B. J., Dougherty, R. F., Leppert, I. R., Boudreau, M., Narayanan, S., Duval, T., Cohen-Adad, J., Picard, P.-A., Gasecka, A., Côté, D., & Pike, G. B. (2015). In vivo histology of the myelin g-ratio with magnetic resonance imaging. NeuroImage, 118, 397–405. https://doi.org/10.1016/j.neuroimage.2015.05.023 - -Stikov, N., Perry, L. M., Mezer, A., Rykhlevskaia, E., Wandell, B. A., Pauly, J. M., & Dougherty, R. F. (2011). Bound pool fractions complement diffusion measures to describe white matter micro and macrostructure. NeuroImage, 54(2), 1112–1121. https://doi.org/10.1016/j.neuroimage.2010.08.068 diff --git a/content/en/project/g-ratio_optic_nerve/optic_nerve_roi.png b/content/en/project/g-ratio_optic_nerve/optic_nerve_roi.png deleted file mode 100644 index 7eca1cb3..00000000 Binary files a/content/en/project/g-ratio_optic_nerve/optic_nerve_roi.png and /dev/null differ diff --git a/content/en/project/g-ratio_optic_nerve/segmentation_alignment.png b/content/en/project/g-ratio_optic_nerve/segmentation_alignment.png deleted file mode 100644 index d2303b45..00000000 Binary files a/content/en/project/g-ratio_optic_nerve/segmentation_alignment.png and /dev/null differ diff --git a/content/en/project/g-ratio_optic_nerve/subject1_metrics.png b/content/en/project/g-ratio_optic_nerve/subject1_metrics.png deleted file mode 100644 index b8842154..00000000 Binary files a/content/en/project/g-ratio_optic_nerve/subject1_metrics.png and /dev/null differ diff --git a/content/en/project/g-ratio_optic_nerve/subject2_metrics.png b/content/en/project/g-ratio_optic_nerve/subject2_metrics.png deleted file mode 100644 index a41fbbd5..00000000 Binary files a/content/en/project/g-ratio_optic_nerve/subject2_metrics.png and /dev/null differ diff --git a/content/en/project/general-spinal-cord-segmentation/BASEL_TESTS.png b/content/en/project/general-spinal-cord-segmentation/BASEL_TESTS.png deleted file mode 100644 index 4d3f8bdb..00000000 Binary files a/content/en/project/general-spinal-cord-segmentation/BASEL_TESTS.png and /dev/null differ diff --git a/content/en/project/general-spinal-cord-segmentation/background.png b/content/en/project/general-spinal-cord-segmentation/background.png deleted file mode 100644 index f788f214..00000000 Binary files a/content/en/project/general-spinal-cord-segmentation/background.png and /dev/null differ diff --git a/content/en/project/general-spinal-cord-segmentation/cover_image.png b/content/en/project/general-spinal-cord-segmentation/cover_image.png deleted file mode 100644 index 014b8775..00000000 Binary files a/content/en/project/general-spinal-cord-segmentation/cover_image.png and /dev/null differ diff --git a/content/en/project/general-spinal-cord-segmentation/frameworks.png b/content/en/project/general-spinal-cord-segmentation/frameworks.png deleted file mode 100644 index fed7ca78..00000000 Binary files a/content/en/project/general-spinal-cord-segmentation/frameworks.png and /dev/null differ diff --git a/content/en/project/general-spinal-cord-segmentation/index.md b/content/en/project/general-spinal-cord-segmentation/index.md deleted file mode 100644 index ebc10b4a..00000000 --- a/content/en/project/general-spinal-cord-segmentation/index.md +++ /dev/null @@ -1,136 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-05-19" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Spinal Cord Segmentation Generalizable Across Datasets" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/bouchard_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -# website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [mri, segmentation, spinal cord, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "My idea is to train a deep learning model on multiple (4) spinal cord segmentation datasets to improve generalizability to new contrasts, vendors, pathologies, etc... - -My project aims to train the nnU-Net model architecture, a state-of-the-art deep learning architecture for biomedical segmentation, on four aggregated datasets and compare its generalizability capabilities with the four specific models trained on each individual dataset. I will conclude by comparing the two approaches on a fifth and sixth dataset outside of the training domain." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover_image.png" ---- - - -## Project definition - -### Background - -![Background overview](background.png) - -Spinal cord segmentation is the process of identifying the spinal cord area in MRI images. This is clinically relevant notably to compute cross-sectional area for the diagnosis and monitoring of neurodegenerative diseases such as multiple sclerosis. - -Performing automatic spinal cord segmentation is complicated even with deep learning methods due to the wide range of MRIs that can be produced from various contrasts, machine vendors and pathologies of the patient. This results in very different output images that no individual model can handle yet. - -Typically, we use one model per data sub-set to reduce the complexity of the task, like a specific contrast (e.g. T2w), and end up with *N* models where we test each of them to select the optimal model for new images. This is not reliable and scalable. - -My goal is to build a more general model to automatically perform spinal cord segmentation across contrasts, vendors and pathologies. - -Below is a visual example of the segmentation result on one subject using a contrast outside of the training scheme comparing the ground truth or manual segmentation (left) with the aggregated model (center) and one of the specific models (right). - -![Visual result example](result_basel_visual.gif) - -### Tools - -Main tools: Python/Pytorch/Git/ssh/Jupyter Notebooks - -Most important: [nnU-Net](https://github.com/MIC-DKFZ/nnUNet) -> a state-of-the-art “self-configuring method for deep learning-based biomedical image segmentation”. - - -### Methodology -Train and compare 2 frameworks (individual models vs. general model) for performing automatic spinal cord segmentation. - -![Frameworks overview](frameworks.png) - -### Data - -Various (6) Spinal Cord MRI datasets available at Neuropoly with manual segmentation. - -Our training datasets: -* Spine Generic Public Database* (multi-subject), n=244, 3 vendors, 6 contrasts (T2w, T1w, T2*w, 3D axial GRE (MTon), GRE-T1w (MToff), DWI), pathology: Mild Compression, Healthy Controls. -* INSPIRED, n=79, 1 contrast (acq-cspineAxial_T2w), pathology: Degenerative Cervical Myelopathy (38), Spinal Cord Injury, Healthy Controls. -* SCI-Colorado, n=80, 1 contrast (T2w), pathology: Spinal Cord Injury. -* Canproco, n=445, 1 contrast (T2w), pathology: MS. - -Test datasets (outside training distribution): -* Basel-mp2rage, n=283, 1 contrast (MP2RAGE "UNI"), pathology: Multiple Sclerosis (180), Healthy Controls (103). -* Extra: [Rohan](https://github.com/brainhack-school2023/banerjee_project)’s fMRI test set, n=8, 1 contrast (EPI-GRE). - - -**Cohen-Adad, J., Alonso-Ortiz, E., Abramovic, M., Arneitz, C., Atcheson, N., Barlow, L., Barry, R.L., Barth, M., Battiston, M., Büchel, C., et al.: Open-access quantitative mri data of the spinal cord and reproducibility across participants, sites and manufacturers. Scientific data 8(1), 219 (2021) - -### Objectives - -* Create a script for converting N BIDS datasets into one large “nnU-Net-ready” dataset train/test split. Read more [here](https://github.com/brainhack-school2023/bouchard_project/tree/main/docs). -* Compare a general model to specific models for spinal cord segmentation on the datasets’ test sets. Results shown [here](https://github.com/brainhack-school2023/bouchard_project/blob/main/results/results_analysis.ipynb). -* Test the resulting 2 frameworks on a fifth and sixth dataset to demonstrate the generalizability capabilities of the larger model. Results shown [here](https://github.com/brainhack-school2023/bouchard_project/blob/main/results/results_analysis.ipynb). - -### Deliverables - -* A [Github repository](https://github.com/brainhack-school2023/bouchard_project) with codes and scripts to reproduce training and testing. -* A [jupyter notebook](https://github.com/brainhack-school2023/bouchard_project/blob/main/results/results_analysis.ipynb) of the analysis codes and visualizations for comparing the results. -* Documentation. This README file and the README in `docs/`. -* Model checkpoints for the nnUnet models trained on all 4 datasets (right now available on /duke for Neuropoly members). - -## Results - -### Progress overview - -The project was initiated by Louis-François Bouchard, based on the existing BrainHack template. I started from existing scripts for the nnU-Net method and adapted them for my needs. There are now all necessary updated scripts in the `scripts` folder and documentation in `docs` through a clear README file to reproduce the project. A notebook is available with all results as well as the final project presentation powerpoint for more information. Ultimately, the project was a success and the hypothesis (aggregating datasets == better general model) was confirmed. - -### Tools I learned during this project - - * **Git, GitHub, Git-Annex -** I learned to better use git, github and git-annex for training models and creating a project repository with appropriate documentation and hierarchy. - * **nnU-Net -** I learned to successfully prepare data, train a model, and analyze the results for spinal cord segmentation using the nnU-Net model framework (library). - * **Python/Pytorch/Notebooks/BIDS/ssh/GPU training/bash -** I got more familiar with pytorch for training and testing models remotely on a server with multiple GPUs. I also used and wrote many bash scripts for pre-processing images (from BIDS to nnU-Net, but also re-orienting, resampling..) and automate tasks more efficiently. Overall, this project helped me develop important skills as well as understanding the necessary steps in working on this kind of project from scratch. - -### Results - -#### Deliverable 1: A GitHub repository with code and scripts to reproduce the project - -This README along with the README in the `docs` folder allows anyone to reproduce these experiments and use the `scripts/` and notebooks adapting the commands with their own paths and data. - -#### Deliverable 2: A notebook with results analysis - -The deliverable 2 is available in the [results/](https://github.com/brainhack-school2023/bouchard_project/tree/main/results) folder where I show both quantitative (mean dice results) and qualitative (visual results) results of the different (3) experiments. -The experiments were (i) to compare the general model to specific models on their respective tasks (e.g. compare the general model to the spine generic-trained model on the spine generic test set to see if the general model kept a similar "understanding" of this sub-set of the data), (ii) compare the general model to the specific models to two unseen sets of data (with unseen image contrasts), including the Basel dataset with MP2RAGE contrast and [Rohan](https://github.com/brainhack-school2023/banerjee_project)'s fMRI test set with EPI-GRE contrast. - -Bellow is the most important outcome, showing how the aggregated (or general) model outperforms specific models on unseen data, here reporting the mean dice over the Basel-MP2RAGE dataset, which uses a contrast (MP2RAGE) that was not seen in any training scheme prior testing. - -![Dice comparison on Basel-MP2RAGE with all approaches](BASEL_TESTS.png) - -See more interesting results in [the notebook](https://github.com/brainhack-school2023/bouchard_project/blob/main/results/results_analysis.ipynb)! - - -#### Deliverable 3: Documentation - -I believe this documentation along with `docs/README` and the comments in the different scripts allows for anyone to re-use and replicate this project easily. - -#### Deliverable 4: Model checkpoints - -Right now the models are available on `duke/` for Neuropoly students. An improved version of the general model will be shared and pushed to [SCT](https://github.com/sct-pipeline) once the results are satisfying enough. - -## Conclusion and acknowledgement - -To conclude, I believe this project was a success, showing how aggregating datasets can build a more general model while keeping the "specialized capabilities" similar. Adding more diverse data is a promising next step to further improve the model as well as performing proper visual analysis and cross-validation to ensure the validity of the results and better understand the results' quality and problems to solve. - -I wanted to highlight some limitations of this project like the fact that the datasets are of various sizes, which may hurt the comparison. Likewise, most datasets use the T2w contrast only, which is not ideal for building a more general model, but was the only way to correctly split our dataset and keep contrast "not seen in training" outside any training frameworks and only in our testing datasets. Finally, the time constraints didn't allow me to perform proper cross-validation of the different models as well as in-depth analysis of the results visually, as mentioned above for an interesting next step. - -Still, the goal of this project was to learn how to use nnU-Net, improve my git, github and git-annex skills and improve my understanding of MRIs, contrasts and spinal cord segmentation. In those terms, the project was a success and is a promising start for my PhD work. \ No newline at end of file diff --git a/content/en/project/general-spinal-cord-segmentation/result_basel_visual.gif b/content/en/project/general-spinal-cord-segmentation/result_basel_visual.gif deleted file mode 100644 index 91bfa17b..00000000 Binary files a/content/en/project/general-spinal-cord-segmentation/result_basel_visual.gif and /dev/null differ diff --git a/content/en/project/increasing-accessibility-brainage/Normative brain age.png b/content/en/project/increasing-accessibility-brainage/Normative brain age.png deleted file mode 100644 index c9afa0f2..00000000 Binary files a/content/en/project/increasing-accessibility-brainage/Normative brain age.png and /dev/null differ diff --git a/content/en/project/increasing-accessibility-brainage/index.md b/content/en/project/increasing-accessibility-brainage/index.md deleted file mode 100644 index f28b5baf..00000000 --- a/content/en/project/increasing-accessibility-brainage/index.md +++ /dev/null @@ -1,94 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-19" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Increasing Accessibility of BrainAGE Open Access Calculators" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Jiya Shah, Eleanor Pak Wai Lam, Isabella Monaghan Chow, Khubaib Choudry] - -# Your project GitHub repository URL -github_repo: https://github.com/shahjiya/brainhack_brainage_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [BrainAGE, Calculator, Reproducibility, sMRI, R-tools] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to increase the accessibility and reproducibility of open-access BrainAGE calculators. We developed RMarkdown documents designed to help standardize diverse structural MRI outputs into the specific formats required by different BrainAGE calculators. By simplifying these complex input requirements and centralizing these tools in a public GitHub repository, our work helps reduce technical barriers, enabling more researchers to easily leverage BrainAGE models in their neuroimaging studies and promote broader scientific use." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Normative brain age.png" ---- - -## Project definition - -### Background - -#### Our group -We are a group of MSc students from the Institute of Medical Science at the University of Toronto, conducting our thesis research in collaboration with the Centre for Addiction and Mental Health (CAMH). Although our individual projects examine diverse aspects of mental health through various methodologies, we share a strong collective interest in advancing research in this field. - -#### Project background -Normative brain age modelling is a technique that uses structural MRI (sMRI) data to estimate an individual’s brain age by comparing it to a normative reference group. The difference between predicted brain age and chronological age, known as the Brain Age Gap Estimate (BrainAGE),can provide insights into atypical brain aging or neurodegenerative risk. A number of open-access BrainAGE calculators have been developed, but they often differ in required input features, preprocessing steps, and anatomical atlases, making them difficult to use without specialized technical knowledge. This lack of standardization and unclear input requirements pose barriers to accessibility and reproducibility across studies. - -### Tools - -The project utilizes a range of tools and platforms to support development, reproducibility, and open dissemination: -- R Programming Language: Core environment for data processing and script development. -- RMarkdown: Integrates code, analysis, and narrative into reproducible documents. -- Git & GitHub: Enables version control, collaborative development, and public access to project materials. -- Visual Studio Code (VS Code): Integrated development environment for managing project files and workflows. -- Targeted BrainAGE Models: Input standardization tools were developed for a variety of open-access calculators, including: - Whole-brain models: NAPR, Developmental BrainAGE, Kauffman BrainAGE, and BrainAGE - Region-/tissue-specific models: CentileBrain, Network-BrainAGE, and BrainChart.io - -### Data -This project uses normative neuroimaging data from the Reproducible Brain Charts initiative, specifically the Healthy Brain Network (HBN) subset. The HBN provides openly available, preprocessed structural MRI features from a large developmental cohort (ages 5–21). - -### Deliverables - -Our main deliverable is a publicly accessible GitHub repository housing all RMarkdown tools and documentation for standardizing BrainAGE calculator inputs. - -## Results - -### Progress overview - -The final presentation of this project was delivered on May 30, 2025. All planned deliverables were completed and are available in the project’s GitHub repository. All scripts have been tested with the HBN dataset and are running successfully. Initial issues related to column matching and output formatting have been resolved. - -### Tools we learned during this project - -* Git & GitHub: Collaborating on RMarkdown scripts and resolving issues highlighted the critical role of Git. We gained hands-on experience using Git for version control and GitHub for team collaboration, particularly in troubleshooting and merging code. -* Bash/Terminal: We developed proficiency in fundamental command-line operations (e.g., cd, ls, mkdir) for navigating directories, managing files, and organizing project outputs, which are skills essential for handling data and executing scripts efficiently. -* R Programming: SFor some team members, this project was their first opportunity to use R extensively. It enabled us to learn and build skills in data wrangling, scripting, and applying R for more complex data manipulation and analysis within the project’s scope. - -### Results - -#### Deliverable: A GitHub Repository - -We developed a suite of RMarkdown scripts to standardize and streamline data preparation for open-access BrainAGE calculators. These tools are publicly available in a centralized GitHub repository (github.com/shahjiya/brainhack_brainage_project), providing researchers with easy access to reproducible workflows and comprehensive documentation. - -Key contributions include: - -HBN RBC Data Preparation Guide: An RMarkdown document (HBN_data.Rmd) that presents a reproducible pipeline for downloading structural MRI data from the Healthy Brain Network Reproducible Brain Charts (HBN RBC) dataset, aggregating files into CSV format, and reformatting regional surface statistics to ensure compatibility with multiple brain atlases and BrainAGE models. - -Calculator-Specific Data Wrangling Scripts: Seven RMarkdown scripts designed to transform demographic and MRI data into the precise input formats required by various BrainAGE calculators. These scripts automate column mapping, renaming, type conversions, and output generation to facilitate seamless integration. The scripts are: BrainAGE_regular.Rmd, Developmental_brain_age.Rmd, NAPR_analysis.Rmd, Network_BrainAGE.Rmd, brainchart.io.Rmd, centilebrain_template.Rmd, kauffman_brainage.Rmd - - -## Conclusion -This project lays the foundation for improving the accessibility and reproducibility of open-access BrainAGE calculators by standardizing input formats and simplifying data preparation. The tools can be adapted to other datasets or extended to additional BrainAGE models. Future work may include developing a web-based interface to further reduce technical barriers and expand the use of brain age modelling in neuroimaging research. - -## Acknowledgement -We would like to thank BrainHack School 2025 for organizing this course and creating a supportive learning environment. As a team with diverse coding experience, we faced many challenges along the way. We are especially grateful to our group members, course instructor, and TA for their patience, guidance, and encouragement throughout the project. - -## References - * Franke K, Ziegler G, Klöppel S, Gaser C. 2010. Estimating the age of healthy subjects from T1-weighted MRI scans using kernel methods: exploring the influence of various parameters. NeuroImage. 50(3):883–892. https://doi.org/10.1016/j.neuroimage.2010.01.005 - * Cole JH, Ritchie SJ, Bastin ME, Valdés Hernández MC, Muñoz Maniega S, Royle N, Corley J, Pattie A, Harris SE, Zhang Q, et al. 2018. Brain age predicts mortality. Mol Psychiatry. 23(5):1385–1392. https://doi.org/10.1038/mp.2017.62 - * Rokicki J, Wolfers T, Nordhøy W, Tesli N, Quintana DS, Alnæs D, Richard G, Lange AM, Lund MJ, Norbom LB, et al. 2021. Multimodal imaging improves brain age prediction and reveals distinct abnormalities in patients with psychiatric and neurological disorders. Hum Brain Mapp. 42(6):1714–1726. https://doi.org/10.1002/hbm.25323 - * Habes M, Pomponio R, Shou H, Doshi J, Mamourian E, Erus G, Nasrallah IM, Launer LJ, Rashid T, Bilgel M, et al. 2021. The Brain Chart of Aging: Machine-learning analytics reveals links between brain aging, white matter disease, amyloid burden, and cognition in the iSTAGING consortium. Alzheimers Dement. 17(1):89–102. https://doi.org/10.1002/alz.12178 - * Boyle R, Knight SP, de Lange AMG, Abe Y, Kievit RA. 2021. Brain-predicted age difference score is related to specific cognitive functions: a multi-site replication analysis. Brain Imaging Behav. 15(1):327–345. https://doi.org/10.1007/s11682-020-00321-9 - \ No newline at end of file diff --git a/content/en/project/malikkabegum_project/Deliverable 1_FDR correction.png b/content/en/project/malikkabegum_project/Deliverable 1_FDR correction.png deleted file mode 100644 index cb079f77..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 1_FDR correction.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/Deliverable 1_Heatmap.png b/content/en/project/malikkabegum_project/Deliverable 1_Heatmap.png deleted file mode 100644 index 8c1ba5f3..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 1_Heatmap.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/Deliverable 1_T-test.png b/content/en/project/malikkabegum_project/Deliverable 1_T-test.png deleted file mode 100644 index 6c6c7509..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 1_T-test.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/Deliverable 1_significant connections ADHD vs TD.png b/content/en/project/malikkabegum_project/Deliverable 1_significant connections ADHD vs TD.png deleted file mode 100644 index 60b6235f..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 1_significant connections ADHD vs TD.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/Deliverable 2_Brain regions.png b/content/en/project/malikkabegum_project/Deliverable 2_Brain regions.png deleted file mode 100644 index d2e37bce..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 2_Brain regions.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/Deliverable 2_ROI regions.png b/content/en/project/malikkabegum_project/Deliverable 2_ROI regions.png deleted file mode 100644 index e22ea15f..00000000 Binary files a/content/en/project/malikkabegum_project/Deliverable 2_ROI regions.png and /dev/null differ diff --git a/content/en/project/malikkabegum_project/index.md b/content/en/project/malikkabegum_project/index.md deleted file mode 100644 index 04b9e9ce..00000000 --- a/content/en/project/malikkabegum_project/index.md +++ /dev/null @@ -1,89 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-11" # Date you first upload your project. -title: "Dynamic Functional Connectivity of the Default Mode Network in ADHD" - -names: [Malikka Begum Binte Habib Mohamed] - -github_repo: https://github.com/malikkabegum/malikkabegum_project - -website: - -tags: [brainhack, ADHD, neuroimaging, connectivity] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project examines dynamic functional connectivity (dFC) within the Default Mode Network (DMN) in children with ADHD using the ADHD-200 dataset. Key methods of analyses include time-varying correlation, clustering of connectivity states, and group comparisons to understand how brain network dynamics differ in ADHD" -image: "Deliverable 2_Brain regions.png" ---- - -## Project definition - -Attention-Deficit/Hyperactivity Disorder (ADHD) is associated with disruptions in large-scale brain networks, particularly the Default Mode Network (DMN). While many studies focus on static connectivity, dynamic functional connectivity (dFC) offers a time-resolved view of how brain regions interact across time. This approach may uncover temporal patterns in connectivity that differ between typically developing children and those with ADHD. - -This project leverages resting-state fMRI data (.1D) from the ADHD-200 dataset and investigates time-varying functional connectivity between DMN regions using the sliding window method. - -### Background - -Resting-state fMRI data allows us to study intrinsic brain network connectivity without task constraints. The Default Mode Network (DMN, including regions such as the medial prefrontal cortex (mPFC), posterior cingulate cortext (PCC), and angular gyrus, has shown atypical patterns in children with ADHD. This project uses dynamic functional connectivity (dFC) methods to analyse how these patterns change over time in ADHD versus typically developing children. - -The data is from the publicly available ADHD-200 dataset (http://fcon_1000.projects.nitrc.org/indi/adhd200/) sample, using preposed time series data from the Athena pipeline and focusing on DMN-related ROIs based on the AAL atlas. - -### Tools - -The "project template" project will rely on the following technologies: - * Markdown, to structure and format the project description text. - * The Hugo website framework which is used by the BHS website. This makes it possible to easily add the markdown project description to the website. - * Adding the project to the website relies on github, through pull requests. - -### Data - -The ADHD-200 dataset was used for this project. Ultimately, this project template will be used by all BrainHack School (BHS) participants. Data from various projects will be aggregated on the following page, creating an example gallery for future BrainHack School students. - -### Deliverables - -At the end of this project, we will have: - - a completed and revised markdown document detailing the dynamic functional connectivity analysis of the Default Mode Network in ADHD using the ADHD-200 dataset. -- a gallery entry showcasing this project alongside other student projects from BrainHack 2025. - -## Results - -Dynamic correlation matrices were computed for each participant using a sliding window approach. -Group-level state metrics (e.g., number of transitions, mean dwell time) were compared across ADHD and control groups. -Reduced DMN coherence in ADHD, particularly between the left medial superior frontal gyrus and PCC. -ADHD participants spend less time in strongly connected DMN states. -The left medial superior frontal gyrus showed a statistically significant difference (p < 0.05) in connectivity strength - possibly indicating a regional hub alteration in ADHD. - -### Progress overview - -The analysis pipeline was implemented from scratch and validated using multiple test cases. Dynamic connectivity states were successfully derived from all participants, and significant group differences were identified in key metrics, particularly involving the mPFC-PCC connection. - -### Tools I learned during this project - -How to extract and preprocess region-specific time series from fMRI. -Dynamic functional connectivity analysis using sliding windows. -Means clustering on correlation matrices. -Visualization of brain network dynamics. -Using Git and GitHub for documentation and reproducibility. - -### Results - -#### Deliverable 1: significant differences between ADHD and typically developing children. - -Reduced dwell time and lower connectivity strength in specific DMN states among ADHD participants (refer to images). - -#### Deliverable 2: specific affection regions - -mPFC-PCC showed the most robust group difference, suggesting a central role in DMN disruption in ADHD (refer to images). - -##### Dynamic Functional Connectivity in ADHD pipeline by Malikka Begum - -The repository of this project can be found here (https://github.com/malikkabegum/malikkabegum_project). The objective was to investigate alterations in the dynamics of the Default Mode Network (DMN) in children with ADHD using resting-state fMRI data from the ADHD-200 dataset. The motivation behind this task is to study the dynamic properties of connectivity to offer deeper insights into the neural mechanisms underlying attentional instability and cognitive variability in ADHD. The repo features: -* a Jupyter notebook for the full dFC analysis pipeline using sliding window correlations, means clustering, statistical comparison scripts to assess group differences in state frequency, dwell time and ROI-ROI connectivity. -* a detailed README -* figures showing state patterns and group comparisons -* Detailed requirements files, making it easy for others to replicate the environment of the notebook. - -## Conclusion and acknowledgement - -This project highlights altered dynamic network behaviour in ADHD, especially within the core DMN. It adds to growing evidence that temporal dynamic-not just static connectivity-may underlie attentional difficulties. Thanks to the BrainHack School Singapore and Taiwan teaching team, especially Prof Chen, Dr. Goh for their invaluable support and guidance and the supportive TAs for guidance throughout. diff --git a/content/en/project/many-faces-of-fear/fearfaces.png b/content/en/project/many-faces-of-fear/fearfaces.png deleted file mode 100644 index c39a7497..00000000 Binary files a/content/en/project/many-faces-of-fear/fearfaces.png and /dev/null differ diff --git a/content/en/project/many-faces-of-fear/glm-results-all-runs-anat.png b/content/en/project/many-faces-of-fear/glm-results-all-runs-anat.png deleted file mode 100644 index cdee0b3f..00000000 Binary files a/content/en/project/many-faces-of-fear/glm-results-all-runs-anat.png and /dev/null differ diff --git a/content/en/project/many-faces-of-fear/glm-results-single-run-anat.png b/content/en/project/many-faces-of-fear/glm-results-single-run-anat.png deleted file mode 100644 index 24f81606..00000000 Binary files a/content/en/project/many-faces-of-fear/glm-results-single-run-anat.png and /dev/null differ diff --git a/content/en/project/many-faces-of-fear/index.md b/content/en/project/many-faces-of-fear/index.md deleted file mode 100644 index cbb5671c..00000000 --- a/content/en/project/many-faces-of-fear/index.md +++ /dev/null @@ -1,120 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-17" # Date you first upload your project. -# Title of your project (we like creative title) -title: "The Many Faces of Fear: Univariate, Predictive and Representational Perspectives on Fearful Neuroimaging" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Shawn Manuel] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2025/manuel_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://shwnmnl.github.io/neurofear - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fear, fmri, glm, ml, rsa] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project explores how different fMRI analysis methods reveal distinct aspects of the neural representation of fear, including a mass univariate approach (GLM), a machine learning (decoding) approach, and representational similarity analysis (RSA) approach. While GLM identified some expected activation patterns and machine learning failed to decode fear ratings reliably, RSA revealed modest but significant structure in frontal regions, highlighting the value of methodological triangulation in cognitive neuroscience." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "fearfaces.png" ---- - - -## Project definition - -### Background - -Discovering *"the neural signature of X"* is the bread and butter of neuroimaging research. There are myriad analytic approaches neuroscientists may deploy to this end, each with their own strengths and limitations, but none that can, on its own, deliver a singular, definitive neural signature of ***anything***. - -This limitation is both methodological and epistemological. Different methods afford different perspectives (Davis et al., 2014). Moreover, each method enables distinct types of inference about the neural underpinnings of a given construct (Popov et al., 2018). - -For Brainhack School 2025, I wanted to gain hands-on experience with the most popular analytic approaches to neuroimaging on a single subject; that is, mass univariate (GLM), predictive (ML) and representational (RSA). - -### Tools - -- git and github for version control and documentation -- nibabel/nilearn for NIfTI image loading and saving, GLM fitting, decoding, and visualization -- scipy for statistical functions, distance metrics (for RSA) -- scikit-learn for predictive modeling, cross-validation, hyperparameter tuning -- scipy and pandas for data manipulation and RSA -- matplotlib/plotly for plotting -- Jupyter Book for interactive documentation and results dissemination - -### Data - -The dataset was contributed by my colleague and labmate [Darius Valevicius](https://dariusliutas.com/), and includes fMRI recordings from participants who viewed short video clips of various animals and rated, in real time, the extent to which each clip elicited fear. The dataset is already preprocessed, including motion correction and spatial normalization. - -### Deliverables - -- [Github repo](https://github.com/brainhack-school2025/manuel_project) -- Jupyter notebook (see repo) -- [Jupyter Book site](https://shwnmnl.github.io/neurofear) -- [Slide deck](https://www.canva.com/design/DAGoggkx5Qc/0rdEuKNYpgVpxGgaHn7XuA/edit?) - -## Sneek peek of results - -The repository and jupyter notebook for this project [can be found here](https://github.com/brainhack-school2025/manuel_project). Note however that since I'm using pilot data from my colleague's current reserach project, I'm unable to share the data that would render the notebook truly reproducible. - -In addition, [a Jupyter book site can be found here](https://shwnmnl.github.io/neurofear) that walks through each of the three analyses step by step and includes some interactive plots. - -### Approach 1 - GLM : Fear-related activation maps from 1 and 3 runs - -The data for this participant includes 3 separate runs. Analyses were conducted on a sinlge run, as well as all three, in order to cultivate an intuition about what different amounts of data look like. - -The question being asked here is: *Which voxels show a linear relationship with subjective fear, irrespective of animal category?* - -As we’re working with fear, we’d hope to recover regions such as insula, thalamus, periacqueductal gray matter, locus cerulus, parabrachial nucleus and nucleus of solitary tract, medial frontal gyrus, anterior cingulate, amygdala and hippocampus, hypothalamus and maybe some ventromedial or dorsolateral prefrontal cortex. - -One run -![one_run](glm-results-single-run-anat.png) - -Three runs -![all_runs](glm-results-all-runs-anat.png) - -See the [Jupyter book](https://shwnmnl.github.io/neurofear) for a deeper interpretation of these results, including both anatomical (Harvard-Oxford) and network-based (Schaefer) atlases, but suffice it to say that we were not able to recover fear-related subcortical regions, but some associative/integrative prefrontal regions are present. - -Here's an interactive version that includes all runs. - -
    - -
    - -### Approach 2 - ML : Decoding fear ratings - -Here, the question(s) being asked is/are: *Can we predict the psychological condition (animal category or fear rating) of a trial from its corresponding brain activation pattern?* - -Many variations were attempted, to little avail. Predicting either animal category (classification) or fear rating (regression) was unsuccessful, but since fear ratings are ordinal, multi-class classification was attempted and led to barely-higher-than-chance performance, with a mean accuracy across runs of 23% (5 classes to predict). It may be that the features used aren't informative enough, in addition to the relative paucity of data to train on. - -### Approach 3 - RSA : Comparing the neural and behavioral structure of fear - -For this approach, the question being asked is: *Do similarities and differences in brain activation patterns in different ROIs reflect similarities and differences in fear ratings across trials?* - -The Superior Frontal Gyrus (SFG) shows the strongest (but small in absolute terms) and statistically significant correspondence with the fear rating RDM (ρ = 0.079, p ≈ 0.0009). Since the SFG is implicated in executive function and emotion regulation, it could be counted as a plausible candidate for representing or modulating the conscious experience of fear. - -Here's an interactive plot to compare the fear RDM to different brain ROI RDMs. - - - -## Conclusion - -The aim of this project was not to pin down a singular neural signature of fear, but to explore how different analytic methods—mass univariate analysis, predictive modeling, and representational similarity analysis—characterize the neural architecture of a psychologically rich construct. The results reflect the mixed promises and limits of each approach. - -Taken together, these results do not point to a singular neural “signature” of fear, but rather show how fear becomes legible in different ways depending on the lens applied. The GLM captures reliable spatial contrasts, predictive modeling asks whether neural patterns are sufficient for inference, and RSA examines whether psychological similarity is mirrored in brain dynamics. Each method reveals partial truths. - -If there is a takeaway, it is methodological rather than anatomical: capturing the neural instantiation of psychological constructs may require triangulation across models and perspectives. In the future, I’d like to see more papers that try all three of these approaches (including both decoding and encoding) and I hope to work on this a bit more, potentially with more of Darius’ data once it’s been collected, to try to lead by example. - -In the meantime however, I’m quite pleased with what I able to learn and experiment with over the course of the last four weeks of Brainhack School 2025. - -## References -1. Davis, T., LaRocque, K. F., Mumford, J. A., Norman, K. A., Wagner, A. D., & Poldrack, R. A. (2014). *What do differences between multi-voxel and univariate analysis mean? How subject-, voxel-, and trial-level variance impact fMRI analysis.* **Neuroimage, 97, 271-283.** - -2. Popov, V., Ostarek, M., & Tenison, C. (2018). *Practices and pitfalls in inferring neural representations.* **NeuroImage, 174, 340-351.** diff --git a/content/en/project/mytemplate/GLM-1stLevel-EffectOfInterest-Images.JPG b/content/en/project/mytemplate/GLM-1stLevel-EffectOfInterest-Images.JPG deleted file mode 100644 index 6f44e33e..00000000 Binary files a/content/en/project/mytemplate/GLM-1stLevel-EffectOfInterest-Images.JPG and /dev/null differ diff --git a/content/en/project/mytemplate/GLM-1stLevel-contrastHighVSLowCal.JPG b/content/en/project/mytemplate/GLM-1stLevel-contrastHighVSLowCal.JPG deleted file mode 100644 index 91ad6247..00000000 Binary files a/content/en/project/mytemplate/GLM-1stLevel-contrastHighVSLowCal.JPG and /dev/null differ diff --git a/content/en/project/mytemplate/Paradigm.png b/content/en/project/mytemplate/Paradigm.png deleted file mode 100644 index 9abc6041..00000000 Binary files a/content/en/project/mytemplate/Paradigm.png and /dev/null differ diff --git a/content/en/project/mytemplate/index.md b/content/en/project/mytemplate/index.md deleted file mode 100644 index 058ea671..00000000 --- a/content/en/project/mytemplate/index.md +++ /dev/null @@ -1,92 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-07" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Impact of weight loss on fMRI food cue reactivity" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Justine Daoust] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/JDaoust_project.git - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2023/JDaoust_project.git), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, food cues, obesity, weight loss] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Functional MRI studies examining reactivity to food cues in obesity have shown BOLD differences in brain regions involved in the regulation of food intake. This project aims to characterize brain reactivity to food cues in individuals with severe obesity and to examine changes in brain reactivity to food cues by fMRI after weight loss induced by bariatric surgery." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "project_image.png" ---- - -## Project definition ---- -### Background - -Neuroimaging is widely used to understand neurophysiological processes associated with obesity and responsiveness to weight loss interventions ([Carnell et al. 2012](https://onlinelibrary.wiley.com/doi/10.1111/j.1467-789X.2011.00927.x)). Functional MRI studies examining the food cue reactivity in obesity compared to lean individuals have shown BOLD differences in brain regions involved in energy regulation, cognitive control and reward valuation ([Harding et al. 2018](https://www.nature.com/articles/ijo2017237)). These alterations may be implicated in the development of obesity, as well as a predictor of lower success in weight loss intervention ([Hermann et al. 2019](https://www.sciencedirect.com/science/article/pii/S2213158219301536?via%3Dihub)). However, it is unclear if intervention targeting weight loss and cardiometabolic improvement, such as bariatric surgery, could reverse these alterations in brain functional reactivity to food cues. My project aims to identify brain regions that react to snack images in individuals with severe obesity, and examine changes in food cue reactivity after weight loss induced by bariatric surgery. - -### Tools -This project relied on numerous tools such as: -1) Git and GitHub to use and share methods; -2) High performance computing (HPC), such as Alliance Canada, for executing scripts; -3) Python packages, such as nilearn, for food cue reactivity analyses. - -### Data -The dataset was collected from 2016 to now at Quebec Heart and Lungs Institute. Ninety-four participants with severe obesity scheduled to undergo bariatric surgery were recruited. Participants were scanned prior to, 4, 12 and 24 months after bariatric surgery. For this project, a T1 and three fMRI runs with [Becker-DeGroot-Marshack auction task](https://onlinelibrary.wiley.com/doi/10.1002/bs.3830090304) (duration: 10 minutes 27 seconds) from one participant will be used. Forty-five randomized images (15 high-sweet, 15 high-salt and 15 low caloric density) were presented to the participant for 4 seconds. ThepParticipant must bid between 0 to 5$ for each snacks in the next 4s. The auction part will not be evaluated in this project. - -![](Paradigm.png) - -### Project deliverables -At the end of this project, these files will be made available: -1) Python scripts to analyse brain reactivity to food cues; -2) Figures of this results; -3) A repository on GitHub to share my methods; -4) Scripts on Alliance Canada which will be usefull to all members of my lab. - -## Results ---- -### Progress overview -First, this project involved correcting the format of my dataset. I had to convert it to BIDS format and preprocess the Nifti files with fmriprep. These steps took longer than expected. So far, only one participant's files have been converted to BIDS format and preprocessed. However, I was able to run a first-level general linear model on this participant to present: 1) BOLD activity in the visual cortex and the superior frontal gyrus (SFG) when images were shown at this participant (effect of interest) and 2) no significant region of BOLD activity when contrasting high vs low calorie snacks. - -##### Figure 1. BOLD activity when images are shown (for run #1 of one participant) -![](GLM-1stLevel-EffectOfInterest-Images.JPG) - -##### Figure 2. BOLD activity contrast between high vs low calorie snacks (for run #1 of one participant) -![](GLM-1stLevel-contrastHighVSLowCal.JPG) - -### Tools I learned during this project -1) [dcm2niix](https://github.com/rordenlab/dcm2niix): I learned how to convert data from Dicom to Nifti and what I must check to validate that the convertion went well; -2) [BIDS-validator](https://bids-standard.github.io/bids-validator/): I learned how to standardize a dataset into BIDS format; -3) [fmriprep](https://fmriprep.org/en/stable/): I learned how to execute fmriprep and what is the output after the execution; -4) [Nilearn](https://nilearn.github.io/stable/index.html): I learned how to use Nilearn on Jupyter Notebook to visualize data and examine the contrast of high vs low calorie food cues in a one participant's run; -5) [Alliance Canada](https://alliancecan.ca/fr): I learned how to manage time, cpus, and memory to run a bash file; -6) [GitHub](https://github.com/): Before this school, I had trouble using it. But now, I'm very glad to know much and how it could help me to produce reproductible research. - -### Deliverables -The results of my project was mostly: -1) BIDS transformation of one participant's file to better use standardized pipeline; -2) Use fmriprep to had clean preprocessed data for one participant; -3) Create Alliance Canada scripts that could be share to all members of my lab; -4) Use Nilearn from Jupyter Notebook to visualize contrast for high vs low calorie food cues. - -### Future work -For this study, I'll have to convert all my dataset into a BIDS format and execute fmriprep on my Nifti files using Alliance Canada. Then, I would be able to go further in my analysis, which means to execute 2nd and 3rd level general linear model. - -## Conclusion and acknowledgement -First, I was a bit disappointed not to have gone far in analyzing my data. But I realized that thanks to this school, I finally have the necessary notions to standardize dataset and to proceed with the analysis of my data. I have learned more than if I had simply worked on analyses in Nilearn. - -I would like to thanks all the Brainhack School organizators and all the crew. Mostly, thanks for this awesome opportunity! - -## References -Carnell S, Gibson C, Benson L, Ochner CN, Geliebter A. Neuroimaging and obesity: current knowledge and future directions. Obes Rev. 2012 Jan;13(1):43-56. doi: 10.1111/j.1467-789X.2011.00927.x. Epub 2011 Sep 8. PMID: 21902800; PMCID: PMC3241905. - -Harding IH, Andrews ZB, Mata F, Orlandea S, Martínez-Zalacaín I, Soriano-Mas C, Stice E, Verdejo-Garcia A. Brain substrates of unhealthy versus healthy food choices: influence of homeostatic status and body mass index. Int J Obes (Lond). 2018 Mar;42(3):448-454. doi: 10.1038/ijo.2017.237. Epub 2017 Sep 25. PMID: 29064475. - -Hermann P, Gál V, Kóbor I, Kirwan CB, Kovács P, Kitka T, Lengyel Z, Bálint E, Varga B, Csekő C, Vidnyánszky Z. Efficacy of weight loss intervention can be predicted based on early alterations of fMRI food cue reactivity in the striatum. Neuroimage Clin. 2019;23:101803. doi: 10.1016/j.nicl.2019.101803. Epub 2019 Mar 27. PMID: 30991304; PMCID: PMC6463125. diff --git a/content/en/project/mytemplate/project_image.png b/content/en/project/mytemplate/project_image.png deleted file mode 100644 index 1b47d2db..00000000 Binary files a/content/en/project/mytemplate/project_image.png and /dev/null differ diff --git a/content/en/project/p300-eeg-fabiana/difference_wave.png b/content/en/project/p300-eeg-fabiana/difference_wave.png deleted file mode 100644 index f96eef2b..00000000 Binary files a/content/en/project/p300-eeg-fabiana/difference_wave.png and /dev/null differ diff --git a/content/en/project/p300-eeg-fabiana/erp_comparison.png b/content/en/project/p300-eeg-fabiana/erp_comparison.png deleted file mode 100644 index 80d0dd1d..00000000 Binary files a/content/en/project/p300-eeg-fabiana/erp_comparison.png and /dev/null differ diff --git a/content/en/project/p300-eeg-fabiana/index.md b/content/en/project/p300-eeg-fabiana/index.md deleted file mode 100644 index c7996c77..00000000 --- a/content/en/project/p300-eeg-fabiana/index.md +++ /dev/null @@ -1,75 +0,0 @@ ---- -type: "project" -date: "2025-06-14" -title: "Exploring Emotional Modulation of the P300 in EEG Data" - -names: [Fabiana Ojeda 歐瑩忻] - -github_repo: https://github.com/faojeda/p300-eeg-brainhack2025 - -slides: https://drive.google.com/file/d/1mXoa-OyEHx_O3uHKW4EWqyjux8VKKN_g/view?usp=drive_link - -tags: [eeg, erp, mne, brainhack] - -summary: "This project explores how deviant auditory tones in a cross-modal oddball paradigm elicit a stronger P300 component using EEG data from the MNE sample dataset. The analysis focuses on ERP comparison and difference waves, setting the stage for future investigations on emotional modulation of P300." - -image: "thumbnail.png" ---- - -## Project definition - -### Background - -The P300 is an event-related potential (ERP) component often associated with attention and stimulus evaluation. It is typically elicited by infrequent, task-relevant stimuli in oddball paradigms. This project used the MNE sample dataset to examine P300 responses to standard and deviant tones in a cross-modal oddball task. - -### Tools - -- Python -- MNE-Python -- Jupyter Notebook -- Git & GitHub -- EEG plotting and ERP comparison tools - -### Data - -The project uses the [MNE sample dataset](https://mne.tools/stable/overview/datasets_index.html#sample), which includes auditory and visual stimuli recorded during a multimodal oddball paradigm. For this analysis, auditory standard (left) and deviant (right) tones were selected for ERP comparison. - -### Deliverables - -- ERP plots comparing standard and deviant tones -- A difference wave plot showing the increased P300 amplitude for deviant tones -- A Jupyter Notebook with complete code and results -- README and documentation hosted on GitHub - -## Results - -### Event Summary - -| Event | Description | Count | -|-------|---------------------------|--------| -| 1 | Auditory left | 72 | -| 2 | Auditory right (standard) | 73 | -| 3 | Visual right | 73 | -| 4 | Visual left | 71 | -| 5 | Auditory deviant (rare) | 15 | -| 32 | Button press | 16 | - -For this project, I focused on event 2 (auditory standard) and event 5 (auditory deviant) because they align with the auditory oddball paradigm known to elicit the P300. - -### ERP Comparison - -The deviant tone produced a larger positive deflection around 300 ms, consistent with the P300 component. This supports attentional engagement triggered by unexpected stimuli. - -![ERP comparison](erp_comparison.png) - -### Difference Wave - -Subtracting standard from deviant responses revealed a clear P300 difference peaking at ~300 ms. - -![Difference wave](difference_wave.png) - -## Conclusion and Acknowledgements - -This project demonstrated the classic P300 effect using auditory tones in a cross-modal oddball paradigm. It served as a practical introduction to MNE-Python, EEG data analysis, and ERP visualization. Future directions could explore emotional modulation of the P300 in similar paradigms. - -Big thanks to the Brainhack School organizers, TAs, and professors! diff --git a/content/en/project/p300-eeg-fabiana/thumbnail.png b/content/en/project/p300-eeg-fabiana/thumbnail.png deleted file mode 100644 index 56c9441a..00000000 Binary files a/content/en/project/p300-eeg-fabiana/thumbnail.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-Theory-of-mind/Cover_image_machine_learning.png b/content/en/project/rs-fMRI-Theory-of-mind/Cover_image_machine_learning.png deleted file mode 100644 index 7a7b04d3..00000000 Binary files a/content/en/project/rs-fMRI-Theory-of-mind/Cover_image_machine_learning.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-Theory-of-mind/Interactive_Figure.mp4 b/content/en/project/rs-fMRI-Theory-of-mind/Interactive_Figure.mp4 deleted file mode 100644 index aef5eea1..00000000 Binary files a/content/en/project/rs-fMRI-Theory-of-mind/Interactive_Figure.mp4 and /dev/null differ diff --git a/content/en/project/rs-fMRI-Theory-of-mind/Regression_figure_with_evaluation_scores.png b/content/en/project/rs-fMRI-Theory-of-mind/Regression_figure_with_evaluation_scores.png deleted file mode 100644 index 8d9c3507..00000000 Binary files a/content/en/project/rs-fMRI-Theory-of-mind/Regression_figure_with_evaluation_scores.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-Theory-of-mind/Static_connectome.png b/content/en/project/rs-fMRI-Theory-of-mind/Static_connectome.png deleted file mode 100644 index 4f0255dc..00000000 Binary files a/content/en/project/rs-fMRI-Theory-of-mind/Static_connectome.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-Theory-of-mind/index.md b/content/en/project/rs-fMRI-Theory-of-mind/index.md deleted file mode 100644 index d3ebb536..00000000 --- a/content/en/project/rs-fMRI-Theory-of-mind/index.md +++ /dev/null @@ -1,106 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-05" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Unveiling Children's Theory of Mind with rs-fMRI" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Wei-Hung Lin, Syuan-Yu Lin] - -# Your project GitHub repository URL -github_repo: https://github.com/WeiHungLin/Unveiling_children_ToM_with_rsfmri - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [theory of mind, rs-fmri, machine learning] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects. - -summary: "Can functional connectivity bed used to predict children’s theory of mind (ToM)? This project utilizes supervised machine learning algorithms on the fMRI data to predict children’s ToM ability. For better visualization, the most contributing brain region connections are displayed on the brain." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "Cover_image_machine_learning.png" ---- - - -## Project definition - -### Background - -Theory of mind (ToM) refers to the ability to understand people's mental states and use them to predict people’s behaviors; therefore, ToM plays a crucial role in social interactions, communication, and cognitive development. Previous study showed that people with higher ToM ability exhibit stronger functional connectivity than those with lower ToM ability (Marchetti et al., 2015). With this finding, we might be able to use children's functional connectivity signatures to predict their ToM ability. Thus, our project goal is to make use of the machine learning techniques we learned in Brainhack School to predict children’s ToM ability based on their resting-state functional connectivity. - -### Tools - -This project relys on the following technologies: - * Matplotlib and seaborn for data visualization - * Nilearn and scikit-learn for constructing machine learning algorithms - * VS Code and Google Colab for programming - * GitHub for Version Control - -### Data - -We selected a preprocessed resting-state fMRI dataset from Nilearn Development fMRI to conduct our project. This rs-fMRI dataset comes from a study focusing on investigating the development of functionally specialized social brain regions, and the participants watched a short film while undergoing fMRI in the study. All children completed a custom-made explicit ToM task to measure their ToM ability. In our project, we mainly focused on the relationship between children’s ToM scores and the functional connectivity of the brain regions. - -### Deliverables - -At the end of this project, we will have: - - Predictive models with evaluation scores and figure - - Interactive figures - - Presentation slides and video - - Project Report - -## Project Presentation - - - -## Results - -### Progress overview - -This project was initiated by Wei-Hung Lin and Syuan-Yu Lin on 30th May 2023 as the part of the Brainhack school, and the final presentation was delivered on 1st June 2023. The deliverables include python code, interactive plot, presentation slides and video. - -### Tools I learned during this project - - * Nilearn: Python package for processing and visualizing neuroimaging data - * Scikit-learn: Python package for conducting machine learning and evaluating the predictive model - * Jupyter Notebook: Creating project slides - -### Results - -#### Deliverable 1: Predictive models with evaluation scores and figure - -![Regression figure and the model evaluation scores](https://github.com/WeiHungLin/Unveiling_children_ToM_with_rsfmri/blob/main/Regression_figure_with_evaluation_scores.png) - -#### Deliverable 2: Static and interactive figures - -![Feature matrix and contributing brain region connectomes](https://github.com/WeiHungLin/Unveiling_children_ToM_with_rsfmri/blob/main/Static_connectome.png) - -![Interactive Brain Connectomes Video](https://github.com/WeiHungLin/Unveiling_children_ToM_with_rsfmri/blob/main/Interactive_Figure.mp4) - - -## Conclusion - -This project aimed to employ the knowledge in data visualization and machine learning techniques we learned in Brainhack School 2023 with neuroimaging data. The results of machine learning models reveal the coherent functional connectivity findings, even though the model still requires improvement in predicting children’s ToM ability based on their functional connectivity. - -In this exploratory project, we observed the pivotal role of OFC connections in predicting ToM ability. This finding is intriguing as we did not set any ROIs in our machine learning analysis, yet our results are consistent with previous research suggesting the importance of the OFC/vmPFC in ToM ability (Abu-Akel & Shamay-Tsoory, 2011; Leopold et al., 2012). - -However, the regression figure and the evaluation scores indicate that the current model only explains limited variance in the given data, and there could be two reasons for this: - - * The ToM score is negatively skewed and may somehow violate the linear model assumption. In addition, age is the significant confounding variable in predicting ToM ability in children. To increase the model predictability, we can transform the ToM score and contain age into the model. - * In the current study, a parcellation scheme comprising 64 brain regions was utilized, with a majority of regions located in the left hemisphere. Previous research indicates that the development of ToM ability is more closely associated with the left hemisphere compared to the right hemisphere (Marchetti et al., 2015). However, to capture a more comprehensive understanding of the relationship between functional connectivity and ToM ability, the use of a bilateral atlas can be considered. Alternatively, focusing on primary ROIs, such as the prefrontal cortex, may provide deeper insights into the association between functional connectivity and ToM ability. - -Overall, this preliminary project provides some inspiring findings, but we still need to try other machine learning algorithms and more data to develop a more robust model to predict the ToM ability with functional connectivity. - -## Acknowledgement -Gratitude to all the organizers, instructors, TAs, and fellow participants from all around the world who helped us learn all these cool open neuroscience tools and give us this opportunity to connect with all the great neuroscientists in the world. - -Special thanks to our instructor Charlene Lee, and our TA Ingrid Chuang for their inspiring work and assistance with our project. - -## Reference -* Abu-Akel, A., & Shamay-Tsoory, S. (2011). Neuroanatomical and neurochemical bases of theory of mind. Neuropsychologia, 49(11), 2971-2984. -* Leopold, A., Krueger, F., dal Monte, O., Pardini, M., Pulaski, S. J., Solomon, J., & Grafman, J. (2012). Damage to the left ventromedial prefrontal cortex impacts affective theory of mind. Social Cognitive and Affective Neuroscience, 7(8), 871-880. -* Marchetti, A., Baglio, F., Costantini, I., Dipasquale, O., Savazzi, F., Nemni, R., ... & Castelli, I. (2015). Theory of mind and the whole brain functional connectivity: Behavioral and neural evidences with the Amsterdam Resting State Questionnaire. Frontiers in psychology, 6, 1855. \ No newline at end of file diff --git a/content/en/project/rs-fMRI-deafness/011.png b/content/en/project/rs-fMRI-deafness/011.png deleted file mode 100644 index 366de502..00000000 Binary files a/content/en/project/rs-fMRI-deafness/011.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/age_participants.png b/content/en/project/rs-fMRI-deafness/age_participants.png deleted file mode 100644 index 1954fbe1..00000000 Binary files a/content/en/project/rs-fMRI-deafness/age_participants.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/bids.png b/content/en/project/rs-fMRI-deafness/bids.png deleted file mode 100644 index 89bc026d..00000000 Binary files a/content/en/project/rs-fMRI-deafness/bids.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/brain_img_view.gif b/content/en/project/rs-fMRI-deafness/brain_img_view.gif deleted file mode 100644 index b01f6f94..00000000 Binary files a/content/en/project/rs-fMRI-deafness/brain_img_view.gif and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/brain_left.gif b/content/en/project/rs-fMRI-deafness/brain_left.gif deleted file mode 100644 index 30d28f49..00000000 Binary files a/content/en/project/rs-fMRI-deafness/brain_left.gif and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/brain_right.gif b/content/en/project/rs-fMRI-deafness/brain_right.gif deleted file mode 100644 index 6da37198..00000000 Binary files a/content/en/project/rs-fMRI-deafness/brain_right.gif and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/brain_to_ear.png b/content/en/project/rs-fMRI-deafness/brain_to_ear.png deleted file mode 100644 index 4c618526..00000000 Binary files a/content/en/project/rs-fMRI-deafness/brain_to_ear.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/education_participants.png b/content/en/project/rs-fMRI-deafness/education_participants.png deleted file mode 100644 index 459c6b8b..00000000 Binary files a/content/en/project/rs-fMRI-deafness/education_participants.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/index.md b/content/en/project/rs-fMRI-deafness/index.md deleted file mode 100644 index 030ce5c6..00000000 --- a/content/en/project/rs-fMRI-deafness/index.md +++ /dev/null @@ -1,220 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2021-08-27" # Date you first upload your project. -# Title of your project (we like creative title) -title: "rs-fMRI Workflow from Preprocessing to Machine Learning Classification" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Catherine Landry] - -# Your project GitHub repository URL -github_repo: https://github.com/PSY6983-2021/clandry_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [connectivity, bids, preprocessing, machine-learning, open-science] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Can functional connectivity predict sensory deprivation? This project 1. explores neuroimaging data organization and preprocessing using open science tools and 2. uses a predictive model to classify whether a participant is hearing or not. For better visualization, the most contributing coefficients in the classifier are displayed on the brain." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "repo_pic.png" ---- - - - -# About me - -[Catherine Landry (she/her)](https://github.com/catherinelandry) - -Hello! I am currently doing my master's degree in psychology at the University of Montreal. My wide range of interests is reflected through my eclectic research background. I have worked with children at Sainte-Justine Hospital, trained spinal cord injured rats, and I am now doing research on individuals living with deafness. As of today, I'm particularly hyped about neuroimaging and coding, hence my learning journey with PSY6983. - -# Project Definition - -## Background - -Functional connectivity can be studied at different resolutions, scaling from locally functional areas to large and spatially distributed networks. At rest, brain regions with correlated temporal patterns with each other form resting state networks (RSN). Sensory deprivation leads to functional changes in the brain beyond the affected sensory modality. Various studies have found altered RSN in deaf individuals compared to controls (e.g. [Bonna et al., 2020](https://doi.org/10.1007/s11682-020-00346-y ); [Ducas et al., 2021](https://doi.org/10.21203/rs.3.rs-246296/v1)). Supervised machine learning can yield characterization of rs-fMRI for individual-level predictions ([Khosla et al., 2019](https://doi.org/10.1016/j.mri.2019.05.031)). Therefore, it would be interesting to predict whether a participant is hearing or not based on a functional connectivity estimation. - -### Main objectives: - -* Learn reproductible neuroimaging workflow from preprocessing to data visualization to equip myself with open science tools for future neuroimaging projects. - -* Determine the most contributing features in machine learning prediction at single-participant level and interpret the weight of the coefficients according to the RSN. - -### Personal objectives set for the course: - -* Familiarize myself with open science software and its best practices - -* Learn how to code with python, specifically for the neuroimaging field - -* Have a better understanding of machine learning and its application in neuroimaging - -## Tools - -All the tools used for the project: - -* Bash Terminal - -* Visual Studio Code - -* Jupyter Notebook - -* Git and Github for version control - -* BIDS for data management - -* fMRIPrep for data preprocessing - -* [`matplotlib`](https://matplotlib.org/), [`seaborn`](https://seaborn.pydata.org/), and [`plotly`](https://plotly.com/) for data visualization - -* [`scikit-learn`](https://scikit-learn.org/stable/) for machine learning and [`nilearn`](https://nilearn.github.io/) for neuroimaging data manipulations - -## Data - -The dataset comprises 5-minutes fMRI resting state images covering the whole brain of 34 adult participants, 16 of which have severe-to-profound prelingual deafness and 18 of which are hearing individuals that serve as controls. All participants were instructed to lie still and to avoid holding on to thoughts for the duration of the scanning. - -**Age Distribution Across the Participants** (Click **[here](https://catherinelandry.github.io/interactive_plot/age_description.html)** for an interactive plot!) - -

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    - -**Education Distribution Across the Participants** (Click **[here](https://catherinelandry.github.io/interactive_plot/education_description.html)** for an interactive plot!) - -

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    - -For further questions on the dataset and the acquisition parameters, I encourage you to reach out to me at cath.landry2@gmail.com - -## Deliverables - -At the end of this project, I will have: - -* Markdown file for the project repository -* requirements.txt that lists all the packages used in the project -* Jupiter notebooks for the presentation slides and data visualization -* Python scripts for data prep and machine learning - -# Results - -## Progress Overview - -This project was initiated as part of the course PSY6983. The following sections detail the different steps taken to achieve the deliverables of the project. - -

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    Source: Illustration created with Selman Design taken in Autodraw under the license CC BY 4.0

    - -## 1. Data Management - -Since my data was converted from DICOM to NIfTI prior to the beginning of the course, the first phase of the project was dedicated to organize my dataset into the BIDS format. This standardized neuroimaging structure enables the [FAIR guidelines](https://www.go-fair.org/fair-principles/) criteria of interoperability (I) and reusability (R), which corresponds with my objective to familiarize myself with the best practices in data management. Different tutorials and examples available in Github repos facilitated the BIDS conversion (see [bids-starter-kit](https://github.com/bids-standard/bids-starter-kit)). [BIDS Validator](https://bids-standard.github.io/bids-validator/) web browser based version confirmed that the data structure matched the BIDS standards. - -

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    - -## 2. Data Preprocessing - -- Step 1. The Open-access [fMRIPrep](https://fmriprep.org/en/stable/index.html) pipeline was used for minimal preprocessing. - -- Step 2. [Load_confounds](https://github.com/catherinelandry/load_confounds) was installed and added to the data prep script as part of my denosing strategy. - -## 3. Data Preparation - -![data preparation](011.png) - -The Schaefer atlas (2018) was employed with dimension selection set at 100 ROI. Pairwise correlated time series were extracted to form a correlation matrix. - -*Note: the matrix contains redondant information, such as the pairs (i, j) and (j, i), which can bias the classification. Therefore, only the vectorized matrix of each participant was extracted and fed to the classifier.* - -## 4. Machine Learning - -A pipeline was used to facilitate hyper-parameters tuning for model optimization. It includes: -- Standardization (StandardScaler) -- Dimensionality Reduction (PCA) -- Model Selection (linear SVC) -- Regularization Parameter (C) - -The following figure portrays the machine learning script: - - -

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    - -### Accuracy Scores - -| | Mean | Std | -|-------------|:------------:|:------------:| -|Train | 1.0 | 0.0 | -|Validation | 0.45 | 0.1 | -|Test (fit on validation) | 0.56 | 0.0 | -|Test (fit on train + validation) | 1.0 | 0.0 | - - -### Interpretation - -Using a vectorized correlation matrix was not successful to classify whether the participant was hearing or not. The prediction is close to chance level when fitting the data on the validation set only and overfits when fitting the data on the whole training set (including the validation one). Many reasons could explain these results (e.g. model/hyper-parameters/features selection, sample size, intra-individual differences, etc.). Predifining ROI known to show differences between the two groups instead of using the whole brain might also improve the prediction at the single-level. - -But on a good note... - -The most contributing coefficients to the classifier can be visualized on the brain! - -

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    - -## Tools Learned During This Project - -- **Open Science Software:** I learned to use Git for local and remote control in order to share my project repository on Github. I was also able to navigate through different repositories to find the documentation needed for my project. Data organization, preprocessing and denoising strategies only used open access tools for reproductibility. - -- **Machine Learning Packages:** I have a better understanding of how to use `scikit-learn`, `nilearn` and their different modules for machine learning and neuroimaging data manipulations. - -- **Python Scripting:** I was able to use different libraries (e.g. `numpy`, `nibabel`), code in a virtual environment with Jupyter Notebook and edit code with Virtual Studio Code. The course modules helped me understand data dimensionality and how to manipulate it. - -- **Data Visualization:** I learned to plot static figures with `matplotlib` and `seaborn` and to generate interactive figures with `plotly`. I am now able to code this cool brain visualization: - -

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    - -## Deliverables - -By the end of the project, I was able to deliver: - -- [README.md](https://github.com/PSY6983-2021/clandry_project): markdown file that documents the present project -- The following python scripts: - 1. [Data Prep](https://github.com/PSY6983-2021/clandry_project/tree/main/codes): script that loads the nifti data, applies a masker and extracts features - 2. [Linear SVC](https://github.com/PSY6983-2021/clandry_project/tree/main/codes): script with preprocessing and machine learning classifier -- The following Jupyter notebooks: - 1. [Presentation slides](https://github.com/PSY6983-2021/clandry_project/tree/main/notebooks): can be launched with the Rise extension - 2. [Data visualization](https://github.com/PSY6983-2021/clandry_project/tree/main/notebooks): code that plots the static and interactive figures in the repo. This notebook was conceptualized to run specific code cells that import the python scripts needed to retrieve the data -- The requirements.txt: file with all the prerequisite packages used to run the codes - -# Conclusion and Acknowledgement - -The past month has been very educational and rewarding on many levels. The course format allowed for the application of new knowledge to a project that reflects my interests. While it was easy to get lost in ideas of grandeur for the project, I reached most of the goals I set for myself, notably a better understanding of neuroimaging data manipulations using open science tools and practices. - -The classification performance outcomes illustrate the need for further investigation on single-level prediction and features' importance. The vectorize correlation matrix was not a good discriminating feature between hearing and non hearing individuals. Although the results were not striking, I emerge of this experience equipped with improved coding skills and fueled with new ideas to try on my model. - -A special thanks to Pierre Bellec for his advice and his insightful takes about the future of science practices. I would have been stuck longer on data preprocessing without Desiree's help and might have shed a tear without Andreanne's and François' coding skills. You have all facilitated my learning journey and provided me with the necessary tools to overcome obstacles. A great thanks to Marie-Eve with whom I shared (lots of) coffees during our coding sessions. - -# References - -Bonna, K., Finc, K., Zimmermann, M., Bola, L., Mostowski, P., Szul, M., Rutkowski, P., Duch, W., Marchewka, A., Jednorog, K., & Szwed, M. (2020). Early deafness leads to re-shaping of functional connectivity beyond the auditory cortex. Brain Imaging and Behavior, 1-14. https://doi.org/10.1007/s11682-020-00346-y - -Ducas, K. D., Senra Filho, A. C. D. S., Silva, P. H. R., Secchinato, K. F., Leoni, R. F., & Santos, A. C. (2021). Functional and structural brain connectivity in congenital deafness. Brain Structure and Function, 226(4), 1323-1333. https://doi.org/10.21203/rs.3.rs-246296/v1 - -Khosla, M., Jamison, K., Ngo, G. H., Kuceyeski, A., & Sabuncu, M. R. (2019). Machine learning in resting-state fMRI analysis. Magnetic resonance imaging, 64, 101-121. https://doi.org/10.1016/j.mri.2019.05.031 diff --git a/content/en/project/rs-fMRI-deafness/machine_learning.png b/content/en/project/rs-fMRI-deafness/machine_learning.png deleted file mode 100644 index e1d69225..00000000 Binary files a/content/en/project/rs-fMRI-deafness/machine_learning.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-deafness/repo_pic.png b/content/en/project/rs-fMRI-deafness/repo_pic.png deleted file mode 100644 index 76384b8a..00000000 Binary files a/content/en/project/rs-fMRI-deafness/repo_pic.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-music-rct-autism/index.md b/content/en/project/rs-fMRI-music-rct-autism/index.md deleted file mode 100644 index 3659a66e..00000000 --- a/content/en/project/rs-fMRI-music-rct-autism/index.md +++ /dev/null @@ -1,100 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2022-08-07" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Workflow of resting state connectivity from a raw dataset to longitudinal visualization" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Kevin Jamey] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/jamey_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [resting state, workflow, music, autism] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "To aim of this project was to provide a full neuroimaging workflow from preprocessing of raw data to visualisation of results, -to explore longitudinal analysis between two treatments in this dataset and to visualise resting-state networks linked to the default mode network and attention. In my github repository you will find scripts and documentation about the the BIDS to NiFTY conversion, fMRI prep as well as resting-state visualisation of a single participant. There is also a powerpoint presentation slide to guide you through the work." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "pcc_seed_to_voxel_cor_post.jpg" ---- - - -## Project definition - - -## _ABOUT ME_ - -My research interests are on new technologies for music-based cognitive training in children with neurodevelopmental disorders. I completed my MSc. on music perception abilities in children on the Autism Spectrum (AS) at the University of Montreal under the supervision of Krista L. Hyde. My doctoral thesis is supervised by Simone Dalla Bella and examines the neural correlates of a tablet-based rhythmic training game (RhythmWorkers) on executive functioning and speech in children on the AS. In my free time, I am a singer-songwriter, music producer/live act and I love to create powerful musical experiences where lyrics are inflected for rhythm and melody. - -## _PROJECT SUMMARY_ - -### Main objectives - -* Provide a full neuroimaging workflow from preprocessing of raw data to visualisation of results -* To explore longitudinal analysis between two treatments in this dataset -* To analyse resting-state networks linked to joint attention (dorsal attentional, visual, DMN) - -### Personal objectives - -* To learn the full workflow of neuroimaging from converting raw data to preprocessing to data visualisation -* To set myself up with open science tools for neuroimaging work in the future -* To get familiar with the best practices of shareable open science kits and software - -### Tools - -* Git and Github for sharing project -* dcm2bids for converting raw data into NiFTY and a BIDS structure -* fMRIPrep for data preprocessing -* Alliance Canada for computing pre-processing -* Python Packages matplotlib, nilearn, plotly - - -### Data -Dataset was collected during my masters in 2016 at the MNI. I scanned -~50 participants with autism before and after either 12 weeks of music therapy or arts and crafts therapy. The data involves a weighted T1 scan and resting-state fMRI. -A previous publication on this data set can be found [here](https://www.nature.com/articles/s41398-018-0287-3 -). - -### Project deliverables - -* project workflow detailed in my [GitHub repository](https://github.com/brainhack-school2022/jamey_project) -* the bash code I used to run BIDS conversion and fMRIprep -* a markdown file introducing the project, highlighting the results and a discussion with recommendations - - -## Results - -### Progress overview - -The project was workflow was set-up for a single participant over the course of the brainhack school. It will be adapted in the future in order to run multiple participants and do group seed-based resting state fMRI. - -### Tools I learned during this project - - * **Project-Management** I learnt how to set-up the framework for making a shareable neuroimaging project using open science rules. - * **Github workflow-** I learnt to use GitHub in order to share my project openly and invite people to collaborate on it. - * **Project content** Here you will find all the key steps necessary to move from a raw imaging dataset to some cool visualisations. - -### Results - -#### Deliverable 1: report template - -You are currently reading the report template! I will let you judge whether it is useful or not. If you think there is something that could be improved, please do not hesitate to open an issue [here](https://github.com/brainhack-school2022/jamey_project/issues) and let me know. - - -#### Deliverable 2: Visualisation using Nilearn - - After successfully convertion the raw data of this participant to BIDS and NiFTY, I preprocessed his data using fmriprep. You can see details about this in my [slides](https://github.com/brainhack-school2022/jamey_project/blob/main/docs/Project%20Final%20Presentation_PSY6983.pptx). I looked at a simple connectome before and after a music intervention for a child diagnosed on the austim spectrum. This is simply for illustration purposes since a large amount of participants are requited to make a meaningful connectome. Then visualized seed-based connectivity of the Posterior Cingulate Cortex before and after music therapy in this subject. You can see the visual results of my project [here](https://github.com/brainhack-school2022/jamey_project/blob/main/results/results.md). Behaviorally we found differences after the music therapy in [joint attention](https://www.researchgate.net/publication/349361961_Joint_engagement_and_movement_Active_ingredients_of_a_music-based_intervention_with_school-age_children_with_autism). In this single subject's seed-based conectivity there seems to be more connectivity in the medial prefrontal cortex, the visual cortex, and tempo-parietal network, which would be in line with improvement in joint attention. In order to further develop these findings for the experimental group, a seed-based connectivity for the entire experimental and control treatment will be conducted. - - -## Conclusion and acknowledgement - -I hope you find this projet useful in outlining a standard shareable workflow from imgages fresh out of the scanner to tangible visualisations of resting-state connectivity. Many thakns to the brainhack school instructors and students who helped make this prossible in such a short amount of time. I look forward to devling deeper into the foundations that are laid here during my PhD. diff --git a/content/en/project/rs-fMRI-music-rct-autism/pcc_seed_to_voxel_cor_post.jpg b/content/en/project/rs-fMRI-music-rct-autism/pcc_seed_to_voxel_cor_post.jpg deleted file mode 100644 index 39bf296a..00000000 Binary files a/content/en/project/rs-fMRI-music-rct-autism/pcc_seed_to_voxel_cor_post.jpg and /dev/null differ diff --git a/content/en/project/rs-fMRI-preprocessing/atlases.png b/content/en/project/rs-fMRI-preprocessing/atlases.png deleted file mode 100644 index 218be36b..00000000 Binary files a/content/en/project/rs-fMRI-preprocessing/atlases.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-preprocessing/connectivity.png b/content/en/project/rs-fMRI-preprocessing/connectivity.png deleted file mode 100644 index 39713637..00000000 Binary files a/content/en/project/rs-fMRI-preprocessing/connectivity.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-preprocessing/index.md b/content/en/project/rs-fMRI-preprocessing/index.md deleted file mode 100644 index 63f1d2ca..00000000 --- a/content/en/project/rs-fMRI-preprocessing/index.md +++ /dev/null @@ -1,150 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-12" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Does rs-fMRI preprocessing matter for prediction performance in machine learning?" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Stephanie Alley] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/stephaniealley_bhs2020_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, preprocessing, machine-learning] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Machine learning models are often used to analyze fMRI data, whether it be a simple classification or regression problem or something more complex. While the focus of a study is often centered on the model architecture, data preprocessing also plays a vital role in a model's success. This project will explore the effect that various preprocessing options may have on the prediction performance of a machine learning model for age prediction using resting state fMRI." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "parcellation.png" ---- - - -## Project definition - -### Background - -I am a third year PhD student at Polytechnique with a background in MRI. My primary goal for this project is to become more proficient with tools that further open, reproducible science. Even the most valiant attempts at sharing data and code can fall short in terms of reproducibility, so I aim to incorporate multiple tools and strategies to promote the reliable reproducibility of this project. - -One important source of variability across studies is a lack of standardization in preprocessing steps. This project will focus on the effect that preprocessing choices may have on the prediction performance of a machine learning model. Specifically, two preprocessing steps that affect the extraction of functional signal will be examined: atlas choice and confound removal. - -

    - -Four different atlases will be used: functional (BASC multiscale)2,3, structural (AAL)4, clustering method (Craddock)5, and linear decomposition (MSDL)6. - -

    - - Various confound inclusion/exclusion options will be explored, including cerebral spinal fluid (CSF) signal, white matter (WM) signal, global signal, and motion correction. - -The impact of these choices will be assessed by evaluating the prediction performance of a machine learning model. This model will be based on the Support Vector Regressor model used in Week 1 for age prediction. A separate model will be trained for each preprocessing option. The prediction performance will then be evaluated by calculating the accuracy and mean absolute error of each model. The skill of the model will be assessed with repeated 10-fold cross-validation. - -### Tools - -* Python for processing, analysis, and visualization -* Git/GitHub for version control of the project, including the markdown document and the code -* Nilearn for implementation of the machine learning model -* DataLad for version control of the data through processing and analysis -* Jupyter notebooks for accessibility and sharing of the code, analysis, and visualizations -* Visualization (plotly) for creating interactive figures -* Binder for incorporating the GitHub repository, including all files and Jupyter notebooks, into a live environment that can be easily shared - -### Data - -rs-fMRI brain development dataset based on viewing of short animated film (obtained from OpenNeuro as ds000228)1: -* 155 subjects - * 122 children - * 33 adults - -The dataset is available as derivative data that was pre-processed using fMRIPrep. - -### Deliverables - -* GitHub repository containing all items related to the project, including the markdown document, requirements.txt, and Jupyter notebooks -* Complete markdown document (README.md) containing all of the relevant project information -* requirements.txt to specify the Python environment -* Jupyter notebook containing the code for the processing and analysis, as well as the visualizations -* Interactive notebook using Binder for reproducible sharing of the entire project -* Presentation slides for final project presentation - -## Results - -### Progress overview - -* Week 2: Implementing and practicing strategies and tools learned in Week 1
    -The project was envisioned as an extension of the machine learning tutorial presented in Week 1. Initially, a directory structure was created that adheres to the TIER guidelines. After creating a virtual environment in Python, a Jupyter notebook was created to contain the code and visualizations. The pre-processed developmental fMRI data was fetched through nilearn. DataLad datasets were created for both the Original_Data and Analysis_Data directories in order to keep track of data manipulation throughout the analysis. Notable changes to the notebook code and/or the data were consistently tracked using Git/Github and DataLad in order to become more familiar with and accustomed to using these tools. -* Week 3: Expanding upon original machine learning tutorial
    -In order to explore the effects that various preprocessing options might have on the prediction performance of a machine learning model, four different atlases were chosen from which to extract features: functional (BASC multiscale), structural (AAL), clustering method (Craddock), and linear decomposition (MSDL). Furthermore, the inclusion/exclusion of various confound options was explored: all confounds, CSF signal, WM signal, global signal, and motion correction. Python code was added/modified, particularly using nilearn and scikit-learn, in order to investigate these preprocessing options. Plotting functions provided by seaborn, matplotlib and nilearn were explored to examine options for visualization of results. -* Week 4: Visualization of results and project reproducibility
    -An interactive figure depicting linear regression plots of model performance on unseen test data was created using plotly. A new Jupyter notebook, bhs2020_project_presentation.ipynb, was created to create the final project presentation using RISE. Binder was used to reproduce the interactive figure as well as the project as a whole. - -### Tools I learned during this project - -* Git/GitHub: I learned to use Git to for version control of all aspects of the project repository. Specifically, I was able to learn tactics for choosing which changes to include in a commit, how often to commit, and how to write more effective commit messages. -* Nilearn: I was able to use nilearn for the machine learning model. Along with understanding the code used in the tutorial, I learned how to use additional modules from nilearn, particularly those that deal with probabilistic atlases. -* DataLad: I learned to incorporate DataLad into the project for data provenance. Using this tool, I was able to track the origin and manipulation of all data involved in the project. -* Jupyter notebook: I was able to create my final presentation in a Jupyter notebook using RISE. This made it possible to include the interactive figure directly within a slide. -* Plotly: I learned to use plotly, in conjunction with ipywidgets, to create an interactive figure for the final results. This zoomable figure included a dropdown option for choosing an atlas, a slider for choosing a confound, as well as a hover feature that provided detailed information about each point. -* Binder: I was able to launch the project on Binder for improved reproducibility in replicating this project. - -### Results - -#### Project results -The connectivity between regions in a particular atlas was calculated as a correlation measure. These correlations differ for each atlas as can be seen for the correlation matrix and connectome of a given subject. - -

    - -These differences in connectivity, however, were not found to result in much difference in the prediction performance of the models. In fact, the values of the mean R2 and mean MAE for each atlas using all confounds were fairly similar. The results for the probabilistic atlases were slightly worse, but more work is required before asserting that any such decrease is significant. - -| Atlas | Mean R2 | Mean MAE | -|:-----:|:-------:|:--------:| -| BASC | 0.664 | 3.267 | -| AAL | 0.617 | 3.610 | -| CRAD | 0.526 | 3.641 | -| MSDL | 0.520 | 3.825 | - -Likewise, little difference was achieved in prediction performance by using alternative confound combinations. The accuracy of models trained using features extracted from probabilistic atlases was found to be somewhat lower than that achieved for the functional and structural atlases, but it cannot be said that there is a significant difference without further analysis. - -#### Deliverable 1: GitHub repository -The [GitHub repository](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project) contains the complete markdown document, requirements.txt, and Jupyter notebooks. - -#### Deliverable 2: Complete markdown document (README.md) -This [document](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project/blob/master/README.md) provides all relevant information pertaining to the project, including a project description, goals, and results. - -#### Deliverable 3: requirements.txt -This [file](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project/blob/master/requirements.txt) contains all relevant dependencies required for specifying the Python virtual environment used to carry out the project. - -#### Deliverable 4: Jupyter notebooks -This project contains two notebooks: [rs-fMRI_age_prediction.ipynb](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project/blob/master/Command_Files/rs-fMRI_age_prediction.ipynb) and [bhs2020_project_presentation.ipynb](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project/blob/master/Documents/final_presentation/bhs2020_project_presentation.ipynb). The former notebook contains the code for processing, analysis, and visualization while the latter is composed of the slides for the final project presentation. - -#### Deliverable 5: Interactive notebook using Binder -The project was launched on Binder [here](). - -#### Deliverable 6: Presentation slides -The slides for the final presentation are located in [bhs2020_project_presentation.ipynb](https://github.com/brainhack-school2020/stephaniealley_bhs2020_project/blob/master/Documents/final_presentation/bhs2020_project_presentation.ipynb) and can also be viewed [here](https://stephaniealley.github.io/bhs2020_project_presentation/). - -#### Week 3 deliverable: Data visualization -The deliverable for week 3 can be launched on [Binder](https://mybinder.org/v2/gh/stephaniealley/stephaniealley_bhs2020_data_visualization/master). This interactive figure makes use of plotly and ipywidgets to display regression plots that illustrate the prediction performance of the SVR model on unseen (test set) data. Plots can be viewed for each atlas and confound option included in this portion of the project analysis. - -## Conclusion and acknowledgement - -I am immensely grateful to the entire BHS team for all of their assistance and support throughout the course. This was an invaluable experience that has drastically changed my view of what open, reproducible science might be able to achieve. - -## References -1. Richardson, H., Lisandrelli, G., Riobueno-Naylor, A., & Saxe, R. (2018). Development of the social brain from age three to twelve years. Nature Communications, 9(1). https://doi.org/10.1038/s41467-018-03399-2 - -2. Bellec, P., Rosa-Neto, P., Lyttelton, O. C., Benali, H., & Evans, A. C. (2010). Multi-level bootstrap analysis of stable clusters in resting-state fMRI. NeuroImage, 51(3), 1126–1139. https://doi.org/10.1016/j.neuroimage.2010.02.082 - -3. Bellec, P. (2013). Mining the hierarchy of resting-state brain networks: Selection of representative clusters in a multiscale structure. Proceedings - 2013 3rd International Workshop on Pattern Recognition in Neuroimaging, PRNI 2013, (August), 54–57. https://doi.org/10.1109/PRNI.2013.23 - -4. Tzourio-Mazoyer, N., Landeau, B., Papathanassiou, D., Crivello, F., Etard, O., Delcroix, N., … Joliot, M. (2002). Automated anatomical labeling of activations in SPM using a macroscopic anatomical parcellation of the MNI MRI single-subject brain. NeuroImage, 15(1), 273–289. https://doi.org/10.1006/nimg.2001.0978 - -5. Craddock, R. C., James, G. A., Holtzheimer, P. E., Hu, X. P., & Mayberg, H. S. (2012). A whole brain fMRI atlas generated via spatially constrained spectral clustering. Human Brain Mapping, 33(8), 1914–1928. https://doi.org/10.1002/hbm.21333 - -6. Varoquaux, G., Gramfort, A., Pedregosa, F., Michel, V., & Thirion, B. (2011). Multi-subject dictionary learning to segment an atlas of brain spontaneous activity. Lecture Notes in Computer Science (Including Subseries Lecture Notes in Artificial Intelligence and Lecture Notes in Bioinformatics), 6801 LNCS, 562–573. https://doi.org/10.1007/978-3-642-22092-0_46 diff --git a/content/en/project/rs-fMRI-preprocessing/parcellation.png b/content/en/project/rs-fMRI-preprocessing/parcellation.png deleted file mode 100644 index 4cd94cce..00000000 Binary files a/content/en/project/rs-fMRI-preprocessing/parcellation.png and /dev/null differ diff --git a/content/en/project/rs-fMRI-preprocessing/pipeline_detail.png b/content/en/project/rs-fMRI-preprocessing/pipeline_detail.png deleted file mode 100644 index ede12875..00000000 Binary files a/content/en/project/rs-fMRI-preprocessing/pipeline_detail.png and /dev/null differ diff --git a/content/en/project/rs-fmri-classification/brain.PNG b/content/en/project/rs-fmri-classification/brain.PNG deleted file mode 100644 index d99bdc8b..00000000 Binary files a/content/en/project/rs-fmri-classification/brain.PNG and /dev/null differ diff --git a/content/en/project/rs-fmri-classification/index.md b/content/en/project/rs-fmri-classification/index.md deleted file mode 100644 index 75fc1df5..00000000 --- a/content/en/project/rs-fmri-classification/index.md +++ /dev/null @@ -1,98 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2022-08-03" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Can we classify men and women based on the connectivity profile of their language network?" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Xanthy Lajoie] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2022/Lajoie_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [sex differences, language network, classification, resting-state] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Sex differences in the language network is a long lasting and unresolved debate in the neuroscience field. Clinical studies have shown that pathologies or developmental conditions affecting language functions can differently affect individuals based on their sex. Although the language network is bilaterally organized, the left hemisphere is dominant for language in most individuals. However, this lateralisation tends to vary between sexes.In the present project, we address the research question on whether young adults present differences in the pattern of rs-fMRI functional connectivity within the language network based on their sex. To address this issue, we propose to determine whether we can classify healthy young adults, men and women, based on their rs-fMRI functional connectivity profiles within the language network." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "brain.png" ---- -# rs-fmri sex classification - -## Project Description - -#### Background -Sex differences in the language network is a long lasting and unresolved debate in the neuroscience field. Clinical studies have shown that pathologies or developmental conditions affecting language functions can differently affect individuals based on their sex (Cahill, 2006; Icer et al., 2020). - -Although the language network is bilaterally organized, the left hemisphere is dominant for language in most individuals (Knect et al., 2000). However, this lateralisation tends to vary between sexes (Shaywitz et al., 1995). - -![image](https://user-images.githubusercontent.com/90349544/182665738-d16a1d47-5bb9-4498-aa71-eed6896e738d.png) - - -Differences between men and women in the functional language network could explain sex differences in clinical conditions and offer insight for the development of interventions based on individuals’ characteristics. Yet whether and how sex impacts the functional language network organization is still largely unknown. - -#### Objectives -In the present project, we address the research question on whether young adult individuals present differences in the pattern of rs-fMRI functional connectivity within the language network based on their sex. To address this issue, we propose to determine whether we can classify healthy young adult men and women, based on their rs-fMRI functional connectivity profiles within the language network. -#### Data -The rs-fMRI images were issued from the human connectome project (HCP) S1200 release datatbase (Van Essen et al., 2012). The rs-fMRI images of a total of 667 healthy adults (322 men and 345 women, age: 22-35 years) were included in the study. First, for each participant, we extracted the functional connectivity networks anchored in the core regions of the language network from rs-fMRI data. This step is completed. - -With the knowledge acquired from this class, I will test whether machine learning models can accurately classify men and women based on their functional connectivity language maps within the language network. Subsequently, I will determine which are the most discriminant functional connectivity features that allow this classification. - -### My objectives -- Familiarize myself with different softwares such as Git, Github, WSL -- Learn how to code with python, specifically for the neuroimaging field -- Have a better understanding of machine learning and its application in neuroimaging -- Get comfortable using the terminal to search for files and not the default file system on our laptops - -### Deliverables -- Seed-to-voxel code -- Jupyter notebook containing Linear SVC model and accuracy -- Presentation slides -- Project Report - -## Results -Using the seed-to-voxel correlations of 8 seeds of a sub-sample of 70 participants (40 M, 38 W). -Model pipeline: - -![image](https://user-images.githubusercontent.com/90349544/181608461-c8786fae-ab75-4604-a479-ab12e8fff9c7.png) - -1. Results from the PCA determining the best number of features to include in our model. - In this case, 0 features represent the best number of features (basically using the whole brain) - -![image](https://user-images.githubusercontent.com/90349544/181355670-ace0976a-4cae-40c4-a38d-f82f1b58c3fe.png) - - -2. Results from the Linear SVC classifier - -![image](https://user-images.githubusercontent.com/90349544/181356687-20731893-0c5a-48e5-9a9f-d460faf0657d.png) - -Accuracy (r2) = 0.875 - -Interpretation: the classifier was able to sucessfully classify men and women with an accuracy of 87.5% - -### Tools Learned During This Project -Open Science Software: I learned to use Git for local and remote control in order to share my project repository on Github. I was also able to navigate through different repositories to find the documentation needed for my project. I no longer send codes to myself via email or rely on my USB drive. - -Machine Learning Packages: I have a better understanding of how to use scikit-learn, nilearn and their different modules for machine learning and neuroimaging data manipulations. - -Python Scripting: I was able to use different libraries (e.g. numpy, nibabel), code in a virtual environment with Jupyter Notebook. The course modules helped me understand data dimensionality and how to manipulate it. - -Data Visualization: I learned to plot multiple static figures with matplotlib and seaborn and to generate interactive figures with plotly and also to plot connectomes. - -![image](https://user-images.githubusercontent.com/90349544/181617392-92fb89ec-d210-4aab-a4d2-07f026ca2248.png) - -## Conclusion - -Apart from the main project, participating in Brainhack 2022 has had several benefits. I am more comfortable with shell coding, and the introduction to WSL makes it easier for me to work in Linux environments. I'm looking forward to trying more tools for neuroimaging analysis, such as fMRIprep for preprocessing, machine learning methods to try different classifiers and seed-to-voxel connectivity analyses. Although I've only had a brief introduction to many of these tools, I feel like they are more accessible with the knowledge Brainhack school has given me. - - -### Acknowledgements -I am immensely grateful to the entire team for all of their assistance and support throughout the course. François, Marie-Ève et Claudéric, thank you for your patience and for not sighing when I asked for help every 5 minutes. Without you, I don't know what I would've done. diff --git a/content/en/project/schizophrenia-detection/index.md b/content/en/project/schizophrenia-detection/index.md deleted file mode 100644 index 269f50f7..00000000 --- a/content/en/project/schizophrenia-detection/index.md +++ /dev/null @@ -1,116 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2023-06-09" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Schizophrenia prediction: use of Neuroimages and Artificial Intelligence Models" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Hugo Galván,Agustina Boveda,Pablo Koss,Sebastian Galván] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/hcgalvan_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [schizophrenia, fmri, tractography, machine-learning, neuroimaging, python] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -Summary: "Schizophrenia (SZ) involves significant alterations in perception, thoughts, mood, and behavior. This project aims to develop an AI model using machine learning for complementary SZ diagnosis, utilizing prefrontal cortex connectomics and tractography techniques. It focuses on creating scripts for data separation, comparing classification models, and analyzing the connectome of healthy individuals and those with SZ. Early detection and accurate diagnosis through machine learning will enable targeted interventions, improving outcomes for individuals with SZ." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "tractografia.png" ---- - - -# Schizophrenia prediction: use of Neuroimages and Artificial Intelligence Models - -Hugo Galván, Agustina Boveda, Pablo Koss,Sebastian Galván - -

    Tractografia

    - -## Summary - -Schizophrenia (SZ) involves significant alterations in perception, thoughts, mood, and behavior. This project aims to develop an AI model using machine learning for complementary SZ diagnosis, utilizing prefrontal cortex connectomics and tractography techniques. It focuses on creating scripts for data separation, comparing classification models, and analyzing the connectome of healthy individuals and those with SZ. Early detection and accurate diagnosis through machine learning will enable targeted interventions, improving outcomes for individuals with SZ. - -## Project definition - -### Background - -**Schizophrenia theories**: Theory of Disconnection Syndrome -* The theory of disconnection syndrome is a theory that explains the symptoms of schizophrenia as the result of disruptions in the normal integration of emotion, perception, and thought. - -**Previous works and literature**: Use of only one method of analyses, Require additional validation afterwards -* [Schizophrenia prediction using tractography and machine learning](https://www.sciencedirect.com/science/article/pii/S1053811919303837) -* [Schizophrenia prediction using fMRI and machine learning](https://www.sciencedirect.com/science/article/pii/S1053811919303837) - -**MRI**: Now it’s only use for differential diagnosis and not for prediction - -### Tools - -The "Schizophrenia" project will rely on the following technologies: - * Processing of Tractography data is done with `DSI Studio` - * Processing of fMRI data is done with `SPM` -* Machine learning anlayses rely on `scikit-learn`. - * The main summary and results of the project are stored in a [Jupyter Notebook](https://jupyter.org/index.html) - * Updating and version control relies on github, through commits and pull requests. - -### Data - -The preprocessed data is publicly available on [UCLA Consortium for Neuropsychiatric Phenomics LA5c Study](https://purl.stanford.edu/mg599hw5271). The data is composed of 2 groups of subjects: 1) 58 patients with schizophrenia and 2) 138 Healthy controls. The data is composed of 2 modalities: 1) fMRI and 2) Tractography. The data is already preprocessed and ready to be used. - -### Deliverables -Note that the deliverables changed somewhat over the course of the project, and are more extensive than the original conception. - - -The [Github repository](https://github.com/brainhack-school2023/hcgalvan_project/blob/master/analysis.ipynb) that contains all of the relevant code for the project, clearly formatted and commented. - -* Data, generated from the [UCLA Consortium for Neuropsychiatric Phenomics LA5c Study](https://purl.stanford.edu/mg599hw5271) dataset as described above. - * Code for the analysis "pipeline" using Python - * Jupyter notebook for interactive data visualization - * This README.md file describing the project - * Examples of visualizations created using the pipeline and notebooks - * The slides used for the final Brainhack School presentation - - -## Results - -### Progress overview - -The project was divided into 3 main parts: 1) Data preparation, 2) Machine learning, and 3) Data visualization. The first part was done using `DSI Studio` and `SPM`. The second part was done using `scikit-learn`. The third part was done using `Jupyter Notebook`. - -### Tools I learned during this project - -* `DSI Studio` for tractography data processing and visualization -* `SPM` for fMRI data processing and visualization -* `scikit-learn` for machine learning analyses -* `Jupyter Notebook` for data visualization and presentation - -### Results -* The results of the project are summarized in the [Github repository]( - -#### Deliverable 1: report template -* The report template is available in the [Github repository- Metrics](https://github.com/brainhack-school2023/hcgalvan_project/blob/main/scripts/mvp-metrics.ipynb) - -#### Deliverable 2: project gallery -* The project gallery is available in the [Github repository- Pipeline](https://github.com/brainhack-school2023/hcgalvan_project/blob/main/src/pca_reduct_end.ipynb) - - -## Conclusion and acknowledgement - -### Conclusion -1. We have managed, among many tasks, to link the worlds of clinical medicine, laboratory neurosciences and supervised learning, looking for the models achieved to support the clinic in a format -a) screening, or with a tolerable bias to false positives that, together with other studies, advance in depth for a final diagnosis -b) as a tool for minimum tolerance to biases, and pathology is taken as the last study and finalizes the clinical diagnosis process. - -2. Under these criteria, we are putting together modeling strategies, on operational hypotheses that are on the project's work table and beyond metrics that may be low, highlighting the variances of the important characteristics in the laboratory. -We begin to understand the noise between variances that prevent us from visualizing and obtaining objective metrics. Also where they come from and we are putting together another model that verifies these facts and penalizes when detected, which will help highlight the true attributes that are hidden. - -3. We are understand that they are a tool to support the clinic in the diagnosis, and that they are a tool to advance in the understanding of the disease and its treatment. - -## Acknowledgements -Thanks to all of the instructors, teaching assistants, and participants of the Brainhack School 2023! Thanks to the organizers, HUMAI, Hub Buenos Aires, and the Brainhack School 2023 sponsors for making this possible. Thanks to the [UCLA Consortium for Neuropsychiatric Phenomics LA5c Study](https://purl.stanford.edu/mg599hw5271) for making the data publicly available. diff --git a/content/en/project/schizophrenia-detection/tractografia.png b/content/en/project/schizophrenia-detection/tractografia.png deleted file mode 100644 index 392690d1..00000000 Binary files a/content/en/project/schizophrenia-detection/tractografia.png and /dev/null differ diff --git a/content/en/project/schizophrenia/alina-grubnyak-brain.jpg b/content/en/project/schizophrenia/alina-grubnyak-brain.jpg deleted file mode 100644 index 5a74b033..00000000 Binary files a/content/en/project/schizophrenia/alina-grubnyak-brain.jpg and /dev/null differ diff --git a/content/en/project/schizophrenia/bhs2020.png b/content/en/project/schizophrenia/bhs2020.png deleted file mode 100644 index d211b685..00000000 Binary files a/content/en/project/schizophrenia/bhs2020.png and /dev/null differ diff --git a/content/en/project/schizophrenia/c_matrix.png b/content/en/project/schizophrenia/c_matrix.png deleted file mode 100644 index 80a8735d..00000000 Binary files a/content/en/project/schizophrenia/c_matrix.png and /dev/null differ diff --git a/content/en/project/schizophrenia/index.md b/content/en/project/schizophrenia/index.md deleted file mode 100644 index de768143..00000000 --- a/content/en/project/schizophrenia/index.md +++ /dev/null @@ -1,130 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2020-06-11" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Diagnosing Schizophrenia from Brain Activity" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Alexander Albury] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2020/Alex-A14_Brainhack2020 - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [brainhack, sklearn, fmri, nilearn, machine-learning] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Computational Psychiatry is growing trend that applies machine learning methods to psychological disorders. How well can we predict schizophrenia diagnosis from brain activity? This project uses neuroimaging tools from Nilearn, and machine learning tools from scikit-learn to differentiate patients diagnosed with schizophrenia from healthy controls using resting state fmri data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "alina-grubnyak-brain.jpg" ---- - - -![alt text](https://i.imgur.com/tXSoThF.png) [@albury_alex](https://twitter.com/albury_alex) -## Project definition - -### Background - -This project uses machine learning techniques to predict schizophrenia diagnosis using fMRI data. - -The data used is a resting state fMRI dataset of schizophrenia patients and healthy controls. The data comes from [The Center for Biomedical Research Excellence (COBRE)](http://fcon_1000.projects.nitrc.org/indi/retro/cobre.html). - -Machine learning techniques are used to classify schizophrenia patients from controls. My goal for this project was to gain basic experience with processing fMRI data. Following this, I experiment with different machine learning methods (algorithms, cross-validation methods, tuning hyperparamters) and see how they compare. - - - -### Tools - -The project relies on the following technologies: - * This README is built using [Markdown](https://guides.github.com/features/mastering-markdown/), to structure the text. - * Processing of fMRI data is done with `nilearn` - * Machine learning anlayses rely on `scikit-learn`. - * `plotly.express` and `ipywidgets` are used to create interactive visualizations. - * The main summary and results of the project are stored in a [Jupyter Notebook](https://jupyter.org/index.html) - * Some interactive visualizations rely on a [Binder](https://jupyter.org/binder) environment. - * Updating and version control relies on github, through commits and pull requests. - -### Data - -The preprocessed data is publicly available on Nilearn and can be downloaded using `nilearn.datasets.fetch_cobre()` Documentation about the Nilearn data can be found [here](https://nilearn.github.io/modules/generated/nilearn.datasets.fetch_cobre.html#nilearn.datasets.fetch_cobre). (**Note**: The Nilearn implementation of this dataset is deprecated and so access to the data may change or be removed.) - -### Deliverables - -Products of this project include: - - A complete README summarizing the entire project and its results. - - Week 3 Deliverable: - - [Plotly Histogram](http://htmlpreview.github.io/?https://github.com/brainhack-school2020/Alex-A14_Brainhack2020/blob/master/plotly.html) of age - - Binder With ipywidgets Correlation Matrices [![Binder](https://mybinder.org/badge_logo.svg)](https://mybinder.org/v2/gh/brainhack-school2020/Alex-A14_Brainhack2020/master?filepath=visualization.ipynb) - - A [Jupyter notebook](https://github.com/brainhack-school2020/Alex-A14_Brainhack2020/blob/master/analysis.ipynb) that contains all of the relevant code for the project, clearly formatted and commented. - - A formatted [html document](http://htmlpreview.github.io/?https://github.com/brainhack-school2020/Alex-A14_Brainhack2020/blob/master/analysis.html) that contains code, descriptions, and visualizations from the project. - -## Results - -### Overview - -The project involved importing and cleaning the demographic data and nifti files. After this, time series and correlation matrices were generated for each subject. Visualizations of subject demogrpahics and connectivity matrices of patients and controls were generated. Finally, various machine learning models were trained to predict schizophrenia diagnosis, and were evaluated using 10-fold cross validation. The performance of the best performing model was then evaluated using a validation set. - -### Tools learned in this project: - - * **fMRI Data Processing with Nilearn** - * **Machine Learning with Scikit Learn** - * **Interactive plotting with Plotly Express** - * **Pandas Data Manipulation** - * **fMRI Data Visualization** - * **Visualizing Machine Learning Metrics** - -### Method - -#### Data Cleaning - -Data preparation involved extracting subject IDs from the nifti file paths and then using this to merge the final names to the phenotypic data. This allowed for easy subsetting when creating data visualizations comparing patients and controls. The final step in data visualization was to generate time series and correlation matrices for each subject. The correlation matrices were then merged to the phenotypic data to create a column containing the correlation matrix for each subject. - -#### Data Visualization - -Feature plots were generated showing average activation for patients and controls. An [interactive Plotly Express app](http://htmlpreview.github.io/?https://github.com/brainhack-school2020/Alex-A14_Brainhack2020/blob/master/plotly.html) was generated to display a histogram of age for patients and controls. Lastly, interactive visualizations were created to display average correlation matrices for patients and controls. - -#### Classification - -The primary goal of the project was to predict schizophrenia diagnosis. Several machine learning apporaches were evaluated on the data. The data was split into training and validation sets using an 80/20 split. Each model was then evaluated on the training data using 10-fold cross validation. F1 score was used as a performance metric. In some cases, a grid search was used to optimize hyperparameters. - -### Results - -The table below displays the average performance of each model across the 10-folds. - -| Classifier | Average CV F1 | Min | Max | -| --------------- | ------------- | ---- | ---- | -| Linear SVC | 0.80 | 0.63 | 1.0 | -| Gradient Boost | 0.58 | 0.24 | 0.83 | -| KNN | 0.62 | 0.43 | 0.73 | -| Random Forest | 0.73 | 0.58 | 0.92 | -| RBF SVC (Tuned) | 0.81 | 0.63 | 1.0 | - - -The best performing model was a Support Vector Machine CLassifier (SVC) using an RBF kernel, with values of 100.0 and 0.001 for the `C` and `gamma` parameters, respectively. This model was then used to predict daignosis on the left out validation set. On the validation set, the model had a final F1 score of **0.69**, and an accuracy of **0.67**. - -The figure below shows a confusion matrix of the model's predictions: - -![alt text](c_matrix.png) - -### Discussion and Limitations - -An F1 of .69, and accuracy of 67% isn't bad for a binary classfication problem, especially considering the small sample size. It's possible that better performance could be achieved through several methods. This analysis uses 64 ROIs, but the atlas used supports up to 444. Increasing the number fo features could improve the model. Conversely, dimensionality reduction could be used to reduce the number of features available to the model. - -Hyperparameter tuning of more advanced models could be another avenue for improved performance. The Random Forest classifier showed potential, and more time spent tweaking this model could produce better results. - -Finally, this analysis doesn't examine feature importance. It's likely that an analysis of a similar size, or greater, could be devoted to investigating feature importance for schizophrenia prediction, and so it was far beyond the scope of this project. - -## Conclusion and Acknowledgements - -This project has been a great introduction to working with fMRI data, and using Scikit Learn. The range of functions and clear documentation for both of these packages make them accessible and easy to learn. The project has also strengthened my skills in Python, particularly data management with Pandas. - -Apart from the main project, participating in Brainhack 2020 has had several benefits. I am more comfortable with shell coding, and the introduction to WSL makes it easier for me to work in Linux environments. The focus on reproducible science has introduced me to numerous tools for making analyses accessible, from Git to Docker. I'm also looking forward to trying more tools for neuroimaging analysis, including fMRIPrep for preprocessing, and MNE (Python) and EEG Workshop (R) for processing EEG data. Although I've only had a brief introduction to many of these tools, I feel like they are accessible with the experience that Brainhack has given me. - -I'd like to thank all of the instructors, presenters, TAs, and mentors who helped make Brainhack 2020 a success (in a new online format!). It's amazing that so much was packed into 4 weeks. I look forward to seeing what Brainhack does in the future. diff --git a/content/en/project/scz_AVH_fc_project/brain.png b/content/en/project/scz_AVH_fc_project/brain.png new file mode 100644 index 00000000..fbe7b232 Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/brain.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure1.png b/content/en/project/scz_AVH_fc_project/images/figure1.png new file mode 100644 index 00000000..284410a4 Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure1.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure2.png b/content/en/project/scz_AVH_fc_project/images/figure2.png new file mode 100644 index 00000000..8b965acb Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure2.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure3.png b/content/en/project/scz_AVH_fc_project/images/figure3.png new file mode 100644 index 00000000..8d5508ec Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure3.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure4.png b/content/en/project/scz_AVH_fc_project/images/figure4.png new file mode 100644 index 00000000..49fe917d Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure4.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure5.png b/content/en/project/scz_AVH_fc_project/images/figure5.png new file mode 100644 index 00000000..22796659 Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure5.png differ diff --git a/content/en/project/scz_AVH_fc_project/images/figure6.png b/content/en/project/scz_AVH_fc_project/images/figure6.png new file mode 100644 index 00000000..e71cf2ab Binary files /dev/null and b/content/en/project/scz_AVH_fc_project/images/figure6.png differ diff --git a/content/en/project/scz_AVH_fc_project/index.md b/content/en/project/scz_AVH_fc_project/index.md new file mode 100644 index 00000000..df7067d4 --- /dev/null +++ b/content/en/project/scz_AVH_fc_project/index.md @@ -0,0 +1,200 @@ +--- +type: "project" # DON'T TOUCH THIS ! :) +date: "2026-06-26" # Date you first upload your project. +# Title of your project (we like creative title) +title: "Wired for Sound: Functional Connectivity of the Auditory Cortex in Schizophrenia" + +# Your project GitHub repository URL +github_repo: https://github.com/brainhack-school2026/BHS_2026_Schizophrenia_AVH_Project.git + +# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. +website: + +# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. +# Please only lowercase letters +tags: [schizophrenia, dysconnectivity, hallucinations, brainhack] + +# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. + +# List the names of the collaborators within the [ ]. If alone, simple put your name within [] +names: [Garene Matossian, Anna Petroseniak, Yang Jing Zheng, Hira Zahid, Diya Shah, Denisa Lazar] + +summary: "This project investigates auditory cortex functional connectivity in schizophrenia using open-source fMRI data from OpenNeuro. Using a seed-to-voxel connectivity approach centered on the left auditory cortex, we examined differences in brain network communication among schizophrenia patients with and without auditory verbal hallucinations (AVH+ and AVH-) and healthy controls during a speech perception task." + +# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name +# below with the extension. +image: "brain.png" +--- + + +## Project Definition: Background, Research Question, Project Objectives + +### Background + +Schizophrenia is a chronic psychiatric disorder that affects approximately 24 million individuals worldwide and is increasingly regarded as a disorder of brain network dysconnectivity (Friston & Frith, 1995; Alderson-Day et al., 2015). Rather than reflecting dysfunction within a single brain region, symptoms may emerge from altered communication among distributed neural systems. + +Auditory verbal hallucinations (AVHs) are among the most common positive symptoms of schizophrenia and affect approximately 60-80% of individuals with schizophrenia. Neuroimaging studies suggest that AVHs involve abnormal interactions between auditory processing regions, language networks, and systems involved in self-monitoring and internally generated speech (Jardri et al., 2011; Alderson-Day et al., 2015). In addition, previous work has consistently implicated the left auditory cortex, particularly regions surrounding Heschl's gyrus, in the pathophysiology of hallucinations (Gavrilescu et al., 2010; Shinn et al., 2013). + +This project utilizes OpenNeuro dataset ds004302 from Soler-Vidal et al. (2022), which includes fMRI data acquired during a speech perception task from healthy controls, schizophrenia patients without auditory verbal hallucinations (AVH−), and schizophrenia patients experiencing auditory verbal hallucinations (AVH+). + +**Main Question:** +Do healthy controls, AVH− participants, and AVH+ participants differ in the functional connectivity of the auditory cortex during speech perception? + +**Research Objectives** +1. Learn neuroimaging preprocessing and quality control workflows using fMRIPrep. +2. Develop skills in seed-based functional connectivity analysis using Nilearn. +3. Apply reproducible neuroimaging workflows to open-source schizophrenia datasets. +4. Examine auditory cortex connectivity patterns associated with hallucination status. +5. Gain experience using high-performance computing resources and collaborative software development tools. + +## Methodology: Workflow, Tools Used + +**Workflow & Procedures** +1. Data Organization: Raw neuroimaging data were obtained from OpenNeuro (ds004302) and organized according to BIDS standards. + +2. fMRI Preprocessing: Functional and anatomical MRI data were preprocessed using fMRIPrep. Processing included motion correction, anatomical-functional coregistration, tissue segmentation, normalization to MNI space, and confound extraction. Slice timing correction was omitted because the primary objective was seed-based functional connectivity analysis. Skull stripping was skipped because the raw neuroimaging data already underwent skull stripping. + +3. Seed Definition: A seed region corresponding to the left auditory cortex was identified using the Schaefer 2018 functional atlas. The selected parcel was the cortical region nearest to a literature-based left Heschl's gyrus coordinate (MNI: −42, −26, 10). + +4. Functional Connectivity: The average BOLD signal from the auditory cortex seed was extracted for each participant. Connectivity between the seed and every voxel in the brain was calculated using Pearson correlation. + +5. Fisher-z Transformation: Correlation coefficients were transformed using Fisher's z transformation to improve suitability for statistical analyses. + +6. Statistical Analysis Between Groups: Connectivity maps were compared between healthy controls, AVH− participants, and AVH+ participants using two-sample t-tests and one-way ANOVA. + +### Tools Used + +In summary, the dataset was obtained from OpenNeuro and organized according to the Brain Imaging Data Structure, or BIDS, which provides a standardized framework for managing neuroimaging data. Computationally intensive analyses were performed on SciNet, a high-performance computing cluster. + +For preprocessing, we used fMRIPrep and FreeSurfer, while functional connectivity analyses were conducted in Python using Nilearn. Throughout the project, we used VS Code, Jupyter Notebooks, and the command line interface for coding and analysis, while GitHub was used for version control and project organization to support reproducibility and collaboration. + +![Figure 1.](images/figure1.png) + +**Figure 1.** Pre-processed surface reconstruction for subject #1. + +**Neuroimaging Software** +1. fMRIPrep (v25.2.4) +2. Nilearn +3. FreeSurfer + +**Computing Environment** +1. SciNet Teach Cluster +3. Python/Jupyter Notebooks +4. VSCode/Terminal + +**Data Standards and Version Control** +1. OpenNeuro +2. Brain Imaging Data Structure (BIDS) +3. Git and GitHub + +![Figure 2.](images/figure2.png) + +**Figure 2.** Tools used for the brainhack project. + +## Data + +### Data Characteristics + +The complete dataset (OpenNeuro, ds004302) contains 71 participants across three groups. Due to time constraints, analyses were initially conducted on a subset of 27 participants consisting of: +* 9 Healthy Controls +* 9 AVH− Participants +* 9 AVH+ Participants + +### Deliverables + +At the end of this project, we will have: +1. Reproducible GitHub repository +2. README file (this project report) +3. fMRI preprocessing script +4. Seed-based functional connectivity script +5. Group-level analysis script + +### Repository Contents + +The repository contains: +1. Preprocessing scripts +2. Functional connectivity scripts +3. Group-level statistical analysis code +4. Documentation and workflow descriptions (git log, commits) +5. BrainHack presentation materials +6. Figures and outputs + +## Results: Skills Learned, Preliminary Findings + +### Overview + +A complete preprocessing and functional connectivity workflow was successfully implemented using fMRIPrep and Nilearn. Preprocessing was conducted on the SciNet Teach cluster using containerized workflows. Seed-to-voxel connectivity maps were generated using the left auditory cortex as the seed region and subsequently analyzed at the group level. + + +### Skills Learned + +**Neuroimaging Analysis** +* BIDS-compliant dataset organization +* fMRIPrep preprocessing workflows +* Quality-control assessment of MRI data +* Seed-based functional connectivity analysis +* Group-level neuroimaging statistics + +**Computational Skills** +* Teach cluster usage +* Containerized neuroimaging workflows using Apptainer +* Git and GitHub version control +* Python-based neuroimaging analyses + +### Preliminary Findings + +Voxel-wise seed-based functional connectivity analyses were performed using Fisher z-transformed correlation maps from the left Heschl’s gyrus seed. Pairwise group comparisons (HC vs. AVH−, HC vs. AVH+, and AVH− vs. AVH+) were conducted using two-sample t-tests, and a one-way ANOVA was used to assess overall group differences. Statistical significance was evaluated using voxel-wise Benjamini–Hochberg false discovery rate (FDR) correction (q = 0.05). + +![Figure 3.](images/figure3.png) + +**Figure 3.** ANOVA conducted to assess group differences (HC, AVH-, AVH+). + +A significant difference in functional connectivity was observed between the HC and AVH+ groups, with 832,821 voxels surviving FDR correction. In contrast, no voxels survived FDR correction for the HC vs. AVH− comparison, the AVH− vs. AVH+ comparison, or the omnibus one-way ANOVA. These findings suggest robust alterations in left Heschl’s gyrus connectivity in patients with auditory verbal hallucinations relative to healthy controls, whereas differences involving the AVH− group were not statistically significant after correction for multiple comparisons. + +![Figure 4.](images/figure4.png) + +**Figure 4.** Functional connectivity analysis between HC and AVH-. + +![Figure 5.](images/figure5.png) + +**Figure 5.** Functional connectivity analysis between HC and AVH+. + +![Figure 6.](images/figure6.png) + +**Figure 6.** Functional connectivity analysis between AVH- and AVH+. + +However, because the AVH+ and AVH− groups did not significantly differ after correction, these results should not be interpreted as definitive evidence of hallucination-specific connectivity differences. Instead, they provide preliminary support for further examining whether auditory hallucinations are associated with broader network-level alterations in auditory, language, salience, sensorimotor, and default mode systems. + +### Limitations + +Several limitations should be noted. The current analysis used a small subset of the full dataset and focused only on the sentences condition. Although the original goal was to preprocess the full dataset and conduct both seed-to-voxel and ROI-based functional connectivity analyses, this was not feasible within the project timeline. A major challenge was that preprocessing had to be repeated after we determined that the OpenNeuro dataset had already undergone skull stripping, requiring the fMRIPrep workflow to be modified and rerun with skull stripping skipped. As a result, the present findings are based on the corrected preprocessing pipeline for the 27-participant subset and should be treated as exploratory. The large number of significant voxels in the HC vs. AVH+ contrast also requires follow-up to confirm that the effect reflects meaningful connectivity differences rather than masking, preprocessing, or variance-related issues. + +## Conclusion: Wrap-Up, Future Directions + +### Future Directions + +Future BrainHack groups could build on this project by extending the corrected preprocessing and seed-based functional connectivity workflow to the full ds004302 dataset. Because the present project established the core pipeline but was limited by preprocessing delays and time constraints, future work can: + +1. Complete corrected preprocessing of the full dataset (n = 71) +2. Perform whole-sample seed-to-voxel and ROI-based connectivity analyses +3. Investigate connectivity within auditory, language, salience, sensorimotor, and default mode networks +4. Examine relationships between connectivity patterns and hallucination status +5. Explore demographic and clinical moderators, including age, sex and medication use. + +We thank the BrainHack teaching team, the teaching assistants and professor, for their guidance throughout the program! + +## References + +Alderson-Day, B., McCarthy-Jones, S., & Fernyhough, C. (2015). Hearing voices in the resting brain: A review of intrinsic functional connectivity research on auditory verbal hallucinations. Neuroscience & Biobehavioral Reviews, 55, 78–87. + +Friston, K. J., & Frith, C. D. (1995). Schizophrenia: A disconnection syndrome? Clinical Neuroscience, 3(2), 89–97. + +Gavrilescu, M., Rossell, S., Stuart, G. W., Shea, T. L., Innes-Brown, H., Henshall, K., McKay, C., Sergejew, A. A., Copolov, D., & Egan, G. F. (2010). Reduced connectivity of the auditory cortex in patients with auditory hallucinations: A resting state functional magnetic resonance imaging study. Psychological Medicine, 40(7), 1149–1158. + +Jardri, R., Pouchet, A., Pins, D., & Thomas, P. (2011). Cortical activations during auditory verbal hallucinations in schizophrenia: A coordinate-based meta-analysis. American Journal of Psychiatry, 168(1), 73–81. + +Shinn, A. K., Baker, J. T., Cohen, B. M., & Öngür, D. (2013). Functional connectivity of left Heschl’s gyrus in vulnerability to auditory hallucinations in schizophrenia. Schizophrenia Research, 143(2–3), 260–268. + +Soler-Vidal, J., Fuentes-Claramonte, P., Salgado-Pineda, P., Ramiro, N., García-León, M. Á., Torres, M. L., Arévalo, A., Guerrero-Pedraza, A., Munuera, J., Sarró, S., Salvador, R., Hinzen, W., McKenna, P., & Pomarol-Clotet, E. (2022). Brain correlates of speech perception in schizophrenia patients with and without auditory hallucinations. 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If alone, simple put your name within [] -names: [Romain DUCHADEAU] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2024/duchadeau_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/brainhack-school2020/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, sleep, Machine_learning, health] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project utilizes fMRI data and machine learning to predict sleep states, aiming to enhance understanding of sleep patterns and disorders. By analyzing brain activity during different sleep stages, it seeks to improve diagnostics and develop personalized treatments for sleep disorders. The primary goal is to determine whether a participant is asleep or awake using resting-state fMRI data." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "images_for_README/Image_objective.png" ---- - -## Project Summary - -### Introduction - -This project explores the use of fMRI data to predict sleep states via machine learning algorithms. By enhancing our understanding of sleep patterns and disorders, this research offers valuable insights into brain activity across various sleep stages. It holds the potential to advance diagnostic methods and develop personalized treatments for sleep disorders. The primary objective is to determine a participant's sleep or wake state using resting-state fMRI data. - -### Main Objectives - -- Develop a comprehensive neuroimaging workflow, encompassing raw data preprocessing, feature extraction, model training, and results visualization. -- Prioritize reproducibility, ensuring every element of the project can be easily replicated, including detailed documentation and open-source code availability. -- Assess the efficacy of machine learning algorithms in predicting sleep states using fMRI connectivity data. - -### Personal Objectives - -- Acquire a thorough understanding of fMRI and neuroimaging database structures, along with best practices. -- Cultivate skills in preprocessing and analyzing fMRI data. -- Apply machine learning techniques to neuroscience research. - -### Tools - -- Git and GitHub for Version Control -- jupyter notebook for result presentation -- BIDS for dataset standardization and exploitation -- sklearn for Machine learning -- nipype, FSL for Data Preprocessing -- Python Packages: `numpy`, ``scikit-learn``, ``nibabel``, ``nilearn``, ``matplotlib`` - -### Deliverables -- [GitHub repository](https://github.com/brainhack-school2024/duchadeau_project) : project code -- Markdown file (this file): project description & installation instructions -- **Main.ipynb** : An executable Jupyter notebook with step-by-step instructions for data preprocessing and machine learning -- **Draft_Exploration_datase.ipynb** and **Draft_preprocessinf.ipynb** : Two draft used to test ideas. Not supposed to be explored but can be helpfull. -- **requirement.txt** : See the installation module -- **Brainhack-school_final_presentation** : My final presentation of the project - -### Dataset Description - -The dataset utilized for this analysis includes simultaneous EEG and fMRI recordings from 33 healthy participants, collected at Penn State University with informed consent. It comprises anatomical sessions for structural imaging, two 10-minute resting-state sessions, and multiple 15-minute sleep sessions. The first resting session occurred before a visuomotor adaptation task (Albouy et al., Journal of Sleep Research, 2013), and the second followed the task. Sleep stage data for these subjects are organized in the 'sourcedata' folder, with TSV files annotating sleep stages for each 30-second interval, categorized as "w" (wake), "1" (NREM1), "2" (NREM2), "3" (NREM3), "uncertain" (uncertain periods), and "unscorable" (artifact-ridden periods). MRI data were obtained using a Siemens Prisma Fit 3 Tesla scanner with a 20-channel receive coil, featuring MPRAGE sequence for anatomical images (TR: 2300 ms, TE: 2.28 ms, 1 mm isotropic spatial resolution) and EPI sequence for BOLD fMRI data (TR: 2100 ms, TE: 25 ms, 4 mm slice thickness). Although EEG data were recorded, they are not utilized in this analysis. The dataset also includes a CSV file with sleep stages used to train the algorithm. - -For more information or questions about this dataset, please refer to the [open-neuro dataset page](https://openneuro.org/datasets/ds003768/versions/1.0.11) - -## Results - -To recap, the objective of this project is to process raw fMRI data, make it exploitable, and train a machine learning algorithm to identify whether a patient is asleep or awake based on their fMRI images. - -![Alt text](images_for_README/Image_objective.png) - -To achieve this, we divided our work into three steps: -1. Select the appropriate data from the dataset. -2. Preprocess the fMRI images to make them usable. -3. Apply a machine learning algorithm to perform the recognition. - -Let's begin with the first section: - -### 1. Select Data -The goal of this section is to select the correct data since the temporal resolution of the labels does not match the temporal resolution of the fMRI images. - -![Alt text](images_for_README/Image_time_resolution.png) - -To do this, we select only the data that exactly corresponds to the labels. All these steps can be found in the `Main.ipynb` file. - -### 2. Preprocessing -Once the data is selected, it must be preprocessed to make it usable, providing our algorithm with only the useful information to avoid, among other things, overfitting (we don't want our algorithm to learn to recognize patients based on skull shapes, for example). - -#### 2.1 Brain Preprocessing -First, we extract the brain from the fMRI data to keep only the exploitable part: - -![Alt text](images_for_README/Image_extracted_brain.png) - -Second, we align the brain to the corresponding T1 scan of the patient to be able to apply an atlas later: - -![Alt text](images_for_README/Image_Aligned_brain.png) - -#### 2.2 Atlas Definition -Next, we choose an atlas that allows us to define regions of interest (ROI) to focus our efforts. The chosen atlas defines 64 regions of interest: - -![Alt text](images_for_README/Image_atlas_visualisation.png) - -To apply our atlas, we also need to align it to the T1 scan of each patient: - -![Alt text](images_for_README/Image_Aligned_atlas.png) - -#### 2.3 Atlas Application -Finally, since our brain is aligned with the T1 scan and the atlas is also aligned, both are aligned, and we can apply a masker to our data to define the regions of interest on our brains: - -![Alt text](images_for_README/Image_Atlas_on_brain.png) - -### 3. Machine Learning Algorithm -Finally, we can apply our machine learning algorithm to our data. The chosen algorithm is an [SVC algorithm](http://un-est-tout-et-tout-est-un.blogspot.com/2018/12/ia-classification-svc-avec-scikit-learn.html), and we use the cross-validation technique to test our algorithm: - -![Alt text](images_for_README/Image_cross_validation.png) - -Ultimately, we achieve an average of **70% accuracy**, and we can create a validation curve and a confusion matrix to see where the algorithm struggles: - -![Alt text](images_for_README/Image_learning_curve.png) -![Alt text](images_for_README/Image_confusion_matrix.png) - -We can see that the algorithm performs well in detecting wakefulness but struggles to detect shallow sleep cases. - -*Note:* Due to hardware limitations, the algorithm was trained on a very limited volume of data, but we can imagine it will perform even better with a larger dataset. - -See `Brainhack-school Final Presentation.pdf` for more details on potential improvements. - - -## Setup Instructions - -### Step 1: Create a Virtual Environment - -Create a virtual environment to install the necessary libraries in an isolated environment: - -``` -python -m venv fmri_env -``` - -### Step 2: Activate the Virtual Environment - -Activate the virtual environment: - -- **Windows:** - ```bash - .\fmri_env\Scripts\activate - ``` - -- **MacOS/Linux:** - ```bash - source fmri_env/bin/activate - ``` -### Step 3: Download FSL -Download flsinstaller.py on [this](https://fsl.fmrib.ox.ac.uk/fsl/fslwiki/FslInstallation) site - -### Step 4: Install FSL -Install FSL by tapping: -``` -pip install flsinstaller.py -``` - -### Step 4: Install Required Libraries -Run the following command to install the libraries: -``` -pip install -r requirements.txt -``` -**Well done it's finish**. The last step is to dowload the dataset used on [openneuro](https://openneuro.org/datasets/ds003768/versions/1.0.11) - - -## Conclusion and acknowledgement -Thanks to the BHS team for making this project possible with their very accessible and comprehensive courses. Special thanks to the Polytechnique Montreal team for the excellent moments spent together. - -## References -- https://nipype.readthedocs.io/en/latest/ -- https://nilearn.github.io/stable/index.html -- https://mniopenresearch.org/articles/1-3 -- https://scikit-learn.org/stable/modules/generated/sklearn.decomposition.PCA.html -- http://un-est-tout-et-tout-est-un.blogspot.com/2018/12/ia-classification-svc-avec-scikit-learn.html -- https://github.com/brainhack-school2024/duchadeau_project - - diff --git a/content/en/project/spatial_navigation_hippocampal_data/cover.png b/content/en/project/spatial_navigation_hippocampal_data/cover.png deleted file mode 100644 index cfaa5f92..00000000 Binary files a/content/en/project/spatial_navigation_hippocampal_data/cover.png and /dev/null differ diff --git a/content/en/project/spatial_navigation_hippocampal_data/figures/figure1.png b/content/en/project/spatial_navigation_hippocampal_data/figures/figure1.png deleted file mode 100644 index 517a9e01..00000000 Binary files a/content/en/project/spatial_navigation_hippocampal_data/figures/figure1.png and /dev/null differ diff --git a/content/en/project/spatial_navigation_hippocampal_data/figures/figure2.png b/content/en/project/spatial_navigation_hippocampal_data/figures/figure2.png deleted file mode 100644 index 564c4877..00000000 Binary files a/content/en/project/spatial_navigation_hippocampal_data/figures/figure2.png and /dev/null differ diff --git a/content/en/project/spatial_navigation_hippocampal_data/figures/figure3.png b/content/en/project/spatial_navigation_hippocampal_data/figures/figure3.png deleted file mode 100644 index bd5a54f3..00000000 Binary files a/content/en/project/spatial_navigation_hippocampal_data/figures/figure3.png and /dev/null differ diff --git a/content/en/project/spatial_navigation_hippocampal_data/index.md b/content/en/project/spatial_navigation_hippocampal_data/index.md deleted file mode 100644 index 13f350fd..00000000 --- a/content/en/project/spatial_navigation_hippocampal_data/index.md +++ /dev/null @@ -1,97 +0,0 @@ ---- -type: "project" # DON'T TOUCH THIS ! :) -date: "2025-06-15" # Date you first upload your project. -# Title of your project (we like creative title) -title: "Practice extracting functional signals from specific brain region" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Yiping Lu] - -# Your project GitHub repository URL -github_repo: https://github.com/yipinnng/yiping_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fmri, hippocampus, navigation, brainhack] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project aims to extract and analyze fMRI signals from the hippocampus during spatial navigation, using a reproducible workflow based on open tools and data formats." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover.png" - ---- - - -## Project definition - -### Background - -Spatial navigation is a complex cognitive function requiring the integration of diverse sensory inputs to compute goal locations and update self-position during movement. These inputs can be broadly categorized into allocentric and egocentric. Effective navigation depends on the dynamic interaction between these two spatial strategies. - -To further investigate how the brain transforms between allocentric and egocentric representations, we developed a virtual environment in which participants navigate from a first-person perspective or learn routes from a top-down map. By manipulating the learning and retrieval modalities (e.g., first-person learning followed by top-down retrieval, and vice versa), we aim to examine the neural mechanisms underlying the transformation between spatial reference frames and the role of non-primary sensory information in navigation. - -To address the aims, I’ll observe the connectivity between brain regions, but the virtual map still need a pilot test before recruiting participants. So for my proposal pitch in brain hack school is to practice using NiBabel to extract functional signals from specific brain regions based on EPI data. And I choose hippocampus cause it’s a region can integrate the spatial information to form a cognitive map in our brain. - -### Tools - -The project will rely on the following technologies: - * Python, The main programming language for scripting and data analysis. - * Nibabel, For loading and manipulating neuroimaging data in NIfTI format. - * Nilearn, For statistical analysis and visualization of functional MRI data. - * AAL2 Atlas, Used for anatomical parcellation and identifying brain regions of interest. - * MNI152 Standard Brain Template, Used as the reference space for normalization and visualization. - -### Data - -The fMRI dataset used in this project comes from a previous spatial navigation experiment conducted in our lab. The data analyzed here corresponds to one subject and includes task-based functional images and corresponding anatomical scans. All data were preprocessed and organized in BIDS format prior to analysis. A manually labeled hippocampal mask was also used to extract region-specific signals. - -### Deliverables - -At the end of this project, we will have: - - **Code**: Python scripts and Jupyter notebooks used for loading, processing, and analyzing the fMRI data. - - **Figures**: Output images illustrating key results, such as brain activation maps and region-specific signal extractions. - - **Slides**: A summary presentation describing the project background, methods, results, and conclusions, prepared for the final showcase. - -## Results - -### Progress overview - -This project began with selecting and preparing a task-based fMRI dataset from a previous spatial navigation experiment conducted in our lab. The data were converted to BIDS format and preprocessed to ensure compatibility with analysis tools. - -Using Python-based neuroimaging libraries such as Nibabel and Nilearn, I extracted time-series signals from the hippocampus using a predefined mask. Additionally, I aligned the subject's brain image to MNI space for standardized analysis and applied the AAL2 atlas for anatomical reference. - -### Tools I learned during this project - - - **Nibabel**: I learned how to load, manipulate, and save NIfTI images using Nibabel, which helped me extract fMRI signals from specific brain regions such as the hippocampus. - - **Nilearn**: I used Nilearn's `resample_to_img` function to match spatial resolution between brain images and anatomical masks, ensuring accurate region-of-interest extraction. - - **ANTs (Advanced Normalization Tools)**: I applied nonlinear image registration using `ants.registration` to align subject-specific images to the MNI standard brain. This taught me how to implement spatial normalization in a reproducible way. - - **Python scripting**: Through scripting with loops and conditionals, I automated the processing of multiple runs and trials across different image types (e.g., t-values and betas), which helped streamline my analysis workflow. - -### Results - -#### Image registration to MNI space - -All beta images from the spatial navigation task (spanning 8 runs and 7 trials) were registered to the MNI152 standard brain using the ANTs library. The `SyN` nonlinear transformation ensured that each subject-specific image was accurately aligned to a common anatomical space. - -Each output was visually inspected to verify successful alignment, and the registered images were saved for downstream analysis. These MNI-aligned images enable consistent anatomical localization across trials and facilitate integration with standard atlases like AAL2. - -![Hippocampus Beta Map](figures/figure1.png) - -#### Hippocampus region extraction - -Following registration, a binary hippocampus mask was resampled to each aligned beta image using nearest-neighbor interpolation (`nilearn.image.resample_to_img`). The resampled mask ensured voxel-level correspondence between the mask and the functional images. - -We then extracted signals specific to the hippocampus by multiplying each image with the resampled mask, effectively zeroing out all non-hippocampal voxels. The resulting hippocampus-only beta images were saved for further statistical analysis or visualization. - -An example of the hippocampus mask from AAL2 and hippocampus-masked output are shown below: - -![Hippocampus Beta Map](figures/figure3.png) - -![Hippocampus Beta Map](figures/figure2.png) - diff --git a/content/en/project/task2rest_langfc/cover.png b/content/en/project/task2rest_langfc/cover.png deleted file mode 100644 index 7f7a3391..00000000 Binary files a/content/en/project/task2rest_langfc/cover.png and /dev/null differ diff --git a/content/en/project/task2rest_langfc/figures/roi1_plot.png b/content/en/project/task2rest_langfc/figures/roi1_plot.png deleted file mode 100644 index 97a886c4..00000000 Binary files a/content/en/project/task2rest_langfc/figures/roi1_plot.png and /dev/null differ diff --git a/content/en/project/task2rest_langfc/figures/roi2_plot.png b/content/en/project/task2rest_langfc/figures/roi2_plot.png deleted file mode 100644 index 0a578074..00000000 Binary 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If alone, simple put your name within [] -names: [Wei-Chen Huang] - -# Your project GitHub repository URL -github_repo: https://github.com/WeiChenPsy/WeiChen_2025BHS_project - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [rsfmri, taskfMRI, functionalconnectivity, language] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "This project examines how language-related brain regions connect with DMN, FPN, and SN during rest, using fMRI data to explore links between functional connectivity and language comprehension." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "cover.png" ---- - - -## Project definition - -### Background - -This project was conducted as part of Brainhack School 2025, a program that encourages students to engage in open neuroscience through hands-on experience with real-world neuroimaging datasets. Motivated by an interest in how language functions are represented within the brain’s intrinsic functional architecture, the present project aimed to investigate the resting-state connectivity of language-related brain regions. - -The analysis was based on the SMN4Lang dataset, which includes both task-based and resting-state fMRI scans. Language-related regions of interest (ROIs) were first identified through activation patterns during a language comprehension task. Functional connectivity was then assessed between these ROIs and three canonical resting-state networks: the Default Mode Network (DMN), Frontoparietal Network (FPN), and Salience Network (SN). Additionally, the influence of demographic and behavioral variables—such as age and language comprehension performance—on connectivity strength was explored. - -Despite numerous technical challenges, including repeated system crashes, the entire analysis pipeline was successfully implemented from scratch. This project marks a significant step toward developing practical skills in functional connectivity analysis and advancing understanding of how language-related regions interact with large-scale neural networks at rest. - -### Tools - -The "WeiChen_2025BHS_project" project will rely on the following technologies: -* Nilearn: For extracting time series from fMRI data, applying ROI and RSN masks, and computing functional connectivity. -* NumPy & Pandas: For numerical operations, data wrangling, and managing correlation matrices. -* Matplotlib & Seaborn: For visualizing functional connectivity patterns and group comparisons. -* Pingouin & SciPy: For conducting statistical analyses, including Pearson correlations and repeated-measures ANOVAs. -* Jupyter Notebook: To develop, test, and document the analysis pipeline in a transparent and reproducible manner. -* Git & GitHub: For version control, collaboration, and sharing the project with the Brainhack community. - - -### Data - -This project uses the SMN4Lang dataset(https://openneuro.org/datasets/ds004078), which includes both task-based and resting-state fMRI data. During the task-based sessions, participants listened to spoken Mandarin narratives while their brain responses were recorded using fMRI. The resting-state scans were collected in the absence of external stimuli to examine the brain's intrinsic functional organization. - -The dataset provides preprocessed fMRI images along with corresponding behavioral and demographic data, enabling researchers to investigate the interactions between language-related brain regions and large-scale resting-state networks, and to explore individual differences in language comprehension performance. - -For this project, only six participants (sub-01 to sub-06) were selected for analysis, due to computational resource limitations and feasibility considerations. - -### Deliverables - -At the end of this project, the following deliverables were completed: - -* ROI masks and resampled RSN masks used for functional connectivity analysis. -* Z-scored time series extracted from both task-defined ROIs and three resting-state networks (DMN, FPN, SN). -* A correlation matrix quantifying ROI–RSN functional connectivity for each participant. -* Repeated-measures ANOVA results examining the effects of ROI and RSN on connectivity strength. -* Exploration of behavioral and demographic influences on ROI–RSN functional connectivity. - -## Results - -### Progress overview - -This project was developed during Brainhack School 2025, a program that encourages students to explore open neuroscience through hands-on experience. It marked my first step into the field of resting-state fMRI and functional connectivity analysis, and every stage—from preprocessing to final results—was a completely new learning experience. - -Through continuous trial and error, I learned how to extract time series, apply ROI and RSN masks, and compute correlation coefficients, gradually gaining an understanding of how to analyze and validate data starting from raw inputs. The process was full of challenges—especially when my computer crashed repeatedly—but completing the full analysis pipeline and seeing meaningful results brought me great satisfaction. I hope this experience will serve as a foundation for my continued exploration into brain data analysis. - -### Tools I learned during this project - -* **DataLad**: For downloading, managing, and version-controlling open datasets, enabling reproducible data access. -* **Jupyter Notebook**: For writing, executing, and documenting analysis code in an interactive and transparent manner. -* **Nilearn**: For extracting time series from fMRI data and computing functional connectivity between ROIs and resting-state networks. -* **Matplotlib / Seaborn**: For visualizing correlation matrices, group comparisons, and connectivity patterns. -* **Pingouin**: For conducting statistical tests, including Pearson correlations and repeated-measures ANOVAs. -* **NumPy / Pandas**: For data manipulation, matrix operations, and organizing tabular data. -* **GitHub & Markdown**: For version control, documentation, and transparent sharing of project progress and results. - -### Results - -#### Deliverable 1: Definition of Task-Based ROIs and Resampled RSN Masks - -To define language-related regions of interest (ROIs), I first conducted subject-level analysis of the task-based fMRI data, focusing on the contrast between story and baseline. This allowed me to identify language-related activations for each participant. I then performed a group-level analysis to extract brain regions that were consistently activated across subjects, and used these regions to construct the final language-based ROI masks. - -For the resting-state network (RSN) masks, I used the Yeo 7-network atlas as a reference. Since the RSN masks and the ROI/resting-state data had different affine matrices, I resampled the RSN masks to ensure proper alignment before extracting time series. - -**ROI 1** -![ROI 1](figures/roi1_plot.png) -**ROI 2** -![ROI 2](figures/roi2_plot.png) - - -#### Deliverable 2: Time Series Extraction from ROIs and RSNs - -I concatenated the four resting-state runs into a single 4D image file for each participant. Then, I extracted time series from the combined resting-state fMRI data using both the task-defined ROI masks and the resampled RSN masks. The extracted time series were z-scored and saved separately for each participant and each mask type. These time series served as the basis for subsequent functional connectivity analysis. - -**Time Series Extracted from ROI** -![timeseriesroi1](figures/sub-01_roi_ts_plot.png) -![timeseriesroi2](figures/sub-02_roi_ts_plot.png) -![timeseriesroi3](figures/sub-03_roi_ts_plot.png) -![timeseriesroi4](figures/sub-04_roi_ts_plot.png) -![timeseriesroi5](figures/sub-05_roi_ts_plot.png) -![timeseriesroi6](figures/sub-06_roi_ts_plot.png) - -**Time Series Extracted from RSN** -![timeseriesrsn1](figures/sub-01_rsn_ts_plot.png) -![timeseriesrsn2](figures/sub-02_rsn_ts_plot.png) -![timeseriesrsn3](figures/sub-03_rsn_ts_plot.png) -![timeseriesrsn4](figures/sub-04_rsn_ts_plot.png) -![timeseriesrsn5](figures/sub-05_rsn_ts_plot.png) -![timeseriesrsn6](figures/sub-06_rsn_ts_plot.png) - -During the process, I encountered a data quality issue with sub-05. By visualizing the time series from each run individually, I identified that run 1 showed abnormal signal patterns and exhibited abnormally low standard deviation. As a result, run 1 was excluded from the concatenation and omitted from all downstream analyses for sub-05. - -**sub-05 Reconcatenated Time Series (Excluding Run 1)** -![timeseriesroi5exr1](figures/sub-05_rsn_clean_ts_plot.png) -![timeseriesrsn5exr1](figures/sub-05_rsn_clean_ts_plot.png) - - -#### Deliverable 3: ROI–RSN Functional Connectivity Analysis - -Based on the time series extracted in the previous step, I computed Pearson correlation coefficients between each ROI and the three resting-state networks (DMN, FPN, and SN) for every participant. The results were organized into individual functional connectivity matrices. I then visualized these matrices to examine the distribution of connectivity strength across networks, the coupling patterns between specific ROIs and RSNs, and the variability across participants. - -**ROI–RSN functional connectivity correlation** -![boxplot](figures/roi_rsn_correlation_boxplot.png) -![barchart](figures/roi_rsn_correlation_barchart.png) - - -#### Deliverable 4: Effects of ROI × RSN on Connectivity Strength - -To investigate differences in functional connectivity strength among the three RSNs within each ROI, I first performed a Friedman test, a non-parametric alternative to repeated-measures ANOVA. This was followed by pairwise Wilcoxon signed-rank tests as post-hoc comparisons. - -* For ROI 1, the correlation with the SN was significantly higher than with the DMN (p = .031). -* For ROI 2, the correlation with SN was significantly higher than with both DMN and FPN (p = .031 for both comparisons). - * No significant difference was found between DMN and FPN within ROI 2 (p = .313). - -In addition, I compared the connectivity strength between ROI 1 and ROI 2 within each RSN. The results showed no significant difference between the two ROIs in any of the networks (all p > .05), suggesting that the two ROIs exhibit similar connectivity profiles to each RSN. - - -#### Deliverable 5: Influence of Behavioral and Demographic Factors on ROI–RSN Connectivity - -To further explore individual variability in ROI–RSN functional connectivity, I generated participant-wise bar plots displaying the correlation values between each ROI and RSN. Upon inspecting the DMN–ROI connectivity, I noticed that sub-02 and sub-06 showed distinct patterns compared to the other participants. - -To investigate this further, I examined their demographic and behavioral profiles, focusing specifically on quiz performance after listening to the stories. I then used Spearman correlation to assess the relationships between age, quiz accuracy, and ROI–RSN connectivity strength. - -However, the results revealed no significant correlations between these variables and connectivity measures. Based on this, no clear explanation could be found for the observed individual differences. It is possible that additional data—such as cognitive or neuropsychological assessments—may be required to better understand the sources of variability in ROI–RSN connectivity. - - -## Conclusion and acknowledgement - -### Conclusion -This project represents my first hands-on experience with resting-state fMRI analysis, from constructing task-defined ROIs to computing functional connectivity with large-scale brain networks. By combining task-based and resting-state data from the SMN4Lang dataset, I was able to identify language-related brain regions and examine how they interact with the DMN, FPN, and SN during rest. - -Although the connectivity patterns did not show significant associations with behavioral or demographic factors, the results provided a valuable starting point for understanding individual differences in language network integration. The entire workflow—from time series extraction to statistical testing—helped solidify my understanding of neuroimaging pipelines and taught me to approach brain data with both caution and curiosity. - -### Acknowledgement - -In the nights leading up to my final project presentation, I found myself stuck in endless cycles of trial and error, painfully wondering why I had chosen this course at the beginning of the semester. But looking back now, I realize how much I’ve truly gained from this journey. - -I am deeply grateful for the Brainhack School modules, which laid the foundation for everything that followed. As someone with no programming background, I found the step-by-step guidance—starting from bash and GitHub setup, through DataLad and OpenNeuro, and eventually into more advanced analysis—indispensable. The structured progression allowed me to gradually build a coherent understanding of brain data analysis. - -I also want to thank the BHS instructors and TAs for creating such an open and supportive learning environment. Their encouragement and flexibility made it possible for us to freely explore topics that genuinely interested us. - -Lastly, I want to express my heartfelt thanks to my amazing partner, Chi Wang. We went through countless hours of debugging together, learned to code from scratch side by side, and took our first steps into the world of brain data hand in hand. 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within the [ ]. If alone, simple put your name within [] -names: [Jonas Mago] - -# Your project GitHub repository URL -github_repo: https://github.com/brainhack-school2023/jonas_project.git - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://jonasmago.github.io/brainhack2023/intro.html - -# List +- 4 keywords that best describe your project within []. Note that the project summary also involves a number of key words. Those are listed on top of the [github repository](https://github.com/PSY6983-2021/project_template), click `manage topics`. -# Please only lowercase letters -tags: [fMRI, GLM, connectome, ML] - -# Summarize your project in < ~75 words. This description will appear at the top of your page and on the list page with other projects.. - -summary: "Tulpas are invisible friends that can be cultivated on will by so called Tulpamancers. This fMRI dataset comprises scans of Tulpamancers, comparing periods where there is an experiential presence of such Tulpa and where there is not. The aim of this proejct is to study the neurophysiological signature of Tulpas using GLMs, functional connectivity measrues, machine learning, and deep neural networks. [website](https://jonasmago.github.io/brainhack2023/intro.html)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "img/brain.png" ---- - - - -

    Tulpas: invisible friends in the brain

    - -> :warning: TLDR; check out my to-do list. - -> :warning: Practical tipps and tricks I learned during this brainhack school. - -> :information_source: I received great feedback during my final presentation of this project! I haven't been able to incorporate all of the feedback yet, however, check out a full list of feedback here. - -> :information_source: In the spirit of open science, I have successfully contributed to the nilearn project by correcting a typo. See my [merged pull request](https://github.com/nilearn/nilearn/pull/3738). - -
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    Background

    -Tulpamancy is an intriguing psychological and sociocultural phenomenon that presents novel opportunities for neuroimaging research. Derived from Tibetan Buddhist practices, the term "Tulpa" refers to a self-induced, autonomous mental companion created through focused thought and mental conditioning. Individuals who engage in this practice, known as Tulpamancers, report a range of experiences that suggest Tulpas operate independently of the host's conscious control, often possessing their distinct personality, preferences, and perceptual experiences. - -Tulpas are not viewed as hallucinations but rather as fully-fledged conscious entities sharing the same neurological space as the host. The creation and interaction with Tulpas require intense concentration and visualization, often leading to the creation of a mentally constructed realm, called a "wonderland," where Tulpamancers and their Tulpas can interact. - -Tulpamancy provides a unique framework to explore the capacities of the human mind in creating and perceiving conscious entities. This has substantial implications for our understanding of consciousness, agency, and the malleability of perception. Moreover, it brings forward questions about the neurological underpinnings of these phenomena. How does the brain of a Tulpamancer accommodate multiple conscious entities? Can we observe a distinct neurophysiological pattern associated with the presence of a Tulpa - -Through neuroimaging, we aim to investigate these questions, seeking to shed light on the intriguing practice of Tulpamancy and its implications for our understanding of the human mind and consciousness. - -To get a better understanding of Tulpamancy you can check the following [video](https://www.youtube.com/watch?v=f3nf6NOPyr8). The video summarises the most important tipps for creating tulpas. These tipps are sourced from the reddit thread [`r/tulpas`](https://www.reddit.com/r/Tulpas/). - - - - -

    Data

    - -The data used for this project was collected by Dr. Michael Lifshitz (McGill) from 2020 to 2022 at Stanford University, California, USA. The dataset comprises fMRI scans of 22 expert Tulpamancers. The data was aquired during a sentence completion task originally designed by [Walsh et al. (2015)](https://www.sciencedirect.com/science/article/pii/S0010945214003037?casa_token=rzUA8Ep2LcEAAAAA:W-24nUu1MMLfuAMWAIhnP9p_pxmfo1Me0QBdhFrxqeEJ29sWT7pi-7CtrsWeVCBt47AvVjDxowVl). The tasks consists of 10 runs. During each run, participants are given a beginning of a sentnece such as "in summer...". Participants then have 9 seconds to complete this sentence in their mind (preparation) and another 12 seconds to write down the complete sentence on a sheet of paper in front of them (write). These 10 runs are repeated multiple times for different conditions. The conditions comprise self: completing or writing the sentence as yourself; Tulpa: letting the tulpa complete or write the sentence; and a control condition friend: imagine a friend completing or writing the sentence. - -The image below depicts an overview of the analysis. The grey boxes have already been completed prior to the brainhack school (BIDS organisation, preprocessing with fmriprep, gPPI in CONN, and GLM in SPM and FSL). The green boxes are the main focus of the brainhack school coding sprint (GLM with Nilearn, Connecttome analysis, Classification). - -
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    protocol of the sentence completion task -
    - - -The data was preprocessed with [fmriprep](https://fmriprep.org/en/stable/) before any of the analyses were carried out. - -

    Deliverables

    - -In addition to the deliverables below, you can find a more extensive report of this project on this [website](https://jonasmago.github.io/brainhack2023/intro.html). - - - -```{warning} -The date of publishing the final results on this [website](https://jonasmago.github.io/brainhack2023/intro.html) is depending on final confirmatino of the principal investigator of this study. -``` - -You can also find all the code used for the results below in this [github repo](https://github.com/brainhack-school2023/jonas_project.git). - - -

    Progress overview

    - -The [brainhack school](https://school-brainhack.github.io/) provided four weeks of space during which I could work full time on the analysis of this Tulpa dataset. At the end of these four weeks I was able to complete a first draft of all major analyses intended. These analyses include: -* GLM (first and second level). -* Task related connectivity. -* ML classifier to differentiate conditions using the connectome; -* A deep learning decoding appraoch using PyTorch to distinguish the task conditions. - -
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    Tools I learned during this project

    - -This project was intended to upskill in the use of the following - * `Nilearn` to analyse fMRI data in python. - * `Scikit-learn`to realise ML classification tasks on fMRI related measures. - * `Py Torch` to implement a brain decoder. - * `Jupyter {book}`and `Github pages`to present academic work online. - * `Markdown`, `testing`, `continuous integration` and `Github` as good open science coding practices. - -

    Results

    - -### Deliverable 1: project report - -You are currently reading the project report. - -### Deliverable 2: project website - -In addition to this report, I made a [github website](https://jonasmago.github.io/brainhack2023/). However, please note that the website does not currently show the full report of this project as the publication is waiting for final approval from the Principal Investigator of this project. -This project website was created using `Jupyter {books}`. This format allows for a potential submission to [neurolibre](https://neurolibre.org/). Neurolibre is a preprint server for interactive data analyses. - - -### Deliverable 3: project github repository - - -The repository of this project can be found [here](https://github.com/mtl-brainhack-school-2019/ecg_pupillometry_pipeline_kaufmann). The objective was to create a processing pipeline for ECG and pupillometry data. The motivation behind this task is that Marcel's lab (MIST Lab @ Polytechnique Montreal) was conducting a Human-Robot-Interaction user study. The repo features: - * a [video introduction](http://www.youtube.com/watch/8ZVCNeX42_A) to the project. - * a presentation [made in a jupyter notebook](https://github.com/mtl-brainhack-school-2019/ecg_pupillometry_pipeline_kaufmann/blob/master/BrainHackPresentation.ipynb) on the results of the project. - * Notebooks for all analyses. - * Detailed requirements files, making it easy for others to replicate the environment of the notebook. - * An overview of the results in the markdown document. - -### Deliverable 4: GLM results - -I have used `Nilearn` to compute a GLM that compares different conditions of the task. Specifically, I am interested in teh respective contrasts between **self**, **tulpa**, and **friend**. I am interested in these contrasts for the preparation and writing phase respectively. I have computed the GLM on fmriprep prepreocessed data. I have then created a design matrix that integrates the timing files (first two columes) as well as well as some movement regressors (see figure below). To incorporate the movement regressors I have used the `load_confounds_strategy` from nilearn with the following parameters: `denoise_strategy="scrubbing", motion="basic", wm_csf="basic"`. -I have then computed a second level analysis that combines the individual beta maps into a group level contrast between the different conditions (see design matrix below). As a result I receive z-scores of each voxel, indicating how much that voxel differs across the two compared condition. The plot below displays these z-scores for comparing the self-write with the tulpa-write condition. A z-score of 3.0 is equivalent to a 99% confidence interval, a z-score of 2.3 is equivalent to a 95% confidence interval. - -
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    - -I then used [Neuro Maps](https://netneurolab.github.io/neuromaps/user_guide/nulls.html) to compute the pearson-r correlation between the first level outputs computed with Nilearn to those I previously computed with SPM. To test for the significance of these comparisons, I re-computed the pearson-r for random pairs. The r values of the true (matched) pairs have a mean of 61.32 while the mean of the random (unmatched) pairs is 17.09. A two-sample t-test revleaed that this difference is significant: **T-stat: -26.24** and a **p-value=0.000**. - -> :information_source: matched pairs are between software, within subject, within contrast, within run. - -> :information_source: unmatched pairs are between software, between subject, between contrast, between run - - -
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    - - -### Deliverable 5: Connectome results - -I have parcellated the brain into 39 regions based on the [probabilistic msdl atlas](https://nilearn.github.io/dev/modules/generated/nilearn.datasets.fetch_atlas_msdl.html). A probabilistic atlas assigns a probability to each voxel, indicating how likely it is that that voxel belongs to a specific region. I have then computed the correlation between all of these 39 regions, resulting into a connectome of shape 39*39. Given that that the correlation measure is none directive, the upper and lower triangle of the connectome mirror each other. Below is an example of a connectome for one subject and one condition. - -
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    - -### Deliverable 6: Seed-to-Voxel connectivity results -I have previously computed a gPPI for this dataset using CONN. I wanted to replicate this task dependent seed to voxel correlation using Nilearn. I have specified the seed based on the group peak activation in the SMA, using the results from the SPM and Randomise analysis. Seed coordination in MNI space are `(-4, 12, 55)`. I have then constructed a sphere around this voxel with a radius of 5 mm. Using this ROI, correlations to all voxels based by task condition were computed. Below is an illustrative example of the connectivity values for one subject and one condition. - -
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    - -### Deliverable 7: ML-classifier results - -The aim was to train a classifier that can accurately distinguish between different task conditions. I used a majority vote ensemble classifier that combines `LogisticRegression`, `RandomForestClassifier`, and a `SVC`. When classifying the conditions `prep` vs. `write`, the classifier achievs an acciracy of ~80%, so well above chance. However, this is not surprising as the writing conditions will have muhc stronger motor cortex activation and the two conditions are quite different. I then classified the `self`, `tulpa`, and `friend` conditions for preparation and writing respectively. In both conditions, we have an accuracy of ~51% for this 3-group classification problem. Given the three groups, chance levels are at 33.3%, thus an accuracy of 51% is well above chance, YAY! - -
    - -> :information_source: all classifiers were trained and tested on the **connectome**. Next, the plan is to train classifiers on the beta maps of the GLM. See my [to-do list](#My-to-do-list) for further details. - - -**Prep-write condition** - -> Average accuracy = 0.76
    -> P-value (on 100 permutations): p=0.00 -
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    - -**Write condition** - -> Average accuracy = 0.52
    -> P-value (on 100 permutations): p=0.02 -
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    - -**Prep condition** - -> Average accuracy = 0.37
    -> P-value (on 100 permutations): p=0.32 -
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    - -### Deliverable 8: Deep neural network encoding results - -Building on what I have done with the ML classifiers, I wanted to explore if I could achieve the same resutls with a Neural Netowrk. I used `PyTorch` to build a `Multilayer Perceptron` with 4 linear layers, 3 rectified linear unit, and one dropout layer with a threshold of 0.3. I then trained this model with a `learning rate of 0.01` and a `weight decay of 0.01`. The results show an `accuracy of 0.73` which is simialr, though slightly lower, than the accuracy of the [scikit learn ensemble classifier](#Deliverable-7-ML-classifier-results) of 0.76. -Below you can see the definitino of the model, the confusion matrix, the learning rate of the model, as well as the weights of the trained model. - -
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    My to-do list

    - -* [X] preprocess the fMRI data with fmriprep -* [X] run GLMs using SPM for the first level and FSL Randomise for the second level -* [X] replicate GLM in Nilearn - * [X] replicate a GLM in Nilearn - * [X] compute the correlation between first-level beta maps in the SPM and Nilearn analysis - * [ ] replicate the Nilearn GLM with the exact same parameters as in SPM - * fd_threshold = 1 (default is 0.5mm) - * change from `load_confound_strategy` to `load_confound`as it's more custamizable and allows to match parameters of SPM. - * check if I used a high pass filter in SPM, if not deactivate it in Nilearn. - * check if I standardized in SPM, if not deactivte it in Nilearn. - * [ ] Cluster correct the Nilearn second-level contrasts using [`cluster_level-inference`](https://nilearn.github.io/dev/modules/generated/nilearn.glm.cluster_level_inference.html#nilearn.glm.cluster_level_inference). - * [ ] re-run the GLMs including a brain mask that excludes the cerebellum and brain stem. As we are not interested in the analysis of these regions their exclusion is legit. I can use a mask from brainvolt that I can [download here](https://neurovault.org/collections/6196/). -* [X] connectivity analysis - * [X] compute connectome for all conditions and save as `.npy` - * [ ] compute `graph theory` metrics to characterise and compare the connectomes. François Paugam recommended to look into the [Networks of the Brain](http://www.cs.cmu.edu/~saketn/files/Sporns_Book.pdf) as an introduction. -* [X] compute seed-to-voxel correlations -* [X] ML classifier - * [X] ML classifier on connectomes - * [ ] ML classifier on seed-to-voxel maps - * [ ] ML classifier on the average activity for each of the 10 trials (not entire runs) cropped to an ROI in the SMA -* [X] Deep Neural Network Decoder using PyTorch - -

    Feedback from the final presentation

    -- visualise things in MRIcroGL, soon implemented in nilearn as `niview` -- change my pearson-r values to [-1, 1] (currently [-100,100]) -- for comparing nilearn and spm beta maps: specify not-matched. E.g.: - - between software, within subject, within contrast, within run - - between software, between subject, between contrast, between run -- feature selection must be either on (A) train set or (B) integrated in cross-validation. Make sure it's not selecting featuers on the entier dataset --> danger of overfitting! -- r2 is a measure for the percentage of variance explained. Not relevant here, thus, remove it. -- explain permutation test for significance testing. -- apply the classifer on beta maps per trials (there are 10 trials per run). I can use ROIs or entire beta masks. The model will take care of the many variables. -- try a searchlight approach: train a classifer on different ROIs or voxels and then compare the accuracy. This could lead to an accuracy map with voxel resolution, however, this is computationally expensive. -- it's important to **de-mean** my data before doing this (e.g. use z-score). -- look into **stratified cross validation** to deal with multiple runs per subject in the classifier. If I use stratification this shouldn't be a problem. - -

    Tipps and Tricks

    - -**useful hacks, and notes for next iterations of this project** -- Plotting results - - [plotly](https://plotly.com/) - - histograms are powerful because they don't collapse either time or space - - raindrop plots are powerful as they show all individual points - - examples in the [python graph gallery](https://www.python-graph-gallery.com/) -- Python virtual environment - - To make and actiavte a python virtual environment, use the following two lines: - - `python3 -m venv venv` - - `source venv/bin/activate` - - To generate a `requirements.txt` file - - Option 1: `pip freeze`. - - Option 2: [Pipreqs](https://pypi.org/project/pipreqs/) automatically detects what libraries are actually used in a codebase. -- Python local pip install - - make sure to have an __init__.py file in the src directory - - also make sure to have a setup.py file - - Navigate to root directory and run: `pip install -e .` -- Python ipykernal allows to install kernals from python and conda environments - - `python -m ipykernel install --user --name=` -- VIM: create and edit python files in the Terminal - - `vim .py` - - `%s` search and replace - - `i` insertion mode - - doesn't leave a mess in the terminal after closing - - alternative to `vim` is `nano` -- [Cookiecutter](https://www.cookiecutter.io/templates) as template for repos. - - [Teamplate for neuroimaging](https://github.com/patrickmineault/true-neutral-cookiecutter). -- Debugging scripst - - `breakpoint()`can replace `import pdb; pdb.set_trace()`` - - `python -m pdb - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
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    - - - - - - diff --git a/content/en/project_guide/index.md b/content/en/project_guide/index.md deleted file mode 100644 index 4aa12776..00000000 --- a/content/en/project_guide/index.md +++ /dev/null @@ -1,107 +0,0 @@ -+++ -title = "Project guide" -type = "page" - -github_repo = "https://github.com/school-brainhack/school-brainhack.github.io/blob/main/content/en/project/template/index.md" -+++ - -# Project template - -The project template was added in the [BHS gallery](https://school-brainhack.github.io/project/). You can also help improve the template by posting an issue on the [template repo](https://github.com/school-brainhack/project_template). Project repositories are hosted in the Brainhack school 2024 [github organization](https://github.com/school-brainhack). - -For your project pitch from the week-2 onwards please follow this simple template [here](https://github.com/school-brainhack/project_template) to bring your ideas together. You can either use a Google slides or Jupyter noteook to create your slides. - -## Optional New Skill Alert! -If you would like to use and learn how to create slides with Jupyter notebook, please download the notebook template from [here](https://github.com/school-brainhack/school-brainhack.github.io/blob/main/content/en/project_guide/brainhack_project_presentation_slide_template.ipynb) to your local. Then [install Jupyter notebook](https://jupyter.org/install) Python package if you haven't done so already. - -After the installation run the Jupyter notebook by typing `jupyter notebook` at your terminal. This will open the jupyter notebook envionment at your browser. Then upload the notebook template from your local to the Jupyter environment. - -Now you can click to the book you just uploaded at your browser named as `brainhack_project_presentation_slide_template.ipynb`. This will open the template presentation at the jupyter environment and will give you a chance to edit its cell content as you go along. After you complete the presentation, save the notebook, and download it to your local. - -Finally, in order to convert your notebook to a shiny presentation, open your terminal, go to the directory where the notebook is located and run the following command: - - `jupyter nbconvert 'brainhack_project_presentation_slide_template.ipynb' --to slides --post serve` - - This will create the `.html` file of your published version of your presentation! You are ready to go! - - The slides are adapted from a [slide deck](https://github.com/brainhack-school2022/dimitrijevic_project/blob/main/project_presentation.ipynb) of one of our 2022 students Andjela Dimitrijevic :tada: - - -# Adding your project to the gallery - -The gallery can be found [here](project). Instructions to push your project to this gallery through a pull request to the [BHS website](https://github.com/school-brainhack/school-brainhack.github.io) are now available! Keep reading: - -Last but not least, the final deliverable that will be displayed in the [Project Gallery](https://school-brainhack.github.io/project/). We don't want you to write new stuff, you have done more than enough :raised_hands:. In fact, this page should reflect your final report (aka your README.md). - -PS: You don't have to install Hugo to add your document and make the pull request. The file you will have to edit has all the instruction embedded for the two different sections you need to fill in. (e.i, the frontmatter or *header* of the document, and the content section). - -This document will guide you through the whole Git/Github workflow that you are probably becoming expert at ;). - -- [ ] Fork the BrainHack school website repository @ https://github.com/school-brainhack/school-brainhack.github.io -- [ ] Clone your newly forked repo on your computer. -- [ ] Go in `school/content/en/project/`. Then, copy and paste the `template/` directory in `school/content/en/project/`. -- [ ] Change the name of the `template copy/` directory to a significant one. The name you give to the folder will become the page that your project will be accessible. For example, the`fake` project is accessible at https://school-brainhack.github.io/project/template/. So, make sure to pick a nice and relevant short name ;). PS: if you want more than one word, replace the `space` between words by `-`. -- [ ] Now you can delete all the pictures and put the ones you want to use for you project. -- [ ] Last but not least, you need to edit the content inside the `your-project/index.md` file. Use the editor you want (e.g., nano, vim, VSC, Atom, etc.) to modify it. - - [ ] The frontmatter section (header) contains specific parameters and it is really important to follow the format described in the instructions above each line. The frontmatter section is delimited by a `---` at the top and another one at the end of it. - - [ ] When you edit the `content` section (below the second `---`), you can edit the markdown as you wish. Feel free to embed video, GIF, images, plots, etc. -- [ ] When you are pleased with your report, you can staged your changes after having saved them, commit them, then push them. -- [ ] You will have to go back on forked github repo to make the pull request. You should see a gree button on the right `Create pull request`. The [documentation provided by GitHub](https://help.github.com/en/github/collaborating-with-issues-and-pull-requests/creating-a-pull-request) is really exhaustive if you have more question. -- [ ] If you everything was done properly, an instructor will merge your pull request and inform you that you are finally done. If some changes need to be made, the instructor will ask you what should be change on you branch. If that happens, you can commit more changes and it will be automatically linked. Simply tag the instructor who reviewed your pull request and you should be finally done :tada:. - -Congrats!! - - -# Project evaluation - -You will have to present your project to the class during week 4, and finalize the deliverables of your project. Both the presentation and the written deliverables will be evaluated with the following criteria, using a 3-level scale: - -* 1: does not meet expectations -* 2: partially meets expectations -* 3: totally meets expectations - -Grades will be given by several instructors and averaged to obtain the -final presentation grade. - -## Use of open-science best practices (1-3) - -Expectation: the project uses 3 open-science tools learnt during week 1, or -provides a convincing reason to not use them. The 3 tools may be selected -in the following list, but other relevant tools will be accepted too. - -* Git -* GitHub -* Containers -* Python -* BIDS -* Jupyter notebooks -* Binder - -## Skills and technologies learnt (1-3) - -Expectation: the project uses 1 skill, method or technology learnt by the -student during the school, through formal presentations or informal -interactions. The skill, method or technology may be selected in the following list, -but other relevant ones will be accepted too. - -* Machine learning -* Multivariate statistics and matrix factorizations -* Estimation of connectivity -* High-performance computing -* DataLad - -## Project relevance (1-3) - -Expectation: the project is relevant to brain data analysis. - -## Clarity (1-3) - -Expectation: the presentation is easy to follow, and supported by -convincing material (e.g., slides). - -## Bonuses - -* Highly reproducible project (0-1) -* Technological achievement (0-1) -* Exciting presentation (0-1) -* Nice brain picture (0-1) diff --git a/content/en/register.md b/content/en/register.md deleted file mode 100644 index 2b4c5819..00000000 --- a/content/en/register.md +++ /dev/null @@ -1,7 +0,0 @@ -+++ -title = "register" -description = "" -keywords = ["brainhack", "registration"] -+++ - -Brainhack school is organized across distributed sites. Some sites might provide accredited course, some cannot, and each site its own course accreditation procedure to follow. To get more details about the site you would like to participate in, please contact to the course organizers of that particular site. You can find the details about the contact details of the hub organizers from the [sites list](https://school-brainhack.github.io/sites/). Otherwise please contact if you have any further questions. diff --git a/content/en/schedule/index.md b/content/en/schedule/index.md deleted file mode 100644 index c8196f10..00000000 --- a/content/en/schedule/index.md +++ /dev/null @@ -1,11 +0,0 @@ -+++ -title = "Schedule" -type = "schedule" - -outputs = [ - "HTML", - "Calendar" -] - -## To add events > data/en/schedule.yaml -+++ diff --git a/content/en/setup/index.md b/content/en/setup/index.md deleted file mode 100644 index 202db63e..00000000 --- a/content/en/setup/index.md +++ /dev/null @@ -1,87 +0,0 @@ -+++ -title = "Setup" -type = "setup" -+++ - -## General computing requirements - -There are a few computing requirements for the course that are absolutely necessary (beyond the few software packages we would like you to install, described below): - -1. You must have administrator access to your computer (i.e., you must be able to install things yourself without requesting IT approval). -1. You must have at least 40 GB of free disk space on your computer (but we would recommend more, to be safe). -1. If you are using Windows you must be using Windows 10; Windows 7 and 8 will not be sufficient for this course. - -If you foresee any of these being a problem please reach out to one of the instructors for what steps you can take to ensure you are ready for the course start on May 11th. - -## Required software - -To get the most out of our course, we ask that you arrive with the following software already installed: - -- A command-line shell: Bash -- A version control system: Git -- A remote-capable text editor: VSCode -- Python 3 via Miniconda -- A virtualization system: Docker -- A GitHub account -- Slack -- Zoom -- A modern browser - -If you already have all of the above software tools/packages installed, or are confident you’ll be able to install them by the time the course starts, you can jump straight to [checking your install](#checking-your-install). -The rest of this page provides more detail on installation procedures for each of the above elements, with separate instructions for each of the three major operating systems (Windows, Mac OS, and Linux). - -### Some quick general notes on instructions - -- There is no difference between `Enter` and `Return` in these instructions, so just press whatever the equivalent on your keyboard is whenever one is stated -- If you already have some of these things installed on your computer already that should (theoretically) be okay. - However, you need to make sure that you are able to complete the steps described in [checking your install](#checking-your-install) without issue. - - For example, having multiple different Python installations on your computer can lead to incredibly frustrating issues that are very difficult to debug. - As such, if you have already installed Python via some other application (not Miniconda/Anaconda), we strongly encourage you to uninstall it before following the instructions below. - You _must_ have Python installed via Miniconda for this course. - -### OS-specific installation instructions - -Select the tab that corresponds to your operating system and follow the instructions therein. - -**Note**: If the instructions below aren't working and you have spent more than 15-20 minutes troubleshooting on your own, reach out on the #help-installation channel on the BHS Slack with the exact problems you're having. -One of the instructors will try and get back to you quickly to help resolve the situation. -If they're unable to help via Slack, you may be directed to attend one of the installation office hours during the week of 4-8 May. - -{{< tabs tabTotal="3" tabID="setup" tabName1="Windows" tabName2="Mac OS" tabName3="Linux" >}} -{{< tab tabNum="1" >}} {{% content "setup/windows.md" %}} {{< /tab >}} -{{< tab tabNum="2" >}} {{% content "setup/mac.md" %}} {{< /tab >}} -{{< tab tabNum="3" >}} {{% content "setup/linux.md" %}} {{< /tab >}} -{{< /tabs >}} - -### GitHub account - -Go to https://github.com/join/ and follow the on-screen instructions to create an account. -It is a good idea to associate this with your university e-mail (if you have one) as this will entitle you to sign up for the [GitHub Student Developer Pack](https://education.github.com/pack) which comes with some nice free bonuses. - -### Slack - -Go to https://slack.com/downloads/ and download and install Slack. -You will be invited to the BrainHack School Slack channel via the e-mail with which you registered for the course. - -### Zoom - -Go to https://zoom.us/download and download and install the Zoom client. - -### Modern web browser - -Install Firefox or Chrome. -(Safari will also work.) -Microsoft Edge is not modern, despite what Microsoft might try and otherwise tell you. - -## Checking your install - -Now that you've installed everything it's time to check that everything works as expected! -Type the following into your terminal: - -``` bash -bash <( curl -s https://neurodatasci-course-2020.netlify.app/resources/nds_check_install.sh ) -``` - -If you installed everything correctly you should see a message informing you as such. -If any problems were detected you should receive some brief instructions on what is wrong with potential suggestions on how to remedy it. -If you followed these instructions step-by-step and cannot resolve the issue please contact one of the course instructors for more help. diff --git a/content/en/setup/linux.md b/content/en/setup/linux.md deleted file mode 100644 index 301faaea..00000000 --- a/content/en/setup/linux.md +++ /dev/null @@ -1,77 +0,0 @@ -### Bash shell - -You already have it! -Depending on which version of Linux you’re running you may need to type `bash` inside the terminal to access it. -To check whether this is necessary, follow these steps: - -1. Open a terminal and type `echo $SHELL`. - If it reads `/bin/bash` then you are all set! - If not, whenever the instructions read "open a terminal," please assume you are to open a terminal, type `bash`, and the proceed with the instructions as specified. - -### Git - -You may already have it; try typing `sudo apt-get install git` (Ubuntu, Debian) or `sudo yum install git` (Fedora) inside the terminal. -If you are prompted to install it follow the instructions on-screen to do so. - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button for either the .deb (Ubuntu, Debian) or the .rpm (Fedora, CentOS) file. -1. Double-click the downloaded file to install VSCode. - (You may be prompted to type your administrator password during the install). - -#### VSCode extensions - -1. Open the Visual Studio Code application. -1. Press `Ctrl+Shift+P` in the new window that opens and type "Extensions: Install extensions" into the search bar that appears at the top of the screen. - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -1. A new panel should appear on the left-hand side of the screen with a search bar. - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Live Share (n.b., you may need to press "Ctrl/Cmd+Shift+P" and type "install extensions" again after installing this) - - Live Share Extension Pack - - Docker - -### Python - -1. Open a new terminal and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - ``` bash - wget https://repo.anaconda.com/miniconda/Miniconda3-latest-Linux-x86_64.sh - bash Miniconda3-latest-Linux-x86_64.sh - ``` - -1. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -1. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -1. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -1. Re-open a new terminal. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the #help-installation channel of the BHS Slack. -1. Type the following to remove the installation script that was downloaded: - - ``` bash - rm ./Miniconda3-latest-Linux-x86_64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -1. You will be following different instructions depending on your distro ([Ubuntu](https://docs.docker.com/engine/install/ubuntu/), [Debian](https://docs.docker.com/engine/install/debian/), [Fedora](https://docs.docker.com/engine/install/fedora/), [CentOS](https://docs.docker.com/engine/install/centos/)). - Make sure to follow the “Install using the repository” method! -1. Once you’ve installed Docker make sure to follow the [post-install instructions](https://docs.docker.com/engine/install/linux-postinstall/) as well. - You only need to do the “Manage Docker as a non-root user” and “Configure Docker to start on boot” steps. -1. Open a new terminal and type `docker run hello-world`. - A brief introductory message should be printed to the screen. diff --git a/content/en/setup/mac.md b/content/en/setup/mac.md deleted file mode 100644 index c0144164..00000000 --- a/content/en/setup/mac.md +++ /dev/null @@ -1,90 +0,0 @@ -### Bash shell - -You already have it! -Depending on which version of Mac OS you’re running you may need to type `bash` inside the terminal to access it. -To check whether this is necessary, follow these steps: - -1. Open a terminal and type `echo $SHELL`. - If it reads `/bin/bash` then you are all set! - -Note: If you are using Mac Catalina (10.15.X) then it is possible your default shell is NOT CORRECT. -To set the default to bash, type `chsh -s /bin/bash` in the terminal, enter your password when prompted, and then close + re-open the terminal. - -### Git - -You may already have it! -Try opening a terminal and typing `git --version`. -If you do not see something like “git version X.XX.X” printed out, then follow these steps: - -1. Follow [this link](https://sourceforge.net/projects/git-osx-installer/files/git-2.23.0-intel-universal-mavericks.dmg/download?use_mirror=autoselect) to automatically download an installer. -1. Double click the downloaded file (`git-2.23.0-intel-universal-mavericks.dmg`) and then double click the `git-2.23.0-intel-universal-mavericks.pkg` icon inside the dmg that is opened. -1. Follow the on-screen instructions to install the package. - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button. -1. Unzip the downloaded file (e.g., `VSCode-darwin-stable.zip`) and moving the resulting `Visual Studio Code` file to your Applications directory. - -#### VSCode extensions - -1. Open the Visual Studio Code application -1. Type `Cmd+Shift+P` and then enter "Shell command: Install 'code' command in PATH" into the search bar that appears at the top of the screen. - Select the highlighted entry. - A notification box should appear in the bottom-right corner indicating that the command was installed successfully. -1. Type `Cmd+Shift+P` again and then enter "Extensions: Install extensions" into the search bar. - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -1. A new panel should appear on the left-hand side of the screen with a search bar. - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Live Share (n.b., you may need to press "Ctrl/Cmd+Shift+P" and type "install extensions" again after installing this) - - Live Share Extension Pack - - Docker - -### Python - -1. Open a new terminal and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - ``` bash - curl -O https://repo.anaconda.com/miniconda/Miniconda3-latest-MacOSX-x86_64.sh - bash Miniconda3-latest-MacOSX-x86_64.sh - ``` - -1. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -1. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -1. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -1. Re-open a terminal. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the #help-installation channel of the BHS Slack. -1. Type the following to remove the installation script that was downloaded: - - ``` bash - rm ./Miniconda3-latest-MacOSX-x86_64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -1. Go to https://hub.docker.com/editions/community/docker-ce-desktop-mac/ and press “Get Docker”. -1. Open the “Docker.dmg” file that is downloaded and drag and drop the icon to the Applications folder -1. Open the Docker application and enter your password. - An icon will appear in the status bar in the top-left of the screen. - Wait until it reads “Docker Desktop is now up and running!” -1. Open a new terminal and type `docker run hello-world`. - A brief introductory message should be printed to the screen. - -(The above step-by-step Docker instructions are distilled from [here](https://docs.docker.com/docker-for-mac/install/). -If you have questions during the installation procedure please check that link for potential answers!) diff --git a/content/en/setup/windows.md b/content/en/setup/windows.md deleted file mode 100644 index 01a2bc6c..00000000 --- a/content/en/setup/windows.md +++ /dev/null @@ -1,183 +0,0 @@ -### Windows Subsystem for Linux (WSL) - -1. Search for `Windows Powershell` in your applications; right click and select `Run as administrator`. - Select `Yes` on the prompt that appears asking if you want to allow the app to make changes to your device. -2. Type the following into the Powershell and then press `Enter`: - - ```bash - Enable-WindowsOptionalFeature -Online -FeatureName Microsoft-Windows-Subsystem-Linux - ``` - -3. Press `Enter` again when prompted to reboot your computer. -4. Once your computer has rebooted, open the Microsoft Store and search for "Ubuntu." - Install the program labelled "Ubuntu 18.04" (not "Ubuntu 16.04" or "Ubuntu") by clicking the tile, pressing `Get`, and then `Install`. -5. Search for and open Ubuntu from your applications. - There will be a slight delay (of a few minutes) while it finishes installing. -6. You will be prompted to `Enter new UNIX username`. - You can use any combination of alphanumeric characters here for your username, but a good choice is `` (e.g., `jsmith` for John Smith). - You will then be prompted to enter a new password. - (Choose something easy to remember as you will find yourself using it frequently.) -7. Right click on the top bar of the Ubuntu application and select "Properties". - Under the "Options" tab, under the "Edit Options" heading, make sure the box reading "Use Ctrl+Shift+C/V as Copy/Paste" is checked. - Under the "Terminal" tab, under the "Cursor Shape" heading, make sure the box reading "Vertical Bar" is checked. - Press "Okay" to save these settings and then exit the application. - -(The above step-by-step WSL instructions are distilled from [here](https://docs.microsoft.com/en-us/windows/wsl/install-win10) and [here](https://docs.microsoft.com/en-us/windows/wsl/initialize-distro). -If you have questions during the installation procedure those resources may have answers!) - -From this point on whenever the instructions specify to "open a terminal" please assume you are supposed to open the Ubuntu application. - -### Bash shell - -You already have it, now that you’ve installed the WSL! - -### Git - -You already have it, now that you’ve installed the WSL! - -### VSCode - -1. Go to https://code.visualstudio.com/ and click the download button, then run the `.exe` file. -1. Leave all the defaults during the installation with the following exception: - - Please make sure the box labelled "Register Code as an editor for supported file types" is selected - -#### VSCode extensions - -1. Open the Ubuntu application. -1. Type `code .` into the terminal and press `Enter`. - You should see a message reading "Installing VS Code Server" and then a new windows will open up. -1. Press `Ctrl+Shift+P` in the new window that opens and type "Extensions: Install extensions" into the search bar that appears at the top of the screen. - Select the appropriate entry from the dropdown menu that appears (there should be four entries; simply select the one that reads "Extensions: Install extensions"). -1. A new panel should appear on the left-hand side of the screen with a search bar. - Search for each of the following extensions and press `Install` for the first entry that appears. (The author listed for all of these extensions should be "Microsoft".) - - Python (n.b., you will need to reload VSCode after installing this) - - Live Share (n.b., you may need to press "Ctrl/Cmd+Shift+P" and type "install extensions" again after installing this) - - Live Share Extension Pack - - Docker - - Remote - WSL - -### Python - -1. Open a new terminal and type the following lines (separately) into the terminal, pressing `Enter` after each one: - - ``` bash - wget https://repo.anaconda.com/miniconda/Miniconda3-latest-Linux-x86_64.sh - bash Miniconda3-latest-Linux-x86_64.sh - ``` - -1. A license agreement will be displayed and the bottom of the terminal will read `--More--`. - Press `Enter` or the space bar until you are prompted with "Do you accept the license terms? [yes|no]." - Type `yes` and then press `Enter` -1. The installation script will inform you that it is going to install into a default directory (e.g., `/home/$USER/miniconda3`). - Leave this default and press `Enter`. -1. When you are asked "Do you wish the installer to initialize Miniconda3 by running conda init? [yes|no]," type `yes` and press `Enter`. - Exit the terminal once the installation has finished. -1. Re-open the Ubuntu application. - Type `which python` into the terminal and it should return a path (e.g., `/home/$USER/miniconda3/bin/python`). - - If you do not see a path like this then please try typing `conda init`, closing your terminal, and repeating this step. - If your issue is still not resolved skip the following step and contact an instructor on the #help-installation channel on the BHS Slack. -1. Type the following to remove the installation script that was downloaded: - - ``` bash - rm ./Miniconda3-latest-Linux-x86_64.sh - ``` - -#### Python packages - -Open a terminal and type the following commands: - -``` bash -conda config --append channels conda-forge -conda config --set channel_priority strict -conda install -y flake8 ipython jupyter jupyterlab matplotlib nibabel nilearn numpy pandas scipy seaborn -``` - -### Docker - -Unfortunately, Docker for Windows is a bit of a mess. -The recommended version of Docker to install varies dramatically depending not only on which version of Windows you have installed (e.g., Windows 10 Home versus Professional/Enterprise/Education), but also which _build_ of Windows you have. -As such, developing a comprehensive set of instructions for installing Docker is rather difficult. - -For this course, you will need to install either [Docker Toolbox for Windows](https://docs.docker.com/toolbox/toolbox_install_windows/) or [Docker for Windows Desktop](https://docs.docker.com/docker-for-windows/install/). -Which you install will depend on your OS. -**PLEASE NOTE** that installing Docker for Windows Desktop will disable VirtualBox on your computer. -If you actively use VirtualBox we recommend you install Docker Toolbox. - -(Note: the below instructions assume you are installing Docker Toolbox. -Because there are fewer requirements for Docker Toolbox, it is likely that you will be able to install this more easily.) - -1. Download the latest [Docker Toolbox installer](https://github.com/docker/toolbox/releases/download/v19.03.1/DockerToolbox-19.03.1.exe) (note: that link will automatically download the file) -1. Run the downloaded `.exe` file and leave all the defaults during the installation procedure. - Click `Yes`on the prompt that appears asking if the application can make changes to your computer. -1. Search for and open the newly-installed "Docker Quickstart" application. - Again, click `Yes`on the prompt that appears asking if the application can make changes to your computer. - The application will do a number of things to finish installing and setting up Docker. -1. Once you see a `$` prompt type `docker run hello-world`. - A brief introductory message should be printed to the screen. -1. Close the "Docker Quickstart" application and open a terminal (i.e., the Ubuntu application). -1. Copy-paste the following commands. - You will be prompted to enter your password once. - - ``` bash - # Update the apt package list. - sudo apt-get update -y - # Install Docker's package dependencies. - sudo apt-get install -y \ - apt-transport-https \ - ca-certificates \ - curl \ - software-properties-common - # Download and add Docker's official public PGP key. - curl -fsSL https://download.docker.com/linux/ubuntu/gpg | sudo apt-key add - - # Verify the fingerprint. - sudo apt-key fingerprint 0EBFCD88 - # Add the `stable` channel's Docker upstream repository. - sudo add-apt-repository \ - "deb [arch=amd64] https://download.docker.com/linux/ubuntu \ - $(lsb_release -cs) \ - stable" - # Update the apt package list (for the new apt repo). - sudo apt-get update -y - # Install the latest version of Docker CE. - sudo apt-get install -y docker-ce - # Allow your user to access the Docker CLI without needing root access. - sudo usermod -aG docker $USER - ``` - -1. Close and re-open the terminal. -1. Type `pip install docker-compose`. -1. Type `powershell.exe "docker-machine config"`. - You should get output similar to the following: - - ``` bash - --tlsverify - --tlscacert="C:\\Users\\\\.docker\\machine\\machines\\default\\ca.pem" - --tlscert="C:\\Users\\\\.docker\\machine\\machines\\default\\cert.pem" - --tlskey="C:\\Users\\\\.docker\\machine\\machines\\default\\key.pem" - -H=tcp://xxx.xxx.xx.xxx:xxxx - ``` - - where `` will have an actual value (likely your Windows username), and `tcp=xxx.xxx.xx.xxx:xxx` will be a series of numbers. - If you don't get this output then something has gone wrong. - Please make sure you were able to run the `docker run hello-world` command, above. - If you were and you still don't receive this output, please contact one of the instructors on the #help-installation channel on the BHS Slack. -1. You will use the the outputs of the above command to modify the commands below before running them in the terminal. - First, take the numbers printed in place of the `x`s on the output of the line `-H=tcp://xxx.xxx.xx.xxx:xxxx` from above and replace the placeholder `xxx.xxx.xx.xxx:xxxx` on the first command below (`export DOCKER_HOST`). - Second, take whatever value is printed in place of `` above and replace the `` placeholder on the second command below (`export DOCKER_CERT_PATH`). - Once you have updated the commands appropriately, copy and paste them into the terminal: - - ```bash - echo "export DOCKER_HOST=tcp://xxx.xxx.xx.xxx:xxxx" >> $HOME/.bashrc - echo "export DOCKER_CERT_PATH=/mnt/c/Users//.docker/machine/certs" >> $HOME/.bashrc - echo "export DOCKER_TLS_VERIFY=1" >> $HOME/.bashrc - ``` - -1. Close and re-open a terminal (i.e., the Ubuntu application). - Type `docker run hello-world`. - The same brief introductory message you saw before should be printed to the screen. - -**Note**: If you restart your computer (or somehow otherwise shut down the Docker VM) you will need to re-open the "Docker Quickstart" application and wait until you see the `$` prompt again before your `docker` commands will work again! -If you are having problems running `docker` commands in the terminal, try re-opening the "Docker Quickstart" application. - -(The above step-by-step instructions are distilled from [here](https://docs.docker.com/toolbox/toolbox_install_windows/) and [here](https://medium.com/@joaoh82/setting-up-docker-toolbox-for-windows-home-10-and-wsl-to-work-perfectly-2fd34ed41d51). -If you have questions during the installation procedure please check those links for potential answers!) diff --git a/content/en/sites/_index.md b/content/en/sites/_index.md deleted file mode 100644 index 08270e42..00000000 --- a/content/en/sites/_index.md +++ /dev/null @@ -1,4 +0,0 @@ ---- -title: Sites -subtitle: ---- diff --git a/content/en/sites/criugm/criugm.png b/content/en/sites/criugm/criugm.png deleted file mode 100644 index 190d1d4c..00000000 Binary files a/content/en/sites/criugm/criugm.png and /dev/null differ diff --git a/content/en/sites/criugm/index.md b/content/en/sites/criugm/index.md deleted file mode 100644 index fd17401d..00000000 --- a/content/en/sites/criugm/index.md +++ /dev/null @@ -1,56 +0,0 @@ ---- -type: "sites" # DON'T TOUCH THIS ! :) - -date: "2026-04-27" # Date you first upload your project. - -# Title of your project (we like creative title) -title: "Université de Montréal (Psychology), Montréal, Québec, Canada" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Lune Bellec, Hugo Delhaye] - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://criugm.qc.ca - -# Summarize your site in < ~75 words. This description will appear at the top of your page and on the list page with other sites.. - -summary: "The brainhack school site at Université de Montréal is a graduate credited course at the deparment of Psychology (**PSY6983**), also open to students from other departments such as neuroscience, psychiatry or computer science." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "criugm.png" ---- - -## Dates -This site will be active from May 12th to June 5th 2026, although the final project reports will be accepted until June 12th. Note that exceptionally the first week will start on Tuesday May 12th instead of Monday. - -## Location -The course is organized by a team based at the [Cerebrum Centre](https://www.lecerebrum.ca/en/home/), Psychology Department of University of Montréal, as well as Unité de Neuroimagerie Fonctionnelle at [Centre de recherche de l'institut de gériatrie universitaire de Montréal (CRIUGM)](https://www.criugm.qc.ca/fr/contact.html), under the supervision of Pr Lune Bellec, with Mr. Hugo Delhaye as teaching auxiliary. The course will take place in the "fondation Courtois" room, 6th floor at CRIUGM, 4565, Chemin Queen-Mary, Montréal (Québec), with a few exceptions as indicated on the schedule below. - -## Schedule -The school will run from Monday to Friday for four weeks. Although the course load requires working full day every day, meetings are organized from 10 am to 12 pm everyday, except for student presentations which are scheduled in the afternoon. Some sessions are strongly suggested in person (such as introductions and presentations) while others can be taken on discord (TA updates or project updates for example). - - - -## Grades -The evaluations for the course are detailed on UdeM's platform [studium](https://studium.umontreal.ca/). In summary, the evaluations for the course are as follows: - * Completing all required tutorials in weeks 1 to 3 counts for 10% of the final grade. - * The project description counts for 20% of the final grade (10% written report, 10% oral presentation). - * The final report, due a week after the end of the school, counts for 30% of the final grade. - * The final oral presentation counts for 30% of the final grade. - * Participation to the course counts for 10% of the final grade. - -## Expertise -This site has a particular expertise in functional magnetic resonance imaging, software development, functional brain connectivity and artificial intelligence. - -## Prerequisites -Participants will need access to a computer, internet and to register to a number of online collaborative tools, such as discord and github. The installation of the necessary software will be covered during week 1. - -## Registration -Students based at UdeM and interested in the course need to register through "le centre étudiant" in addition to completing the registration form below. - -If a student wants to register without credit, they can do so but still need to complete the registration form and register themselves as "auditeurs libres" through "le centre étudiant". - -Students from other universities such as McGill and Concordia are also welcome to register. They can generally get the course credited in their program (as an optional course). For that they will first need to check that the course is eligible with their program, which may require to share the UdeM syllabus of the course (available by request to Lune Bellec). Then they will need to register to the course through the ["bureau de coopération inter-universitaire"](https://www.bci-qc.ca/). - - diff --git a/content/en/sites/polytechnique/index.md b/content/en/sites/polytechnique/index.md deleted file mode 100644 index 88826ff8..00000000 --- a/content/en/sites/polytechnique/index.md +++ /dev/null @@ -1,57 +0,0 @@ ---- -type: "sites" # DON'T TOUCH THIS ! :) - -date: "2024-05-10" # Date you first upload your project. - -# Title of your project (we like creative title) -title: "École Polytechnique, Montréal, Québec, Canada" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Eva Alonso Ortiz, Sebastian Rios] - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: http://neuro.polymtl.ca/ - -# Summarize your site in < ~75 words. This description will appear at the top of your page and on the list page with other sites.. - -summary: "Brainhack School is offered as a for-credit course at Polytechnique (GBM6332E). The course is organized by the Neuropoly lab of the electrical engineering department at Polytechnique Montreal, under the supervision of Pr Eva Alonso Ortiz." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "polytechnique.jpeg" ---- - -## Dates -This site will be active from May 19th to June 12th, although the final project reports will be accepted until June 19th. - -## Location -This course is orgnized by the [Neuropoly](https://neuro.polymtl.ca/) team at Polytechnique Montreal, under the supervision of Pr Eva Alonso Ortiz. The course will take place in room A-621, in the Main Lavillion, 2500 Chem. de Polytechnique, Montréal, QC H3T 1J4. - -## Expertise -This site has expertise in magnetic resonance imaging, magnetic resonance physics, quantitative imaging, spinal cord imaging, and medical physics. - -## Prerequisites -Participants will need access to a computer, internet and to register to a number of online collaborative tools, such as discord and github. The installation of the necessary software will be covered during week 1. - -## Registration -Brainhack School is offered as a for-credit course at Polytechnique (GBM6332E). Students need to register through Polytechnique services, and also complete the online form on this website. - -Students from other universities such as McGill and Concordia are also welcome to register. They can generally get the course credited in their program (as an optional course). They will need to register for the course through the "bureau de coopération inter-universitaire". - -## Schedule -The school will run from Monday to Friday for four weeks (except for May 18th, which is a holiday). - -The course load requires working full day every day (9:30am-4:45pm), with a 1-hour lunch break (12pm-1pm). A brief 5-10 minute introduction to the week's acativities will be given at the start of each week, and two 1-hr TA blocks will be offered each day. - -Course work is expected to be carried out in-person. For exceptional cases involving conflicting course schedules, conference attendence, etc., please contact Pr Eva Alonso Ortiz to discuss your situation. If in-person attendence is not possible, online engagement on discord is expected. - - - -## Grades -The evaluations for the course are detailed on Polytechnique's moodle platform. In summary, the evaluations for the course are as follows: - -Completing all required tutorials in weeks 1 to 3 counts for 10% of the final grade. -The project description counts for 20% of the final grade. -The final report, due a week after the end of the school, counts for 30% of the final grade. -The final oral presentation counts for 30% of the final grade. -Participation to the course counts for 10% of the final grade (2.5% per week). diff --git a/content/en/sites/polytechnique/polytechnique.jpeg b/content/en/sites/polytechnique/polytechnique.jpeg deleted file mode 100644 index 7dc3e169..00000000 Binary files a/content/en/sites/polytechnique/polytechnique.jpeg and /dev/null differ diff --git a/content/en/sites/singapore/NTU_collage.jpg b/content/en/sites/singapore/NTU_collage.jpg deleted file mode 100644 index 010a4062..00000000 Binary files a/content/en/sites/singapore/NTU_collage.jpg and /dev/null differ diff --git a/content/en/sites/singapore/index.md b/content/en/sites/singapore/index.md deleted file mode 100644 index bbfcd3c1..00000000 --- a/content/en/sites/singapore/index.md +++ /dev/null @@ -1,51 +0,0 @@ ---- -type: "sites" # DON'T TOUCH THIS ! :) - -date: "2025-06-06" # Date you first upload your project. - -# Title of your project (we like creative title) -title: "Singapore" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Annabel Chen, Chiao-Yi Wu, Lizhu Luo (Lisa), Darren Yeo] - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://www.clinicalbrain.org/brainhack/ - -# Summarize your site in < ~75 words. This description will appear at the top of your page and on the list page with other sites.. - -summary: "This course focuses on advanced data preprocessing and analytical techniques for human brain neurophysiological data including electroencephalography/event-related potentials (EEG/ERP), magnetoencephalography (MEG), and structural/functional magnetic resonance imaging (MRI)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "NTU_collage.jpg" ---- - -## Dates -The course is conducted with the international BrainHack School. We combine self-paced module learning with tutorials and project-based practical work under Teaching Assistant (TA) advising over two phases during the semester: Preparation Phase (Mid-March to early May), International Phase (May to June). - -## Location -We will use Discord as the main communication platform for posting announcements, raising questions, sharing resources, networking, and comments on tutorials and projects. For Singapore, we will primarily use the BrainHack.School.Singapore, Discord server before and after the Brainhack school. During the International Phase, we will shift primary engagement to the international Discord server (link provided later in course) to foster collaborative work. - -## Schedule -Singapore students in the BrainHack School Singapore NTU (BHS-SG-NTU) hub will do self-paced module learning with primary advising by local TAs. We will join with the BHS international hub. Students submit weekly module tutorials to the local hub courses. In addition, students propose, work on, and submit progress reports on their own practical projects, working collaboratively with students and TAs from local or other hubs. The final week will be a mini-symposium for students to share their research findings. There will also be talks by faculty and other professionals as schedule permits. - -[Syllabus and schedule details on course website](https://www.clinicalbrain.org/brainhack/) - -## Grades - * /36 pts - Project website/github. - * /40 pts - Project video presentation. - * /40 pts - Peer evaluation. - * /40 pts - Reflection essay. - -## Expertise -Our site focuses on electroencephalography/event-related potentials (EEG/ERP), magnetoencephalography (MEG), and structural/functional magnetic resonance imaging (MRI). - -## Prerequisites - * Personal computer with installed softwares as needed for your own project. - * You will also need Discord, and a Github account to submit your project final product as a Github repository. See Technical help. - * Backgrounds in cognitive neuroscience and coding are optional but very strongly recommended. - * A strong motivational capacity for self-learning, question-generation, and problem-solving for your own project. - -## Registration -Registration this year is closed. diff --git a/content/en/sites/taiwan/index.md b/content/en/sites/taiwan/index.md deleted file mode 100644 index f8d9a625..00000000 --- a/content/en/sites/taiwan/index.md +++ /dev/null @@ -1,48 +0,0 @@ ---- -type: "sites" # DON'T TOUCH THIS ! :) - -date: "2025-06-03" # Date you first upload your project. - -# Title of your project (we like creative title) -title: "Taiwan" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Joshua Oon Soo Goh, Chia-Lin Charlene Lee, Chun-Hsien Kevin Hsu] - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: https://cool.ntu.edu.tw/courses/45019 - -# Summarize your site in < ~75 words. This description will appear at the top of your page and on the list page with other sites.. - -summary: "BrainHack School Taiwan is conducted under three institute courses: The Graduate Institute of Brain and Mind Sciences (**GIBMS7021**) and Graduate Institute of Linguistics (**LING7430**) at National Taiwan University, and the Institute of Cognitive Neuroscience at National Central University (**NS5126**)." - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "ntu-ncu.png" ---- - -## Dates -This site starts with self-paced learning of online tutorials between 21 February to 9 May 2025, goes into the more active international phase between 12 May to 6 June 2025, then a final project report symposium from 10 ~ 12 June 2025. - -## Location -In-person classes will be conducted at The Future Classroom (RM508) at the College of Medicine, National Taiwan University (No. 1 Sect. 1 Ren-Ai Rd, Zhongzheng District, Taipei, Taiwan). - -## Schedule -In general, office hours are every Friday between 1:20PM to 4:20PM during the course date range when students can discuss in-person with TAs or instructors. Apart from this, there are two phases in the course. **Preparation Phase**: Students will do self-paced module learning online with primary advising by local TAs. **International Phase**: We join the international sites, students submit weekly module tutorials to the local courses. Project pitches and final project presentations will be scheduled in-person (including the final mini-symposium). There will also be talks by faculty and other professionals as schedule permits. TA advising and contact hours are scheduled flexibly as needed. - -[Syllabus and schedule details on NTU COOL course website](https://cool.ntu.edu.tw/courses/45019) - -## Grades -Course assignments and grading information is available on the [NTU COOL course website](https://cool.ntu.edu.tw/courses/45019). Briefly, grade breakdown is as follows. - * 10% - View tutorial pages and videos, 2/week, 24 total. Complete/Incomplete, TA graded. - * 20% - Complete 10 out of the 24 available tutorial assignments. Complete/Incomplete, TA graded. - * 60% - Project presentation and submission to Git repo. Instructor + TA graded. - -## Expertise -Our site focuses on functional magnetic resonance imaging, functional imaging with experimental designs, functional brain connectivity, electroencephalography, magnetoencephalography, aging, cultural differences, decision-making, and language. - -## Prerequisites -Participants will need access to a computer, internet and to register to a number of online collaborative tools, such as discord and github. The installation of the necessary software is covered in the week 1 module. - -## Registration -Registration this year is closed. diff --git a/content/en/sites/taiwan/ntu-ncu.png b/content/en/sites/taiwan/ntu-ncu.png deleted file mode 100644 index 07d434df..00000000 Binary files a/content/en/sites/taiwan/ntu-ncu.png and /dev/null differ diff --git a/content/en/sites/toronto/index.md b/content/en/sites/toronto/index.md deleted file mode 100644 index 4213415a..00000000 --- a/content/en/sites/toronto/index.md +++ /dev/null @@ -1,58 +0,0 @@ ---- -type: "sites" # DON'T TOUCH THIS ! :) - -date: "2025-05-05" # Date you first upload your project. - -# Title of your project (we like creative title) -title: "University of Toronto, Toronto, Canada" - -# List the names of the collaborators within the [ ]. If alone, simple put your name within [] -names: [Erin Dickie, Ju-Chi Yu] - -# If you are working on a project that has website, indicate the full url including "https://" below or leave it empty. -website: - -# Summarize your site in < ~75 words. This description will appear at the top of your page and on the list page with other sites.. - -summary: "The BrainHack Toronto School is co-hosted by five sites, sponsored by the Ontario Brain Institute and the University of Toronto!" - -# If you want to add a cover image (listpage and image in the right), add it to your directory and indicate the name -# below with the extension. -image: "toronto.png" ---- - -## Dates -This site will be active from May 15th to June 14th, although the final project reports will be accepted until June 21st. - -## Location -The school will be rotating across five locations to give students a sense of the diversity of research happening in Toronto!! The school starts at the Peter Gilgan Centre for Research and Learning (PGCRL SickKids) 686 Bay St., Toronto, ON M5G 0A4. We are hosted by SickKids Peter Gilgan Centre for Research and Learning, Toronto Metropolitan University (TMU), University Health Network (UHN) Krembil Brain Institute, and the Krembil Centre for Neuroinformatics at the Centre for Addiction and Mental Health (KCNI/CAMH). - -+ Week 1 (Mon., Thur., & Fri.): PGCRL SickKids - 686 Bay St., Toronto, ON M5G 0A4 -+ Week 2 (Thur. & Fri.): TMU - 12th floor, 1270 Atrium on Bay, 20 Dundas Street West (access through the elevators next to MUJI's entrance inside AoB) -+ Week 3 (Thur. & Fri.): UHN Krembil Brain Institute - Toronto Western, 4KD-503 in Krembil Discovery Tower located at 60 Leonard Ave, Toronto, ON M5T 0S8. Corner of Nassau and Leonard. -+ Week 4 (Wed., Thur., & Fri.): KCNI/CAMH: 12th Floor, 250 College Street (College and Spadina), Toronto ON - M5T 1R8 - -## Expertise -This site has particular expertise in fMRI processing, fMRI analysis, functional connectivity analysis, multivariate statistics, and neuroinformatics. - -## Prerequisites -Participants will need access to a computer and internet, and to register to a number of online collaborative tools, such as Discord and GitHub. The installation of the necessary software will be covered during Week 1. Since we are starting later in the week, we **highly recommend attendees finish all the installation modules before our first on-site day**. - -## Registration -The registration is closed. - -## Schedule -The school will run hybrid over the 4-week run, where in-person recommended days at our host sites will be opened from 9 am to 5 pm, with a one-hour break for lunch. We will also add remote days where students can return to their responsibilities outside Brainhack School. - - - -## Grades -This summer school is credited by the Institute of Medical Sciences (IMS) at the University of Toronto (UofT) for UofT students. Other participants will receive a certificate for their learning. Your project can also be shown on the main website as a record of your progress. The requirements for finishing the course are as follows: - -+ Complete at least 4 modules or tutorials (including the ones offered on-site) from Week 1 -+ Complete at least 2 modules or tutorials (including the ones offered on-site) from Week 2 -+ Complete at least 1 module from Week 3 -+ Complete and attend project pitching -+ Complete final project presentation - -**A module or tutorial is considered completed when the participant has gone through the materials and finished the assignment.* diff --git a/content/en/sites/toronto/toronto.png b/content/en/sites/toronto/toronto.png deleted file mode 100644 index d5dd45c3..00000000 Binary files a/content/en/sites/toronto/toronto.png and /dev/null differ diff --git a/content/en/weeks/index.md b/content/en/weeks/index.md deleted file mode 100644 index 892c4c54..00000000 --- a/content/en/weeks/index.md +++ /dev/null @@ -1,88 +0,0 @@ -+++ -title = "Weeks" -type = "weeks" - -[[week]] - week = "**Week 1**" - name = "Tool exploration" - buttonurl = "/schedule" - buttondescr = "View the schedule for that week" - description = """ - Week 1 will introduce participants to a reproducible computational toolkit for neural data science, as well as a basic grounding in supervised and unsupervised machine learning methods. Short pre-recorded lectures and hands-on tutorials throughout the five days will provide participants with familiarity applying these methods to real data. Each participant will be required to complete 6 tutorials out of the following list: - * :star: [Installation of software](/modules/installation) for brainhack school - * :star: [Introduction to the terminal](/modules/introduction_to_terminal) - * :star: [Introduction to git and github](/modules/git_github) - * [Python for data analysis](/modules/python_data_analysis) - * [Machine learning - basics](/modules/machine_learning_basics) - * [Project management](/modules/project_management) - * [High performance computing](/modules/hpc) - * [Open data](/modules/open_data) - * [Writing scripts in python](/modules/python_scripts) - - Note that the tutorials marked with a :star: are mandatory. As a participant, at the end of Week 1 you should be able to answer questions such as: - * How can I open a terminal, and use it to perform operations such as moving or creating files? - * What is version control, and how can I use it to improve my workflow? - * What is python, and examples of data analyses what I can do with it. - * How should I visualize and define features for machine learning in neuroimaging? - -Short exercises need to be completed at the end of each tutorial. """ - -[[week]] - week = "**Week 2**" - name = "Project definition" - buttonurl = "" - buttondescr = "" - description = """ - Week 2 will be mostly focused on defining and piloting the project. As a participant, you will need to decide: - - * What general topic do you want to work on? e.g. group comparison using fMRI, software for analysis of MEG data - * What skills do you want to learn, working on this project? e.g. preprocess fMRI data and run a classifier with sklearn, how to use git, etc. - * What resources do you want to work on? e.g. the CORR dataset, the nipype library, the Glasser parcellation paper, etc. - * What objectives do you want to achieve with the project? e.g. find differences in connectivity between two groups, replicate a multimodal brain parcellation, etc. - * What will be the outcome(s) of your project? a short proceedings paper, a new public dataset, a new feature in a toolbox, etc. - - Each project will be presented orally and in writing, with rounds of feedback, and revised by the end of week 2. - - There will still be time to work on training modules as well. You will be required to complete 3 out of the following modules: - * [Introduction to deep learning](/modules/deep_learning_intro) - * [Deep learning for neuroimaging](/modules/dl_for_neuroimaging) - * [Machine learning for neuroimaging](/modules/machine_learning_neuroimaging) - * [Functional connectivity in fMRI](/modules/fmri_connectivity) - * [Functional parcellations in fMRI](/modules/fmri_parcellation) - * [The Brain Imaging Data Structure (BIDS) ecosystem](/modules/bids) - * [DataLad for reproducible research data management](/modules/datalad) - * [Working with MNE-Python and EEG-BIDS](/modules/mne_python) - * [Neuroimaging data and file structures in Python](/modules/nibabel) - * [Introduction to dMRI](/modules/dmri_intro) - * [Introduction to spinal cord MRI analysis](/modules/spinal_cord) - """ - -[[week]] - week = "**Week 3**" - name = "Project implementation" - buttonurl = "" - buttondescr = "" - description = """ - During week 3, participants will work on their project. The content of a typical day will include: - - * Work on projects. Most of the time will be reserved to actually doing the work. - * Project clinics. Get daily feedback and support from instructors and residents. - * Presentation from instructors on their career paths. - * Collaborate. Take time each day to help someone else with their project. - - Time to work on training modules is minimal. You will be required to complete 1 out of the following modules: - * [Data visualization](/modules/python_visualization) - * [Python packaging](/modules/packaging) - * [Testing and continuous integration](/modules/testing) - * [Containers](/modules/containers) - -""" - -[[week]] - week = "**Week 4**" - name = "Project wrap-up" - buttonurl = "" - buttondescr = "" - description = """ - During week 4, participants will concentrate on finalizing project results and producing deliverables. The daily structure will be similar to week 3. Participants will have to produce a written deliverable for their project, which will be published on this website. These deliverables will have to be submitted one week after the end of the school. At the end of week 4, participants will make a short oral presentation on their project. """ -+++ diff --git a/data/en/carousel/brainhack_school.yaml b/data/en/carousel/brainhack_school.yaml deleted file mode 100644 index 49a8ae6a..00000000 --- a/data/en/carousel/brainhack_school.yaml +++ /dev/null @@ -1,8 +0,0 @@ -weight: 0 -title: "Brainhack School" -description: > -
      -
    • Worldwide
    • -
    • 2026
    • -
    -image: "img/carousel/fig_data_science.png" diff --git a/data/en/carousel/code.yaml b/data/en/carousel/code.yaml deleted file mode 100644 index 7b1a92a4..00000000 --- a/data/en/carousel/code.yaml +++ /dev/null @@ -1,10 +0,0 @@ -weight: 1 -title: "Open Code" -description: > -
      -
    • Basics of python
    • -
    • Version control
    • -
    • Containers
    • -
    • Notebooks
    • -
    -image: "img/carousel/fig_code.png" diff --git a/data/en/carousel/hpc.yaml b/data/en/carousel/hpc.yaml deleted file mode 100644 index 2a5349e2..00000000 --- a/data/en/carousel/hpc.yaml +++ /dev/null @@ -1,8 +0,0 @@ -weight: 1 -title: "High performance computing" -description: > -
      -
    • Distributed computing
    • -
    • Big data
    • -
    -image: "img/carousel/fig_hpc.png" diff --git a/data/en/carousel/ml.yaml b/data/en/carousel/ml.yaml deleted file mode 100644 index 941873f9..00000000 --- a/data/en/carousel/ml.yaml +++ /dev/null @@ -1,9 +0,0 @@ -weight: 4 -title: "Machine learning" -description: > -
      -
    • Data mining
    • -
    • Classification
    • -
    • Prediction
    • -
    -image: "img/carousel/ml.png" diff --git a/data/en/carousel/neuroimaging.yaml b/data/en/carousel/neuroimaging.yaml deleted file mode 100644 index 221a9137..00000000 --- a/data/en/carousel/neuroimaging.yaml +++ /dev/null @@ -1,10 +0,0 @@ -weight: 5 -title: "Neuroimaging" -description: > -
      -
    • structural MRI
    • -
    • functional MRI
    • -
    • MEG
    • -
    • EEG
    • -
    -image: "img/carousel/neuroimaging.png" diff --git a/data/en/carousel/open_data.yaml b/data/en/carousel/open_data.yaml deleted file mode 100644 index 0e58f420..00000000 --- a/data/en/carousel/open_data.yaml +++ /dev/null @@ -1,8 +0,0 @@ -weight: 1 -title: "Open data" -description: > -
      -
    • Existing resources
    • -
    • Best practices
    • -
    -image: "img/carousel/open_data.png" diff --git a/data/en/carousel/visu.yaml b/data/en/carousel/visu.yaml deleted file mode 100644 index 463037f6..00000000 --- a/data/en/carousel/visu.yaml +++ /dev/null @@ -1,8 +0,0 @@ -weight: 3 -title: "Data visualization" -description: > -
      -
    • Science communication
    • -
    • Interactivity
    • -
    -image: "img/carousel/visu.png" diff --git a/data/en/clients/1.yaml b/data/en/clients/1.yaml deleted file mode 100644 index d3cbe659..00000000 --- a/data/en/clients/1.yaml +++ /dev/null @@ -1,3 +0,0 @@ -name: "Unifying Neuroscience and Artificial Intelligence - Québec (UNIQUE)" -image: "img/clients/logo_unique.png" -url: "https://www.unique.quebec/" \ No newline at end of file diff --git a/data/en/clients/2.yaml b/data/en/clients/2.yaml deleted file mode 100644 index a8e46d1f..00000000 --- a/data/en/clients/2.yaml +++ /dev/null @@ -1,3 +0,0 @@ -name: "Canadian Open Neuroscience Platform (CONP)" -image: "img/clients/logo_CONP.png" -url: "https://conp.ca/" diff --git a/data/en/features/consulting.yaml b/data/en/features/consulting.yaml deleted file mode 100644 index 4284222d..00000000 --- a/data/en/features/consulting.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 4 -name: "Consulting" -icon: "fas fa-lightbulb" -url: "" -description: "Fifth abundantly made Give sixth hath. Cattle creature i be don't them behold green moved fowl Moved life us beast good yielding. Have bring." diff --git a/data/en/features/email.yaml b/data/en/features/email.yaml deleted file mode 100644 index 42c64990..00000000 --- a/data/en/features/email.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 5 -name: "Email Marketing" -icon: "far fa-envelope" -url: "" -description: "Advantage old had otherwise sincerity dependent additions. It in adapted natural hastily is justice. Six draw you him full not mean evil." diff --git a/data/en/features/print.yaml b/data/en/features/print.yaml deleted file mode 100644 index 6362fa33..00000000 --- a/data/en/features/print.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 2 -name: "Print" -icon: "fas fa-print" -url: "" -description: "Advantage old had otherwise sincerity dependent additions. It in adapted natural hastily is justice. Six draw you him full not mean evil." diff --git a/data/en/features/seo.yaml b/data/en/features/seo.yaml deleted file mode 100644 index 29af3d35..00000000 --- a/data/en/features/seo.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 3 -name: "SEO and SEM" -icon: "fas fa-globe" -url: "" -description: "Am terminated it excellence invitation projection as. She graceful shy believed distance use nay. Lively is people so basket ladies window expect." diff --git a/data/en/features/uiux.yaml b/data/en/features/uiux.yaml deleted file mode 100644 index 05338598..00000000 --- a/data/en/features/uiux.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 6 -name: "UI/UX" -icon: "fas fa-user" -url: "" -description: "Am terminated it excellence invitation projection as. She graceful shy believed distance use nay. Lively is people so basket ladies window expect." diff --git a/data/en/features/webdesign.yaml b/data/en/features/webdesign.yaml deleted file mode 100644 index 0731ce8e..00000000 --- a/data/en/features/webdesign.yaml +++ /dev/null @@ -1,5 +0,0 @@ -weight: 1 -name: "Webdesign" -icon: "fas fa-desktop" -url: "" -description: "Fifth abundantly made Give sixth hath. Cattle creature i be don't them behold green moved fowl Moved life us beast good yielding. Have bring." diff --git a/data/en/instructors.yaml b/data/en/instructors.yaml deleted file mode 100644 index 387d40aa..00000000 --- a/data/en/instructors.yaml +++ /dev/null @@ -1,59 +0,0 @@ -# List of instructors for BHS 2020 (alphabetical order) -# -# valid tags: name, gh(github), email, website, affiliation, urlaff (affiliation's url), twitter, week, weight (if you want to sort them in some order) -# -# collection names should be equal to github username, if not, add github: false tag -# img should be taken directly from GitHub, if no username, simply add it into img/instructors -# content can be added as markdown. -title: Global team - -instructors: - - name: Lune Bellec - gh: lunebellec - email: lune.bellec@umontreal.ca - website: https://github.com/lunebellec - affiliation: University of Montreal - urlaff: https://umontreal.ca - - - name: Eva Alonso Ortiz - gh: evaalonsoortiz - email: eva.alonso-ortiz@polymtl.ca - website: https://neuro.polymtl.ca/team/faculty/eva-alonso-ortiz.html - affiliation: École Polytechnique de Montréal - urlaff: https://www.polymtl.ca/ - - - name: Erin Dickie - gh: edickie - email: erin.w.dickie@gmail.com - website: https://psychiatry.utoronto.ca/faculty/erin-dickie - affiliation: University of Toronto - urlaff: https://www.utoronto.ca/ - - - name: Ju-Chi Yu - gh: juchiyu - email: ju-chi.yu@camh.ca - website: https://www.juchiyu.com/ - affiliation: University of Toronto - urlaff: https://www.utoronto.ca/ - - - name: Kristen Li - gh: Kristen-Li - email: kristen.li@sickkids.ca - website: https://www.linkedin.com/in/kristen-e-li/?originalSubdomain=ca - affiliation: Sick Kids - urlaff: https://www.sickkids.ca/ - - - name: Joshua Goh - gh: joshuagohos - email: joshuagoh@ntu.edu.tw - website: https://gibms.mc.ntu.edu.tw/bmlab/people/joshua-goh - affiliation: National Taiwan University - urlaff: https://www.ntu.edu.tw/english/ - - - name: Annabel Chen - gh: ClinicalBrainLab - email: annabelchen@ntu.edu.sg - website: https://dr.ntu.edu.sg/entities/person/Chen-Shen-Hsing-Annabel - affiliation: Nanyang Technological University - urlaff: https://www.ntu.edu.sg/ - diff --git a/data/en/testimonials/1.yaml b/data/en/testimonials/1.yaml deleted file mode 100644 index ccbb6d82..00000000 --- a/data/en/testimonials/1.yaml +++ /dev/null @@ -1,6 +0,0 @@ -text: "My advice on learning python: - - Don't set out to \"learn python\". Choose a problem you're interested in and learn to solve it with Python." -name: "Jake VanderPlas" -link: "https://twitter.com/jakevdp" -avatar: "img/testimonials/jakevdp.jpg" diff --git a/data/en/testimonials/2.yaml b/data/en/testimonials/2.yaml deleted file mode 100644 index c7cc31cd..00000000 --- a/data/en/testimonials/2.yaml +++ /dev/null @@ -1,4 +0,0 @@ -text: "Circling back to undergrads in psych: they should be taught how to code -- BUT! -- it's also true for PhD students. You need to learn to code. You can do it, we can help you, it's not as hard as you think, & it'll help you in the long run including to get a job." -name: "Olivia Guest" -link: "https://twitter.com/o_guest" -avatar: "img/testimonials/o_guest.jpg" diff --git a/data/en/testimonials/3.yaml b/data/en/testimonials/3.yaml deleted file mode 100644 index ebf61d27..00000000 --- a/data/en/testimonials/3.yaml +++ /dev/null @@ -1,4 +0,0 @@ -text: "Sharing is good and, with digital technology, sharing is easy" -name: "Richard Stallman" -link: "https://en.wikipedia.org/wiki/Richard_Stallman" -avatar: "img/testimonials/rms.jpg" diff --git a/i18n/en.yaml b/i18n/en.yaml deleted file mode 100644 index 144b9e25..00000000 --- a/i18n/en.yaml +++ /dev/null @@ -1,105 +0,0 @@ -- id: home - translation: "Home" - -- id: templateBy - translation: "Template by" - -- id: portedBy - translation: "Ported to Hugo by" - -- id: contactGoTo - translation: "Go to contact page" - -- id: contactAddrTitle - translation: "Address" - -- id: contactTitle - translation: "Contact" - -- id: contactForm - translation: "Contact form" - -- id: contactName - translation: "Your Name" - -- id: contactMail - translation: "Your Email" - -- id: contactMessage - translation: "Your Message" - -- id: contactSend - translation: "Send Message" - -- id: navHome - translation: "go to homepage" - -- id: navToggle - translation: "Toggle Navigation" - -- id: categoriesTitle - translation: "Categories" - -- id: searchTitle - translation: "Search" - -- id: tagsTitle - translation: "Filter by keywords" - -- id: SidebarSub - translation: "This is the project gallery from past editions." - -- id: SidebarSubModules - translation: "This is the list of training modules for Brainhack School." - -- id: SidebarSubSites - translation: "This is the list of sites for Brainhack School." - -- id: discover - translation: "Discover this project" - -- id: discoverSites - translation: "Discover this site" - -- id: discoverModules - translation: "Discover this module" - -- id: continueReading - translation: "Continue reading" - -- id: seeAlso - translation: "See also these similar projects" - - -- id: readMore - translation: "Read more" - -- id: authorBy - translation: "By" - -- id: recentPosts - translation: "Recent posts" - -- id: aboutUs - translation: "About us" - -- id: next - translation: "Next project" - -- id: previous - translation: "Previous project" - -- id: publishedOn - translation: "on" - -- id: 404Error - translation: "Error 404: Page not found" - -- id: 404Message - translation: "We are sorry – this page is not here anymore" - -- id: 404NavHome - translation: "Go to homepage" - -- id: last_updated - translation: Last updated on diff --git a/i18n/fr.yaml b/i18n/fr.yaml deleted file mode 100644 index 9f2034c9..00000000 --- a/i18n/fr.yaml +++ /dev/null @@ -1,80 +0,0 @@ -- id: home - translation: "Accueil" - -- id: templateBy - translation: "Template par" - -- id: portedBy - translation: "Porté sur Hugo par" - -- id: contactGoTo - translation: "Aller à la page de contact" - -- id: contactAddrTitle - translation: "Adresse" - -- id: contactTitle - translation: "Contact" - -- id: contactForm - translation: "Formulaire de contact" - -- id: contactName - translation: "Votre nom" - -- id: contactMail - translation: "Votre Email" - -- id: contactMessage - translation: "Votre Message" - -- id: contactSend - translation: "Envoyer le Message" - -- id: navHome - translation: "aller à l'accueil" - -- id: navToggle - translation: "Basculer la Navigation" - -- id: categoriesTitle - translation: "Catégories" - -- id: searchTitle - translation: "Recherche" - -- id: tagsTitle - translation: "Filtrer par mots-clés" - -- id: continueReading - translation: "Continuer la lecture" - -- id: readMore - translation: "En lire plus" - -- id: authorBy - translation: "Par" - -- id: recentPosts - translation: "Billets récents" - -- id: aboutUs - translation: "À propos de nous" - -- id: newer - translation: "Récent" - -- id: older - translation: "Ancien" - -- id: publishedOn - translation: "le" - -- id: 404Error - translation: "Erreur 404: Page introuvable" - -- id: 404Message - translation: "Nous sommes désolés – cette page n'est plus là" - -- id: 404NavHome - translation: "Aller à l'accueil" diff --git a/layouts/_default/list.html b/layouts/_default/list.html deleted file mode 100644 index c12f6744..00000000 --- a/layouts/_default/list.html +++ /dev/null @@ -1,119 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - -
    -
    -
    - - -
    - - {{ $paginator := .Paginate (where .Data.Pages "Type" "project") }} - {{ range $paginator.Pages }} -
    -
    - -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "author" }} - {{ i18n "authorBy" }} {{ .Params.author }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary }}

    -

    {{ i18n "continueReading" }} -

    -
    -
    -
    - {{ end }} - - -
    - - - - - - -
    - - - - {{ partial "sidebar.html" . }} - - - -
    - - - - -
    - -
    - -
    - - - -
    - {{ partial "footer.html" . }} - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/_default/single.html b/layouts/_default/single.html deleted file mode 100644 index 6c6c9c5f..00000000 --- a/layouts/_default/single.html +++ /dev/null @@ -1,78 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - -
    -
    - -
    - - - -
    - - {{ if or .Params.author .Params.date }} -

    - {{ if .Params.author }}{{ i18n "authorBy" }} {{ .Params.author }}{{ end }} - {{ if and .Params.author .Params.date }} | {{ end }} - {{ if .Params.date }}{{ .Date.Format .Site.Params.date_format }}{{ end }} -

    - {{ end }} - -
    - {{ .Content }} -
    - - -
    - - - - - - -
    - - - - {{ partial "sidebar.html" . }} - - - -
    - - - - -
    - - -
    - -
    - - -
    - {{ partial "footer.html" . }} - - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/archetypes/default.md b/layouts/archetypes/default.md deleted file mode 100644 index 1ccf64c9..00000000 --- a/layouts/archetypes/default.md +++ /dev/null @@ -1,10 +0,0 @@ -+++ -tags = [] -categories = [] -description = "" -menu = "" -banner = "" -images = [] -+++ - - diff --git a/layouts/coc/single.html b/layouts/coc/single.html deleted file mode 100644 index fadd6d92..00000000 --- a/layouts/coc/single.html +++ /dev/null @@ -1,46 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - -
    -
    - - {{/* Button at the top */}} - {{range .Params.button}} -
    -
    - -
    -
    - {{end}} - {{/* End of top button */}} - -
    -
    - {{ .Content | emojify }} -
    -
    -
    - {{ partial "footer.html" . }} - - {{ partial "scripts.html" . }} - - - \ No newline at end of file diff --git a/layouts/index.html b/layouts/index.html deleted file mode 100644 index 6da18c89..00000000 --- a/layouts/index.html +++ /dev/null @@ -1,40 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "carousel.html" . }} - - {{ partial "testimonials.html" . }} - - {{ partial "see_more.html" . }} - - {{ partial "features.html" . }} - - {{ partial "recent_posts.html" . }} - - {{ partial "instructors.html" . }} - - {{ partial "clients.html" . }} - - {{ partial "footer.html" . }} - -
    - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/modules/list.html b/layouts/modules/list.html deleted file mode 100644 index 3e58c99c..00000000 --- a/layouts/modules/list.html +++ /dev/null @@ -1,200 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - -
    -
    -
    -
    -

    {{ .Title }}

    -
    -
    -
    -
    -
    -
    -
    - - -
    - - {{ $paginator := .Paginate (where .Data.Pages "Type" "modules") }} - {{ $.Scratch.Set "counter" 1}} - {{ range $paginator.Pages }} - {{ $relurl := .RelPermalink }} - {{ $counter := $.Scratch.Get "counter" }} - {{ $.Scratch.Add "counter" 1 }} - {{ if ne (mod $counter 2) 0 }} -
    -
    - -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - -
    -
    -
    - - {{else}} -
    -
    -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - - -
    - -
    -
    - - {{end}} - {{ end }} - - -
    - - - - - - -
    - - - - {{ partial "sidebar_modules.html" . }} - - - -
    - - - - -
    - -
    - -
    - - - -
    - {{ partial "footer.html" . }} - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/modules/single.html b/layouts/modules/single.html deleted file mode 100644 index 4e611a36..00000000 --- a/layouts/modules/single.html +++ /dev/null @@ -1,166 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - {{$relurl := .Permalink}} -
    -
    -
    - {{ if .Params.image }} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{ .Date.Format .Site.Params.date_format }}{{ end }} - -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    -
    -
    - -
    -
    - {{else}} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{ .Date.Format .Site.Params.date_format }}{{ end }} - -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    - {{ end }} -
    -
    - - - -
    - -
    - {{ .Content | emojify }} -
    - - -
    - - -
    - - - - - {{ if eq .Type "module" }} - - {{ end }} - - - - - -
    - -
    - - - {{ partial "footer.html" . }} - - - -
    - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/page/single.html b/layouts/page/single.html deleted file mode 100644 index 644beddb..00000000 --- a/layouts/page/single.html +++ /dev/null @@ -1,56 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - -
    - {{ if isset .Params "id" }} - - {{ partial .Params.id . }} - - {{ else }} - -
    - -
    - -
    - -
    - {{ .Content }} -
    - -
    - -
    - - -
    - - - {{ end }} -
    - - - {{ partial "footer.html" . }} - -
    - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/partials/breadcrumbs.html b/layouts/partials/breadcrumbs.html deleted file mode 100644 index 71cefcbf..00000000 --- a/layouts/partials/breadcrumbs.html +++ /dev/null @@ -1,9 +0,0 @@ -
    -
    -
    -
    - {{ if ne .Section "project"}}

    {{ .Title }}

    {{end}} -
    -
    -
    -
    diff --git a/layouts/partials/carousel.html b/layouts/partials/carousel.html deleted file mode 100644 index 284e9a58..00000000 --- a/layouts/partials/carousel.html +++ /dev/null @@ -1,34 +0,0 @@ -{{ if isset .Site.Params "carousel" }} -{{ if .Site.Params.carousel.enable }} -{{ $myData := (index .Site.Data .Lang) }} -{{ if $myData }} -{{ if (isset $myData "carousel" ) }} -{{ if gt (len $myData.carousel) 0 }} -
    - -
    -{{ end }} -{{ end }} -{{ end }} -{{ end }} -{{ end }} diff --git a/layouts/partials/clients.html b/layouts/partials/clients.html deleted file mode 100644 index 9bc4fdd1..00000000 --- a/layouts/partials/clients.html +++ /dev/null @@ -1,40 +0,0 @@ -{{ if isset .Site.Params "clients" }} -{{ if .Site.Params.clients.enable }} -{{ $myData := (index .Site.Data .Lang) }} -{{ if $myData }} -{{ if (isset $myData "carousel" ) }} -{{ if gt (len $myData.carousel) 0 }}
    -
    -
    -
    -
    -

    {{ .Site.Params.clients.title | markdownify }}

    -
    - -

    - {{ .Site.Params.clients.subtitle | markdownify }} -

    - - - -
    -
    -
    -
    -{{ end }} -{{ end }} -{{ end }} -{{end}} -{{end}} diff --git a/layouts/partials/features.html b/layouts/partials/features.html deleted file mode 100644 index 7d7482ee..00000000 --- a/layouts/partials/features.html +++ /dev/null @@ -1,40 +0,0 @@ -{{ if isset .Site.Params "features" }} -{{ if .Site.Params.features.enable }} -{{ $myData := (index .Site.Data .Lang) }} -{{ if $myData }} -{{ if (isset $myData "features" ) }} -{{ if gt (len $myData.features) 0 }} -
    -
    - {{ range $index, $element := sort $myData.features "weight" }} - {{ if eq (mod $index 3) 0 }} -
    -
    - {{ end }} -
    -
    - {{ with $element.url }} - - {{ end }} -
    - -
    - {{ with $element.url }} -
    - {{ end }} -

    {{ $element.name | markdownify }}

    -

    {{ $element.description | markdownify }}

    -
    -
    - {{ if or (eq (mod $index 3) 2) (eq $index (sub (len $myData.features) 1 )) }} -
    -
    - {{ end }} - {{ end }} -
    -
    -{{ end }} -{{ end }} -{{ end }} -{{ end }} -{{ end }} \ No newline at end of file diff --git a/layouts/partials/footer.html b/layouts/partials/footer.html deleted file mode 100644 index 63d0a325..00000000 --- a/layouts/partials/footer.html +++ /dev/null @@ -1,22 +0,0 @@ - - - - - - - diff --git a/layouts/partials/head.html b/layouts/partials/head.html deleted file mode 100644 index caf49e33..00000000 --- a/layouts/partials/head.html +++ /dev/null @@ -1,104 +0,0 @@ - - - - - - {{ $title_plain := .Title | markdownify | plainify }} - {{ $title_plain }} - - {{ $keywords := .Site.Params.defaultKeywords | default (slice "" | first 0) }} - {{ if isset .Params "tags" }}{{ range .Params.tags }}{{ $keywords = $keywords | append . }}{{ end }}{{ end }} - {{ if isset .Params "keywords" }}{{ range .Params.keywords }}{{ $keywords = $keywords | append . }}{{ end }}{{ end }} - {{ if gt (len $keywords) 0 }} - - {{ end }} - {{ $description_plain := default .Site.Params.defaultDescription .Description | markdownify | plainify }} - - - {{ hugo.Generator }} - - - - - - - - - - - - - - {{ with .Site.Params.style }} - - {{ else }} - - {{ end }} - - - - - - {{ ` - - ` | safeHTML }} - - - - - - - - - - - - - - {{ $is_blog := and (eq .Type "blog") (eq .Kind "page") }} - {{ $has_image := isset .Params "banner" }} - {{ $image := cond $has_image .Params.banner (.Site.Params.default_sharing_image | default "img/sharing-default.png") }} - {{ $is_valid_image := print "static/" $image | fileExists }} - {{ if $is_valid_image }} - {{ $image_ext := path.Ext $image }} - - - - - - - - - {{ with .Params.banner_alt }}{{ end }} - {{ $image_local := printf "/static/%s" $image}} - {{ with (imageConfig $image_local) }} - - - {{ end }} - {{ end }} - {{ with .Lastmod }}{{ end }} - {{ if $is_blog }} - {{ with .Param "facebook_site" }}{{ end }} - {{ with .Param "facebook_author" }}{{ end }} - {{ with .Params.categories }}{{ end }} - {{ range .Params.tags }} - {{ end }} - {{ if gt .ExpiryDate .PublishDate }}{{ end }} - {{ with .PublishDate }}{{ end }} - {{ with .Lastmod }}{{ end }} - {{ end }} - - - - {{ with .Param "twitter_site" }}{{ end }} - - {{ if $is_valid_image }} - - {{ end }} - - {{ with .Param "twitter_author" }}{{ end }} - - diff --git a/layouts/partials/instructors.html b/layouts/partials/instructors.html deleted file mode 100644 index d7346dc9..00000000 --- a/layouts/partials/instructors.html +++ /dev/null @@ -1,58 +0,0 @@ - -{{ if isset .Site.Params "instructors" }} -{{ if .Site.Params.instructors.enable }} -{{ $myData := (index .Site.Data .Lang) }} -{{ if $myData }} -{{ if (isset $myData "carousel" ) }} -{{ if gt (len $myData.instructors) 0 }} -
    -
    -
    -
    -
    -

    {{ $myData.instructors.title }}

    -
    -
    -
    -
    -
    - - {{ $element := $myData.instructors.instructors }} {{ "" | safeHTML }} - -
    - - {{ $.Scratch.Set "counter" 0 }} - {{ range $element }} - - - {{ end }} -
    -
    -
    -
    - {{ end }} - {{ end }} - {{ end }} - {{ end }} - {{ end }} - diff --git a/layouts/partials/nav.html b/layouts/partials/nav.html deleted file mode 100644 index 465e442a..00000000 --- a/layouts/partials/nav.html +++ /dev/null @@ -1,71 +0,0 @@ - - - - diff --git a/layouts/partials/schedule.html b/layouts/partials/schedule.html deleted file mode 100644 index 78b967d5..00000000 --- a/layouts/partials/schedule.html +++ /dev/null @@ -1,109 +0,0 @@ -{{ $myData := (index .Site.Data "en") }} - -{{ $agenda := $myData.schedule }} {{ "" | safeHTML }} -{{ $scratch := newScratch }} -{{ $scratch.Set "data-content" 0 }} - -{{/* {{ $intervalleft := now}} */}} - -
    - -

    {{$agenda.agenda_title | markdownify | emojify }}

    -

    - {{$agenda.agenda_subtitle | markdownify | emojify }} -

    - -
    -
    - - - - - - - - - - - - {{ range $agenda.schedule }} - - - {{ range .days }} - {{ $date := (time .date) }} - {{ $day := $date.Format "2"}} - {{ $month := $date.Format "January, 2006"}} - {{ $weekday := $date.Format "Monday"}} - {{ $len := (len .sessions) }} - - - - {{/* {{ $sessions := sort ".start_date" "asec"}} */}} - {{range $index, $element := (sort .sessions ".dateStart" "asec") }} - {{ $start := (time .dateStart)}} - {{ $starttime := $start.Format "15:04"}} - {{ $day := $start.Format "2"}} - {{ $month := $start.Format "January, 2006"}} - {{ $weekday := $start.Format "Monday"}} - {{ $end := (time .dateEnd)}} - {{ $endtime := $end.Format "15:04"}} - {{/* {{ if and ($end.After ($intervalleft.AddDate 0 0 -2)) ($end.Before ($intervalleft.AddDate 1 0 0))}} */}} - - {{if ne $index 1 }} - - - - {{else}} - - - - - - {{ end }} - {{ end }} - - {{end}} - {{end}} - - - -
    DATETIMEEVENT
    - {{ .week }} - {{ .title | markdownify | emojify }} -
    -
    {{ $day }}
    -
    {{ $weekday }}
    -
    {{ $month }}
    -
    - {{ $starttime }} - {{ $endtime }} - -
    -

    - {{ .title}}

    -
    -
    {{ .description | markdownify | emojify }}
    -
    {{ with .materials }} Materials: {{ . | markdownify | emojify }} {{end}} {{with .video }} — Video: {{ . | markdownify | emojify }}{{ end }}
    - -
    - {{ $starttime }} - {{ $endtime }} - -
    -

    - {{ .title}}

    -
    -
    {{ .description | markdownify | emojify }}
    -
    {{ with .materials }} Materials: {{ . | markdownify | emojify }} {{end}} {{with .video }} — Video: {{ . | markdownify | emojify }}{{ end }}
    -
    -
    -
    -
    - - - -{{/* -{{ $session := $myData.schedule.week1.monday }} -{{ range $session }} -{{ $ses := .session }} -{{ $start := time $ses.start }} -{{ $beautifulstart := $start.Format "15:04"}} -{{ $end := time $ses.end}} -{{ $beautifulend := $end.Format "15:04" }} */}} diff --git a/layouts/partials/see_more.html b/layouts/partials/see_more.html deleted file mode 100644 index 5931aa6b..00000000 --- a/layouts/partials/see_more.html +++ /dev/null @@ -1,30 +0,0 @@ - -{{ if isset .Site.Params "see_more" }} -{{ if .Site.Params.see_more.enable }} -
    -
    -
    -
    -
    -

    {{ .Site.Params.see_more.title | markdownify }}

    -

    {{ .Site.Params.see_more.subtitle | markdownify }}

    -

    - {{ with .Site.Params.see_more.link_url }} - - {{ end }} - {{ with .Site.Params.see_more.link_text }} - {{ . | markdownify }} - {{ end }} - {{ with .Site.Params.see_more.link_url }} - - {{ end }} -

    - - - -
    -
    -
    -
    -{{ end }} -{{ end }} diff --git a/layouts/partials/sidebar.html b/layouts/partials/sidebar.html deleted file mode 100644 index bd592849..00000000 --- a/layouts/partials/sidebar.html +++ /dev/null @@ -1,23 +0,0 @@ - -{{ $projects:= (where .Site.RegularPages "Section" "==" "project") }} -{{ $authors := .Site.Taxonomies.names }} - - - - -{{ partial "widgets/categories.html" . }} - -{{ partial "widgets/tags.html" . }} \ No newline at end of file diff --git a/layouts/partials/sidebar_modules.html b/layouts/partials/sidebar_modules.html deleted file mode 100644 index 08592623..00000000 --- a/layouts/partials/sidebar_modules.html +++ /dev/null @@ -1,18 +0,0 @@ - -{{ $modules:= (where .Site.RegularPages "Section" "==" "modules") }} -{{ $authors := .Site.Taxonomies.names }} - - - - diff --git a/layouts/partials/sidebar_sites.html b/layouts/partials/sidebar_sites.html deleted file mode 100644 index 9efabbc6..00000000 --- a/layouts/partials/sidebar_sites.html +++ /dev/null @@ -1,18 +0,0 @@ - -{{ $sites:= (where .Site.RegularPages "Section" "==" "sites") }} -{{ $authors := .Site.Taxonomies.names }} - - - - diff --git a/layouts/partials/testimonials.html b/layouts/partials/testimonials.html deleted file mode 100644 index 02cea4df..00000000 --- a/layouts/partials/testimonials.html +++ /dev/null @@ -1,55 +0,0 @@ -{{ if isset .Site.Params "testimonials" }} -{{ if .Site.Params.testimonials.enable }} -{{ $myData := (index .Site.Data .Lang) }} -{{ if $myData }} -{{ if (isset $myData "carousel" ) }} -{{ if gt (len $myData.carousel) 0 }} -
    -
    -
    -
    -
    -

    {{ .Site.Params.testimonials.title }}

    -
    - -

    - {{ .Site.Params.testimonials.subtitle | markdownify }} -

    - - - - - - - -
    - -
    -
    -
    - -{{ end }} -{{ end }} -{{ end }} -{{end}} -{{end}} - diff --git a/layouts/partials/top.html b/layouts/partials/top.html deleted file mode 100644 index fbd6592d..00000000 --- a/layouts/partials/top.html +++ /dev/null @@ -1,18 +0,0 @@ -{{ if .Site.Params.topbar.enable }} -
    -
    -
    -
    - {{ .Site.Params.topbar.text | markdownify | emojify }} -
    -
    - -
    -
    -
    -
    -{{ end }} diff --git a/layouts/partials/widgets/categories.html b/layouts/partials/widgets/categories.html deleted file mode 100644 index 52fed98c..00000000 --- a/layouts/partials/widgets/categories.html +++ /dev/null @@ -1,24 +0,0 @@ -{{ if .Site.Params.widgets.categories }} -{{ if isset .Site.Taxonomies "categories" }} -{{ if not (eq (len .Site.Taxonomies.categories) 0) }} - -{{ end }} -{{ end }} -{{ end }} diff --git a/layouts/partials/widgets/search.html b/layouts/partials/widgets/search.html deleted file mode 100644 index 9a4fde1d..00000000 --- a/layouts/partials/widgets/search.html +++ /dev/null @@ -1,22 +0,0 @@ -{{ if isset .Site.Params.widgets "search" }} -{{ if .Site.Params.widgets.search }} - -{{ end }} -{{ end }} diff --git a/layouts/partials/widgets/tags.html b/layouts/partials/widgets/tags.html deleted file mode 100644 index 4c9604d9..00000000 --- a/layouts/partials/widgets/tags.html +++ /dev/null @@ -1,24 +0,0 @@ -{{ if .Site.Params.widgets.tags }} -{{ if isset .Site.Taxonomies "tags" }} -{{ if not (eq (len .Site.Taxonomies.tags) 0) }} - -{{ end }} -{{ end }} -{{ end }} diff --git a/layouts/project/list.html b/layouts/project/list.html deleted file mode 100644 index 6574c696..00000000 --- a/layouts/project/list.html +++ /dev/null @@ -1,200 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - -
    -
    -
    -
    -

    {{ .Title }}

    -
    -
    -
    -
    -
    -
    -
    - - -
    - - {{ $paginator := .Paginate (where .Data.Pages "Type" "project") }} - {{ $.Scratch.Set "counter" 1}} - {{ range $paginator.Pages }} - {{ $relurl := .RelPermalink }} - {{ $counter := $.Scratch.Get "counter" }} - {{ $.Scratch.Add "counter" 1 }} - {{ if ne (mod $counter 2) 0 }} -
    -
    - -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - -
    -
    -
    - - {{else}} -
    -
    -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - - -
    - -
    -
    - - {{end}} - {{ end }} - - -
    - - - - - - -
    - - - - {{ partial "sidebar.html" . }} - - - -
    - - - - -
    - -
    - -
    - - - -
    - {{ partial "footer.html" . }} - - - {{ partial "scripts.html" . }} - - - \ No newline at end of file diff --git a/layouts/project/single.html b/layouts/project/single.html deleted file mode 100644 index 1f20db08..00000000 --- a/layouts/project/single.html +++ /dev/null @@ -1,199 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - {{$relurl := .Permalink}} -
    -
    -
    - {{ if .Params.image }} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{ .Date.Format .Site.Params.date_format }}{{ end }} - -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    -
    -
    - -
    -
    - {{else}} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{ .Date.Format .Site.Params.date_format }}{{ end }} - -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    - {{ end }} -
    -
    - - - -
    - -
    - {{ .Content | emojify }} -
    - - -
    - - -
    - - - - - {{ if eq .Type "project" }} - - {{ end }} - - - - - -
    - -
    - - - - {{ range first 1 (where (where .Site.Pages ".Params.tags" "intersect" .Params.tags) "Permalink" "!=" .Permalink) }} - {{ $.Scratch.Set "has_related" true }} - {{ end }} - - {{ if $.Scratch.Get "has_related" }} -
    -
    -
    -

    {{ T "seeAlso" }}

    -

    -
    -
    - {{ $num_to_show := .Site.Params.related_content_limit | default 3 }} - {{ range (where (where .Site.Pages ".Params.tags" "intersect" .Params.tags) "Permalink" "!=" .Permalink) | shuffle | first $num_to_show }} - {{$relurl := .Permalink}} -
    - {{ if .Params.image }} - - {{else}} - - {{ end }} -

    {{ .Title }}

    -

    {{.Summary | truncate 150 }}

    -

    {{ i18n "discover" }}

    -
    - {{ end }} - - - {{ end }} -
    -
    -
    - - {{ partial "footer.html" . }} - - -
    - - {{ partial "scripts.html" . }} - - - \ No newline at end of file diff --git a/layouts/schedule/single.html b/layouts/schedule/single.html deleted file mode 100644 index 48b6e9ba..00000000 --- a/layouts/schedule/single.html +++ /dev/null @@ -1,71 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - - - -
    -
    - - {{ range .Params.week }} -
    -
    -
    -

    {{ .week | markdownify | emojify }}

    -
    -
    -
    -

    {{ .name | markdownify | emojify }}

    -
    - -
    - - {{ if eq .imgside "left" }} -
    - {{ if .buttonurl }}{{end}}{{ .imgalttext }} {{if .buttonurl}} {{end}} -
    -
    - {{ with .description }}{{ . | markdownify | emojify }}{{ end }} - {{ with .buttonurl }}{{end}}{{ with .buttondescr }}{{ . | markdownify | emojify }}{{end}} {{if .buttonurl}}{{end}} -
    - {{ end }} - {{ if eq .imgside "right" }} -
    - {{ with .description }}{{ . | markdownify | emojify }}{{ end }} - {{ with .buttonurl }}{{end}}{{ with .buttondescr }}{{ . | markdownify | emojify }}{{end}} {{ if .buttonurl }} {{end}} -
    -
    - {{ if .buttonurl }}{{end}}{{ .imgalttext }} {{if .buttonurl}} {{end}} -
    - {{ end }} -
    - {{ end }} - -
    -
    - -
    - - {{ partial "schedule.html" . }} - - {{ partial "footer.html" . }} - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/schedule/single.ics b/layouts/schedule/single.ics deleted file mode 100644 index ea0beec1..00000000 --- a/layouts/schedule/single.ics +++ /dev/null @@ -1,28 +0,0 @@ -BEGIN:VCALENDAR -PRODID:-//school.brainhackmtl.org//schedule//EN -VERSION:2.0 -CALSCALE:GREGORIAN -METHOD:PUBLISH -X-WR-CALNAME:BrainHack School Schedule -X-WR-TIMEZONE:America/Toronto -X-WR-CALDESC:Simple schedule for BrainHack Schoolers -{{- range .Site.Data.en.schedule.schedule -}} -{{- range .days -}} -{{- range .sessions }} -BEGIN:VEVENT -DTSTART;TZID=America/Toronto:{{dateFormat "20060102T150405" .dateStart}} -DTEND;TZID=America/Toronto:{{dateFormat "20060102T150405" .dateEnd}} -DTSTAMP:{{dateFormat "20060102T150405Z" .dateStart}} -UID:{{ printf "%s" (dateFormat "20060102T150405" .dateStart)}}{{ (now.UnixNano) }}@school.brainhack.com -CREATED:{{dateFormat "20060102T150405Z" now }} -DESCRIPTION:Details @ BHS Schedule -LAST-MODIFIED:{{dateFormat "20060102T150405Z" now }} -LOCATION:{{ if .linktosession }}{{.linktosession}}{{else}}{{ $.Site.Data.en.schedule.linktosession }}{{end}} -SEQUENCE:0 -STATUS:CONFIRMED -SUMMARY:{{ .title | truncate 75}} -TRANSP:OPAQUE -URL:{{ $.Site.Data.en.schedule.linktosession }} -END:VEVENT -{{- end -}}{{- end -}}{{- end }} -END:VCALENDAR diff --git a/layouts/setup/single.html b/layouts/setup/single.html deleted file mode 100644 index cc02b1a9..00000000 --- a/layouts/setup/single.html +++ /dev/null @@ -1,55 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - {{ partial "top.html" . }} - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - -
    - {{ if isset .Params "id" }} - - {{ partial .Params.id . }} - - {{ else }} - -
    - -
    - -
    - -
    - {{ .Content }} -
    - -
    - -
    - - -
    - - - {{ end }} -
    - - - {{ partial "footer.html" . }} - -
    - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/shortcodes/class.html b/layouts/shortcodes/class.html deleted file mode 100644 index 198a1b29..00000000 --- a/layouts/shortcodes/class.html +++ /dev/null @@ -1,4 +0,0 @@ -{{ $_hugo_config := `{ "version": 1 }` }} - -{{ .Inner | markdownify | emojify }} - diff --git a/layouts/shortcodes/content.html b/layouts/shortcodes/content.html deleted file mode 100644 index 8563e38a..00000000 --- a/layouts/shortcodes/content.html +++ /dev/null @@ -1,2 +0,0 @@ -{{$file := .Get 0}} -{{ $file | readFile | markdownify }} diff --git a/layouts/shortcodes/gform.html b/layouts/shortcodes/gform.html deleted file mode 100644 index b3dcbdf8..00000000 --- a/layouts/shortcodes/gform.html +++ /dev/null @@ -1 +0,0 @@ - \ No newline at end of file diff --git a/layouts/shortcodes/tab.html b/layouts/shortcodes/tab.html deleted file mode 100644 index 4a169a32..00000000 --- a/layouts/shortcodes/tab.html +++ /dev/null @@ -1,17 +0,0 @@ -{{ $tab := .Get "tabNum" }} -{{ $tabID := print (.Parent.Get "tabID") $tab }} -{{ $tabName := (print "tabName" $tab) }} - -{{ if eq $tab "1" }} - -
    - {{ $.Inner | markdownify }} -
    - -{{ else }} - -
    - {{ $.Inner | markdownify }} -
    - -{{ end }} diff --git a/layouts/shortcodes/tabs.html b/layouts/shortcodes/tabs.html deleted file mode 100644 index 7ad08c90..00000000 --- a/layouts/shortcodes/tabs.html +++ /dev/null @@ -1,33 +0,0 @@ - - -
    - {{ .Inner }} -
    diff --git a/layouts/sites/list.html b/layouts/sites/list.html deleted file mode 100644 index 8dc3cd97..00000000 --- a/layouts/sites/list.html +++ /dev/null @@ -1,200 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - -
    -
    -
    -
    -

    {{ .Title }}

    -
    -
    -
    -
    -
    -
    -
    - - -
    - - {{ $paginator := .Paginate (where .Data.Pages "Type" "sites") }} - {{ $.Scratch.Set "counter" 1}} - {{ range $paginator.Pages }} - {{ $relurl := .RelPermalink }} - {{ $counter := $.Scratch.Get "counter" }} - {{ $.Scratch.Add "counter" 1 }} - {{ if ne (mod $counter 2) 0 }} -
    -
    - -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - -
    -
    -
    - - {{else}} -
    -
    -
    -

    {{ .Title }}

    -
    -

    - {{ if isset .Params "names" }} - {{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }} - {{ end }} - {{ if isset .Params "categories" }} - {{ if gt (len .Params.categories) 0 }} - in {{ index .Params.categories 0 }} - {{ end }} - {{ end }} - -

    - {{ if isset .Params "date" }} -

    - {{ .Date.Format .Site.Params.date_format }} -

    - {{ end }} -
    -

    {{ .Summary | markdownify | emojify }}

    - - -
    - -
    -
    - - {{end}} - {{ end }} - - -
    - - - - - - -
    - - - - {{ partial "sidebar_sites.html" . }} - - - -
    - - - - -
    - -
    - -
    - - - -
    - {{ partial "footer.html" . }} - - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/sites/single.html b/layouts/sites/single.html deleted file mode 100644 index aab5f873..00000000 --- a/layouts/sites/single.html +++ /dev/null @@ -1,175 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - {{$relurl := .Permalink}} -
    -
    -
    - {{ if .Params.image }} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{.Date.Format .Site.Params.date_format }} {{ end }} -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    -
    -
    - -
    -
    - {{else}} -
    -

    {{.Title}}

    -

    - {{ if or .Params.names .Params.date }} -

    - {{ if .Params.names }}{{ i18n "authorBy" }} {{ delimit .Params.names ", " ", & " }}{{ end }} -
    - {{ if .Params.date }} Published on {{ .Date.Format .Site.Params.date_format }}{{ end }} - -

    - {{ end }}"{{ .Summary | markdownify | emojify }}"

    - - -
    - {{ end }} -
    -
    - - - -
    - -
    - {{ .Content | emojify }} -
    - - -
    - - -
    - - - - - {{ if eq .Type "site" }} - - {{ end }} - - - - - -
    - -
    - - - - {{ range first 1 (where (where .Site.Pages ".Params.tags" "intersect" .Params.tags) "Permalink" "!=" .Permalink) }} - {{ $.Scratch.Set "has_related" true }} - {{ end }} - - {{ if $.Scratch.Get "has_related" }} -
    -
    -
    -

    {{ T "seeAlso" }}

    -

    -
    -
    - {{ $num_to_show := .Site.Params.related_content_limit | default 3 }} - {{ range (where (where .Site.Pages ".Params.tags" "intersect" .Params.tags) "Permalink" "!=" .Permalink) | shuffle | first $num_to_show }} - {{$relurl := .Permalink}} -
    - {{ if .Params.image }} - - {{else}} - - {{ end }} -

    {{ .Title }}

    -

    {{.Summary | truncate 150 }}

    -

    {{ i18n "discover" }}

    -
    - {{ end }} - - - {{ end }} -
    -
    -
    - - {{ partial "footer.html" . }} - - -
    - - {{ partial "scripts.html" . }} - - - diff --git a/layouts/weeks/single.html b/layouts/weeks/single.html deleted file mode 100644 index c26758b4..00000000 --- a/layouts/weeks/single.html +++ /dev/null @@ -1,73 +0,0 @@ - - - - {{ partial "head.html" . }} - - - -
    - -
    - - {{ partial "top.html" . }} - - {{ partial "nav.html" . }} - -
    - - {{ partial "breadcrumbs.html" . }} - - - -
    -
    - {{ range .Params.week }} -
    -
    -
    -

    {{ .week | markdownify | emojify }}

    -
    -
    -
    -

    {{ .name | markdownify | emojify }}

    -
    - -
    - - {{ if .img }} - {{ if eq .imgside "left" }} -
    - {{ if .buttonurl }}{{end}}{{ .imgalttext }}{{if .buttonurl}}{{end}} -
    -
    - {{ with .description }}{{ . | markdownify | emojify }}{{ end }} - {{ with .buttonurl }}{{end}}{{ with .buttondescr }}{{ . | markdownify | emojify }}{{end}}{{if .buttonurl}}{{end}} -
    - {{ else }} -
    - {{ with .description }}{{ . | markdownify | emojify }}{{ end }} -
    -
    - {{ if .buttonurl }}{{end}}{{ .imgalttext }}{{if .buttonurl}}{{end}} -
    - {{ end }} - {{ else }} -
    - {{ with .description }}{{ . | markdownify | emojify }}{{ end }} - {{ with .buttonurl }}{{end}}{{ with .buttondescr }}{{ . | markdownify | emojify }}{{end}}{{if .buttonurl}}{{end}} -
    - {{ end }} -
    - {{ end }} - -
    -
    - -
    - - {{ partial "footer.html" . }} - - {{ partial "scripts.html" . }} - - - diff --git a/static/css/custom.css b/static/css/custom.css deleted file mode 100644 index c0437333..00000000 --- a/static/css/custom.css +++ /dev/null @@ -1,141 +0,0 @@ -/* Add custom css here */ - -.center-col { - display: block; - margin-left: auto; - margin-right: auto; - float: none; - } - -.pt-60 { - padding-top: 60px; -} - -/* Added for the title in Schedule (CSS taken from BHS2019 site) */ -.classic-title { - text-transform: uppercase; - letter-spacing: 2px; - margin-bottom: 30px; - position: relative; -} - -.stiker { - display: inline-block; - } - -.outer-stiker { - display: inline-block; - color: #474747; - } -.outer-stiker, .inner-stiker { - font-weight: 300; - z-index: 2; - position: relative; - } - - -.incline-div { - position: absolute; - top: 3px; - left: 0; - border-top: 60px solid #6aae7a; - border-right: 60px solid transparent; - margin-left: -15px; - width: 100%; - z-index: 1; -} - -.text-light { - color: - #fff; -} - -.agenda { } - -/* Dates */ -.agenda .agenda-date { width: 170px; } -.agenda .agenda-date .dayofmonth { - width: 40px; - font-size: 36px; - line-height: 36px; - float: left; - text-align: right; - margin-right: 10px; -} -.agenda .agenda-date .shortdate { - font-size: 0.75em; -} - - -/* Times */ -.agenda .agenda-time { width: 140px; -text-align: center; - } - - -/* Events */ -.agenda .agenda-events .event-title { - font-size: 2rem -} - -.agenda .agenda-events .agenda-event { - - } - -@media (max-width: 767px) { - -} - -.pt-1 { - padding-top: 1rem; -} - - -/* CSS added for the project sections */ -.img-responsive, .thumbnail > img, .thumbnail a > img, .carousel-inner > .item > img, .carousel-inner > .item > a > img { - display: block; - max-width: 100%; - height: auto; -} - - -.projects-horizontal .projects { - padding-bottom: 40px; -} - -.projects-horizontal .intro { - font-size: 18px; - max-width: 750px; - margin: 0 auto 10px auto; -} - -.vcenter { - display: flex; - align-items: center; -} - -img { - max-width: 100%; -} - -.pager { - border-top-color: rgb(54, 54, 54); - border-bottom-color: rgb(54, 54, 54); -} -.pager { - margin: 20px 0; - border-top: solid 1px #eeeeee; - border-top-color: rgb(238, 238, 238); - padding: 20px 0; - text-transform: uppercase; - letter-spacing: 0.08em; - font-family: "Roboto", Helvetica, Arial, sans-serif; - border-bottom: solid 1px #eeeeee; - border-bottom-color: rgb(238, 238, 238); - -.article-list .item { - padding-top: 50px; - min-height: 425px; - text-align: center; -} - diff --git a/static/css/style.green.css b/static/css/style.green.css deleted file mode 100644 index 6351c453..00000000 --- a/static/css/style.green.css +++ /dev/null @@ -1,3593 +0,0 @@ -.clearfix:before, -.clearfix:after, -.navbar:before, -.navbar:after, -.navbar-header:before, -.navbar-header:after { - content: " "; - display: table; -} -.clearfix:after, -.navbar:after, -.navbar-header:after { - clear: both; -} - -/* #content img { - display: block; - width: 50%; - margin-left: auto; - margin-right: auto; - margin-top: 20px; - margin-bottom: 20px; -} */ - -.instructor-img { - float: center; - width: 130px; - border-radius: 65px; - margin-left: 10px; -} -.center-block { - display: block; - margin-left: auto; - margin-right: auto; -} -.pull-right { - float: right !important; -} -.pull-left { - float: left !important; -} -.hide { - display: none !important; -} -.show { - display: block !important; -} -.invisible { - visibility: hidden; -} -.text-hide { - font: 0/0 a; - color: transparent; - text-shadow: none; - background-color: transparent; - border: 0; -} -.hidden { - display: none !important; - visibility: hidden !important; -} -.affix { - position: fixed; - -webkit-transform: translate3d(0, 0, 0); - transform: translate3d(0, 0, 0); -} -/* general styles */ -a, -button { - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -a i[class^="fa"], -button i[class^="fa"] { - margin: 0 5px; -} -.clickable { - cursor: pointer !important; -} -.required { - color: #6aae7a; -} -.accent { - color: #6aae7a; -} -.text-uppercase { - text-transform: uppercase; - letter-spacing: 0.08em; -} -@media (max-width: 991px) { - .text-center-sm { - text-align: center; - } -} -p.lead { - margin-bottom: 40px; -} -section, -div.section { - margin-bottom: 40px; -} -.no-mb { - margin-bottom: 0 !important; -} -.mb-small { - margin-bottom: 20px !important; -} -.heading { - margin-bottom: 40px; -} -.heading h1, -.heading h2, -.heading h3, -.heading h4, -.heading h5 { - display: inline-block; - border-bottom: solid 5px #6aae7a; - line-height: 1.1; - margin-bottom: 0; - padding-bottom: 10px; - vertical-align: middle; - text-transform: uppercase; - letter-spacing: 0.06em; -} -.heading h1 i[class^="fa"], -.heading h2 i[class^="fa"], -.heading h3 i[class^="fa"], -.heading h4 i[class^="fa"], -.heading h5 i[class^="fa"] { - display: inline-block; - background: #6aae7a; - width: 30px; - height: 30px; - vertical-align: middle; - text-align: center; - color: #fff; - font-size: 12px; - line-height: 30px; - border-radius: 15px; -} -.icon { - display: inline-block; - width: 80px; - height: 80px; - color: #fff; - line-height: 80px; - border-radius: 40px; - border: solid 1px #fff; - font-size: 20px; -} -.icon.icon-lg { - font-size: 30px; - border-width: 2px; -} -.ul-icons { - padding-left: 10px; -} -.ul-icons li { - list-style-type: none; - line-height: 20px; - margin-bottom: 20px; -} -.ul-icons li i { - width: 20px; - height: 20px; - background: #6aae7a; - color: #fff; - text-align: center; - border-radius: 10px; - line-height: 20px; - margin-right: 10px; -} -ul.list-style-none { - list-style: none; -} -#text-page h1, -#text-page h2, -#text-page h3 { - font-weight: 700; -} -#error-page { - text-align: center; - margin-top: 40px; - margin-bottom: 100px; -} -#error-page h4 { - margin-bottom: 40px; -} -#error-page p.buttons { - margin-top: 40px; -} -.pages-listing .item { - text-align: center; -} -.pages-listing .item h3 { - font-size: 18px; - text-transform: uppercase; - margin-bottom: 20px; - letter-spacing: 0.08em; -} -.pages-listing .item h3 a { - color: #555555; -} -.pages-listing .item .text { - margin-bottom: 20px; -} -.pages-listing .item .text p { - color: #999999; - font-size: 12px; - margin-bottom: 20px; -} -.banner { - margin-bottom: 30px; - text-align: center; -} -.banner img { - margin: 0 auto; -} -.banner a:hover img { - opacity: 0.8; - filter: alpha(opacity=80); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.pages { - text-align: center; -} -.pages .loadMore { - text-align: center; -} -.pages .pagination { - text-align: center; -} -.features-buttons button { - margin-bottom: 20px; -} -@media (min-width: 1300px) { - body.boxed { - background: url(https://www.toptal.com/designers/subtlepatterns/patterns/subtle_zebra_3d.png); - } - body.boxed #all { - position: relative; - background: #fff; - width: 1200px; - margin: 0 auto; - overflow: hidden; - -webkit-box-shadow: 0 0 5px #cccccc; - box-shadow: 0 0 5px #cccccc; - } -} -#top { - background: #555555; - color: #eeeeee; - padding: 10px 0; -} -#top p { - margin: 0; - font-size: 12px; -} -#top .social { - float: right; - text-align: right; -} -#top .social a { - color: #999999; - display: inline-block; - width: 24px; - height: 24px; - border-radius: 12px; - line-height: 24px; - font-size: 12px; - text-align: center; -} -#top .social a:hover { - color: #fff; - background: #6aae7a; - -webkit-transform: scale(1.1); - transform: scale(1.1); -} -#top .social a:hover.facebook { - background-color: #4460ae; -} -#top .social a:hover.gplus { - background-color: #c21f25; -} -#top .social a:hover.twitter { - background-color: #3cf; -} -#top .social a:hover.instagram { - background-color: #cd4378; -} -#top .social a:hover.email { - background-color: #4a7f45; -} -#top .login { - float: right; -} -#top .login a { - font-size: 12px; - color: #eeeeee; - margin-right: 15px; - text-decoration: none; - text-transform: uppercase; - font-weight: 700; - letter-spacing: 0.10em; -} -@media (max-width: 767px) { - #top .login { - float: left; - } -} -#top.light { - background: #fff; - color: #999999; - border-bottom: solid 1px #eeeeee; -} -#top.light .login a { - color: #555555; -} -.navbar { - border: none; -} -.navbar ul.nav > li > a { - text-transform: uppercase; - font-weight: bold; - letter-spacing: 0.08em; - border-top: solid 5px transparent; -} -.navbar ul.nav > li > a:hover { - border-top: solid 5px #6aae7a; -} -.navbar ul.nav > li.active > a, -.navbar ul.nav > li.open > a { - text-decoration: none !important; - border-top: solid 5px #3f734b; -} -@media (max-width: 768px) { - .navbar ul.nav > li.active > a, - .navbar ul.nav > li.open > a { - border-top-color: transparent; - } - .navbar ul.nav > li > a:hover { - border-top-color: transparent; - } -} -.navbar.navbar-light ul.nav > li.active > a { - border-top: solid 5px #3f734b; - background: #fff !important; - color: #555555 !important; -} -.navbar.navbar-light ul.nav > li.active > a:hover { - border-top: solid 5px #3f734b; -} -.navbar.navbar-light ul.nav > li > a:hover, -.navbar.navbar-light ul.nav > li.open > a:hover, -.navbar.navbar-light ul.nav > li > a:focus, -.navbar.navbar-light ul.nav > li.open > a:focus { - border-top: solid 5px #6aae7a; - background: #fff !important; - color: #555555 !important; -} -.navbar ul.dropdown-menu { - margin: 0; - padding: 0; -} -.navbar ul.dropdown-menu li { - list-style-type: none; - border-bottom: solid 1px #eeeeee; - text-transform: uppercase; - letter-spacing: 0.08em; - padding: 4px 0; -} -.navbar ul.dropdown-menu li a { - position: relative; - color: #999999; - font-size: 12px; - display: block; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - left: 0; -} -.navbar ul.dropdown-menu li a:hover { - color: #6aae7a; - text-decoration: none; - background: none; - left: 2px; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -@media (max-width: 767px) { - .navbar ul.dropdown-menu li a:hover { - left: 0; - } -} -.navbar .yamm-content h3 { - font-size: 18px; - text-transform: uppercase; - padding-bottom: 10px; - margin-top: 5px; - border-bottom: dotted 1px #555555; - letter-spacing: 0.08em; -} -@media (max-width: 767px) { - .navbar .yamm-content h3 { - font-size: 14px; - } -} -.navbar .yamm-content h5 { - text-transform: uppercase; - padding-bottom: 10px; - border-bottom: dotted 1px #555555; - letter-spacing: 0.08em; -} -.navbar .yamm-content ul { - margin: 0; - padding: 0; -} -.navbar .yamm-content ul li { - list-style-type: none; - border-bottom: solid 1px #eeeeee; - text-transform: uppercase; - padding: 4px 0; -} -.navbar .yamm-content ul li a { - position: relative; - color: #999999; - font-size: 12px; - display: block; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.navbar .yamm-content ul li a:hover { - color: #6aae7a; - text-decoration: none; - padding-left: 2px; -} -.navbar .yamm-content .banner { - margin-bottom: 10px; -} -.navbar .yamm-fw .dropdown-menu { - padding: 0; -} -.navbar .navbar-buttons { - float: right; -} -.navbar .navbar-buttons button, -.navbar .navbar-buttons a.btn, -.navbar .navbar-buttons .btn-default.navbar-toggle { - margin-top: 11px; - margin-bottom: 11px; - margin-left: 0; - margin-right: 5px; -} -.navbar .btn-default, -.navbar .btn-default.navbar-toggle { - color: #999999; - background-color: #fff; - margin-left: 7px; - margin-right: 0; -} -.navbar .btn-default:hover, -.navbar .btn-default.navbar-toggle:hover, -.navbar .btn-default:focus, -.navbar .btn-default.navbar-toggle:focus { - background-color: #fff; - border-color: #6aae7a; - color: #6aae7a; -} -.navbar #search { - clear: both; - border-top: solid 1px #6aae7a; - text-align: right; -} -.navbar #search form { - float: right; -} -.navbar #search form .input-group { - width: 500px; -} -@media (max-width: 768px) { - .navbar #search form .input-group { - width: 100%; - } -} -.navbar #basket-overview a { - margin-left: 7px; -} -.navbar-affixed-top { - top: -32px; -} -.navbar-affixed-top.affix-top { - -webkit-transition: all 0.5s ease-out; - -moz-transition: all 0.5s ease-out; - transition: all 0.5s ease-out; -} -.navbar-affixed-top.affix { - position: fixed; - width: 100%; - top: 0; - z-index: 1000; - -webkit-box-shadow: 0 0 5px #cccccc; - box-shadow: 0 0 5px #cccccc; - -webkit-transition: all 0.5s ease-out; - -moz-transition: all 0.5s ease-out; - transition: all 0.5s ease-out; -} -body.boxed .navbar-affixed-top.affix { - position: static; -} -#login-modal { - overflow: hidden; -} -#login-modal .modal-header h4 { - text-transform: uppercase; -} -#login-modal form { - margin-bottom: 20px; -} -#login-modal a { - color: #6aae7a; -} -#login-modal p { - font-weight: 300; - margin-bottom: 20px; - font-size: 13px; -} -/* buttons */ -.btn { - font-weight: 700; - font-family: "Roboto", Helvetica, Arial, sans-serif; - text-transform: uppercase; - letter-spacing: 0.08em; - padding: 6px 12px; - font-size: 13px; - line-height: 1.42857143; - border-radius: 0; -} -.input-group .btn { - font-size: 14px; -} -.btn-lg { - padding: 10px 16px; - font-size: 14px; - line-height: 1.33; - border-radius: 0; -} -.btn-sm { - padding: 5px 10px; - font-size: 12px; - line-height: 1.5; - border-radius: 0; -} -.btn-xs { - padding: 1px 5px; - font-size: 12px; - line-height: 1.5; - border-radius: 0; -} -.btn-template-main { - color: #6aae7a; - background-color: #ffffff; - border-color: #6aae7a; -} -.btn-template-main:hover, -.btn-template-main:focus, -.btn-template-main:active, -.btn-template-main.active, -.open > .dropdown-toggle.btn-template-main { - color: #6aae7a; - background-color: #e6e6e6; - border-color: #4d8e5c; -} -.btn-template-main:active, -.btn-template-main.active, -.open > .dropdown-toggle.btn-template-main { - background-image: none; -} -.btn-template-main.disabled, -.btn-template-main[disabled], -fieldset[disabled] .btn-template-main, -.btn-template-main.disabled:hover, -.btn-template-main[disabled]:hover, -fieldset[disabled] .btn-template-main:hover, -.btn-template-main.disabled:focus, -.btn-template-main[disabled]:focus, -fieldset[disabled] .btn-template-main:focus, -.btn-template-main.disabled:active, -.btn-template-main[disabled]:active, -fieldset[disabled] .btn-template-main:active, -.btn-template-main.disabled.active, -.btn-template-main[disabled].active, -fieldset[disabled] .btn-template-main.active { - background-color: #ffffff; - border-color: #6aae7a; -} -.btn-template-main .badge { - color: #ffffff; - background-color: #6aae7a; -} -.btn-template-main:hover, -.btn-template-main:focus, -.btn-template-main:active, -.btn-template-main.active { - background: #6aae7a; - color: #ffffff; - border-color: #6aae7a; -} -.btn-template-transparent-primary { - color: #ffffff; - background-color: transparent; - border-color: #ffffff; -} -.btn-template-transparent-primary:hover, -.btn-template-transparent-primary:focus, -.btn-template-transparent-primary:active, -.btn-template-transparent-primary.active, -.open > .dropdown-toggle.btn-template-transparent-primary { - color: #ffffff; - background-color: rgba(0, 0, 0, 0); - border-color: #e0e0e0; -} -.btn-template-transparent-primary:active, -.btn-template-transparent-primary.active, -.open > .dropdown-toggle.btn-template-transparent-primary { - background-image: none; -} -.btn-template-transparent-primary.disabled, -.btn-template-transparent-primary[disabled], -fieldset[disabled] .btn-template-transparent-primary, -.btn-template-transparent-primary.disabled:hover, -.btn-template-transparent-primary[disabled]:hover, -fieldset[disabled] .btn-template-transparent-primary:hover, -.btn-template-transparent-primary.disabled:focus, -.btn-template-transparent-primary[disabled]:focus, -fieldset[disabled] .btn-template-transparent-primary:focus, -.btn-template-transparent-primary.disabled:active, -.btn-template-transparent-primary[disabled]:active, -fieldset[disabled] .btn-template-transparent-primary:active, -.btn-template-transparent-primary.disabled.active, -.btn-template-transparent-primary[disabled].active, -fieldset[disabled] .btn-template-transparent-primary.active { - background-color: transparent; - border-color: #ffffff; -} -.btn-template-transparent-primary .badge { - color: transparent; - background-color: #ffffff; -} -.btn-template-transparent-primary:hover, -.btn-template-transparent-primary:focus, -.btn-template-transparent-primary:active, -.btn-template-transparent-primary.active { - background: #fff; - color: #6aae7a; - border-color: #fff; -} -.btn-template-transparent-black { - color: #ffffff; - background-color: transparent; - border-color: #ffffff; -} -.btn-template-transparent-black:hover, -.btn-template-transparent-black:focus, -.btn-template-transparent-black:active, -.btn-template-transparent-black.active, -.open > .dropdown-toggle.btn-template-transparent-black { - color: #ffffff; - background-color: rgba(0, 0, 0, 0); - border-color: #e0e0e0; -} -.btn-template-transparent-black:active, -.btn-template-transparent-black.active, -.open > .dropdown-toggle.btn-template-transparent-black { - background-image: none; -} -.btn-template-transparent-black.disabled, -.btn-template-transparent-black[disabled], -fieldset[disabled] .btn-template-transparent-black, -.btn-template-transparent-black.disabled:hover, -.btn-template-transparent-black[disabled]:hover, -fieldset[disabled] .btn-template-transparent-black:hover, -.btn-template-transparent-black.disabled:focus, -.btn-template-transparent-black[disabled]:focus, -fieldset[disabled] .btn-template-transparent-black:focus, -.btn-template-transparent-black.disabled:active, -.btn-template-transparent-black[disabled]:active, -fieldset[disabled] .btn-template-transparent-black:active, -.btn-template-transparent-black.disabled.active, -.btn-template-transparent-black[disabled].active, -fieldset[disabled] .btn-template-transparent-black.active { - background-color: transparent; - border-color: #ffffff; -} -.btn-template-transparent-black .badge { - color: transparent; - background-color: #ffffff; -} -.btn-template-transparent-black:hover, -.btn-template-transparent-black:focus, -.btn-template-transparent-black:active, -.btn-template-transparent-black.active { - background: #fff; - color: #000; - border-color: #fff; -} -.btn-template-primary { - color: #ffffff; - background-color: #6aae7a; - border-color: #6aae7a; -} -.btn-template-primary:hover, -.btn-template-primary:focus, -.btn-template-primary:active, -.btn-template-primary.active, -.open > .dropdown-toggle.btn-template-primary { - color: #ffffff; - background-color: #519461; - border-color: #4d8e5c; -} -.btn-template-primary:active, -.btn-template-primary.active, -.open > .dropdown-toggle.btn-template-primary { - background-image: none; -} -.btn-template-primary.disabled, -.btn-template-primary[disabled], -fieldset[disabled] .btn-template-primary, -.btn-template-primary.disabled:hover, -.btn-template-primary[disabled]:hover, -fieldset[disabled] .btn-template-primary:hover, -.btn-template-primary.disabled:focus, -.btn-template-primary[disabled]:focus, -fieldset[disabled] .btn-template-primary:focus, -.btn-template-primary.disabled:active, -.btn-template-primary[disabled]:active, -fieldset[disabled] .btn-template-primary:active, -.btn-template-primary.disabled.active, -.btn-template-primary[disabled].active, -fieldset[disabled] .btn-template-primary.active { - background-color: #6aae7a; - border-color: #6aae7a; -} -.btn-template-primary .badge { - color: #6aae7a; - background-color: #ffffff; -} -#intro { - background: url('../img/home.jpg') no-repeat center top; - -webkit-background-size: cover; - -moz-background-size: cover; - -o-background-size: cover; - background-size: cover; -} -#intro .item { - font-family: "Roboto", Helvetica, Arial, sans-serif; - height: 100%; -} -#intro .item h1 { - text-transform: uppercase; - font-size: 50px; - color: #fff; - margin-bottom: 40px; - letter-spacing: 0.08em; -} -@media (max-width: 991px) { - #intro .item h1 { - font-size: 40px; - } -} -@media (max-width: 767px) { - #intro .item h1 { - font-size: 25px; - } -} -#intro .item h3 { - color: #fff; - margin-bottom: 40px; -} -@media (max-width: 767px) { - #intro .item h3 { - font-size: 15px; - margin-bottom: 20px; - } -} -#intro .item .btn { - text-transform: none; -} -@media (max-width: 991px) { - #intro .item .btn { - font-size: 14px; - } -} -@media (max-width: 991px) { - #intro .item .carousel-caption { - left: 10%; - right: 10%; - } -} -#intro .container, -#intro .row { - height: 100%; - position: relative; -} -.jumbotron { - padding: 30px; - margin-bottom: 0; - position: relative; - background: url('../img/photogrid.jpg') center center repeat; - background-size: cover; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.jumbotron .dark-mask { - position: absolute; - top: 0; - left: 0; - width: 100%; - height: 100%; - background: #6aae7a; - opacity: 0.9; - filter: alpha(opacity=90); -} -.jumbotron h1, -.jumbotron h2, -.jumbotron h3, -.jumbotron p, -.jumbotron ul { - color: #fff; -} -.jumbotron h1, -.jumbotron h2, -.jumbotron h3 { - color: #ffffff; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.jumbotron p { - margin-bottom: 20px; - font-size: 21px; - font-weight: 400; -} -.jumbotron p.text-uppercase { - font-weight: 700; -} -.jumbotron > hr { - border-top-color: #d5d5d5; -} -.container .jumbotron { - border-radius: 0; -} -.jumbotron .container { - max-width: 100%; - z-index: 2; -} -@media screen and (min-width: 768px) { - .jumbotron { - padding-top: 48px; - padding-bottom: 48px; - } - .container .jumbotron { - padding-left: 60px; - padding-right: 60px; - } - .jumbotron h1, - .jumbotron .h1 { - font-size: 46px; - } -} -#categoryMenu h3 { - padding: 20px; - background: #f7f7f7; - margin: 0; - border-bottom: solid 1px #eeeeee; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.panel.sidebar-menu h3 { - padding: 5px 0; - margin: 0; -} -.panel.sidebar-menu { - background: #fff; - margin: 0 0 20px; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; -} -.panel.sidebar-menu .panel-heading { - text-transform: uppercase; - margin-bottom: 10px; - background: none; - padding: 0; - letter-spacing: 0.08em; - border-bottom: none; -} -.panel.sidebar-menu .panel-heading h1, -.panel.sidebar-menu .panel-heading h2, -.panel.sidebar-menu .panel-heading h3, -.panel.sidebar-menu .panel-heading h4, -.panel.sidebar-menu .panel-heading h5 { - display: inline-block; - border-bottom: solid 5px #6aae7a; - line-height: 1.1; - margin-bottom: 0; - padding-bottom: 10px; -} -.panel.sidebar-menu .panel-heading .btn.btn-danger { - color: #fff; - margin-top: 5px; -} -.panel.sidebar-menu .panel-body { - padding: 0; -} -.panel.sidebar-menu .panel-body span.colour { - display: inline-block; - width: 15px; - height: 15px; - border: solid 1px #555555; - vertical-align: top; - margin-top: 2px; - margin-left: 5px; -} -.panel.sidebar-menu .panel-body span.colour.white { - background: #fff; -} -.panel.sidebar-menu .panel-body span.colour.red { - background: red; -} -.panel.sidebar-menu .panel-body span.colour.green { - background: green; -} -.panel.sidebar-menu .panel-body span.colour.blue { - background: blue; -} -.panel.sidebar-menu .panel-body span.colour.yellow { - background: yellow; -} -.panel.sidebar-menu .panel-body label { - color: #999999; - font-size: 12px; -} -.panel.sidebar-menu .panel-body label:hover { - color: #555555; -} -.panel.sidebar-menu ul.nav.category-menu { - margin-bottom: 20px; - text-transform: uppercase; - font-weight: 700; - letter-spacing: 0.08em; -} -.panel.sidebar-menu ul.nav.category-menu li a { - font-family: "Roboto", Helvetica, Arial, sans-serif; -} -.panel.sidebar-menu ul.nav ul { - list-style: none; - padding-left: 0; -} -.panel.sidebar-menu ul.nav ul li { - display: block; -} -.panel.sidebar-menu ul.nav ul li a { - position: relative; - font-family: "Times New Roman", Times, serif; - font-weight: normal; - text-transform: none !important; - display: block; - padding: 10px 15px; - padding-left: 30px; - font-size: 12px; - color: #999999; -} -.panel.sidebar-menu ul.nav ul li a:hover, -.panel.sidebar-menu ul.nav ul li a:focus { - text-decoration: none; - background-color: #eeeeee; -} -.panel.sidebar-menu ul.tag-cloud { - list-style: none; - padding-left: 0; -} -.panel.sidebar-menu ul.tag-cloud li { - display: inline-block; -} -.panel.sidebar-menu ul.tag-cloud li a { - display: inline-block; - padding: 5px; - border: solid 1px #eeeeee; - border-radius: 0; - color: #6aae7a; - margin: 5px 5px 5px 0; - text-transform: uppercase; - letter-spacing: 0.08em; - font-weight: 700; - font-size: 12px; - text-decoration: none; -} -.panel.sidebar-menu ul.tag-cloud li a:hover { - color: #6aae7a; - border-color: #6aae7a; -} -.panel.sidebar-menu ul.tag-cloud li.active a { - color: #FFFFFF; - background-color: #6aae7a; -} -.panel.sidebar-menu ul.tag-cloud li.active a:hover { - color: #FFFFFF; -} -.panel.sidebar-menu ul.popular, -.panel.sidebar-menu ul.recent { - list-style: none; - padding-left: 0; - padding: 20px 0; -} -.panel.sidebar-menu ul.popular li, -.panel.sidebar-menu ul.recent li { - margin-bottom: 10px; - padding: 5px 0; - border-bottom: dotted 1px #eeeeee; -} -.panel.sidebar-menu ul.popular li:before, -.panel.sidebar-menu ul.recent li:before, -.panel.sidebar-menu ul.popular li:after, -.panel.sidebar-menu ul.recent li:after { - content: " "; - display: table; -} -.panel.sidebar-menu ul.popular li:after, -.panel.sidebar-menu ul.recent li:after { - clear: both; -} -.panel.sidebar-menu ul.popular li:before, -.panel.sidebar-menu ul.recent li:before, -.panel.sidebar-menu ul.popular li:after, -.panel.sidebar-menu ul.recent li:after { - content: " "; - display: table; -} -.panel.sidebar-menu ul.popular li:after, -.panel.sidebar-menu ul.recent li:after { - clear: both; -} -.panel.sidebar-menu ul.popular li img, -.panel.sidebar-menu ul.recent li img { - width: 50px; - margin-right: 10px; -} -.panel.sidebar-menu ul.popular li h5, -.panel.sidebar-menu ul.recent li h5 { - margin: 0 0 10px; -} -.panel.sidebar-menu ul.popular li h5 a, -.panel.sidebar-menu ul.recent li h5 a { - font-weight: normal; -} -.panel.sidebar-menu ul.popular li p.date, -.panel.sidebar-menu ul.recent li p.date { - float: right; - font-size: 12px; - color: #999999; -} -.panel.sidebar-menu ul.popular li:last-child, -.panel.sidebar-menu ul.recent li:last-child { - border-bottom: none; -} -.panel.sidebar-menu .text-widget { - font-size: 12px; -} -.panel.sidebar-menu.with-icons ul.nav li a:after { - font-family: 'FontAwesome'; - content: "\f105"; - position: relative; - top: 0; - float: right; -} -/* ribbons for product sales etc. */ -.ribbon { - position: absolute; - top: 50px; - padding-left: 51px; - font-weight: 700; - letter-spacing: 0.08em; -} -.ribbon .ribbon-background { - position: absolute; - top: 0; - right: 0; -} -.ribbon .theribbon { - position: relative; - width: 80px; - padding: 6px 20px 6px 20px; - margin: 30px 10px 10px -71px; - color: #fff; - background-color: #6aae7a; - font-family: "Roboto", Helvetica, Arial, sans-serif; -} -.ribbon .theribbon:before, -.ribbon .theribbon:after { - content: ' '; - position: absolute; - width: 0; - height: 0; -} -.ribbon .theribbon:after { - left: 0px; - top: 100%; - border-width: 5px 10px; - border-style: solid; - border-color: #000000 #000000 transparent transparent; -} -.ribbon.sale { - top: 0; -} -.ribbon.new { - top: 50px; -} -.ribbon.new .theribbon { - background-color: #5bc0de; - text-shadow: 0px 1px 2px #bbb; -} -.ribbon.new .theribbon:after { - border-color: #2390b0 #2390b0 transparent transparent; -} -.ribbon.gift { - top: 100px; -} -.ribbon.gift .theribbon { - background-color: #5cb85c; - text-shadow: 0px 1px 2px #bbb; -} -.ribbon.gift .theribbon:after { - border-color: #357935 #357935 transparent transparent; -} -.owl-carousel .owl-controls .owl-page.active span, -.owl-theme .owl-controls .owl-page.active span, -.owl-carousel .owl-controls.clickable .owl-page:hover span, -.owl-theme .owl-controls.clickable .owl-page:hover span { - background: #6aae7a; -} -.owl-carousel .owl-controls .owl-buttons, -.owl-theme .owl-controls .owl-buttons { - position: absolute; - top: 5px; - right: 0; -} -.owl-carousel .owl-controls .owl-buttons div, -.owl-theme .owl-controls .owl-buttons div { - width: 26px; - height: 26px; - line-height: 25px; - margin: 0 5px 0 0; - font-size: 18px; - color: #6aae7a; - padding: 0; - background: #fff; - border-radius: 13px; - vertical-align: middle; - text-align: center; - opacity: 1; - filter: alpha(opacity=100); -} -.home-carousel { - position: relative; - background: url('../img/brainhackSchool.jpg') center center repeat; - background-size: cover; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.home-carousel .dark-mask { - position: absolute; - top: 0; - left: 0; - width: 100%; - height: 100%; - background: #000000; - opacity: 0.6; - filter: alpha(opacity=90); -} -.home-carousel .owl-carousel { - padding-top: 60px; - padding-bottom: 20px; -} -.home-carousel .owl-theme .owl-controls .owl-page span { - background: #666; -} -.home-carousel .owl-theme .owl-controls .owl-page.active span { - background: #fff; -} -.home-carousel .owl-theme .owl-controls .owl-page:hover span { - background: #fff; -} -@media (max-width: 767px) { - .home-carousel { - text-align: center !important; - } -} -@media (min-width: 992px) { - .home-carousel .right { - text-align: right; - } -} -.home-carousel h1, -.home-carousel h2, -.home-carousel h3, -.home-carousel p, -.home-carousel ul { - color: #fff; -} -.home-carousel h1 { - font-weight: 700; - text-transform: uppercase; - font-size: 46px; - letter-spacing: 0.08em; -} -@media (max-width: 991px) { - .home-carousel h1 { - font-size: 36px; - } -} -.home-carousel h2 { - font-weight: 700; - text-transform: uppercase; - font-size: 40px; - letter-spacing: 0.08em; -} -.home-carousel ul, -.home-carousel p { - font-size: 18px; - font-weight: 700; - padding: 0; - text-transform: uppercase; - letter-spacing: 0.10em; -} -@media (max-width: 991px) { - .home-carousel ul, - .home-carousel p { - font-size: 14px; - } -} -.home-carousel ul li { - margin-bottom: 10px; -} -.customers { - padding: 0; - margin-bottom: 40px; -} -.customers .item { - list-style-type: none; - text-align: center; - margin: 0 20px; -} -.customers .item img { - display: inline-block; - filter: url("data:image/svg+xml;utf8,#grayscale"); - /* Firefox 10+, Firefox on Android */ - filter: gray; - /* IE6-9 */ - -webkit-filter: grayscale(100%); - /* Chrome 19+, Safari 6+, Safari 6+ iOS */ - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.customers .item img:hover { - max-width: auto; - filter: none; - -webkit-filter: none; -} -.testimonials { - padding: 0; - margin-bottom: 40px; -} -.testimonials .item { - list-style-type: none; - margin: 0 5px; - background: #fff; - padding-bottom: 60px; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; -} -.testimonials .item .testimonial { - position: relative; - padding: 20px; -} -.testimonials .item .testimonial:before, -.testimonials .item .testimonial:after { - content: " "; - display: table; -} -.testimonials .item .testimonial:after { - clear: both; -} -.testimonials .item .testimonial:before, -.testimonials .item .testimonial:after { - content: " "; - display: table; -} -.testimonials .item .testimonial:after { - clear: both; -} -.testimonials .item .testimonial .text { - color: #999999; - margin-bottom: 40px; -} -.testimonials .item .testimonial .bottom { - position: absolute; - left: 0; - bottom: 0; - width: 100%; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - padding: 20px; - height: 50px; -} -.testimonials .item .testimonial .bottom .icon { - color: #6aae7a; - font-size: 30px; - float: left; - width: 20%; -} -.testimonials .item .testimonial .name-picture { - float: right; - width: 80%; - text-align: right; -} -.testimonials .item .testimonial .name-picture h5 { - font-size: 14px; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.testimonials .item .testimonial .name-picture p { - color: #999999; - margin: 0; - font-size: 12px; -} -.testimonials .item .testimonial .name-picture img { - float: right; - width: 60px; - border-radius: 30px; - margin-left: 10px; -} -.team-member { - text-align: center; - margin-bottom: 40px; -} -.team-member h3 { - font-size: 18px; - text-transform: uppercase; - margin-bottom: 5px; - letter-spacing: 0.08em; -} -.team-member h3 a { - color: #555555; -} -.team-member p.role { - color: #999999; - font-size: 12px; - text-transform: uppercase; - letter-spacing: 0.06em; -} -.team-member .social { - margin-bottom: 20px; -} -.team-member .social a { - margin: 0 10px 0 0; - color: #fff; - display: inline-block; - width: 26px; - height: 26px; - border-radius: 13px; - line-height: 26px; - font-size: 15px; - text-align: center; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - vertical-align: bottom; -} -.team-member .social a i { - vertical-align: bottom; - line-height: 26px; -} -.team-member .social a.facebook { - background-color: #4460ae; -} -.team-member .social a.gplus { - background-color: #c21f25; -} -.team-member .social a.twitter { - background-color: #3cf; -} -.team-member .social a.instagram { - background-color: #cd4378; -} -.team-member .social a.email { - background-color: #4a7f45; -} -.team-member .text p { - color: #999999; - font-size: 12px; -} -.team-member .social, -.team-member-detail .social { - margin-bottom: 20px; -} -.team-member .social a, -.team-member-detail .social a { - margin: 0 10px 0 0; - color: #fff; - display: inline-block; - width: 26px; - height: 26px; - border-radius: 13px; - line-height: 26px; - font-size: 15px; - text-align: center; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - vertical-align: bottom; -} -.team-member .social a i, -.team-member-detail .social a i { - vertical-align: bottom; - line-height: 26px; -} -.team-member .social a.facebook, -.team-member-detail .social a.facebook { - background-color: #4460ae; -} -.team-member .social a.gplus, -.team-member-detail .social a.gplus { - background-color: #c21f25; -} -.team-member .social a.twitter, -.team-member-detail .social a.twitter { - background-color: #3cf; -} -.team-member .social a.instagram, -.team-member-detail .social a.instagram { - background-color: #cd4378; -} -.team-member .social a.email, -.team-member-detail .social a.email { - background-color: #4a7f45; -} -.box-simple { - text-align: center; - margin-bottom: 40px; -} -.box-simple .icon { - color: #6aae7a; - border-color: #6aae7a; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -.box-simple h3 { - font-weight: normal; - font-size: 18px; - text-transform: uppercase; - line-height: 1.5; - color: #555555; - font-weight: 800; - letter-spacing: 0.08em; -} -.box-simple h3 a { - color: #555555; -} -.box-simple p { - color: #999999; -} -.box-simple:hover .icon { - -webkit-transform: scale(1.1, 1.1); - -ms-transform: scale(1.1, 1.1); - -o-transform: scale(1.1, 1.1); - transform: scale(1.1, 1.1); -} -.box-simple:hover .icon i { - -webkit-transform: scale(1, 1); - -ms-transform: scale(1, 1); - -o-transform: scale(1, 1); - transform: scale(1, 1); -} -.box-simple.box-white { - padding: 20px; - border: dotted 1px #999999; -} -.box-simple.box-white .icon { - color: #555555; - border-color: transparent; - font-size: 70px; -} -.box-simple.box-dark { - padding: 20px; - border: dotted 1px #999999; - background: #555555; - color: #fff; -} -.box-simple.box-dark .icon { - color: #f7f7f7; - border-color: transparent; - font-size: 70px; -} -.box-simple.box-dark h3 { - color: #fff; -} -.box-simple.box-dark h3 a { - color: #fff; -} -.box-simple.box-dark p { - color: #fff; -} -.box-image { - position: relative; - overflow: hidden; - text-align: center; - margin: 15px 0; -} -.box-image .bg { - position: absolute; - top: auto; - bottom: 0; - width: 100%; - height: 100%; - opacity: 0; - filter: alpha(opacity=0); - background: #6aae7a; -} -.box-image .name { - position: absolute; - width: 100%; - height: 50%; - bottom: 0; - -webkit-transform: translate(0, 100%); - -ms-transform: translate(0, 100%); - -o-transform: translate(0, 100%); - transform: translate(0, 100%); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - color: #fff; - padding: 0 20px; -} -.box-image .name h3 { - color: #fff; - text-transform: uppercase; - font-size: 18px; - letter-spacing: 0.08em; -} -.box-image .name h3 a { - color: #fff; - text-decoration: none; -} -.box-image .text { - position: absolute; - width: 100%; - height: 50%; - top: 0; - -webkit-transform: translate(0, -150%); - -ms-transform: translate(0, -150%); - -o-transform: translate(0, -150%); - transform: translate(0, -150%); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - color: #fff; - padding: 0 20px; -} -.box-image:hover .bg { - opacity: 0.7; - filter: alpha(opacity=70); -} -.box-image:hover .name { - position: absolute; - -webkit-transform: translate(0, -75%); - -ms-transform: translate(0, -75%); - -o-transform: translate(0, -75%); - transform: translate(0, -75%); -} -.box-image:hover .text { - position: absolute; - -webkit-transform: translate(0, 100%); - -ms-transform: translate(0, 100%); - -o-transform: translate(0, 100%); - transform: translate(0, 100%); -} -.box-image-text { - position: relative; - overflow: hidden; - text-align: center; - margin: 15px 0; -} -.box-image-text .top { - position: relative; - margin-bottom: 10px; -} -.box-image-text .top .bg { - position: absolute; - top: auto; - bottom: 0; - width: 100%; - height: 100%; - opacity: 0; - filter: alpha(opacity=0); - background: #6aae7a; -} -.box-image-text .top .name { - position: absolute; - width: 100%; - height: 50%; - bottom: 0; - -webkit-transform: translate(0, 100%); - -ms-transform: translate(0, 100%); - -o-transform: translate(0, 100%); - transform: translate(0, 100%); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - color: #fff; - padding: 0 20px; -} -.box-image-text .top .name h3 { - color: #fff; - text-transform: uppercase; - font-size: 18px; - letter-spacing: 0.08em; -} -.box-image-text .top .name h3 a { - color: #fff; - text-decoration: none; -} -.box-image-text .top .text { - position: absolute; - width: 100%; - height: 50%; - top: 0; - -webkit-transform: translate(0, -150%); - -ms-transform: translate(0, -150%); - -o-transform: translate(0, -150%); - transform: translate(0, -150%); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - color: #fff; - padding: 0 20px; -} -.box-image-text .content h3, -.box-image-text .content h4 { - text-transform: uppercase; - line-height: 1.5; - color: #555555; - font-weight: 800; - letter-spacing: 0.08em; -} -.box-image-text .content p { - color: #999999; -} -.box-image-text:hover .bg { - opacity: 0.7; - filter: alpha(opacity=70); -} -.box-image-text:hover .name { - position: absolute; - -webkit-transform: translate(0, -75%); - -ms-transform: translate(0, -75%); - -o-transform: translate(0, -75%); - transform: translate(0, -75%); -} -.box-image-text:hover .text { - position: absolute; - -webkit-transform: translate(0, 100%); - -ms-transform: translate(0, 100%); - -o-transform: translate(0, 100%); - transform: translate(0, 100%); -} -/* universal box */ -.box { - background: #fff; - margin: 0 0 30px; - border: solid 1px #ccc; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - padding: 20px 0; - border-left: none; - border-right: none; -} -.box .box-header { - background: #f7f7f7; - margin: -20px 0 20px; - padding: 20px; - border-bottom: solid 1px #eeeeee; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.box .box-header:before, -.box .box-header:after { - content: " "; - display: table; -} -.box .box-header:after { - clear: both; -} -.box .box-header:before, -.box .box-header:after { - content: " "; - display: table; -} -.box .box-header:after { - clear: both; -} -.box .box-footer { - background: #f7f7f7; - margin: 30px 0 -20px; - padding: 20px; - border-top: solid 1px #eeeeee; -} -.box .box-footer:before, -.box .box-footer:after { - content: " "; - display: table; -} -.box .box-footer:after { - clear: both; -} -.box .box-footer:before, -.box .box-footer:after { - content: " "; - display: table; -} -.box .box-footer:after { - clear: both; -} -@media (max-width: 991px) { - .box .box-footer .btn { - margin-bottom: 20px; - } -} -.box.no-border { - border: none; -} -#heading-breadcrumbs { - background: linear-gradient( rgba(0, 0, 0, 0.5), rgba(0, 0, 0, 0.5)), url('../img/banners/bannerwide.jpg') center center repeat; - padding: 20px 0; - margin-bottom: 40px; -} -#heading-breadcrumbs.no-mb { - margin-bottom: 0; -} -#heading-breadcrumbs h1 { - color: #FFF; - text-transform: uppercase; - font-size: 30px; - font-weight: 700; - letter-spacing: 0.08em; - text-align: center; -} -@media (max-width: 991px) { - #heading-breadcrumbs h1 { - text-align: center; - } -} -#heading-breadcrumbs ul.breadcrumb { - margin-top: 5px; - margin-bottom: 0; -} -.bar { - position: relative; - background: #6aae7a; - padding: 60px 0; -} -.bar.background-pentagon { - background: #ffffff; - border-top: solid 1px #999999; - border-bottom: solid 1px #999999; -} -.bar.background-gray { - background: #eeeeee; -} -.bar.background-gray-dark { - background: #555555; -} -.bar.background-white { - background: #fff; -} -.bar.background-image-fixed-1 { - background: url('../img/fixed-background-1.jpg') center top no-repeat; - background-attachment: fixed; - background-size: cover; -} -.bar.background-image-fixed-2 { - background: url('../img/fixed-background-2.jpg') center top no-repeat; - background-attachment: fixed; - background-size: cover; -} -.bar.background-image-BHS { - background: url('../img/brain.jpg') center top no-repeat; - background-attachment: fixed; - background-size: cover; -} - -.bar.color-white h1, -.bar.color-white h2, -.bar.color-white h3, -.bar.color-white h4, -.bar.color-white h5, -.bar.color-white h6, -.bar.color-white p { - color: #fff; -} -.bar.padding-big { - padding: 50px 0; -} -.bar.padding-horizontal { - padding-left: 30px; - padding-right: 30px; -} -.bar.margin-vertical { - margin-top: 20px; - margin-bottom: 20px; -} -.bar .dark-mask { - position: absolute; - top: 0; - left: 0; - width: 100%; - height: 100%; - background: #000; - opacity: 0.3; - filter: alpha(opacity=30); -} -.portfolio.no-space { - padding: 0 15px; -} -.portfolio.no-space .box-image { - margin: 0 -15px; -} -.portfolio-project .project-more h4 { - color: #555555; - text-transform: uppercase; - margin-bottom: 0; - text-align: left; - font-size: 14px; - letter-spacing: 0.08em; -} -.portfolio-project .project-more p { - color: #999999; - padding: 10px 0; - margin-bottom: 20px; - text-align: left; -} -.portfolio-showcase { - margin: 15px 0 60px; -} -.portfolio-showcase h3 a { - text-transform: uppercase; - line-height: 1.5; - letter-spacing: 0.08em; -} -.portfolio-showcase p.lead { - color: #555555; - margin-bottom: 20px; -} -.portfolio-showcase p { - color: #999999; -} -.portfolio-showcase p.buttons { - margin-top: 40px; -} -.see-more { - text-align: center; - margin-top: 20px; - padding-top: 20px; -} -.see-more p { - font-size: 28px; - font-weight: 100; - margin-bottom: 20px; -} -.showcase .item { - text-align: center; -} -.showcase .item .icon { - display: inline-block; - width: 50px; - height: 50px; - color: #555555; - line-height: 50px; - border-radius: 25px; - border: solid 1px #555555; -} -.showcase .item h4 { - color: #555555; - text-transform: uppercase; - letter-spacing: 0.08em; - line-height: 1.5; - font-size: 16px; -} -.showcase .item h4 span { - font-weight: bold; - font-size: 51px; -} -.packages .package { - background: #fff; - margin-top: 25px; - margin-bottom: 20px; - padding-bottom: 15px; - text-align: center; - border: solid 1px #6aae7a; - overflow: hidden; -} -.packages .package .package-header { - height: 57px; - color: #fff; - line-height: 57px; - background: #6aae7a; -} -.packages .package .package-header h5 { - color: #fff; - text-transform: uppercase; - font-weight: bold; - line-height: 57px; - margin: 0; - letter-spacing: 0.08em; -} -.packages .package .package-header.light-gray { - background: #eeeeee; -} -.packages .package .package-header.light-gray h5 { - color: #555555; -} -.packages .package .price { - line-height: 120px; - height: 100px; - color: #fff; - font-weight: 400; -} -.packages .package .price h4 { - display: inline; - font-size: 50px; - line-height: normal; - margin-bottom: 0; -} -.packages .package .price .period { - line-height: normal; - color: #999999; -} -.packages .package ul { - padding: 0; -} -.packages .package ul li { - list-style-type: none; - padding-top: 10px; - padding-bottom: 10px; - width: 80%; - margin: auto; - border-bottom: 1px dotted #ccc; -} -.packages .package ul li:last-child { - border-bottom: 0; -} -.packages .package ul li i { - font-size: 13px; - margin-right: 5px; -} -.packages .best-value .package { - margin-top: 0; - padding-bottom: 40px; -} -.packages .best-value .package .package-header { - height: 72px; - padding-top: 17px; - height: 82px !important; -} -.packages .best-value .package .package-header h5 { - font-weight: bold; - line-height: 29px; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.packages .best-value .package .package-header .meta-text { - font-size: 13px; - line-height: 15px; -} -#map { - height: 300px; -} -#map.with-border { - border-top: solid 1px #6aae7a; - border-bottom: solid 1px #6aae7a; -} -#blog-listing-big .post, -#blog-homepage .post { - margin-bottom: 60px; -} -#blog-listing-big .post h2, -#blog-homepage .post h2, -#blog-listing-big .post h4, -#blog-homepage .post h4 { - text-transform: uppercase; - letter-spacing: 0.08em; -} -#blog-listing-big .post h2 a, -#blog-homepage .post h2 a, -#blog-listing-big .post h4 a, -#blog-homepage .post h4 a { - color: #555555; -} -#blog-listing-big .post h2 a:hover, -#blog-homepage .post h2 a:hover, -#blog-listing-big .post h4 a:hover, -#blog-homepage .post h4 a:hover { - color: #6aae7a; -} -#blog-listing-big .post .author-category, -#blog-homepage .post .author-category { - color: #999999; - text-transform: uppercase; - font-weight: 300; - letter-spacing: 0.08em; -} -#blog-listing-big .post .author-category a, -#blog-homepage .post .author-category a { - font-weight: 500; -} -#blog-listing-big .post .date-comments a, -#blog-homepage .post .date-comments a { - color: #999999; - margin-right: 20px; -} -#blog-listing-big .post .date-comments a:hover, -#blog-homepage .post .date-comments a:hover { - color: #6aae7a; -} -@media (min-width: 768px) { - #blog-listing-big .post .date-comments, - #blog-homepage .post .date-comments { - text-align: right; - } -} -#blog-listing-big .post .intro, -#blog-homepage .post .intro { - text-align: left; -} -#blog-listing-big .post .image, -#blog-homepage .post .image { - margin-bottom: 10px; - overflow: hidden; -} -#blog-listing-big .post .image img, -#blog-homepage .post .image img { - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -@media (max-width: 767px) { - #blog-listing-big .post .image img.img-responsive, - #blog-homepage .post .image img.img-responsive { - min-width: 100%; - } -} -#blog-listing-big .post .video, -#blog-homepage .post .video { - margin-bottom: 10px; -} -#blog-listing-big .post .read-more, -#blog-homepage .post .read-more { - text-align: right; -} -#blog-listing-medium .post { - margin-bottom: 60px; -} -#blog-listing-medium .post h2 { - text-transform: uppercase; - margin: 0 0 10px; - font-size: 24px; - letter-spacing: 0.08em; -} -#blog-listing-medium .post h2 a { - color: #555555; -} -#blog-listing-medium .post h2 a:hover { - color: #6aae7a; -} -#blog-listing-medium .post .author-category { - float: left; - color: #999999; - text-transform: uppercase; - font-weight: 300; - font-size: 12px; - letter-spacing: 0.08em; -} -#blog-listing-medium .post .author-category a { - font-weight: 500; -} -#blog-listing-medium .post .date-comments { - float: right; - font-size: 12px; -} -#blog-listing-medium .post .date-comments a { - color: #999999; - margin-right: 20px; -} -#blog-listing-medium .post .date-comments a:hover { - color: #6aae7a; -} -@media (min-width: 768px) { - #blog-listing-medium .post .date-comments { - text-align: right; - } -} -#blog-listing-medium .post .intro { - text-align: left; -} -#blog-listing-medium .post .clearfix:before, -#blog-listing-medium .post .clearfix:after, -#blog-listing-medium .post .navbar:before, -#blog-listing-medium .post .navbar:after, -#blog-listing-medium .post .navbar-header:before, -#blog-listing-medium .post .navbar-header:after { - content: " "; - display: table; -} -#blog-listing-medium .post .clearfix:after, -#blog-listing-medium .post .navbar:after, -#blog-listing-medium .post .navbar-header:after { - clear: both; -} -#blog-listing-medium .post .clearfix:before, -#blog-listing-medium .post .clearfix:after, -#blog-listing-medium .post .navbar:before, -#blog-listing-medium .post .navbar:after, -#blog-listing-medium .post .navbar-header:before, -#blog-listing-medium .post .navbar-header:after { - content: " "; - display: table; -} -#blog-listing-medium .post .clearfix:after, -#blog-listing-medium .post .navbar:after, -#blog-listing-medium .post .navbar-header:after { - clear: both; -} -#blog-listing-medium .post .image { - margin-bottom: 10px; - overflow: hidden; -} -#blog-listing-medium .post .image img { - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -@media (max-width: 767px) { - #blog-listing-medium .post .image img.img-responsive { - min-width: 100%; - } -} -#blog-listing-medium .post .video { - margin-bottom: 10px; -} -#blog-listing-medium .post .read-more { - text-align: right; -} -.box-image-text.blog .author-category { - color: #999999; - text-transform: uppercase; - letter-spacing: 0.08em; - font-weight: 300; - font-size: 12px; -} -.box-image-text.blog .author-category a { - font-weight: 500; -} -.box-image-text.blog .intro { - text-align: left; - margin-bottom: 20px; -} -#blog-homepage .post { - margin-bottom: 30px; -} -#blog-homepage .post h2, -#blog-homepage .post h4, -#blog-homepage .post .author-category, -#blog-homepage .post .read-more { - text-align: center; -} -#blog-homepage .post .read-more { - margin-top: 20px; -} -#blog-post #post-content { - margin-bottom: 20px; -} -#blog-post .comment { - margin-bottom: 25px; -} -#blog-post .comment:before, -#blog-post .comment:after { - content: " "; - display: table; -} -#blog-post .comment:after { - clear: both; -} -#blog-post .comment:before, -#blog-post .comment:after { - content: " "; - display: table; -} -#blog-post .comment:after { - clear: both; -} -#blog-post .comment .posted { - color: #999999; - font-size: 12px; -} -#blog-post .comment .reply { - font-family: "Roboto", Helvetica, Arial, sans-serif; -} -#blog-post .comment.last { - margin-bottom: 0; -} -#blog-post #comments, -#blog-post #comment-form { - padding: 20px 0; - margin-top: 20px; - border-top: solid 1px #eeeeee; -} -#blog-post #comments:before, -#blog-post #comment-form:before, -#blog-post #comments:after, -#blog-post #comment-form:after { - content: " "; - display: table; -} -#blog-post #comments:after, -#blog-post #comment-form:after { - clear: both; -} -#blog-post #comments:before, -#blog-post #comment-form:before, -#blog-post #comments:after, -#blog-post #comment-form:after { - content: " "; - display: table; -} -#blog-post #comments:after, -#blog-post #comment-form:after { - clear: both; -} -#blog-post #comments h4, -#blog-post #comment-form h4 { - margin-bottom: 20px; -} -#blog-post #comment-form { - margin-bottom: 20px; -} -.product { - background: #fff; - border-bottom: solid 1px #e6e6e6; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - margin-bottom: 60px; - overflow: hidden; - text-align: center; -} -.product .image { - overflow: hidden; -} -.product .image img { - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -@media (max-width: 767px) { - .product .image img.img-responsive { - min-width: 100%; - } -} -.product .text { - padding: 10px; -} -.product .text h3 { - font-size: 14px; - font-weight: 700; - height: 39.6px; - text-transform: uppercase; - letter-spacing: 0.08em; -} -.product .text h3 a { - color: #555555; -} -.product .text h3 a:hover { - text-decoration: none; -} -.product .text p.price { - font-size: 18px; -} -.product .text p.price del { - color: #999999; -} -.product .buttons { - clear: both; - position: absolute; - display: none; - bottom: 0; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - width: 100%; - border: solid 1px transparent; - padding: 20px; - background: rgba(255, 255, 255, 0.9); - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - text-align: center; -} -.product .buttons .btn { - margin-bottom: 20px; -} -.product:hover { - border-bottom: solid 1px #808080; - top: 0; -} -.product:hover .buttons { - clear: both; - position: absolute; - top: 0; - background: rgba(255, 255, 255, 0.5); -} -.product:hover .image img { - -webkit-transform: scale(1.1, 1.1); - -ms-transform: scale(1.1, 1.1); - -o-transform: scale(1.1, 1.1); - transform: scale(1.1, 1.1); -} -.goToDescription { - font-size: 12px; - text-align: center; - margin-bottom: 40px; -} -.goToDescription a { - color: #999999; - text-decoration: underline; -} -#productMain { - margin-bottom: 30px; -} -#productMain .sizes { - text-align: center; -} -#productMain .sizes h3 { - font-weight: 700; - letter-spacing: 0.08em; - text-transform: uppercase; - margin-bottom: 40px; -} -#productMain .sizes a { - display: inline-block; - width: 40px; - height: 40px; - border-radius: 40px; - background: #ccc; - line-height: 40px; - color: #555555; - text-align: center; - text-decoration: none; - font-family: "Roboto", Helvetica, Arial, sans-serif; -} -#productMain .sizes a.active, -#productMain .sizes a:hover { - background: #6aae7a; - color: #fff; -} -#productMain .sizes input { - display: none; -} -#productMain .price { - font-size: 40px; - text-align: center; - margin-top: 40px; - margin-bottom: 40px; -} -#thumbs a { - display: block; - border: solid 1px transparent; -} -#thumbs a.active { - border-color: #6aae7a; -} -#product-social { - text-align: center; -} -#product-social h4 { - font-weight: 300; - margin-bottom: 10px; -} -#product-social p { - line-height: 26px; -} -#product-social p a { - margin: 0 10px 0 0; - color: #fff; - display: inline-block; - width: 26px; - height: 26px; - border-radius: 13px; - line-height: 26px; - font-size: 15px; - text-align: center; - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; - vertical-align: bottom; -} -#product-social p a i { - vertical-align: bottom; - line-height: 26px; -} -#product-social p a.facebook { - background-color: #4460ae; -} -#product-social p a.gplus { - background-color: #c21f25; -} -#product-social p a.twitter { - background-color: #3cf; -} -#product-social p a.instagram { - background-color: #cd4378; -} -#product-social p a.email { - background-color: #4a7f45; -} -@media (max-width: 991px) { - #product-social { - text-align: center; - } -} -#checkout .nav { - margin-bottom: 20px; - border-bottom: solid 1px #6aae7a; -} -#checkout .nav li { - height: 100%; -} -#checkout .nav li a { - display: block; - height: 100%; -} -#order-summary table { - margin-top: 20px; -} -#order-summary table td { - color: #999999; -} -#order-summary table tr.total td, -#order-summary table tr.total th { - font-size: 18px; - color: #555555; - font-weight: 700; -} -#checkout .table tbody tr td, -#basket .table tbody tr td, -#customer-order .table tbody tr td { - vertical-align: middle; -} -#checkout .table tbody tr td input, -#basket .table tbody tr td input, -#customer-order .table tbody tr td input { - width: 50px; - text-align: right; -} -#checkout .table tbody tr td img, -#basket .table tbody tr td img, -#customer-order .table tbody tr td img { - width: 50px; -} -#checkout .table tfoot, -#basket .table tfoot, -#customer-order .table tfoot { - font-size: 18px; -} -.shipping-method h4, -.payment-method h4 { - text-transform: uppercase; - letter-spacing: 0.08em; -} -#customer-orders table tr th, -#customer-orders table tr td { - vertical-align: baseline; -} -#customer-order .table tfoot th { - font-size: 18px; - font-weight: 300; -} -#customer-order .addresses { - text-align: right; - margin-bottom: 30px; -} -#customer-order .addresses p { - font-size: 18px; - font-weight: 300; -} -#customer-account { - margin-bottom: 30px; -} -#get-it { - background: #6aae7a; - padding: 50px 0 30px; - color: #fff; - text-align: center; -} -#get-it h1, -#get-it h2, -#get-it h3, -#get-it h4, -#get-it h5, -#get-it h6 { - color: #fff; - text-transform: uppercase; - letter-spacing: 0.08em; - margin: 0 0 20px; -} -#get-it p { - margin: 0 0 20px; -} -#footer { - background: #555555; - padding: 50px 0; - color: #999999; -} -#footer h1, -#footer h2, -#footer h3, -#footer h4, -#footer h5, -#footer h6 { - color: #eeeeee; -} -#footer h4 { - font-size: 14px; - font-weight: 800; - text-transform: uppercase; - letter-spacing: 0.08em; -} -#footer ul { - padding-left: 0; - list-style: none; -} -#footer ul a { - color: #999999; -} -#footer ul a:hover { - color: #6aae7a; - text-decoration: none; -} -#footer .photostream div { - float: left; - display: block; - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - width: 33%; - padding: 7.5px; - overflow: hidden; -} -#footer .photostream div a { - border: solid 1 px #eeeeee; -} -#footer .photostream div img { - -webkit-transition: all 0.2s ease-out; - -moz-transition: all 0.2s ease-out; - transition: all 0.2s ease-out; -} -#footer .photostream div:hover img { - -webkit-transform: scale(1.1, 1.1); - -ms-transform: scale(1.1, 1.1); - -o-transform: scale(1.1, 1.1); - transform: scale(1.1, 1.1); -} -#footer .blog-entries .item { - clear: both; - padding: 5px 0; - margin-bottom: 10px; - border-bottom: solid 1px #555555; -} -#footer .blog-entries .item .image { - float: left; - width: 15%; - margin-right: 10px; -} -#footer .blog-entries .item .name { - width: 75%; - margin-left: 10px; - display: table-cell; - vertical-align: middle; -} -#footer .blog-entries .item .name h5 { - margin: 0; - text-transform: uppercase; - letter-spacing: 0.08em; - font-size: 12px; -} -#footer .blog-entries .item .name h5 a { - color: #eeeeee; -} -#footer .blog-entries .item .text { - width: 100%; - clear: both; -} -#footer .blog-entries .item:last-child { - border-bottom: none; - margin-bottom: 0; -} -#footer .social a { - color: #555555; - font-size: 25px; - margin: 0 10px 0 0; -} -#footer .social a:hover { - color: #6aae7a; -} -#copyright { - background: #333; - color: #ccc; - padding: 50px 0; - font-size: 12px; - line-height: 28px; -} -#copyright p { - margin: 0; -} -@media (max-width: 991px) { - #copyright p { - float: none !important; - text-align: center; - margin-bottom: 10px; - } -} -[data-animate] { - opacity: 0; - filter: alpha(opacity=0); -} -#style-switch-button { - position: fixed; - top: 100px; - left: 0px; - border-radius: 0; -} -#style-switch { - -webkit-box-sizing: border-box; - -moz-box-sizing: border-box; - box-sizing: border-box; - width: 300px; - padding: 20px; - position: fixed; - top: 140px; - left: 0; - background: #fff; - border: solid 1px #eeeeee; -} -@media (max-width: 991px) { - #style-switch-button { - display: none; - } - #style-switch { - display: none; - } -} -/* Original Boostrap template overwrite */ -/* breadcrumbs */ -.breadcrumb { - font-family: "Roboto", Helvetica, Arial, sans-serif; - text-transform: uppercase; 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