<?xml version="1.0" encoding="utf-8"?>
<?xml-stylesheet type="text/xsl" href="../assets/xml/rss.xsl" media="all"?><rss version="2.0" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:atom="http://www.w3.org/2005/Atom"><channel><title>hiromasa.info (jupyterlabについての記事)</title><link>http://www.hiromasa.info/</link><description></description><atom:link href="http://www.hiromasa.info/categories/jupyterlab.xml" rel="self" type="application/rss+xml"></atom:link><language>ja</language><copyright>Contents © 2022 &lt;a href="mailto:stoicheia1986@gmail.com"&gt;Hiromasa OHASHI&lt;/a&gt; </copyright><lastBuildDate>Fri, 16 Dec 2022 20:19:24 GMT</lastBuildDate><generator>Nikola (getnikola.com)</generator><docs>http://blogs.law.harvard.edu/tech/rss</docs><item><title>jupyterlab-wav extensionをjupyterlab 3.xへ対応させた上でWaveSurfer.jsで波形・スペクトログラムが描画できるようにした</title><link>http://www.hiromasa.info/posts/25/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;p&gt;この記事では以前に&lt;a href="https://www.hiromasa.info/posts/20/"&gt;このポスト&lt;/a&gt;で作成した&lt;code&gt;jupyterlab-wav&lt;/code&gt;のExtensionを
&lt;a href="https://wavesurfer-js.org/"&gt;WaveSurfer.js&lt;/a&gt;を用いて波形+スペクトログラムが描画できるように今年の2月ごろに改良したのでその過程について説明します。
(この文章自体3月に書いたまま放置していたため内容として古くなっている部分があるかもしれません)。&lt;/p&gt;
&lt;h3&gt;jupyterlab 3.x系への対応&lt;/h3&gt;
&lt;p&gt;&lt;a href="https://blog.jupyter.org/jupyterlab-3-0-is-out-4f58385e25bb"&gt;Jupyter blog&lt;/a&gt;でも紹介されているようにJupyterlab 3.0が2021年の年始にリリースされました。
jupyterlab 3.x系では&lt;a href="https://www.hiromasa.info/posts/21/"&gt;このポスト&lt;/a&gt;でも触れたDebuggerが導入されたなどの話もありますが、
extension開発者にとって大きな変更点として&lt;code&gt;JupyterLab extensions can now be distributed as prebuilt extensions, which do not require a user to rebuild JupyterLab or have Node.js installed.&lt;/code&gt;
とあるように、prebuilt extensionをPyPIなどに登録することによってpipやcondaでextensionをインストールできるようになったことが挙げられます。
これにより、npmやjupyterによるローカルでのビルドなどが不要となったためユーザーはより気軽にExtensionを導入できるようになりました (後述のように従来通りnpmjsからインストールすることも可能です)。&lt;/p&gt;
&lt;p&gt;そんな訳で&lt;code&gt;jupyterlab-wav&lt;/code&gt;もpipでインストールできるようになりました。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ pip install jupyterlab-wav
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;で簡単に導入できます。&lt;/p&gt;
&lt;h3&gt;&lt;a href="https://wavesurfer-js.org/"&gt;WaveSurfer.js&lt;/a&gt;の導入&lt;/h3&gt;
&lt;p&gt;以前のポストで作成した&lt;code&gt;jupyterlab-wav&lt;/code&gt;はMIME Rendererのテンプレートをそのまま使っただけのものでしたが、
今回の更新にあたり&lt;a href="https://wavesurfer-js.org/"&gt;WaveSurfer.js&lt;/a&gt;を用いて波形・スペクトログラムが描画できるようになりました。
また、wavファイルだけでなくmp3ファイルとflacファイルも再生できるようになりました。&lt;/p&gt;
&lt;p&gt;&lt;img alt="screenshot" src="http://www.hiromasa.info/images/25/screenshot_v020.png"&gt;&lt;/p&gt;
&lt;p&gt;マルチチャンネルファイルのスペクトログラムが描画できないなど、まだまだ不具合などは残っていますが最低限使えるような状態にはなっています。&lt;/p&gt;
&lt;h3&gt;jupyterlab extensionの2.x系から3.x系への更新作業&lt;/h3&gt;
&lt;p&gt;2.x系から3.x系へとextensionを更新する際には
&lt;a href="https://jupyterlab.readthedocs.io/en/latest/extension/extension_migration.html"&gt;Extension Migration Guide&lt;/a&gt;を見ながら作業を行いました。&lt;/p&gt;
&lt;h4&gt;手動で&lt;code&gt;package.json&lt;/code&gt;のバージョンを上げる場合&lt;/h4&gt;
&lt;p&gt;下記の&lt;code&gt;@jupyterlab/application&lt;/code&gt;のバージョンを^3.0.0へと変更すれば良いとのこと。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nt"&gt;"dependencies"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;          &lt;/span&gt;&lt;span class="nt"&gt;"@jupyterlab/application"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"^3.0.0"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;しかしjupyterlab 3.0には前述のようにextensionを&lt;code&gt;PyPI&lt;/code&gt;や&lt;code&gt;conda-forge&lt;/code&gt;にアップロードすることで&lt;code&gt;pip&lt;/code&gt;や&lt;code&gt;conda&lt;/code&gt;でextensionがインストールできるようになり、
そのためのパッケージングの仕組みが提供されているため、下記手順に沿って対応した方が良いと思われます。&lt;/p&gt;
&lt;h4&gt;upgradeスクリプトを用いた更新&lt;/h4&gt;
&lt;p&gt;Jupyterlab 3.0はupgrade用のスクリプトを公開しているのでこれを用いてバージョンを上げたいと思います。
まずpipで&lt;code&gt;jupyter-packaging&lt;/code&gt;と&lt;code&gt;cookiecutter&lt;/code&gt;をインストールします。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ pip install jupyterlab -U
$ pip install jupyter-packaging cookiecutter
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;上記を実行した上でextensionのルートディレクトリで下記コマンドを実行すると対話的に各種項目を設定することができます。
&lt;code&gt;python_name [wrist_jupyterlab_wav]:&lt;/code&gt;の部分はpythonパッケージ名となり、ここではデフォルトのまま実行していましたが、最終的には各種設定を手動で&lt;code&gt;jupyterlab_wav&lt;/code&gt;に書き直しています。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ python -m jupyterlab.upgrade_extension .
author_name &lt;span class="o"&gt;[&lt;/span&gt;wrist &amp;lt;stoicheia1986@gmail.com&amp;gt;&lt;span class="o"&gt;]&lt;/span&gt;:
python_name &lt;span class="o"&gt;[&lt;/span&gt;wrist_jupyterlab_wav&lt;span class="o"&gt;]&lt;/span&gt;:
labextension_name &lt;span class="o"&gt;[&lt;/span&gt;@wrist/jupyterlab-wav&lt;span class="o"&gt;]&lt;/span&gt;:
project_short_description &lt;span class="o"&gt;[&lt;/span&gt;A JupyterLab extension &lt;span class="k"&gt;for&lt;/span&gt; rendering wav files.&lt;span class="o"&gt;]&lt;/span&gt;:
has_server_extension &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
has_binder &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
repository &lt;span class="o"&gt;[&lt;/span&gt;https://github.com/wrist/jupyterlab-wav&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite scripts &lt;span class="k"&gt;in&lt;/span&gt; package.json? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite &lt;span class="s2"&gt;".gitignore"&lt;/span&gt;? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite &lt;span class="s2"&gt;"README.md"&lt;/span&gt;? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite &lt;span class="s2"&gt;"tsconfig.json"&lt;/span&gt;? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite &lt;span class="s2"&gt;"src/index.ts"&lt;/span&gt;? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
overwrite &lt;span class="s2"&gt;"style/index.css"&lt;/span&gt;? &lt;span class="o"&gt;[&lt;/span&gt;n&lt;span class="o"&gt;]&lt;/span&gt;:
** package.json scripts must be updated manually
** skipped _temp_extension/.gitignore
** skipped _temp_extension/README.md
** skipped _temp_extension/tsconfig.json
** skipped _temp_extension/src/index.ts
** skipped _temp_extension/style/index.css
** Remove _temp_extensions directory when finished
&lt;span class="o"&gt;(&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;上記を実行すると、&lt;code&gt;package.json&lt;/code&gt;が下記のように上書きされます。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="w"&gt;(base) jovyan@188a4999b58c:/mnt/work/python/tmp/jupyterlab-wav$ git diff&lt;/span&gt;
&lt;span class="gh"&gt;diff --git a/package.json b/package.json&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gh"&gt;index 0feeaed..cf1620b 100644&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;--- a/package.json&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+++ b/package.json&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gu"&gt;@@ -4,8 +4,11 @@&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "description": "A JupyterLab extension for rendering wav files.",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "author": "wrist &amp;lt;stoicheia1986@gmail.com&amp;gt;",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "homepage": "https://github.com/wrist/jupyterlab-wav",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-  "repository": {"type": "git", "url": "https://github.com/wrist/jupyterlab-wav"},&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-  "license" : "MIT",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+  "repository": {&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "type": "git",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "url": "https://github.com/wrist/jupyterlab-wav"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+  },&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+  "license": "MIT",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "main": "lib/index.js",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "types": "lib/index.d.ts",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "style": "style/index.css",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gu"&gt;@@ -16,27 +19,38 @@&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  ],&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "files": [&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;    "lib/**/*.{d.ts,eot,gif,html,jpg,js,js.map,json,png,svg,woff2,ttf}",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "style/**/*.{css,eot,gif,html,jpg,json,png,svg,woff2,ttf}"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "style/**/*.{css,eot,gif,html,jpg,json,png,svg,woff2,ttf}",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "style/index.js"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  ],&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "jupyterlab": {&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "mimeExtension": true&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "mimeExtension": true,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "outputDir": "wrist_jupyterlab_wav/labextension"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  },&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "scripts": {&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "clean": "rimraf lib &amp;amp;&amp;amp; rimraf tsconfig.tsbuildinfo",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;    "build": "tsc",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "prepare": "npm run clean &amp;amp;&amp;amp; npm run build",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "watch": "tsc -w",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "clean": "rimraf lib &amp;amp;&amp;amp; rimraf tsconfig.tsbuildinfo",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "extension:disable": "jupyter labextension disable jupyterlab-wav",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "extension:enable": "jupyter labextension enable jupyterlab-wav",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;    "extension:install": "jupyter labextension install jupyterlab-wav",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;    "extension:uninstall": "jupyter labextension uninstall  jupyterlab-wav",&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "extension:enable": "jupyter labextension enable jupyterlab-wav",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "extension:disable": "jupyter labextension disable jupyterlab-wav"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "prepare": "npm run clean &amp;amp;&amp;amp; npm run build",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "watch": "tsc -w"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  },&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "dependencies": {&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "@jupyterlab/rendermime-interfaces": "^2.0.0",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "@lumino/widgets": "^1.5.0"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "@jupyterlab/rendermime-interfaces": "^3.0.2",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "@lumino/widgets": "^1.16.1"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  },&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt; &lt;/span&gt;  "devDependencies": {&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "rimraf": "^2.6.3",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-    "typescript": "~3.7.0"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-  }&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gd"&gt;-}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "@jupyterlab/builder": "^3.0.0",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "@typescript-eslint/eslint-plugin": "^4.8.1",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "@typescript-eslint/parser": "^4.8.1",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "eslint": "^7.14.0",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "eslint-config-prettier": "^6.15.0",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "eslint-plugin-prettier": "^3.1.4",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "npm-run-all": "^4.1.5",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "prettier": "^2.1.1",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "rimraf": "^3.0.2",&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+    "typescript": "~4.1.3"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+  },&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+  "styleModule": "style/index.js"&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="gi"&gt;+}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;各種依存ライブラリのバージョンが更新されていることが分かります。
&lt;code&gt;@jupyterlab/builder&lt;/code&gt;が&lt;code&gt;devDependency&lt;/code&gt;に追加されているが、これは&lt;code&gt;federated extension&lt;/code&gt;としてextensionをビルドするために必要となるものです。
これはwebpackのような依存を内部に隠蔽し、pythonパッケージの一部として配布可能なassetを生成するものとのことです。
extension開発においては直接&lt;code&gt;@jupyterlab/builder&lt;/code&gt;を対話的に操作することはないが、その代わりに&lt;code&gt;jupyter labextension build&lt;/code&gt;コマンドを用いることができます。
このコマンドはビルドスクリプト&lt;code&gt;jlpm run build&lt;/code&gt;の一部として自動的に実行されます。&lt;/p&gt;
&lt;p&gt;また、&lt;code&gt;python -m jupyterlab.upgrade_extension .&lt;/code&gt;の実行によりパッケージングに必要となる&lt;code&gt;setup.py&lt;/code&gt;や&lt;code&gt;pyproject.toml&lt;/code&gt;などが生成されています。
実際に実行したところ、下記のファイル/ディレクトリ群が追加されていました。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;.eslintignore
.eslintrc.js
.github/
.prettierignore
.prettierrc
LICENSE
MANIFEST.in
_temp_extension/
install.json
pyproject.toml
setup.py
style/base.css
style/index.js
wrist_jupyterlab_wav/
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;&lt;code&gt;eslint&lt;/code&gt;は構文チェック、&lt;code&gt;prettier&lt;/code&gt;はフォーマッタであり、それらの設定ファイルが追加されています。
&lt;code&gt;LICENSE&lt;/code&gt;は自動的に追加されていたが中身は3条項BSDライセンスでした。元々存在していたpackage.jsonにはLicenseをMITと記載していましたが、これを受けてBSD3-clauseに修正しています。&lt;/p&gt;
&lt;p&gt;&lt;code&gt;.github&lt;/code&gt;以下にはgithub actionsで使用するworkflow定義のymlファイルが格納されています。&lt;code&gt;main&lt;/code&gt;ブランチに対して動作するため、今回はmasterに対して発動するように修正しています。&lt;/p&gt;
&lt;p&gt;また、実際にgithubにpushしてactionsのタブを見るとbuild時にエラーが出ていました、これは&lt;code&gt;package.json&lt;/code&gt;の&lt;code&gt;scripts&lt;/code&gt;に&lt;code&gt;eslint:check&lt;/code&gt;が存在していないためでした。
ここでは下記のscirptsを追加した上で、実際にeslintを実行して指摘箇所の修正を行いました。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="w"&gt;   &lt;/span&gt;&lt;span class="nt"&gt;"eslint"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"eslint . --ext .ts,.tsx --fix"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;   &lt;/span&gt;&lt;span class="nt"&gt;"eslint:check"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"eslint . --ext .ts,.tsx"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;ここに限らずmigrateの過程でpackage.jsonにscriptが全て追加されておらず、&lt;code&gt;build:prod&lt;/code&gt;のscriptがないために生じたエラーなどにも遭遇しましたが、
最終的には&lt;code&gt;https://github.com/jupyterlab/extension-cookiecutter-ts&lt;/code&gt;のリポジトリのpackage.jsonに記載のscriptを追加することで解決しています。&lt;/p&gt;
&lt;h4&gt;extensionのローカルインストール&lt;/h4&gt;
&lt;p&gt;&lt;a href="https://www.hiromasa.info/posts/20/"&gt;過去に書いた記事&lt;/a&gt;では下記のようにビルドを実行していましたが、&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ jlpm install
$ jlpm run build
$ jupyter labextension install . --no-build
$ jupyter lab
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;テンプレートディレクトリのREADME.mdに記載されている下記手順のように実行することでローカルでのテスト用にextensionをjupyterlabにリンクできます。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ pip install -e .
$ jupyter labextension develop . --overwrite
$ jlpm run build
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;jlpmによるビルドが終了した後にjupyterlabを立ち上げるとextensionが有効化されているはずです。&lt;/p&gt;
&lt;h3&gt;jupyterlab-wavの修正&lt;/h3&gt;
&lt;p&gt;今回の作業のついでに&lt;code&gt;jupyterlab-wav&lt;/code&gt;を改良しています。
前述のように波形可視化ライブラリである&lt;code&gt;wavesurfer.js&lt;/code&gt;を追加し、これを用いて描画を試みていますが、
下記のように最初にjlpmでパッケージをいくつか追加しています。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ jlpm add wavesurfer.js
$ jlpm add @types/wavesurfer.js
$ jlpm add colormap
&lt;/pre&gt;&lt;/div&gt;

&lt;h3&gt;react-widgetの導入&lt;/h3&gt;
&lt;p&gt;以前のMIME Extensionのテンプレートを改造しただけのプロジェクトでは&lt;code&gt;IRenderMime.IRenderer&lt;/code&gt;を実装するためのクラスを作り、
ファイルをjupyterlabで開いた際に呼ばれる&lt;code&gt;renderModel&lt;/code&gt;メソッドを定義して&lt;code&gt;audio&lt;/code&gt;要素に&lt;code&gt;src&lt;/code&gt;属性を設定していただけでしたが、
今回の修正では&lt;code&gt;react-widget&lt;/code&gt;を下記コードのように導入しています。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;ReactWidget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'@jupyterlab/apputils'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;IRenderMime&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'@jupyterlab/rendermime-interfaces'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;React&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'react'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;AudioComponent&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'./AudioComponent'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;CLASS_NAME&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'mimerenderer-wav'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * A widget for rendering wav.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="k"&gt;export&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kd"&gt;class&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;WavWidget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;extends&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;ReactWidget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;implements&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;IRenderMime&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;IRenderer&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="kr"&gt;constructor&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;options&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IRendererOptions&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;super&lt;/span&gt;&lt;span class="p"&gt;();&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;options&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;mimeType&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_src&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;''&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;addClass&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;CLASS_NAME&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;renderModel&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;model&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IMimeModel&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nb"&gt;Promise&lt;/span&gt;&lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="ow"&gt;void&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;model&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;as&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;string&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_src&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="sb"&gt;`data:&lt;/span&gt;&lt;span class="si"&gt;${&lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="si"&gt;}&lt;/span&gt;&lt;span class="sb"&gt;;base64,&lt;/span&gt;&lt;span class="si"&gt;${&lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="si"&gt;}&lt;/span&gt;&lt;span class="sb"&gt;`&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;update&lt;/span&gt;&lt;span class="p"&gt;();&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;return&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nb"&gt;Promise&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;resolve&lt;/span&gt;&lt;span class="p"&gt;();&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;render&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;return&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="nx"&gt;AudioComponent&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;src&lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_src&lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;/&amp;gt;&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="k"&gt;private&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;_src&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;string&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="k"&gt;private&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;string&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;jupyterlab上でファイルを開いた際に&lt;code&gt;renderModel&lt;/code&gt;メソッドが呼ばれる点は同じですが、
この際に&lt;code&gt;this.update()&lt;/code&gt;を実行することで&lt;code&gt;ReactWidget&lt;/code&gt;をextendsする際に必須となる&lt;code&gt;render&lt;/code&gt;メソッドを明示的に呼び出しています。
&lt;code&gt;render&lt;/code&gt;メソッドは&lt;code&gt;&amp;lt;AudioComponent ...&amp;gt;&lt;/code&gt;のJSXタグを返しますが、この&lt;code&gt;AudioComponent&lt;/code&gt;は&lt;code&gt;AudioComponent.tsx&lt;/code&gt;内で定義されたReactコンポーネントとなります。
Reactコンポーネント自体はjupyterlabと独立にReact単体のエコシステム上で別途動作検証やデバッグができるため、
&lt;code&gt;ReactWidget&lt;/code&gt;の導入によりextension開発が容易になりました。&lt;/p&gt;
&lt;h3&gt;extensionの公開方法&lt;/h3&gt;
&lt;p&gt;パッケージングの方法については&lt;a href="https://jupyterlab.readthedocs.io/en/latest/extension/extension_tutorial.html#packaging-your-extension"&gt;extension tutorialのpackagingの部分&lt;/a&gt;に、
アップロードの方法については&lt;a href="https://jupyterlab.readthedocs.io/en/latest/extension/extension_tutorial.html#extension-tutorial-publish"&gt;extension tutorialのpublishに関する部分&lt;/a&gt;に説明があります。&lt;/p&gt;
&lt;h4&gt;PyPIへのアップロード&lt;/h4&gt;
&lt;p&gt;自動生成された&lt;code&gt;setup.py&lt;/code&gt;を用いてパッケージのビルドを行います。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ python setup.py build sdist
$ python setup.py build bdist_wheel
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;ビルドの成果物がdist以下に保存されるので、これらをPyPIへとアップロードします。
ここではtwineを使ってアップロードを行います。
予めTestPyPIにアップロードし問題ないことを確認した上でPyPIへとアップロードします。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ pip install twine
$ twine upload --repository-url https://test.pypi.org/legacy/ dist/*
$ twine upload dist/*
&lt;/pre&gt;&lt;/div&gt;

&lt;h4&gt;npmjsへのアップロード&lt;/h4&gt;
&lt;p&gt;extensionはPyPIやconda-forgeにアップロードするだけでなく、従来のようにnpmへとアップロードすることもできます。
これはnpmパッケージとして配布することでユーザーがJupyterLab 1.xや2.xと同様にextensionを明示的にコンパイルして追加することが可能となるためであったり、
他のextensionからサービスとして利用されるextensionを公開したい場合はJavaScriptパッケージをpublishする必要があるためとのことです。&lt;/p&gt;
&lt;p&gt;以前の記事では&lt;code&gt;npm&lt;/code&gt;を使ってアップロードしていましたが、ここではjlpmを使ってアップロードを試みました。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ jlpm publish --access&lt;span class="o"&gt;=&lt;/span&gt;public
&lt;/pre&gt;&lt;/div&gt;

&lt;h4&gt;作成中に遭遇した問題&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;複数の音源ファイルを開いた場合に一つのタブに描画されてしまう&lt;ul&gt;
&lt;li&gt;描画対象のdivをidで指定していたためであり、Reactの&lt;code&gt;useRef&lt;/code&gt;を用いた参照に切り替えることによって解決&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;開発用の手順が失敗する&lt;ul&gt;
&lt;li&gt;&lt;code&gt;jupyter labextension develop . --overwrite&lt;/code&gt;に失敗したが、これはPyPIに公開するパッケージディレクトリ(&lt;code&gt;jupyterlab_wav&lt;/code&gt;)の下に&lt;code&gt;__init__.py&lt;/code&gt;と&lt;code&gt;_version.py&lt;/code&gt;がないためでした&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/jupyterlab/extension-cookiecutter-ts/tree/3.0/%7B%7Bcookiecutter.python_name%7D%7D/%7B%7Bcookiecutter.python_name%7D%7D"&gt;このテンプレート&lt;/a&gt;のファイルを加工して使うことで成功するようになりました&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;既知の問題&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Multi channelのaudioファイルが正しく描画されない&lt;ul&gt;
&lt;li&gt;波形は&lt;code&gt;splitChannels&lt;/code&gt;オプションを使うことで分割して描画されるようになりました&lt;/li&gt;
&lt;li&gt;スペクトログラムは要対応&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;タブの再描画などの際に以前に再生した音声が止まらないまま残ってしまう&lt;ul&gt;
&lt;li&gt;再生中にタブを閉じると再生され続ける&lt;ul&gt;
&lt;li&gt;ReactWidgetの解放時に確実に止めるための何かが必要ではないかと思われる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;今後改良したい点&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;FFT長選択のUIをつける&lt;/li&gt;
&lt;li&gt;Jupyterlabから設定を行えるようにする&lt;/li&gt;
&lt;li&gt;キーボードショートカットをつける(スペースで再生など)&lt;/li&gt;
&lt;li&gt;timelineの単位の指定(サンプルなど)&lt;/li&gt;
&lt;li&gt;colormapの制御&lt;/li&gt;
&lt;/ul&gt;</description><category>jupyterlab</category><guid>http://www.hiromasa.info/posts/25/</guid><pubDate>Thu, 17 Jun 2021 15:00:00 GMT</pubDate></item><item><title>Xeus関連の情報(PyData Osaka 2020/8/2用の記事)</title><link>http://www.hiromasa.info/posts/21/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;h2&gt;Xeus関連の情報(PyData Osaka 2020/8/2用の記事)&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;最近のJupyter Blogから一部記事を抜粋して紹介します。&lt;/li&gt;
&lt;li&gt;Xeus関連の情報がメインです&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;&lt;a href="https://blog.jupyter.org/xeus-is-now-a-jupyter-subproject-c4ec5a1bf30b"&gt;Xeus is now Jupyter subproject (2020/2/4)&lt;/a&gt;&lt;/h3&gt;
&lt;h4&gt;&lt;code&gt;Xeus&lt;/code&gt;とは&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Jupyter kernel protocolのC++実装&lt;ul&gt;
&lt;li&gt;ipykernelの代替として使用可能&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;code&gt;Xeus&lt;/code&gt;はカーネルではなくカーネルを作るためのライブラリ&lt;/li&gt;
&lt;li&gt;いくつかのカーネルは&lt;code&gt;Xeus&lt;/code&gt;を元に作られている&lt;ul&gt;
&lt;li&gt;下記はXeusメンテナたちによるもの&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/jupyter-xeus/xeus-cling"&gt;&lt;code&gt;xeus-cling&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;CERNのCling C++インタプリタベースのカーネル&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/jupyter-xeus/xeus-python"&gt;&lt;code&gt;xeus-python&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;pythonインタプリタを埋め込んだpython用カーネル&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/jupyterlab/debugger"&gt;@jupyterlab/debugger&lt;/a&gt;で用いられる&lt;code&gt;Jupyter debugger protocol&lt;/code&gt;を初めて実装(後述)&lt;/li&gt;
&lt;li&gt;&lt;a href="https://microsoft.github.io/debug-adapter-protocol/"&gt;Debug Adapter Protocol&lt;/a&gt;に対応&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/jupyter-xeus/xeus-calc"&gt;&lt;code&gt;xeus-calc&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;電卓カーネル、Xeusの使い方を学ぶためのプロジェクト&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Xeusプロジェクトとは関係なく作成されているカーネル&lt;ul&gt;
&lt;li&gt;&lt;a href="https://github.com/JuniperKernel/JuniperKernel"&gt;&lt;code&gt;JuniperKernel&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;R用カーネル&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/atomex-me/xeus-fift"&gt;&lt;code&gt;xeus-fift&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;fiftなるTelegramによって作られたTON blockchain contractのためのプログラミング言語向けカーネル&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/Slicer/SlicerJupyter"&gt;&lt;code&gt;SlicerJupyter&lt;/code&gt;&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;Kitwareによる"Slicer"プロジェクトのQtイベントループと統合されたPython向けカーネル&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;&lt;code&gt;Xeus&lt;/code&gt;がJupyter管轄下へと移行した理由&lt;/h4&gt;
&lt;p&gt;以下に引用&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="k"&gt;While&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;Xeus&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;started&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;as&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;a&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;side&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;project&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;for&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;QuantStack&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;engineers&lt;/span&gt;,&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="nv"&gt;the&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;project&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;now&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;has&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;several&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;stakeholders&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;who&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;depend&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;on&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;it&lt;/span&gt;.&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="nv"&gt;We&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;think&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;that&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;moving&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;the&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;project&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;to&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;an&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;open&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;governance&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;organization&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;may&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;be&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;a&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;better&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;way&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;to&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;reflect&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;this&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nv"&gt;situation&lt;/span&gt;.&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;h3&gt;&lt;a href="https://blog.jupyter.org/a-visual-debugger-for-jupyter-914e61716559"&gt;A visual debugger for Jupyter (2020/3/26)&lt;/a&gt;&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;日本語の紹介記事&lt;ul&gt;
&lt;li&gt;https://www.publickey1.jp/blog/20/jupyterlab.html&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;概要&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;Jupyter向けのvisual debuggerに関する紹介&lt;/li&gt;
&lt;li&gt;debuggerでできることの例&lt;ul&gt;
&lt;li&gt;ブレークポイントの設定(ノートブックのセルおよびソースファイル)&lt;/li&gt;
&lt;li&gt;変数一覧の表示&lt;/li&gt;
&lt;li&gt;コールスタックの表示&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;リンク先のbinderから試しに実行可能&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;インストール方法&lt;/h4&gt;
&lt;p&gt;フロントエンドとなるプラグインとバックエンドとなるカーネルが必要&lt;/p&gt;
&lt;h5&gt;フロントエンド&lt;/h5&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ jupyter labextension install @jupyterlab/debugger
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;このデバッガフロントエンドは将来のリリースにおいてはデフォルトで同梱される予定。&lt;/p&gt;
&lt;h5&gt;バックエンド&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;&lt;code&gt;Jupyter Debug Protocol&lt;/code&gt;(次の節で説明)を実装したカーネルが必要&lt;ul&gt;
&lt;li&gt;このプロトコルを実装したカーネルはいまのところ&lt;code&gt;xeus-python&lt;/code&gt;のみ&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;ipykernelにデバッガプロトコルを実装するのはロードマップには存在&lt;/li&gt;
&lt;/ul&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ conda install xeus-python -c conda-forge
&lt;/pre&gt;&lt;/div&gt;

&lt;ul&gt;
&lt;li&gt;
&lt;p&gt;プラットフォームによってはPyPIのwheelsも使えるがまだ実験段階のもの&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;condaで試しにinstallして試してみたところxeus-pythonではmatplotlibがうまく扱えない模様&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;https://github.com/jupyter-xeus/xeus-python/issues/224&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Jupyter Debug Protocol&lt;/h4&gt;
&lt;h5&gt;ControlおよびIOPub Channelに対する新しいメッセージタイプ&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;Jupyter kernelはプロセス間コミュニケーションプロトコル(https://jupyter-client.readthedocs.io/en/stable/messaging.html)に基づき動作&lt;ul&gt;
&lt;li&gt;Shellチャンネルはコード実行のリクエストなどのrequest/replyを行う&lt;/li&gt;
&lt;li&gt;IOPubチャンネルはkernelからclientへの片方向のチャンネル(標準出力やエラー出力で使用)&lt;/li&gt;
&lt;li&gt;ControlチャンネルはShellチャンネルに似ているが別ソケットで実行され、実行キューに溜めないhigh priorityなメッセージを扱う&lt;ul&gt;
&lt;li&gt;InterruptやShutdownリクエストなど&lt;/li&gt;
&lt;li&gt;debuggerに送られるコマンドに対してControlチャンネルを使うことに決めた&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;protocolに2つのメッセージタイプを追加&lt;ul&gt;
&lt;li&gt;&lt;a href="https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-request"&gt;debug_request/reply&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;breakpointの追加やコードに対するstep into操作などのdebuggerによって実行される特定のアクションのrequest&lt;/li&gt;
&lt;li&gt;Controlチャンネルに送られる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://jupyter-client.readthedocs.io/en/latest/messaging.html#debug-event"&gt;debug_event&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;debugging kernelからフロントエンドに対して片方向に送られるdebug eventメッセージ&lt;/li&gt;
&lt;li&gt;IOPubチャンネルを通じて送られる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h5&gt;Debug Adapter Protocolの拡張&lt;/h5&gt;
&lt;ul&gt;
&lt;li&gt;Jupyterにおけるデザインのキーとなる原理としてプログラミング言語について不可知であるというものがある&lt;ul&gt;
&lt;li&gt;Jupyter debug protocolが他のカーネル実装に対しても適用できるものであることは重要である&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;標準的なプロトコルとしてMicrosoftの"Debug Adapter Protocol"(DAP)がある&lt;ul&gt;
&lt;li&gt;JSONベースのprotocolでありVSCode下で様々な言語のバックエンドとして既に動作&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;JupyterでDAPを用いることが自然であるが、Jupyterにおける要件を満たすためには十分ではない&lt;ul&gt;
&lt;li&gt;ページ再読み込みのサポートが必要&lt;ul&gt;
&lt;li&gt;Jupyter kernelはデバッガの状態(breakpointや現在どこでstopしているか)を後から接続したclientのために保持しなければならない&lt;/li&gt;
&lt;li&gt;フロントエンドはその状態を&lt;code&gt;debug_request&lt;/code&gt;メッセージで要求できる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;ソースファイルベースではないnotebookのcellとconsoleに対するデバッグのサポートが必要&lt;ul&gt;
&lt;li&gt;ブレークポイントを追加できるコードをdebuggerに送るためのメッセージが必要&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;これらの変更は&lt;a href="https://github.com/jupyter/enhancement-proposals/pull/47"&gt;JEP&lt;/a&gt;として提案されている&lt;ul&gt;
&lt;li&gt;文書は&lt;a href="https://github.com/jupyter/enhancement-proposals/blob/master/jupyter-debugger-protocol/jupyter-debugger-protocol.md"&gt;こちら&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Xeus-python, the first Jupyter Kernel to support debugging&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;XeusはC++はJupyter kernelプロトコルのC++実装&lt;ul&gt;
&lt;li&gt;それ自身がkernelではなくkernel作成を補助するlibrary&lt;/li&gt;
&lt;li&gt;CやC++ APIを持つ言語に対するカーネルを作成するのに便利&lt;ul&gt;
&lt;li&gt;Python、Lua、SQLなど&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Xeus-pythonはdebugging protocolを実装する最初の実装として適切&lt;ul&gt;
&lt;li&gt;プラガブルなconcurrencyモデルを持っているためControlチャンネルを別スレッドで動作させることが可能&lt;/li&gt;
&lt;li&gt;上記を繰り返し動作させるために便利なサンドボックスを持つ軽量なコードベースを持つ&lt;ul&gt;
&lt;li&gt;ipykernelでdebuggingプロトコルを実装することはかなりのリファクタリングを要し早い段階でのconsensus buildingが必要となる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Xeus-pythonのロードマップ&lt;ul&gt;
&lt;li&gt;ipykernelに対して失われているmagicを追加&lt;/li&gt;
&lt;li&gt;PyPI wheelsを改善&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;他のカーネルにおけるdebugging&lt;ul&gt;
&lt;li&gt;xeusベースのkernelについては大部分の実装が共有可能であるため例えばxeus-clingなどでは早期に使用可能となる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Diving into the debugger front-end architecture&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;jupyterlabのdebugger extensionはユーザーが典型的なIDEから予想するようなUIを含む&lt;ul&gt;
&lt;li&gt;サイドバーに変数エクスプローラ、ブレークポイントのリスト、ソースプレビュー、コールスタックを表示&lt;/li&gt;
&lt;li&gt;コードの横に直接ブレークポイントを設定できる(cell/console)&lt;/li&gt;
&lt;li&gt;現在コードのどの部分で停止しているかを示すヴィジュアルマーカー&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;screencastで種々の機能を説明&lt;ul&gt;
&lt;li&gt;実行後に削除したセルに対するstep intoはread-only viewとして表示される&lt;/li&gt;
&lt;li&gt;コンソールおよびファイルに対してもデバッガは有効&lt;/li&gt;
&lt;li&gt;デバッグはノートブックレベルで実行されるため異なるノートブックに対して同時にデバッグを実行できる&lt;/li&gt;
&lt;li&gt;変数一覧はtree形式およびtable形式で閲覧可能&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Future developments&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;2020年の予定&lt;ul&gt;
&lt;li&gt;変数ビューワでmime type renderingのサポート&lt;/li&gt;
&lt;li&gt;条件付きブレークポイントのサポート&lt;/li&gt;
&lt;li&gt;debugger UXの向上&lt;/li&gt;
&lt;li&gt;Voilå dashboardのデバッグの有効化&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;&lt;a href="https://blog.jupyter.org/a-jupyter-kernel-for-sqlite-9549c5dcf551"&gt;A Jupyter Kernel for SQLite&lt;/a&gt;&lt;/h3&gt;
&lt;h4&gt;概要&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;SQLite用jupyterカーネルの紹介&lt;ul&gt;
&lt;li&gt;SQLiteのシンタックスをcode cellで受け付ける&lt;/li&gt;
&lt;li&gt;magixコマンドでDBのオープンやクローズなどを行う&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Xeusを用いて作成&lt;ul&gt;
&lt;li&gt;wrapperの&lt;a href="https://github.com/SRombauts/SQLiteCpp"&gt;SQLiteCpp&lt;/a&gt;を使用&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;現在の状況&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;現在進行形で開発中だが下記を備えている&lt;ul&gt;
&lt;li&gt;SQLiteインタフェースに対する完全な機能&lt;/li&gt;
&lt;li&gt;高レベル操作のためのmagic&lt;ul&gt;
&lt;li&gt;DBの作成、オープン、クローズ、バックアップ&lt;/li&gt;
&lt;li&gt;テーブルの存在チェック、keyの設定および解除、それらの情報の取得&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;テーブル表示&lt;ul&gt;
&lt;li&gt;jupyter lab/notebookではHTMLで表示&lt;/li&gt;
&lt;li&gt;コンソールでは&lt;a href="https://github.com/p-ranav/tabulate"&gt;tabulate&lt;/a&gt;ライブラリを使って表示&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;future&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;直感的なデータ表示(plot, graph, chart, mapsなど)の描画&lt;ul&gt;
&lt;li&gt;Vegaを使えないかを検討中(ブログの画像を参照)&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;xeus-SQLiteとSQLiteライブラリのstaticビルドをバンドルしたシングルバイナリの供給&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;その他&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;binderで試しに実行可能(ブログ記事にリンク有)&lt;/li&gt;
&lt;li&gt;インストール方法&lt;ul&gt;
&lt;li&gt;&lt;code&gt;mamba install xeus-sqlite -c conda-forge&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;code&gt;conda install xeus-sqlite -c conda-forge&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/TheSnakePit/mamba"&gt;mamba&lt;/a&gt;はcondaのc++による再実装らしい&lt;ul&gt;
&lt;li&gt;並列ダウンロードや高速な依存性解決を備えるとのこと&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;&lt;a href="https://blog.jupyter.org/slicerjupyter-a-3d-slicer-kernel-for-interactive-publications-6f2ad829f635"&gt;SlicerJupyter: a 3D Slicer kernel for interactive publications&lt;/a&gt;&lt;/h3&gt;
&lt;h4&gt;概要&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;&lt;a href="https://www.slicer.org/"&gt;3D Slicer&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;Qtを用いたC++で書かれたデスクトップアプリケーション&lt;ul&gt;
&lt;li&gt;医用画像の分析および可視化に使用&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;3D描画に&lt;a href="https://vtk.org/"&gt;Visualization Toolkit(VTK)&lt;/a&gt;を用い、画像処理に&lt;a href="https://itk.org/"&gt;Insight Toolkit(ITK)&lt;/a&gt;を用いている&lt;/li&gt;
&lt;li&gt;pythonインタプリタが埋め込まれている&lt;/li&gt;
&lt;li&gt;xeus-pythonのインタプリタを統合すればQtベースのデスクトップアプリケーションがnotebookを通じて操作できることを紹介&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;githubの&lt;a href="https://github.com/Slicer/SlicerJupyter"&gt;SlicerJupyter&lt;/a&gt;に実装が存在&lt;ul&gt;
&lt;li&gt;BlenderやFreeCAD、ParaViewといったpythonが埋め込まれた他のアプリケーションに対しても拡張可能&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;xeus-python integrationがJupyterのエコシステムとデスクトップアプリケーションの両方に対して必要不可欠&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;Powerful Medical Imaging Capabilities Available Through Jupyter&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;3D Slicer(以下Slicer)は内蔵しているpythonインタプリタを通じてすべての機能をpyhonから操作可能&lt;ul&gt;
&lt;li&gt;pythonインタプリタに対する単純なコンソールは備えているがcellベースのインタラクティブ環境は備えていない&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;xeus-pythonを統合することによってSlicerのプロセスをJupyter kernelとして使用可能&lt;/li&gt;
&lt;li&gt;xeus-pythonは&lt;a href="https://github.com/InsightSoftwareConsortium/itkwidgets"&gt;itkwidgets&lt;/a&gt;のようなJupyter widgetsへのインタフェースとなるだけではなく、SlicerインタプリタのようなカスタムインタプリタやQtイベントループのようなGUIイベントループとも統合することが可能&lt;ul&gt;
&lt;li&gt;これによりSlicer内部表現であるMedical Reality Markup Language(MRML)の表現が可能となる&lt;/li&gt;
&lt;li&gt;ノートブック内でpandasやNumPy配列のようなpythonのエコシステムを通じて完全なmedical imaging APIとデータへとアクセスが可能となる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;対話的操作におけるレベル&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;JupyterのWidget(sliderやボタンなど)をSlicer操作やデータ変更、処理やパラメータ可視化のために使える&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Widgetを通じた対話的操作は異なるレベルごとに実装されている&lt;/p&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Level1&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;Jupyter Widgetがアプリケーション固有のオブジェクトを自動変換の上で表示&lt;/li&gt;
&lt;li&gt;例えばSlicer markup fiducial listはフォーマット済みのテーブルとして表示され、モデルnodeは3Dオブジェクトとして描画される&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Level2&lt;ul&gt;
&lt;li&gt;Static image widgetがデスクトップアプリケーションが描画したコンテンツを描画&lt;/li&gt;
&lt;li&gt;これらのwidgetは追加された標準Widgetを用いてデータや描画パラメータが変更されることによって作成される&lt;/li&gt;
&lt;li&gt;様々なデータ型や非常に大きなデータセットなどの洗練された描画をJupyterから直接可能とする&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Level3&lt;ul&gt;
&lt;li&gt;Dynamic viewer Widgetがデスクトップアプリケーションが描画した2D/3D viewをを描画&lt;/li&gt;
&lt;li&gt;マウス/キーボードのイベントがデスクトップアプリケーションへと送られズームや回転を実現&lt;ul&gt;
&lt;li&gt;アノテーションの付与、測定、画像分割のような3D対話操作をデスクトップアプリケーション上と同じように行える&lt;/li&gt;
&lt;li&gt;これは&lt;a href="https://ipycanvas.readthedocs.io/en/latest/"&gt;ipycanvas&lt;/a&gt;と&lt;a href="https://github.com/mwcraig/ipyevents"&gt;ipyevents&lt;/a&gt;パッケージを用いて実現される&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;Level4&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;完全なGUI統合&lt;ul&gt;
&lt;li&gt;ユーザーはアプリケーションウインドウを標準デスクトップWidget(スライダーやメニューなど)を含めてノートブックセルの中から見ることができる&lt;/li&gt;
&lt;li&gt;これはSlicer Jupyterの中ではnoVNCとTigerVNCを用いて実現される&lt;/li&gt;
&lt;li&gt;リモートサーバー上でアプリケーションが実行されているときに便利&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;p&gt;現在は大部分の実装については安定しているが、まだデザイン面での改善やパフォーマンスの改善の余地がある&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;自動変換(display hookの複雑な実装による)&lt;/li&gt;
&lt;li&gt;xeus-pythonのスレッディングモデルはメインスレッドをロックしないように改良する余地がある&lt;/li&gt;
&lt;li&gt;Level3の統合におけるdynamic viewer widgetはより高いリフレッシュレート実現のためにパフォーマンス最適化の余地がある&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h4&gt;History of Slicer and this integration&lt;/h4&gt;
&lt;ul&gt;
&lt;li&gt;QtベースのデスクトップアプリケーションによってXeusカーネルのイベントループが駆動されている？&lt;/li&gt;
&lt;/ul&gt;</description><category>jupyterlab</category><category>slicerjupyter</category><category>xeus</category><category>xeus-python</category><category>xeus-sqlite</category><guid>http://www.hiromasa.info/posts/21/</guid><pubDate>Sun, 02 Aug 2020 04:30:00 GMT</pubDate></item><item><title>jupyterlabのwav用MIMEレンダラーを作成しました</title><link>http://www.hiromasa.info/posts/20/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;h3&gt;概要&lt;/h3&gt;
&lt;p&gt;jupyterlab内でwavファイルが開けなかったので&lt;a href="https://github.com/jupyterlab/jupyterlab-mp4/blob/master/tutorial.md"&gt;チュートリアル&lt;/a&gt;を参考にMIMEレンダラーを作成しました。
正直wavファイルの場合は上記チュートリアルと全く同じ操作で作成できてしまいました。&lt;/p&gt;
&lt;h3&gt;プロジェクトの初期化&lt;/h3&gt;
&lt;p&gt;&lt;code&gt;cookiecutter&lt;/code&gt;を使って雛形を生成します。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;❯ cookiecutter https://github.com/jupyterlab/mimerender-cookiecutter-ts.git
author_name &lt;span class="o"&gt;[]&lt;/span&gt;: wrist
author_email &lt;span class="o"&gt;[]&lt;/span&gt;: stoicheia1986@gmail.com
extension_name &lt;span class="o"&gt;[&lt;/span&gt;myextension&lt;span class="o"&gt;]&lt;/span&gt;: jupyterlab-wav
viewer_name &lt;span class="o"&gt;[&lt;/span&gt;My Viewer&lt;span class="o"&gt;]&lt;/span&gt;: JupyterLab wav viewer
mimetype &lt;span class="o"&gt;[&lt;/span&gt;application/vnd.my_organization.my_type&lt;span class="o"&gt;]&lt;/span&gt;: audio/wav
mimetype_name &lt;span class="o"&gt;[&lt;/span&gt;my_type&lt;span class="o"&gt;]&lt;/span&gt;: wav
file_extension &lt;span class="o"&gt;[&lt;/span&gt;.my_type&lt;span class="o"&gt;]&lt;/span&gt;: .wav
Select data_format:
&lt;span class="m"&gt;1&lt;/span&gt; - string
&lt;span class="m"&gt;2&lt;/span&gt; - json
Choose from &lt;span class="m"&gt;1&lt;/span&gt;, &lt;span class="m"&gt;2&lt;/span&gt; &lt;span class="o"&gt;(&lt;/span&gt;&lt;span class="m"&gt;1&lt;/span&gt;, &lt;span class="m"&gt;2&lt;/span&gt;&lt;span class="o"&gt;)&lt;/span&gt; &lt;span class="o"&gt;[&lt;/span&gt;&lt;span class="m"&gt;1&lt;/span&gt;&lt;span class="o"&gt;]&lt;/span&gt;: &lt;span class="m"&gt;1&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;h3&gt;Extensionのビルドとインストール&lt;/h3&gt;
&lt;p&gt;Extensionの作成には&lt;code&gt;yarn&lt;/code&gt;のバージョンが固定された&lt;code&gt;jlpm&lt;/code&gt;というjupyterlab付属のツールを用いて行います。
依存パッケージをインストールし、Extensionをビルドし、jupyterlabのextensionとしてインストールするためには下記を実行します。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;jlpm install
jlpm run build
jupyter labextension install . --no-build
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;ここで上記をローカル環境で試したところ、jupyterlabのバージョンが1.2.1の場合は現在のJupyterlabとはバージョンの互換性がないというエラーがでてしまいました(既に2.0.0以上を想定している模様です)。&lt;/p&gt;
&lt;p&gt;このためjupyterlabを動作させるために使用しているdocker imageである&lt;a href="https://hub.docker.com/repository/docker/wrist/jupyterlab-custom"&gt;wrist/jupyterlab-custom&lt;/a&gt;を更新したのですが、
jupyterlab-vimは2.x系に対応してなかったので代わりに &lt;a href="https://github.com/jwkvam/jupyterlab-vim/pull/115"&gt;https://github.com/jwkvam/jupyterlab-vim/pull/115&lt;/a&gt; などを参照し、
&lt;a href="https://www.npmjs.com/package/@axlair/jupyterlab_vim"&gt;@axlair/jupyterlab_vim&lt;/a&gt;をインストールしています。
なお、ローカルでdocker imageをビルドする際に当初&lt;code&gt;jupyter lab build&lt;/code&gt;を実行すると
&lt;a href="https://github.com/jupyterlab/jupyterlab/issues/7907"&gt;このissue&lt;/a&gt;と同じように&lt;code&gt;ensure-max-old-space&lt;/code&gt;実行時にエラーが出てbuildできなくなりましたが、
osx上でDockerが使用するメモリを4096MBにしたところエラーが生じなくなりました。&lt;/p&gt;
&lt;h3&gt;コードの監視&lt;/h3&gt;
&lt;p&gt;&lt;code&gt;jlpm run watch&lt;/code&gt;でextensionのコードに変更があるとすぐにrecompileしてくれるようになります。
またjupyterlabを&lt;code&gt;jupyter lab --watch&lt;/code&gt;として立ち上げるとその変更を監視しアプリケーションに取り込んでくれるようになります。
しかし手元ではwebpackがファイル監視に使用している&lt;code&gt;chokdair&lt;/code&gt;を見つけられないというエラーで動作しないため一旦諦めました。
なお、上記watchを施さなくてもjupyterlab自体をreloadするとコードに変更があった場合はbuildを促されるので大きな問題は生じませんでした。&lt;/p&gt;
&lt;p&gt;※7/8追記: この監視がうまく行かない件ですが&lt;a href="https://github.com/jupyterlab/jupyterlab/issues/8469"&gt;このissue&lt;/a&gt;によればv2.1.3のバグとのことでv2.1.4にjupyterlabのバージョンを上げたら解決しました。&lt;/p&gt;
&lt;h3&gt;コードの構造&lt;/h3&gt;
&lt;p&gt;自動生成されたコードの&lt;code&gt;src/index.ts&lt;/code&gt;を見ると主に3つのデータ構造を含んでいます。&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;code&gt;OutputWidget&lt;/code&gt;クラス&lt;ul&gt;
&lt;li&gt;指定したMIMEタイプのデータを受け取りHTML DOMノードの中にどのように描画するのかを扱うクラス&lt;/li&gt;
&lt;li&gt;extensionのほとんどのロジックを含む&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;code&gt;rendererFactory&lt;/code&gt;オブジェクト&lt;ul&gt;
&lt;li&gt;&lt;code&gt;OutputWidget&lt;/code&gt;クラスのインスタンスをどのようにアプリケーション内で生成するのかを扱うクラス&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;code&gt;extension&lt;/code&gt;オブジェクト&lt;ul&gt;
&lt;li&gt;extensionのメインのエントリーポイントとなる部分&lt;/li&gt;
&lt;li&gt;jupyterlabがextensionをロードする際に必要となるメタデータを書く&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;h3&gt;コードの編集&lt;/h3&gt;
&lt;p&gt;下記編集を実施します。&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;&lt;code&gt;OutputWidget&lt;/code&gt;のリネーム&lt;ul&gt;
&lt;li&gt;&lt;code&gt;src/index.ts&lt;/code&gt;内の&lt;code&gt;OutputWidget&lt;/code&gt;を&lt;code&gt;WavWidget&lt;/code&gt;へとリネームします(2箇所)&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;code&gt;extension&lt;/code&gt;オブジェクトの&lt;code&gt;fileTypes&lt;/code&gt;と&lt;code&gt;modelName&lt;/code&gt;にbase64エンコードを指定&lt;ul&gt;
&lt;li&gt;デフォルトだとプレーンテキストとして読もうとするのでbase64エンコードされたものとして読むための指定を追記&lt;/li&gt;
&lt;li&gt;&lt;code&gt;fileType&lt;/code&gt;に&lt;code&gt;fileFormat: 'base64'&lt;/code&gt;、&lt;code&gt;documentWidgetFactoryOptions&lt;/code&gt;に&lt;code&gt;modelName: 'base64'&lt;/code&gt;を追加する&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;レンダー方法の指定&lt;ul&gt;
&lt;li&gt;&lt;code&gt;WavWidget&lt;/code&gt;クラスを編集&lt;ul&gt;
&lt;li&gt;コンストラクタにaudioタグを追加するためのコードを追加&lt;/li&gt;
&lt;li&gt;&lt;code&gt;renderModel&lt;/code&gt;メソッド内でaudioタグのsrcを指定&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;大した量ではないためコード全体を下記に記します。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;IRenderMime&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'@jupyterlab/rendermime-interfaces'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;



&lt;span class="k"&gt;import&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;Widget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;from&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'@lumino/widgets'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * The default mime type for the extension.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;MIME_TYPE&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'audio/wav'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * The class name added to the extension.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;CLASS_NAME&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'mimerenderer-wav'&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * A widget for rendering wav.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="k"&gt;export&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kd"&gt;class&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;WavWidget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;extends&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;Widget&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;implements&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;IRenderMime&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;IRenderer&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt;   * Construct a new output widget.&lt;/span&gt;
&lt;span class="cm"&gt;   */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="kr"&gt;constructor&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;options&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IRendererOptions&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;super&lt;/span&gt;&lt;span class="p"&gt;();&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;options&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;mimeType&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;addClass&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;CLASS_NAME&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="cm"&gt;/* 追加 */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_audio&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nb"&gt;document&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;createElement&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'audio'&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_audio&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;setAttribute&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s1"&gt;'controls'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;''&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;node&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;appendChild&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_audio&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt;   * Render wav into this widget's node.&lt;/span&gt;
&lt;span class="cm"&gt;   */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;renderModel&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;model&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IMimeModel&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nb"&gt;Promise&lt;/span&gt;&lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="ow"&gt;void&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="kd"&gt;let&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;model&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kr"&gt;as&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;string&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="cm"&gt;/* 元コードを削除し下記を追加 */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;this&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;_audio&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;src&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="sb"&gt;`data:&lt;/span&gt;&lt;span class="si"&gt;${&lt;/span&gt;&lt;span class="nx"&gt;MIME_TYPE&lt;/span&gt;&lt;span class="si"&gt;}&lt;/span&gt;&lt;span class="sb"&gt;;base64,&lt;/span&gt;&lt;span class="si"&gt;${&lt;/span&gt;&lt;span class="nx"&gt;data&lt;/span&gt;&lt;span class="si"&gt;}&lt;/span&gt;&lt;span class="sb"&gt;`&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="k"&gt;return&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nb"&gt;Promise&lt;/span&gt;&lt;span class="p"&gt;.&lt;/span&gt;&lt;span class="nx"&gt;resolve&lt;/span&gt;&lt;span class="p"&gt;();&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="k"&gt;private&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;_audio&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;HTMLAudioElement&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="k"&gt;private&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;_mimeType&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;string&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * A mime renderer factory for wav data.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="k"&gt;export&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;rendererFactory&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IRendererFactory&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;safe&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;true&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;mimeTypes&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="nx"&gt;MIME_TYPE&lt;/span&gt;&lt;span class="p"&gt;],&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;createRenderer&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;options&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;=&amp;gt;&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="ow"&gt;new&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;WavWidget&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="nx"&gt;options&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="p"&gt;};&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="cm"&gt;/**&lt;/span&gt;
&lt;span class="cm"&gt; * Extension definition.&lt;/span&gt;
&lt;span class="cm"&gt; */&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="kd"&gt;const&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;extension&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;IRenderMime.IExtension&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;id&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'jupyterlab-wav:plugin'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;rendererFactory&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;rank&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="kt"&gt;0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;dataType&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'string'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;fileTypes&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;      &lt;/span&gt;&lt;span class="nx"&gt;name&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'wav'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;      &lt;/span&gt;&lt;span class="nx"&gt;fileFormat&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'base64'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="c1"&gt;// 追加&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;      &lt;/span&gt;&lt;span class="nx"&gt;mimeTypes&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="nx"&gt;MIME_TYPE&lt;/span&gt;&lt;span class="p"&gt;],&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;      &lt;/span&gt;&lt;span class="nx"&gt;extensions&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="s1"&gt;'.wav'&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;],&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="nx"&gt;documentWidgetFactoryOptions&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="nx"&gt;name&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'JupyterLab wav viewer'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="nx"&gt;primaryFileType&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'wav'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="nx"&gt;modelName&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s1"&gt;'base64'&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="c1"&gt;// 追加&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="nx"&gt;fileTypes&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="s1"&gt;'wav'&lt;/span&gt;&lt;span class="p"&gt;],&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="nx"&gt;defaultFor&lt;/span&gt;&lt;span class="o"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;[&lt;/span&gt;&lt;span class="s1"&gt;'wav'&lt;/span&gt;&lt;span class="p"&gt;]&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;  &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="p"&gt;};&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;

&lt;span class="k"&gt;export&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="k"&gt;default&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="nx"&gt;extension&lt;/span&gt;&lt;span class="p"&gt;;&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;上記コードを再度ビルドしてjupyterlabを再読み込みすれば完了です。&lt;/p&gt;
&lt;h3&gt;実際の表示の例&lt;/h3&gt;
&lt;p&gt;左のファイルブラウザからwavファイルをダブルクリックすると下記のようにaudio要素が表示されます。&lt;/p&gt;
&lt;p&gt;&lt;img alt="audio要素" src="http://www.hiromasa.info/images/20/wav_renderer.png"&gt;&lt;/p&gt;
&lt;p&gt;ちなみにwavファイルを右クリックして表示される「Open in New Browser tab」を実行するとこのExtensionがなくてもブラウザの別タブで再生は元々可能です。&lt;/p&gt;
&lt;h3&gt;npmjsへの投稿&lt;/h3&gt;
&lt;p&gt;&lt;a href="https://jupyterlab.readthedocs.io/en/stable/developer/extension_dev.html"&gt;Extension Developer GUid&lt;/a&gt;の&lt;code&gt;Shipping Packages&lt;/code&gt;の項を読むと
extensionは単一のJavascriptパッケージであり、npmjs.orgから配布できることや、
&lt;code&gt;jupyterlab-extension&lt;/code&gt;というキーワードが&lt;code&gt;package.json&lt;/code&gt;に含まれている場合JupyterLabのextension managerが見つけ出すことができるとの記載があります。
このキーワードはcookiecutterで自動生成された場合既に含まれているため、自ら追加する必要はありません。&lt;/p&gt;
&lt;p&gt;よってnpmjs.orgへと登録することを考えます。
まずコマンドラインからnpmjsにログインしておきます。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ npm adduser  &lt;span class="c1"&gt;# ユーザをnpmjs上に作成していない場合&lt;/span&gt;
$ npm login
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;次に&lt;code&gt;package.json&lt;/code&gt;を編集し、&lt;code&gt;name&lt;/code&gt;の値を&lt;code&gt;jupyterlab-wav&lt;/code&gt;から&lt;code&gt;@wrist/jupyterlab-wav&lt;/code&gt;というように&lt;code&gt;@username/extension-name&lt;/code&gt;へと変えます。
更に必要に応じて&lt;code&gt;homepage&lt;/code&gt;、&lt;code&gt;license&lt;/code&gt;、&lt;code&gt;repository&lt;/code&gt;などのフィールドを追加します。&lt;/p&gt;
&lt;p&gt;最後に、&lt;code&gt;README.md&lt;/code&gt;を編集して&lt;code&gt;jupyter labextension install&lt;/code&gt;の部分を&lt;code&gt;@wrist/jupyterlab-wav&lt;/code&gt;のように変更します。&lt;/p&gt;
&lt;p&gt;上記を終えたら下記でnpmjsへとアップロードして終了です。&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ npm publish --access&lt;span class="o"&gt;=&lt;/span&gt;public
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;無事に&lt;a href="https://www.npmjs.com/package/@wrist/jupyterlab-wav"&gt;https://www.npmjs.com/package/@wrist/jupyterlab-wav&lt;/a&gt;へとアップロードされていれば、以後&lt;/p&gt;
&lt;div class="code"&gt;&lt;pre class="code literal-block"&gt;$ jupyter labextension install @wrist/jupyterlab-wav
&lt;/pre&gt;&lt;/div&gt;

&lt;p&gt;と打つことでインストールできるようになります。
実際に新規にコンテナを生成し直して上記を試したところ使えるようになりました。&lt;/p&gt;
&lt;h3&gt;今後&lt;/h3&gt;
&lt;ul&gt;
&lt;li&gt;他のMIMEタイプにも対応させる&lt;ul&gt;
&lt;li&gt;人によってはmp3も同様に開きたいこともあるかもしれませんが、&lt;code&gt;MIME_TYPE&lt;/code&gt;の部分が配列になっていることから複数拡張子に対して同じような実装を使いませせるような気がしています&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;Web Audio APIを用いて波形描画やスペクトログラムを描画する&lt;/li&gt;
&lt;/ul&gt;</description><category>jupyterlab</category><category>typescript</category><guid>http://www.hiromasa.info/posts/20/</guid><pubDate>Mon, 06 Jul 2020 15:00:00 GMT</pubDate></item><item><title>openfst quick tourをjupyterlab上で実行</title><link>http://www.hiromasa.info/posts/18/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;h2 id="openfst-quick-tourをjupyterlab上で実行"&gt;openfst quick tourをjupyterlab上で実行&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#openfst-quick-tour%E3%82%92jupyterlab%E4%B8%8A%E3%81%A7%E5%AE%9F%E8%A1%8C"&gt;¶&lt;/a&gt;&lt;/h2&gt;
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&lt;p&gt;&lt;a href="http://www.openfst.org/twiki/bin/view/FST/FstQuickTour"&gt;Open Fst Quick Tour&lt;/a&gt;をpython上からbinding経由で実行してみたりシェルコマンドを実行したりして試してみます。
若干内容が中途半端なので後日追記するかもしれません。&lt;/p&gt;

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&lt;h3 id="前提"&gt;前提&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#%E5%89%8D%E6%8F%90"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;下記を実行済の状態で実行しています。&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;$ pip install pybind11
$ git clone https://github.com/aldanor/ipybind.git &lt;span class="o"&gt;&amp;amp;&amp;amp;&lt;/span&gt; &lt;span class="nb"&gt;cd&lt;/span&gt; ipybind &lt;span class="p"&gt;&amp;amp;&lt;/span&gt; python setup build &lt;span class="o"&gt;&amp;amp;&amp;amp;&lt;/span&gt; python setup.py install
$ conda install -c conda-forge openfst
$ apt install graphviz
$ pip install openfst-python
&lt;/pre&gt;&lt;/div&gt;
&lt;p&gt;ビルド済のopenfstがcondaでインストールできるようになってて驚きました。&lt;/p&gt;

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&lt;h4 id="ipybindのロード"&gt;ipybindのロード&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#ipybind%E3%81%AE%E3%83%AD%E3%83%BC%E3%83%89"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;jupyter labでは&lt;code&gt;Javascript Error: require is not defined&lt;/code&gt;と表示されるが問題なく動作はする。&lt;/p&gt;

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&lt;h4 id="openfstがインストールされているかの確認"&gt;openfstがインストールされているかの確認&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#openfst%E3%81%8C%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E3%81%95%E3%82%8C%E3%81%A6%E3%81%84%E3%82%8B%E3%81%8B%E3%81%AE%E7%A2%BA%E8%AA%8D"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;condaで入れた場合&lt;code&gt;conda/bin&lt;/code&gt;に格納されている模様&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;which fstprint
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&lt;pre&gt;/opt/conda/bin/fstprint
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&lt;h3 id="ipybind11での実行"&gt;ipybind11での実行&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#ipybind11%E3%81%A7%E3%81%AE%E5%AE%9F%E8%A1%8C"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;&lt;code&gt;-Wl="-lfst"&lt;/code&gt;でlibfst.soをリンクする必要がある&lt;/li&gt;
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#include &amp;lt;fst/fst-decl.h&amp;gt;
#include &amp;lt;fst/fstlib.h&amp;gt;

namespace fst {
    void openfst_basic_operation(void){
        // Vector FSTは一般的にmutableなFST 
        StdVectorFst fst;

        // 状態0を最初に空のFSTに追加しstart stateとする
        fst.AddState();   // 最初の状態は状態0となる(AddStateの返り値になる) 
        fst.SetStart(0);  // 引数は状態ID
        
        // 状態0から分岐する2つのarcを追加
        // arcのコンストラクタの引数は入力ラベル、出力ラベル、重み、宛先となる状態ID
        fst.AddArc(0, StdArc(1, 1, 0.5, 1));  // 最初の引数は分岐元の状態ID 
        fst.AddArc(0, StdArc(2, 2, 1.5, 1)); 
        
        // 状態1を追加し状態1から2に至るarcを追加 
        fst.AddState();
        fst.AddArc(1, StdArc(3, 3, 2.5, 2));

        // 状態2を追加し状態2を最終状態とする(最終状態の重みも追加) 
        fst.AddState();
        fst.SetFinal(2, 3.5);  // 最初の引数は状態IDであり、2番目の引数は重みである 
        
        // FSTをWriteでファイルに保存
        fst.Write("work/binary.fst");
    }
}

PYBIND11_MODULE(myadd, m){
    m.def("openfst_basic_operation", &amp;amp;fst::openfst_basic_operation, "Tutorial method.");
}
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&lt;pre&gt;running build_ext
setting C++ standard: -std=c++14
building 'pybind11_41f0e60' extension
creating /home/jovyan/.cache/ipython/pybind11/pybind11_41f0e60/home
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/usr/bin/g++ -pthread -shared -B /opt/conda/compiler_compat -L/opt/conda/lib -Wl,-rpath=/opt/conda/lib -Wl,--no-as-needed -Wl,--sysroot=/ /home/jovyan/.cache/ipython/pybind11/pybind11_41f0e60/home/jovyan/.cache/ipython/pybind11/pybind11_41f0e60.o -L/opt/conda/lib -o build/lib.linux-x86_64-3.7/pybind11_41f0e60.cpython-37m-x86_64-linux-gnu.so -flto -lfst
copying build/lib.linux-x86_64-3.7/pybind11_41f0e60.cpython-37m-x86_64-linux-gnu.so -&amp;gt; /home/jovyan/.cache/ipython/pybind11
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&lt;p&gt;ipybind経由で上記の関数をpythonから実行&lt;/p&gt;

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&lt;p&gt;作成したbinary形式のfstはfstprintで表示が可能&lt;/p&gt;

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&lt;pre&gt;0	1	1	1	0.5
0	1	2	2	1.5
1	2	3	3	2.5
2	3.5
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&lt;p&gt;fstinfoコマンドでfstの情報を表示可能&lt;/p&gt;

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&lt;pre&gt;fst type                                          vector
arc type                                          standard
input symbol table                                none
output symbol table                               none
# of states                                       3
# of arcs                                         3
initial state                                     0
# of final states                                 1
# of input/output epsilons                        0
# of input epsilons                               0
# of output epsilons                              0
input label multiplicity                          1
output label multiplicity                         1
# of accessible states                            3
# of coaccessible states                          3
# of connected states                             3
# of connected components                         1
# of strongly conn components                     3
input matcher                                     y
output matcher                                    y
input lookahead                                   n
output lookahead                                  n
expanded                                          y
mutable                                           y
error                                             n
acceptor                                          y
input deterministic                               y
output deterministic                              y
input/output epsilons                             n
input epsilons                                    n
output epsilons                                   n
input label sorted                                y
output label sorted                               y
weighted                                          y
cyclic                                            n
cyclic at initial state                           n
top sorted                                        y
accessible                                        y
coaccessible                                      y
string                                            n
weighted cycles                                   n
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&lt;p&gt;fstdrawコマンドでbinary形式のfstをgraphvizのdot形式へと変換が可能&lt;/p&gt;

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&lt;p&gt;dot形式はテキストなのでcatで中身を表示&lt;/p&gt;

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&lt;pre&gt;digraph FST {
rankdir = LR;
size = "8.5,11";
center = 1;
orientation = Landscape;
ranksep = "0.4";
nodesep = "0.25";
0 [label = "0", shape = circle, style = bold, fontsize = 14]
	0 -&amp;gt; 1 [label = "1:1/0.5", fontsize = 14];
	0 -&amp;gt; 1 [label = "2:2/1.5", fontsize = 14];
1 [label = "1", shape = circle, style = solid, fontsize = 14]
	1 -&amp;gt; 2 [label = "3:3/2.5", fontsize = 14];
2 [label = "2/3.5", shape = doublecircle, style = solid, fontsize = 14]
}
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&lt;p&gt;上記のままだとorientationがLandscapeになっており縦に表示されるのでsedでPortraitに変換した上でgraphvizの&lt;code&gt;dot&lt;/code&gt;コマンドでpngファイルに変換する。&lt;/p&gt;

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&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [10]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;IPython.display&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;Image&lt;/span&gt;
&lt;span class="n"&gt;Image&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"work/binary.png"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[10]:&lt;/div&gt;




&lt;div class="output_png output_subarea output_execute_result"&gt;
&lt;img 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"&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="シェルからの実行"&gt;シェルからの実行&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#%E3%82%B7%E3%82%A7%E3%83%AB%E3%81%8B%E3%82%89%E3%81%AE%E5%AE%9F%E8%A1%8C"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;上記のfstはシェルからテキストで定義したFSTの構造ファイルと入力シンボル、出力シンボルを組み合わせることでも作成可能である。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;fstのフォーマットは AT&amp;amp;T FSMフォーマットである。
fstの各行のフォーマットは
    &lt;code&gt;遷移元状態ID&lt;/code&gt; &lt;code&gt;遷移先状態ID&lt;/code&gt; &lt;code&gt;入力ラベル&lt;/code&gt; &lt;code&gt;出力ラベル&lt;/code&gt; &lt;code&gt;[重み]&lt;/code&gt;
最終状態はのフォーマットは
    &lt;code&gt;状態ID&lt;/code&gt; &lt;code&gt;[重み]&lt;/code&gt;
である。
最初の状態が最初の行でなければならないことを除いて他の行についてはどんな順番で書いても良い。
重みが指定されない場合は0.0(ライブラリのデフォルトであるWeight型に対する値)となる。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [11]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;%%writefile&lt;/span&gt; work/text.fst
&lt;span class="mi"&gt;0&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="mf"&gt;.5&lt;/span&gt;
&lt;span class="mi"&gt;0&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="n"&gt;b&lt;/span&gt; &lt;span class="n"&gt;y&lt;/span&gt; &lt;span class="mf"&gt;1.5&lt;/span&gt;
&lt;span class="mi"&gt;1&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt; &lt;span class="n"&gt;c&lt;/span&gt; &lt;span class="n"&gt;z&lt;/span&gt; &lt;span class="mf"&gt;2.5&lt;/span&gt;
&lt;span class="mi"&gt;2&lt;/span&gt; &lt;span class="mf"&gt;3.5&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;


&lt;div class="output_subarea output_stream output_stdout output_text"&gt;
&lt;pre&gt;Overwriting work/text.fst
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;上記定義で入力ラベルに指定されていたa,b,cを1,2,3へと変換するためのファイルとしてisyms.txtを作成する。&lt;/p&gt;
&lt;p&gt;&lt;eps&gt;については後述する。&lt;/eps&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [12]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;%%writefile&lt;/span&gt; work/isyms.txt
&lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="n"&gt;eps&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="mi"&gt;0&lt;/span&gt;
&lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;
&lt;span class="n"&gt;b&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;
&lt;span class="n"&gt;c&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;


&lt;div class="output_subarea output_stream output_stdout output_text"&gt;
&lt;pre&gt;Overwriting work/isyms.txt
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;同様に上記定義で出力ラベルに指定されていたx,y,zを1,2,3へと変換するためのファイルとしてosyms.txtを作成する。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [13]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;%%writefile&lt;/span&gt; work/osyms.txt
&lt;span class="o"&gt;&amp;lt;&lt;/span&gt;&lt;span class="n"&gt;eps&lt;/span&gt;&lt;span class="o"&gt;&amp;gt;&lt;/span&gt; &lt;span class="mi"&gt;0&lt;/span&gt;
&lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;
&lt;span class="n"&gt;y&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;
&lt;span class="n"&gt;z&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;


&lt;div class="output_subarea output_stream output_stdout output_text"&gt;
&lt;pre&gt;Overwriting work/osyms.txt
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;これらのファイルを組み合わせることで&lt;code&gt;fstcompile&lt;/code&gt;コマンドによってbinary形式のfstを作成可能である。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [14]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstcompile --isymbols&lt;span class="o"&gt;=&lt;/span&gt;work/isyms.txt --osymbols&lt;span class="o"&gt;=&lt;/span&gt;work/osyms.txt work/text.fst work/binary2.fst
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;念の為再度画像に変換して確認してみると同一のWFSTが作成できていることが分かる。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [15]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstdraw work/binary2.fst work/binary2.dot
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [16]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;sed -e &lt;span class="s2"&gt;"s/Landscape/Portrait/g"&lt;/span&gt; work/binary2.dot &lt;span class="p"&gt;|&lt;/span&gt; dot -Tpng &amp;gt; work/binary2.png
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [17]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;Image&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"work/binary2.png"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[17]:&lt;/div&gt;




&lt;div class="output_png output_subarea output_execute_result"&gt;
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"&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;ラベルにはどんな文字列を用いても良く、ラベルIDには非負整数であれば何を用いても良い。
ラベルID 0はepsilonラベルとして予約されている、これは空文字列を表す。
先の例ではテーブルに0を含めたがFSTの作成には用いていない。
後続するFSTの操作ではepsilonを追加するかもしれないので、シンボルファイルに含めておくのは良い心がけである。&lt;/p&gt;
&lt;p&gt;このテキスト形式のFSTはOpenFstライブラリにで使用される前にbinary形式へとコンバートしなければならない。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;FSTにシンボルテーブルを含める場合は&lt;code&gt;--keep_isymbols&lt;/code&gt;、&lt;code&gt;--keep_osymbols&lt;/code&gt;のオプションを付けて実行する。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [36]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstcompile --isymbols&lt;span class="o"&gt;=&lt;/span&gt;work/isyms.txt --osymbols&lt;span class="o"&gt;=&lt;/span&gt;work/osyms.txt --keep_isymbols --keep_osymbols work/text.fst work/binary2symkeep.fst
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [34]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstinfo work/binary2.fst
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;


&lt;div class="output_subarea output_stream output_stdout output_text"&gt;
&lt;pre&gt;fst type                                          vector
arc type                                          standard
input symbol table                                none
output symbol table                               none
# of states                                       3
# of arcs                                         3
initial state                                     0
# of final states                                 1
# of input/output epsilons                        0
# of input epsilons                               0
# of output epsilons                              0
input label multiplicity                          1
output label multiplicity                         1
# of accessible states                            3
# of coaccessible states                          3
# of connected states                             3
# of connected components                         1
# of strongly conn components                     3
input matcher                                     y
output matcher                                    y
input lookahead                                   n
output lookahead                                  n
expanded                                          y
mutable                                           y
error                                             n
acceptor                                          y
input deterministic                               y
output deterministic                              y
input/output epsilons                             n
input epsilons                                    n
output epsilons                                   n
input label sorted                                y
output label sorted                               y
weighted                                          y
cyclic                                            n
cyclic at initial state                           n
top sorted                                        y
accessible                                        y
coaccessible                                      y
string                                            n
weighted cycles                                   n
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [37]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstinfo work/binary2symkeep.fst
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt"&gt;&lt;/div&gt;


&lt;div class="output_subarea output_stream output_stdout output_text"&gt;
&lt;pre&gt;fst type                                          vector
arc type                                          standard
input symbol table                                work/isyms.txt
output symbol table                               work/osyms.txt
# of states                                       3
# of arcs                                         3
initial state                                     0
# of final states                                 1
# of input/output epsilons                        0
# of input epsilons                               0
# of output epsilons                              0
input label multiplicity                          1
output label multiplicity                         1
# of accessible states                            3
# of coaccessible states                          3
# of connected states                             3
# of connected components                         1
# of strongly conn components                     3
input matcher                                     y
output matcher                                    y
input lookahead                                   n
output lookahead                                  n
expanded                                          y
mutable                                           y
error                                             n
acceptor                                          y
input deterministic                               y
output deterministic                              y
input/output epsilons                             n
input epsilons                                    n
output epsilons                                   n
input label sorted                                y
output label sorted                               y
weighted                                          y
cyclic                                            n
cyclic at initial state                           n
top sorted                                        y
accessible                                        y
coaccessible                                      y
string                                            n
weighted cycles                                   n
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
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&lt;p&gt;input/output symbol tableに元のテーブルの情報が残っていることが分かる。この場合、fstprintで表示するとラベル文字列が表示される。&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstprint work/binary2.fst
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&lt;pre&gt;0	1	1	1	0.5
0	1	2	2	1.5
1	2	3	3	2.5
2	3.5
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&lt;div class="prompt input_prompt"&gt;In [40]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstprint work/binary2symkeep.fst
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&lt;pre&gt;0	1	a	x	0.5
0	1	b	y	1.5
1	2	c	z	2.5
2	3.5
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&lt;p&gt;シンボルテーブルファイルを指定せずにFSTを作った場合を試してみる。&lt;/p&gt;

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&lt;div class="prompt input_prompt"&gt;In [38]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstcompile work/text.fst work/binary2wosym.fst
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&lt;pre&gt;FATAL: FstCompiler: Bad arc ilabel integer = "a", source = work/text.fst, line = 1
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&lt;p&gt;このようにtext.fstで入出力ラベルに非負整数以外が使用されている場合は警告が出るようである。&lt;/p&gt;

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&lt;p&gt;一方でテキスト形式のFST内においてもしラベルが非負整数で表現されているのであればシンボルテーブルのファイルは不要となる。
この場合はのFSTの内部表現は先に描画した図と同じようになるはずである。
これを確かめるためにラベルを保持していない場合のバイナリ形式FSTである&lt;code&gt;binary2.fst&lt;/code&gt;をfstprintし、その結果をfstcompileした上で再度fstprintしてみる。&lt;/p&gt;

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&lt;div class="prompt input_prompt"&gt;In [44]:&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstprint work/binary2.fst &lt;span class="p"&gt;|&lt;/span&gt; fstcompile - &lt;span class="p"&gt;|&lt;/span&gt; fstprint -
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&lt;pre&gt;0	1	1	1	0.5
0	1	2	2	1.5
1	2	3	3	2.5
2	3.5
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&lt;p&gt;このようにラベルが非負整数の場合は問題なく&lt;code&gt;fstcompile&lt;/code&gt;が可能であることが分かる。&lt;/p&gt;

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&lt;p&gt;なお、ラベルが非負整数の場合に先のと同じシンボルテーブルを与えてもシンボルテーブル内に非負整数のラベルに対応したエントリが存在していないためエラーが生じる。&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstprint work/binary2.fst &lt;span class="p"&gt;|&lt;/span&gt; fstcompile --isymbols&lt;span class="o"&gt;=&lt;/span&gt;work/isyms.txt --osymbols&lt;span class="o"&gt;=&lt;/span&gt;work/osyms.txt - &lt;span class="p"&gt;|&lt;/span&gt; fstprint -
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&lt;pre&gt;FATAL: FstCompiler: Symbol "1" is not mapped to any integer arc ilabel, symbol table = work/isyms.txt, source = standard input, line = 1
ERROR: FstHeader::Read: Bad FST header: standard input. Magic number not matched. Got: 0
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&lt;p&gt;一度バイナリ形式のFSTが作成されると、(同じアーキテクチャのマシン上であれば)他のシェルレベルのプログラムと組み合わせて使うことも可能である。
またC++コードでは下記コードでコード中でロードすることも可能である。&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;StdFst&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;*&lt;/span&gt;&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="o"&gt;=&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="n"&gt;StdFst&lt;/span&gt;&lt;span class="o"&gt;::&lt;/span&gt;&lt;span class="n"&gt;Read&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s"&gt;"binary.fst"&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
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&lt;h3 id="pythonバインディングでの実行"&gt;pythonバインディングでの実行&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#python%E3%83%90%E3%82%A4%E3%83%B3%E3%83%87%E3%82%A3%E3%83%B3%E3%82%B0%E3%81%A7%E3%81%AE%E5%AE%9F%E8%A1%8C"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;openfstには公式に提供されている&lt;code&gt;pywrapfst&lt;/code&gt;というラッパーがあるが、
openfst自体は別にインストールしておく必要があるため新規環境に導入しにくいため別途openfst本体を導入する必要を無くした
&lt;a href="https://pypi.org/project/openfst-python/"&gt;openfst-python&lt;/a&gt;というライブラリが公開されている。
ここではこのopenfst-pythonを使って先程までと同様の内容を実施する。&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;pip install openfst-python
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&lt;pre&gt;Requirement already satisfied: openfst-python in /opt/conda/lib/python3.7/site-packages (1.7.3)
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;openfst_python&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;fst&lt;/span&gt;
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&lt;p&gt;c++の&lt;code&gt;StdVectorFST&lt;/code&gt;は&lt;code&gt;fst.Fst&lt;/code&gt;という名前で生成できる模様である(要確認)。
またc++の&lt;code&gt;StdArc&lt;/code&gt;は&lt;code&gt;fst.Arc&lt;/code&gt;で生成している。&lt;/p&gt;
&lt;p&gt;&lt;code&gt;fst.add_arc&lt;/code&gt;メソッドは"遷移元状態ID、Arcオブジェクト、遷移先状態ID"を取る模様であり
第2引数のArcオブジェクトは"入力ラベル、出力ラベル、Weightオブジェクト"を引数に取る。
このWeightオブジェクトは第一引数にFSTのweight_typeを取り、第2引数に重みの値を取る。
ここでは0-&amp;gt;1への2つ目の遷移の重みだけは&lt;code&gt;fst.Weight.One&lt;/code&gt;メソッドで与えているが、この第一引数もFSTのweight_typeである。&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Fst&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;s0&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;s1&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;s2&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;

&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set_start&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;s0&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;s0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Weight&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;weight_type&lt;/span&gt;&lt;span class="p"&gt;(),&lt;/span&gt; &lt;span class="mf"&gt;0.5&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;s1&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;s0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Weight&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;One&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;weight_type&lt;/span&gt;&lt;span class="p"&gt;()),&lt;/span&gt;  &lt;span class="n"&gt;s1&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;s1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Weight&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;weight_type&lt;/span&gt;&lt;span class="p"&gt;(),&lt;/span&gt; &lt;span class="mf"&gt;2.5&lt;/span&gt;&lt;span class="p"&gt;),&lt;/span&gt; &lt;span class="n"&gt;s2&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set_final&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;s2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;Weight&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="n"&gt;f&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;weight_type&lt;/span&gt;&lt;span class="p"&gt;(),&lt;/span&gt; &lt;span class="mf"&gt;3.5&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
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&lt;p&gt;上記のようにpythonラッパーはfstオブジェクトを評価すると自動的に画像に変換して描画してくれるようである。
使い方の詳細はドキュメント &lt;a href="http://www.openfst.org/twiki/bin/view/FST/PythonExtension"&gt;http://www.openfst.org/twiki/bin/view/FST/PythonExtension&lt;/a&gt; を確認すること。&lt;/p&gt;

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&lt;h3 id="(おまけ)自作pythonバインディングでの実行"&gt;(おまけ)自作pythonバインディングでの実行&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/18/#(%E3%81%8A%E3%81%BE%E3%81%91)%E8%87%AA%E4%BD%9Cpython%E3%83%90%E3%82%A4%E3%83%B3%E3%83%87%E3%82%A3%E3%83%B3%E3%82%B0%E3%81%A7%E3%81%AE%E5%AE%9F%E8%A1%8C"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;この記事を書き始めた当初はpybind11でラッパーを作ろうかと思ったのですが分量が結構膨大なのと途中で公式でpythonラッパーを提供していることに気づいたので下記に微妙な痕跡を残しておきます。&lt;/p&gt;

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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;%%&lt;/span&gt;&lt;span class="k"&gt;pybind11&lt;/span&gt; -fv -Wl="-lfst"

#include &amp;lt;fst/fst-decl.h&amp;gt;
#include &amp;lt;fst/fstlib.h&amp;gt;

namespace py = pybind11;

PYBIND11_MODULE(myadd, m){
    py::class_&amp;lt;fst::StdArc&amp;gt;(m, "StdArc")
    .def(py::init&amp;lt;int, int, double, int&amp;gt;());
    
    py::class_&amp;lt;fst::StdVectorFst&amp;gt;(m, "StdVectorFst")
    .def(py::init&amp;lt;&amp;gt;())
    .def("add_state", &amp;amp;fst::StdVectorFst::AddState)
    .def("add_arc"  , py::overload_cast&amp;lt;int, const fst::StdArc&amp;amp;&amp;gt;(&amp;amp;fst::StdVectorFst::AddArc))
    .def("set_start", &amp;amp;fst::StdVectorFst::SetStart)
    .def("set_final", [](fst::StdVectorFst&amp;amp; self, int state, double weight){ self.SetFinal(state, weight); })
    .def("write"    , [](fst::StdVectorFst&amp;amp; self, const char* filepath){ self.Write(filepath); });
    //.def("set_final", py::overload_cast&amp;lt;int, double&amp;gt;(&amp;amp;fst::StdVectorFst::SetFinal))
    //.def("write"    , py::overload_cast&amp;lt;const std::string&amp;amp;&amp;gt;(&amp;amp;fst::StdVectorFst::Write));
}
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&lt;pre&gt;running build_ext
setting C++ standard: -std=c++14
building 'pybind11_32de930' extension
creating /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home
creating /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan
creating /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan/.cache
creating /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan/.cache/ipython
creating /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan/.cache/ipython/pybind11
/usr/bin/gcc -pthread -B /opt/conda/compiler_compat -Wl,--sysroot=/ -Wsign-compare -DNDEBUG -g -fwrapv -O3 -Wall -fPIC -D_IPYBIND_MODULE_NAME=pybind11_32de930 -I/opt/conda/include/python3.7m -c /home/jovyan/.cache/ipython/pybind11/pybind11_32de930.cpp -o /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan/.cache/ipython/pybind11/pybind11_32de930.o -std=c++14 -fvisibility=hidden -flto -isystem /opt/conda/lib/python3.7/site-packages/ipybind-0.1.0-py3.7.egg/ipybind/include -isystem /opt/conda/include -isystem /opt/conda/include -isystem /opt/conda/include
/usr/bin/g++ -pthread -shared -B /opt/conda/compiler_compat -L/opt/conda/lib -Wl,-rpath=/opt/conda/lib -Wl,--no-as-needed -Wl,--sysroot=/ /home/jovyan/.cache/ipython/pybind11/pybind11_32de930/home/jovyan/.cache/ipython/pybind11/pybind11_32de930.o -L/opt/conda/lib -o build/lib.linux-x86_64-3.7/pybind11_32de930.cpython-37m-x86_64-linux-gnu.so -flto -lfst
copying build/lib.linux-x86_64-3.7/pybind11_32de930.cpython-37m-x86_64-linux-gnu.so -&amp;gt; /home/jovyan/.cache/ipython/pybind11
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# python binding test&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;StdVectorFst&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set_start&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;StdArc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mf"&gt;0.8&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;0&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;StdArc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mf"&gt;1.3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_arc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="n"&gt;StdArc&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mf"&gt;2.2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;))&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;add_state&lt;/span&gt;&lt;span class="p"&gt;()&lt;/span&gt;
&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;set_final&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mf"&gt;3.5&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;

&lt;span class="n"&gt;fst&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;write&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"work/binary_py.fst"&lt;/span&gt;&lt;span class="p"&gt;);&lt;/span&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;fstdraw work/binary_py.fst work/binary_py.dot
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;cat work/binary_py.dot
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&lt;pre&gt;digraph FST {
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ranksep = "0.4";
nodesep = "0.25";
0 [label = "0", shape = circle, style = bold, fontsize = 14]
	0 -&amp;gt; 1 [label = "1:1/0.8", fontsize = 14];
	0 -&amp;gt; 1 [label = "2:2/1.3", fontsize = 14];
1 [label = "1", shape = circle, style = solid, fontsize = 14]
	1 -&amp;gt; 2 [label = "3:3/2.2", fontsize = 14];
2 [label = "2/3.5", shape = doublecircle, style = solid, fontsize = 14]
}
&lt;/pre&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [29]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt;sed -e &lt;span class="s2"&gt;"s/Landscape/Portrait/g"&lt;/span&gt; work/binary_py.dot &lt;span class="p"&gt;|&lt;/span&gt; dot -Tpng &amp;gt; work/binary_py.png
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [30]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;Image&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"work/binary_py.png"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[30]:&lt;/div&gt;




&lt;div class="output_png output_subarea output_execute_result"&gt;
&lt;img src="data:image/png;base64,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"&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;</description><category>jupyterlab</category><category>openfst</category><guid>http://www.hiromasa.info/posts/18/</guid><pubDate>Sat, 27 Jun 2020 05:00:00 GMT</pubDate></item><item><title>Jupyter LabおよびExtensionの紹介</title><link>http://www.hiromasa.info/posts/17/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h2 id="Jupyter-LabおよびExtensionの紹介"&gt;Jupyter LabおよびExtensionの紹介&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Jupyter-Lab%E3%81%8A%E3%82%88%E3%81%B3Extension%E3%81%AE%E7%B4%B9%E4%BB%8B"&gt;¶&lt;/a&gt;&lt;/h2&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;この記事は&lt;a href="https://pydataosaka.connpass.com/event/156820/"&gt;PyData Osaka Meetup #12&lt;/a&gt;の発表のために執筆しました。
※2020/2/16 スライドへのリンクを追加&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [1]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;from&lt;/span&gt; &lt;span class="nn"&gt;IPython.display&lt;/span&gt; &lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="n"&gt;IFrame&lt;/span&gt;
&lt;span class="n"&gt;IFrame&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="s2"&gt;"https://www.hiromasa.info/slide/17.slides.html"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s2"&gt;"100%"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="s2"&gt;"450px"&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[1]:&lt;/div&gt;



&lt;div class="output_html rendered_html output_subarea output_execute_result"&gt;

        &lt;iframe width="100%" height="450px" src="https://www.hiromasa.info/slide/17.slides.html" frameborder="0" allowfullscreen&gt;&lt;/iframe&gt;
        
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="今日の資料"&gt;今日の資料&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E4%BB%8A%E6%97%A5%E3%81%AE%E8%B3%87%E6%96%99"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;&lt;a href="https://www.hiromasa.info/posts/17/"&gt;https://www.hiromasa.info/posts/17/&lt;/a&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="自己紹介"&gt;自己紹介&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E8%87%AA%E5%B7%B1%E7%B4%B9%E4%BB%8B"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;大橋(@wrist)&lt;/li&gt;
&lt;li&gt;PyData Osakaオーガナイザーの一味&lt;/li&gt;
&lt;li&gt;メーカー勤務(音響信号処理屋)&lt;/li&gt;
&lt;li&gt;近況: バタフライキーボードのbが壊れた&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
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&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="本日の実行環境"&gt;本日の実行環境&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E6%9C%AC%E6%97%A5%E3%81%AE%E5%AE%9F%E8%A1%8C%E7%92%B0%E5%A2%83"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;Docker上で動作&lt;/li&gt;
&lt;li&gt;&lt;code&gt;docker pull wrist/jupyterlab-custom:latest&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="本日の内容"&gt;本日の内容&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E6%9C%AC%E6%97%A5%E3%81%AE%E5%86%85%E5%AE%B9"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;Jupyter Labの簡単な歴史&lt;/li&gt;
&lt;li&gt;Jupyter Lab単体機能の紹介&lt;/li&gt;
&lt;li&gt;Extensionの紹介&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="Jupyter-Labの簡単な歴史"&gt;Jupyter Labの簡単な歴史&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Jupyter-Lab%E3%81%AE%E7%B0%A1%E5%8D%98%E3%81%AA%E6%AD%B4%E5%8F%B2"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;2016/1/5 first commit&lt;/li&gt;
&lt;li&gt;2018/2 JupyterLab is Ready for Usersのブログ記事&lt;ul&gt;
&lt;li&gt;&lt;a href="https://blog.jupyter.org/jupyterlab-is-ready-for-users-5a6f039b8906"&gt;https://blog.jupyter.org/jupyterlab-is-ready-for-users-5a6f039b8906&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;2019/6/28 version 1.0&lt;/li&gt;
&lt;li&gt;2019/8/28 version 1.1&lt;/li&gt;
&lt;li&gt;2019/10/29 version 1.2&lt;ul&gt;
&lt;li&gt;&lt;a href="https://jupyterlab.readthedocs.io/en/stable/getting_started/changelog.html"&gt;https://jupyterlab.readthedocs.io/en/stable/getting_started/changelog.html&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="Jupyter-lab単体機能の紹介"&gt;Jupyter lab単体機能の紹介&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Jupyter-lab%E5%8D%98%E4%BD%93%E6%A9%9F%E8%83%BD%E3%81%AE%E7%B4%B9%E4%BB%8B"&gt;¶&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="個人的にJupyter-Notebookに求めるもの"&gt;個人的にJupyter Notebookに求めるもの&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E5%80%8B%E4%BA%BA%E7%9A%84%E3%81%ABJupyter-Notebook%E3%81%AB%E6%B1%82%E3%82%81%E3%82%8B%E3%82%82%E3%81%AE"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;markdown/ipynbでのブログ執筆&lt;/li&gt;
&lt;li&gt;ipynbのスライドへの変換&lt;/li&gt;
&lt;li&gt;vimキーバインド&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="キーバインドの設定"&gt;キーバインドの設定&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%AD%E3%83%BC%E3%83%90%E3%82%A4%E3%83%B3%E3%83%89%E3%81%AE%E8%A8%AD%E5%AE%9A"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;デフォルトで用意&lt;ul&gt;
&lt;li&gt;&lt;code&gt;Settings -&amp;gt; Text Editor Key Map&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;code&gt;Sublime Text&lt;/code&gt;, &lt;code&gt;vim&lt;/code&gt;, &lt;code&gt;emacs&lt;/code&gt;    &lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="vimキーバインド"&gt;vimキーバインド&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#vim%E3%82%AD%E3%83%BC%E3%83%90%E3%82%A4%E3%83%B3%E3%83%89"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;markdown編集などのみに適用&lt;ul&gt;
&lt;li&gt;cell編集でvimキーバインドが使いたい場合はExtensionが必要&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;chrome/safariで使うのが無難？&lt;ul&gt;
&lt;li&gt;firefoxだとescが効かない&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="ショートカット"&gt;ショートカット&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%B7%E3%83%A7%E3%83%BC%E3%83%88%E3%82%AB%E3%83%83%E3%83%88"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;ipynbではjupyter notebookのショートカットがそのまま使える&lt;ul&gt;
&lt;li&gt;移動 j,k&lt;/li&gt;
&lt;li&gt;選択 J,K&lt;/li&gt;
&lt;li&gt;挿入 a,b&lt;/li&gt;
&lt;li&gt;コピペ c,x,v&lt;/li&gt;
&lt;li&gt;セルタイプ変更 m, y&lt;/li&gt;
&lt;li&gt;ドキュメント表示 &lt;code&gt;shift+tab&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [1]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="c1"&gt;# sumにカーソルをあてて`shift+tab`&lt;/span&gt;
&lt;span class="n"&gt;y&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="nb"&gt;sum&lt;/span&gt;&lt;span class="p"&gt;([&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;2&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;3&lt;/span&gt;&lt;span class="p"&gt;])&lt;/span&gt;
&lt;span class="n"&gt;y&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[1]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;6&lt;/pre&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [2]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;scipy&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;sp&lt;/span&gt;
&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;scipy.signal&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;sg&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="labの機能のショートカット(一部)"&gt;labの機能のショートカット(一部)&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#lab%E3%81%AE%E6%A9%9F%E8%83%BD%E3%81%AE%E3%82%B7%E3%83%A7%E3%83%BC%E3%83%88%E3%82%AB%E3%83%83%E3%83%88(%E4%B8%80%E9%83%A8)"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;コマンドパレット&lt;ul&gt;
&lt;li&gt;&lt;code&gt;shift+command+c&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;タブの移動&lt;ul&gt;
&lt;li&gt;&lt;code&gt;shift+ctrl+]&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;サイドバーの開閉&lt;ul&gt;
&lt;li&gt;&lt;code&gt;command+B&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;slide type変更のショートカットがないのが辛い&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="Drag&amp;amp;Dropによるセル編集"&gt;Drag&amp;amp;Dropによるセル編集&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Drag&amp;amp;Drop%E3%81%AB%E3%82%88%E3%82%8B%E3%82%BB%E3%83%AB%E7%B7%A8%E9%9B%86"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;ipynb間でも可能&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="画像のペーストによる挿入"&gt;画像のペーストによる挿入&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E7%94%BB%E5%83%8F%E3%81%AE%E3%83%9A%E3%83%BC%E3%82%B9%E3%83%88%E3%81%AB%E3%82%88%E3%82%8B%E6%8C%BF%E5%85%A5"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;セルにはクリップボード上の画像を&lt;code&gt;command+v&lt;/code&gt;で挿入可能&lt;/li&gt;
&lt;li&gt;&lt;code&gt;win+shift+s&lt;/code&gt;や&lt;code&gt;shift+ctrl+command+4&lt;/code&gt;で選択してキャプチャした矩形画像を挿入&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="プレビュー関連"&gt;プレビュー関連&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%83%97%E3%83%AC%E3%83%93%E3%83%A5%E3%83%BC%E9%96%A2%E9%80%A3"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;デフォルトで様々なファイルのプレビューが可能&lt;ul&gt;
&lt;li&gt;markdown, 画像, csv, JSON, HTML, LaTeX, PDF, Vega/Vega-lite, Virtual DOM&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;&lt;a href="https://jupyterlab.readthedocs.io/en/stable/user/file_formats.html"&gt;https://jupyterlab.readthedocs.io/en/stable/user/file_formats.html&lt;/a&gt;&lt;ul&gt;
&lt;li&gt;動画で説明有&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="Markdownのプレビュー"&gt;Markdownのプレビュー&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Markdown%E3%81%AE%E3%83%97%E3%83%AC%E3%83%93%E3%83%A5%E3%83%BC"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;ul&gt;
&lt;li&gt;markdownファイルを右クリック&lt;ul&gt;
&lt;li&gt;&lt;code&gt;Show Markdown Preview&lt;/code&gt;を選択&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="リッチな補完"&gt;リッチな補完&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%83%AA%E3%83%83%E3%83%81%E3%81%AA%E8%A3%9C%E5%AE%8C"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;補完が見やすい&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="ipynbのSlideへの変換"&gt;ipynbのSlideへの変換&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#ipynb%E3%81%AESlide%E3%81%B8%E3%81%AE%E5%A4%89%E6%8F%9B"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;各セルに&lt;code&gt;サイドバー -&amp;gt; スパナアイコン -&amp;gt; Slide Type&lt;/code&gt;を設定&lt;/li&gt;
&lt;li&gt;&lt;code&gt;File -&amp;gt; Export Notebook As... -&amp;gt; Reveal.js&lt;/code&gt;でスライド生成&lt;/li&gt;
&lt;li&gt;RISEはまだ使えない模様&lt;ul&gt;
&lt;li&gt;リアルタイム修正ができない&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
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&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="ipynbへのメタデータの付与"&gt;ipynbへのメタデータの付与&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#ipynb%E3%81%B8%E3%81%AE%E3%83%A1%E3%82%BF%E3%83%87%E3%83%BC%E3%82%BF%E3%81%AE%E4%BB%98%E4%B8%8E"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;&lt;code&gt;スパナアイコン -&amp;gt; Advanced Tools -&amp;gt; Notebook Metadata&lt;/code&gt;で付与可能&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="Extensionの紹介"&gt;Extensionの紹介&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Extension%E3%81%AE%E7%B4%B9%E4%BB%8B"&gt;¶&lt;/a&gt;&lt;/h3&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="Extensionの種類"&gt;Extensionの種類&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Extension%E3%81%AE%E7%A8%AE%E9%A1%9E"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;lab extension&lt;ul&gt;
&lt;li&gt;フロントエンド側で動作するExtension&lt;/li&gt;
&lt;li&gt;&lt;code&gt;jupyter labextension install ...&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;server extension&lt;ul&gt;
&lt;li&gt;サーバー側で動作するExtension&lt;/li&gt;
&lt;li&gt;&lt;code&gt;pip install jupyterlab_git&lt;/code&gt;&lt;/li&gt;
&lt;li&gt;&lt;code&gt;jupyter serverextension enable --py jupyterlab_git&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="Extension情報"&gt;Extension情報&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Extension%E6%83%85%E5%A0%B1"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;githubで&lt;code&gt;awesome&lt;/code&gt; &lt;code&gt;jupyter&lt;/code&gt;などを調べる&lt;/li&gt;
&lt;li&gt;おすすめ(スクリーンキャスト付)&lt;ul&gt;
&lt;li&gt;&lt;a href="https://github.com/Yogayu/awesome-jupyterlab-extension"&gt;https://github.com/Yogayu/awesome-jupyterlab-extension&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;その他&lt;ul&gt;
&lt;li&gt;&lt;a href="https://github.com/markusschanta/awesome-jupyter#jupyterlab-extensions"&gt;https://github.com/markusschanta/awesome-jupyter#jupyterlab-extensions&lt;/a&gt;&lt;/li&gt;
&lt;li&gt;&lt;a href="https://github.com/mauhai/awesome-jupyterlab"&gt;https://github.com/mauhai/awesome-jupyterlab&lt;/a&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="Extension-Manger"&gt;Extension Manger&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#Extension-Manger"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;GUIでインストールが可能&lt;/li&gt;
&lt;li&gt;コマンドパレットから&lt;code&gt;Enable Extension Manager&lt;/code&gt;を実行&lt;/li&gt;
&lt;li&gt;サイドバーからExtensionのインストールが可能に&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="@jupyter/toc"&gt;&lt;code&gt;@jupyter/toc&lt;/code&gt;&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#@jupyter/toc"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;目次をサイドバーに表示可能&lt;/li&gt;
&lt;li&gt;アウトラインが分かりやすくなる&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="インストール方法"&gt;インストール方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;a href="https://github.com/jupyterlab/jupyterlab-toc"&gt;https://github.com/jupyterlab/jupyterlab-toc&lt;/a&gt;&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;jupyter labextension install @jupyter/toc
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="@jupyter/git"&gt;&lt;code&gt;@jupyter/git&lt;/code&gt;&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#@jupyter/git"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;サイドバーからgit操作が可能&lt;/li&gt;
&lt;li&gt;&lt;code&gt;nbdime&lt;/code&gt;による差分表示&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="サイドバー"&gt;サイドバー&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%B5%E3%82%A4%E3%83%89%E3%83%90%E3%83%BC"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;ul&gt;
&lt;li&gt;GUI操作でgit関連操作が可能&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="差分表示"&gt;差分表示&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E5%B7%AE%E5%88%86%E8%A1%A8%E7%A4%BA"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;ul&gt;
&lt;li&gt;一番右の2つのアイコン&lt;ul&gt;
&lt;li&gt;チェックポイントからの差分&lt;/li&gt;
&lt;li&gt;HEADからの差分&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="インストール方法"&gt;インストール方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;a href="https://github.com/jupyterlab/jupyterlab-git"&gt;https://github.com/jupyterlab/jupyterlab-git&lt;/a&gt;&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;pip install jupyterlab_git
jupyter serverextension &lt;span class="nb"&gt;enable&lt;/span&gt; --py jupyterlab_git
jupyter labextension install @jupyterlab/git
jupyter lab build
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="jupyterlab-vim"&gt;&lt;code&gt;jupyterlab-vim&lt;/code&gt;&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#jupyterlab-vim"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;cellの中でもvimキーバインドが使える&lt;ul&gt;
&lt;li&gt;割と使い勝手が変わるので好みによる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;セルからの脱出&lt;ul&gt;
&lt;li&gt;&lt;code&gt;shift+ctrl+esc&lt;/code&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;li&gt;セルの確定&lt;ul&gt;
&lt;li&gt;&lt;code&gt;ctrl+enter&lt;/code&gt;(エクステンションに関係なく使用可能)&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="コロンをセルの中で押した場合の様子"&gt;コロンをセルの中で押した場合の様子&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%B3%E3%83%AD%E3%83%B3%E3%82%92%E3%82%BB%E3%83%AB%E3%81%AE%E4%B8%AD%E3%81%A7%E6%8A%BC%E3%81%97%E3%81%9F%E5%A0%B4%E5%90%88%E3%81%AE%E6%A7%98%E5%AD%90"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="インストール方法"&gt;インストール方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;a href="https://github.com/jwkvam/jupyterlab-vim"&gt;https://github.com/jwkvam/jupyterlab-vim&lt;/a&gt;&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;jupyter labextension install jupyterlab_vim
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="@lckr/jupyterlab_variableinspector"&gt;&lt;code&gt;@lckr/jupyterlab_variableinspector&lt;/code&gt;&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#@lckr/jupyterlab_variableinspector"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;変数の一覧表示を実現&lt;ul&gt;
&lt;li&gt;numpyなどにも対応&lt;/li&gt;
&lt;li&gt;matrix表示可能&lt;/li&gt;
&lt;li&gt;&lt;code&gt;_&lt;/code&gt;に辞書を格納してるっぽい&lt;ul&gt;
&lt;li&gt;直前の出力が参照できなくなる&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="インストール方法"&gt;インストール方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;a href="https://github.com/lckr/jupyterlab-variableInspector"&gt;https://github.com/lckr/jupyterlab-variableInspector&lt;/a&gt;&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;jupyter labextension install @lckr/jupyterlab_variableinspector
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [6]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;&lt;span class="o"&gt;+&lt;/span&gt;&lt;span class="mi"&gt;1&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[6]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;2&lt;/pre&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [7]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="n"&gt;_&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;div class="output_wrapper"&gt;
&lt;div class="output"&gt;


&lt;div class="output_area"&gt;

    &lt;div class="prompt output_prompt"&gt;Out[7]:&lt;/div&gt;




&lt;div class="output_text output_subarea output_execute_result"&gt;
&lt;pre&gt;'[{"varName": "a", "varType": "ndarray", "varSize": "1600", "varShape": "10 x 20", "varContent": "array([[-1.86952991e+00, -4.47590288e-01,  1.34226809e+00,\\n         3.89567167e-01,  2.11721934e-01, -1.11331027e-01,\\n        -1.58066888e+00,  4.8026 ...", "isMatrix": true}, {"varName": "x", "varType": "int", "varSize": "28", "varShape": "", "varContent": "1", "isMatrix": false}, {"varName": "y", "varType": "int", "varSize": "28", "varShape": "", "varContent": "6", "isMatrix": false}]'&lt;/pre&gt;
&lt;/div&gt;

&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="使用方法"&gt;使用方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E4%BD%BF%E7%94%A8%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;右クリックメニュー&lt;ul&gt;
&lt;li&gt;&lt;code&gt;Open Variable Inspector&lt;/code&gt;を選択&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing code_cell rendered"&gt;
&lt;div class="input"&gt;
&lt;div class="prompt input_prompt"&gt;In [5]:&lt;/div&gt;
&lt;div class="inner_cell"&gt;
    &lt;div class="input_area"&gt;
&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="kn"&gt;import&lt;/span&gt; &lt;span class="nn"&gt;numpy&lt;/span&gt; &lt;span class="k"&gt;as&lt;/span&gt; &lt;span class="nn"&gt;np&lt;/span&gt;

&lt;span class="n"&gt;x&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="mi"&gt;1&lt;/span&gt;
&lt;span class="n"&gt;a&lt;/span&gt; &lt;span class="o"&gt;=&lt;/span&gt; &lt;span class="n"&gt;np&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;random&lt;/span&gt;&lt;span class="o"&gt;.&lt;/span&gt;&lt;span class="n"&gt;randn&lt;/span&gt;&lt;span class="p"&gt;(&lt;/span&gt;&lt;span class="mi"&gt;10&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt; &lt;span class="mi"&gt;20&lt;/span&gt;&lt;span class="p"&gt;)&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;

    &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;

&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
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&lt;h5 id="変数一覧表示"&gt;変数一覧表示&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E5%A4%89%E6%95%B0%E4%B8%80%E8%A6%A7%E8%A1%A8%E7%A4%BA"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
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&lt;h5 id="ndarrayのmatrix表示"&gt;ndarrayのmatrix表示&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#ndarray%E3%81%AEmatrix%E8%A1%A8%E7%A4%BA"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="@ryantam626/jupyterlab_code_formatter"&gt;&lt;code&gt;@ryantam626/jupyterlab_code_formatter&lt;/code&gt;&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#@ryantam626/jupyterlab_code_formatter"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;ul&gt;
&lt;li&gt;各種コード整形ライブラリをセルに適用&lt;ul&gt;
&lt;li&gt;コマンドパレットやipynb上部アイコンから使用&lt;/li&gt;
&lt;/ul&gt;
&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="コマンドパレットから使用"&gt;コマンドパレットから使用&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%B3%E3%83%9E%E3%83%B3%E3%83%89%E3%83%91%E3%83%AC%E3%83%83%E3%83%88%E3%81%8B%E3%82%89%E4%BD%BF%E7%94%A8"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h5 id="アイコンから使用"&gt;アイコンから使用&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A2%E3%82%A4%E3%82%B3%E3%83%B3%E3%81%8B%E3%82%89%E4%BD%BF%E7%94%A8"&gt;¶&lt;/a&gt;&lt;/h5&gt;&lt;ul&gt;
&lt;li&gt;右から3番目のアイコン&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="インストール方法"&gt;インストール方法&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%82%A4%E3%83%B3%E3%82%B9%E3%83%88%E3%83%BC%E3%83%AB%E6%96%B9%E6%B3%95"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;a href="https://github.com/ryantam626/jupyterlab_code_formatter"&gt;https://github.com/ryantam626/jupyterlab_code_formatter&lt;/a&gt;&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;jupyter labextension install @lckr/jupyterlab_variableinspector
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="環境構築用のDockerfileの例"&gt;環境構築用のDockerfileの例&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E7%92%B0%E5%A2%83%E6%A7%8B%E7%AF%89%E7%94%A8%E3%81%AEDockerfile%E3%81%AE%E4%BE%8B"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="k"&gt;FROM&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s"&gt;jupyter/scipy-notebook&lt;/span&gt;
&lt;span class="k"&gt;MAINTAINER&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s"&gt;Hiromasa OHASHI &amp;lt;stoicheia1986@gmail.com&amp;gt;&lt;/span&gt;

&lt;span class="k"&gt;RUN&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;pip install jupyterlab_git jupyterlab_code_formatter autopep8 black
&lt;span class="k"&gt;RUN&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;jupyter serverextension &lt;span class="nb"&gt;enable&lt;/span&gt; --py jupyterlab_git
&lt;span class="k"&gt;RUN&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;jupyter serverextension &lt;span class="nb"&gt;enable&lt;/span&gt; --py jupyterlab_code_formatter

&lt;span class="k"&gt;RUN&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;jupyter labextension install &lt;span class="se"&gt;\&lt;/span&gt;
  @jupyterlab/toc @jupyterlab/git &lt;span class="se"&gt;\&lt;/span&gt;
  @lckr/jupyterlab_variableinspector &lt;span class="se"&gt;\&lt;/span&gt;
  @ryantam626/jupyterlab_code_formatter

&lt;span class="k"&gt;RUN&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;jupyter lab build
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="まとめ"&gt;まとめ&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/17/#%E3%81%BE%E3%81%A8%E3%82%81"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;ul&gt;
&lt;li&gt;Jupyter Labの基本的な機能とExtensionを紹介&lt;/li&gt;
&lt;li&gt;他にも色々便利な機能などあると思いますのでご意見ください&lt;/li&gt;
&lt;/ul&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;</description><category>docker</category><category>jupyterlab</category><category>python</category><guid>http://www.hiromasa.info/posts/17/</guid><pubDate>Sat, 25 Jan 2020 00:00:00 GMT</pubDate></item><item><title>nikolaの記事をjupyter labで書く</title><link>http://www.hiromasa.info/posts/16/</link><dc:creator>Hiromasa OHASHI</dc:creator><description>&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h3 id="nikolaの記事をjupyter-labで書く"&gt;nikolaの記事をjupyter labで書く&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#nikola%E3%81%AE%E8%A8%98%E4%BA%8B%E3%82%92jupyter-lab%E3%81%A7%E6%9B%B8%E3%81%8F"&gt;¶&lt;/a&gt;&lt;/h3&gt;&lt;p&gt;この記事はPython その2 Advent Calendarの22日目の記事です。
当日休日出勤になってしまっていたので遅刻してしまいました。すいません。&lt;/p&gt;
&lt;p&gt;nikolaはipynbファイルでブログが書けるstatic site generatorの一種です。
nikolaについては過去に記事を書いていますのでご覧ください。
&lt;a href="https://www.hiromasa.info/categories/nikola/"&gt;https://www.hiromasa.info/categories/nikola/&lt;/a&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="jupyter-labの実行環境"&gt;jupyter labの実行環境&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#jupyter-lab%E3%81%AE%E5%AE%9F%E8%A1%8C%E7%92%B0%E5%A2%83"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;ここではjupyter公式の&lt;a href="https://hub.docker.com/r/jupyter/scipy-notebook"&gt;scipy-notebook&lt;/a&gt;のdockerイメージを立ち上げてjupyter labを動かしています。ゆくゆくはこれにnikolaのブログ構築環境を追加したイメージを作成したいと思っています。
実行する場合は下記のような感じでブログ本体のあるディレクトリを&lt;code&gt;/mnt/blog&lt;/code&gt;にマッピングしてローカルホストに対してポート8888でアクセスします。&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;docker run -ti -v /path/to/blog:/mnt/blog -p &lt;span class="m"&gt;8888&lt;/span&gt;:8888 jupyter/scipy-notebook /bin/bash
&lt;/pre&gt;&lt;/div&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="jupyter-labでのMetadataの設定"&gt;jupyter labでのMetadataの設定&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#jupyter-lab%E3%81%A7%E3%81%AEMetadata%E3%81%AE%E8%A8%AD%E5%AE%9A"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;Nikolaでは&lt;a href="https://www.hiromasa.info/posts/3/"&gt;この記事&lt;/a&gt;に書いたように.ipynbファイルを公開する場合はblog用のメタデータを.ipynbファイルに付与する必要があります。
Metadataの設定は&lt;a href="https://github.com/jupyterlab/jupyterlab/issues/1308"&gt;https://github.com/jupyterlab/jupyterlab/issues/1308&lt;/a&gt;
のissueで議論され、&lt;a href="https://github.com/jupyterlab/jupyterlab/pull/5968"&gt;https://github.com/jupyterlab/jupyterlab/pull/5968&lt;/a&gt; のプルリクエストで追加するためのUIが4月ごろに追加されています。&lt;/p&gt;
&lt;p&gt;メタデータを付与するためには、一番左側のアイコンの並んでいるカラムからスパナアイコンを選択肢、Advanced Toolsの中のNotebook Metadataを編集すれば良いです。この記事では下記の様な感じにしています。&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="nt"&gt;"nikola"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="p"&gt;{&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"tags"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"python,docker,nikola,jupyterlab"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"title"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"nikolaの記事をjupyter labで書く"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"date"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"2019-12-22 23:00:00 UTC+09:00"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"type"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"text"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"slug"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;"16"&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"category"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;""&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"link"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;""&lt;/span&gt;&lt;span class="p"&gt;,&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;        &lt;/span&gt;&lt;span class="nt"&gt;"description"&lt;/span&gt;&lt;span class="p"&gt;:&lt;/span&gt;&lt;span class="w"&gt; &lt;/span&gt;&lt;span class="s2"&gt;""&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;span class="w"&gt;    &lt;/span&gt;&lt;span class="p"&gt;}&lt;/span&gt;&lt;span class="w"&gt;&lt;/span&gt;
&lt;/pre&gt;&lt;/div&gt;
&lt;p&gt;&lt;img 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3RpZmY6UmVzb2x1dGlvblVuaXQ+CiAgICAgICAgIDx0aWZmOllSZXNvbHV0aW9uPjE0NDwvdGlmZjpZUmVzb2x1dGlvbj4KICAgICAgICAgPHRpZmY6WFJlc29sdXRpb24+MTQ0PC90aWZmOlhSZXNvbHV0aW9uPgogICAgICAgICA8dGlmZjpPcmllbnRhdGlvbj4xPC90aWZmOk9yaWVudGF0aW9uPgogICAgICAgICA8dGlmZjpDb21wcmVzc2lvbj4xPC90aWZmOkNvbXByZXNzaW9uPgogICAgICAgICA8dGlmZjpQaG90b21ldHJpY0ludGVycHJldGF0aW9uPjI8L3RpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4KICAgICAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjE1ODI8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICAgICA8ZXhpZjpVc2VyQ29tbWVudD5TY3JlZW5zaG90PC9leGlmOlVzZXJDb21tZW50PgogICAgICAgICA8ZXhpZjpQaXhlbFhEaW1lbnNpb24+NjEyPC9leGlmOlBpeGVsWERpbWVuc2lvbj4KICAgICAgPC9yZGY6RGVzY3JpcHRpb24+CiAgIDwvcmRmOlJERj4KPC94OnhtcG1ldGE+CqIqqGAAAEAASURBVHgB7J0HuBRF1oaLHIyYBUUUs2JEVsS0KGbFnEUxrIpxdQ2/2TVnEdaAac054ZozgqJiFhNiBrOooICg/Pft3dPU9O1Jd3ru9Mx853nmdk93dXXVW32nvz51qrrFxx9/PMs12JJLLslCJgIiIAIiIAIiIAIi0MwEWjbz+XQ6ERABERABERABERCBCAEJsggQfRUBERABERABERCB5iYgQdbcxHU+ERABERABERABEYgQkCCLANFXERABERABERABEWhuAhJkzU1c5xMBERABERABERCBCIHWke+p/zpp0iQ3cuTIoJxrrrmm69y5c+rLrAKKgAiIgAiIgAiIQC4CVSXIpk6d6i69dLCbNm1aUKcxY151Rx55hOvUqVOuOmqfCIiACIiACIiACKSaQFV1WU6c+FUoxqCKMBszZkyqAatwIiACIiACIiACIpCPQOU9ZFN/cX989X5YzlZL9QrXoysdOrSPbmrwjs3XaJs2iIAIiIAIiIAIiEA1EUhMkNGdeN/99zuWm226qevSpUs8hwYBNuO1+9wf4192Mz9+qcHNNblxuvZzudZL/cW1Xmlj13rFjZzrMHeQhnixPn36uFGjRgXfebtAz55rNj5eW0RABERABERABESgigi0SOrVSbfceqt75ZVXgqqvvPLKbv/99svAMGvSl276k0PdzFfvy9ie90uDOGu77j6ubZ8BoTAjsB/hp4D+vPSUQAREQAREQAREoAoIJOYh8+uKWPLt9yeGuN9H3RDvDfMTxq03eNB+f7Lh+JH/du13OjfwmhHEr0D+OFjaJgIiIAIiIAIiUI0EEhNk22+3XeC1QoyxHlhD9+S0u/7PzXz3ydLZNAizaTcd4tr02du12/qE0vNTDiIgAiIgAiIgAiKQEgKJdVk2qk+DGPtt2F7uTy9gP5qm1ZJrRTcF32c1iK9cx7Vec7vAWxZ7sDaKgAiIgAiIgAiIQJURSMxDFq33tLuOzxRV7edsCNBvCNJfqZ9r1Xl516LTYtFDGn0n7uyPjxuC/8e/9F8v27QpQRri0KY3xJa12/rERsdogwiIgAiIgAiIgAhUG4GyeMiCmLGnhgYs8IK1aQjKZ8RkqTbz1Xvd9IZ4tFk/TQyyar/XvxLJt9RyNcfxP/74o7vppptc27Zt3V577eXmnHPO8LT3N4xunTFjhuvRo4dbfvnlw+1aKZzAH3/84e677z43a9YsxxsgllpqqfDgZ5991j399NNum222aRjV2zPcXs8rYlLPra+6p5XAzz//7B5//PGgeH/961/dAgsskNaiNnu5quE+mbgg+3Pie+63y7Z1LRddPoj1atUwfUXSNnPskw2xacc1ZNvCzXnc0+Hoy6TPU478hg0b5r788suCsl577bXdFltsEaQ999xzHcdiJ598shs4cGCwzh8TD0cffbQ75JBDwu21tPLEE0+4559/vuAq/d///Z/r0KFDwemJfVxppZWC9Geeeabbfffdg/UffvjBrbXWf7vWEcGMJG7Xrl3B+aYp4cSJE92VV14ZFGmDDTZwG23UMKVMHps5c6Y766yzHIJ12WWXdXvuuaerJSZ5qp/o7lzXcMuWLd3SSy/tVlllleChigcvWXYCxhJup5xyimMZZ++995677bbbgl2tW7d2J5xwgmNZqzZ27Fi39dZbB9W74447wt+utNWXslHWYo3/jx133LHYw4L01XCfTPzKnP7gWQ2B9wPK2p2It23OpZ5pEGXHN4y+vMG17XdYkxqoEgc9/PDD7q233iro1K1atQoFWbYfnIIyqoFEb7zxhrv55psLrsnf//73ogRZwRlHEvKj8tRTT7kWLVq4gw8+ONU/9jwt85Q4ZcoUB89CBNlLL73kbrihYYR0gx1//PGR2utrMQSKuYavu+46t+GGGxaTfV2l9VmedNJJsYLsiy++cHvvvbf7/vvvAzZDhw5N9f9nPTUgHvbHHnus6CojNpsqyIo+WQUOSFSQEfPVpuf2rvWa25e/Kg2TxbYfcLlDALqGAQQ2eWz5T5zMGfC29OqV/a0EnAWPhNkBBxzg2rdvH3hndt55Z9tcl8v1118/7w9rUl6s+eef311//fXumWeecVtttVUj79jbb7/d8H7VS4N22HffffOWq5INhteFH7N///vf7p133nENcxCG3tVs5Ro+fHi4y5688zEJD9BKVgL9+vXLEBGTJ092H374YSgeuJYQEOYhz5qRdsQSwItLaIeJsbPPPlssY0lVZiOeLsJsokZoiFnfvn1tNVxaL0a4ocZWEhVkLdrP3TxizGuEILAfQVZlxuS511xzTcGlZt61ww8/vOD0tZwQbs3Z7UD3Hp9asP79+weCjLrgrT300EOzVotu3LvuuivYv+6667pFF100TFtLTMJKNePKv/7VEP8a6Tr7888/3b333uuOPfbYoCS0zQcffODatGnTjCWr/lP9+uuvbr+Gick///zzoDLw3HXXXau/YjVUA3oT4myHHXZwr7/+etDVWsz9MS6vatwW3/He1Jr87xVHTT28ycdV6rxNLnBlDuSHavz48cGTOE/k9Wo8PRNb8u2339YdglVXXdXxyjGMQQy5bMSIEeHupnYT6JoLEeZdISwBznS3m7377ru2WpYlMYJ45r766qtgQEtZTtKMmeJ1Oeyww8KwkL/97W/uoIMOylsC3v7y/vvvu08//dRNmzYtb/poAjxxeJ3z/a7ykMN5fvrpp2gWWb8Tv/nNN98EMVfEgdJmsv8SgCdt9tFHH8V63PJxYhAXx/P5/fff8yUP99MGnJPjmnK9hBlFVpIVZJHM9TU5AqNHjw66lwhMRFQVY8Q57b///sEoTLpKNttsM8eNmcB1nkbqxeh23LThPasE6W+55ZaOQRN0G999990O70Q2gxPcjzrqqDAJgcRsI0jYjFGubOPDqNi0mnV5f/LJJ8FNJFs5H3zwwXBXNN4sjkmYuGGlmGuOH0W6MODGAIKo8YNnXI87jsE8mUbb2fHnnXde5s4q/OZ31YwZMyajBlbPq666KmO7/8XSXHHFFf7mYJQwHOkKpbuaMIg11lgj+D3gHcHdu3cPBn3EdSVlZJTSL1wH/D8Sn4RxncddL8HO//159NFHg65MRlbTPQz7FVdc0R1zzDGBCPLTso6QsmuR+Mrbb789OI7fEUZh27mj6eiK22WXXYKBQ5wH7jBncEI246ZPG/bu3Tv4EDKAp5pjL7nkkiYJkGznqrbtL7/8shswYEDAkzbbZJNN3HLLLee23XbbwPOfrz48lDMI7i9/+UvQ5uTBDAWnn356TlHN/yPXFeFEnNOuF/6XCF8p1STISiXYTMfzlGRWzBMSP7y77bZbMG2DHW9LRB5Br3SL1LrxD0w3xrhx4zKqypMtXRrcpLKZ8fZvVLYt2zG5BF62Y5pru8WCcT66LePsl19+CffttNNObo455shIZvX3mViCYq85BkRwo8FGjRpl2YTL1157LVx/5JFHGoln2pSBChg31mo3v4sSD4BvVk//98Dfz7qlibbN9OnTg6R4WYhRYzCKpbU8zj///GAUt32vpuWFF17o7rnnnqDIPHgxWpprK5tx7Q8aNCjwWEXTkA8j2aN8fO54mBGAeLyi5qfjd5YHYnvXs6XFK3nggQcGA21sm7+k/BdccEEYB2f7KNOQIUOqtp2sHk1dvvrqq0EX9MiRIxtlwYA5uvoZFJPNLL6Q9rMYQ0vLAKZ//OMfwahy22ZLRusixqIPSeznf4lwkLh9dnwhSwmyQihVaRouPH547UcF9c8T2ZNPPhk8CVAt9pGmlrvvJkyYEPwgWjMSv8CwazxA/KAy+jCXx8GO85c8edOl53vNEAts40Pge1qtc+fOoQDCO+jfPKzM/MCYbWevQrMNOZZNveZsRCE3N7qPfPN/eLle6W72jR9os3wDZSxdmpe+AO3atWviRcWrQ3wVXiAGbcAXj4vNbXjnnXc2Ypx4IRLOkIE3NqXLOuusEwy0icbo+afkmrH4SRjzQAYHbtL8HmJci0ceeWTWLkI4YcT2cn7iLTl31AYPHhywReziKeP31++WZsBBtNvr2muvdTfeeGOQFf8bCIUXX3wxWNr/Cue3OkfPWavf6Xnw489gyj2NEZtMB2VxrohZHirjjEFNtC0Cijg1jicfPMsY3xG8vtE+J57434nol1lmmaCtcWTwAMmUVGb0nJRiiQb1l1KQejuWG1f0iclnwIhKusBKMdzdFtjKpLK4yM1wu3NjxtXKkxo/JtUyhxk/kkwJks3WW2+9jKHRBFCbKOWfCk+ZGaN2mOx1++23t00FLeeZZx7Hx594cbHFFmvkSSooswokor7cgHhC5OYUFTIPPPBAUCrqZ/OwFVLMpl5zdMuY0Y1OV4CZLw7ZRrn90VZ0HWGUc+655w7Wq/UPT/jcoM24lsth3ID8uEBuTnhBibnCuCZWWGGFcpw68Tx5sDrjjDPCfOm2zjfK2kINuIHfeuutwW8hGfCbSDgHXkoe0hBQFmQensBbwZO2+uqre1viVxFP/qTdxLkhGBBe/A8Si2T7uTdY1z3iC9Fl89ItvPDCwe8VPRt4Y2hHBKTtjz977WzlXmW8GajB5LdmCCWuYZueh3bLNhiLXoKLL7449KDSXc9vDuE8tMdll10WhPQstNBCQfb+Q99pp50WeuK5fvCa0WOA0MZ+++0317Fjx2C92D8SZMUSSyg93SzEFGQzGjqu+yZb+rjtFh9G3JgvxiwtcUGM9iQYlU+1WLZuNis/I1L9mw1zFmEIL3v6tbQsV1ttteBJ2Kav8PfV6vrGG28cVu0///lPhiDDW2oB/cSK5RK/YSb/W2nqNbf44osHgw2Ia+NBxQQZ3WvWzcxkv+ecc4577rnngq4eTkn8GbGBmB0TfEn5H56qfQ+ODX6ge8sMLyzXctKGJ4zRbFHz+SEQqsWIBfLtn//8ZyBisnVXwtquKboSEWFRwwtjXnM8snEPJXiOTRxEj/e/E69qYsvfzjQ6CDKMOdMsjd8Figc+KraY8JquVvstoy7+A4p/jlpbp57WLnF1Iz7PBBntFifIuP75HYleH/PNN59DzNsDOx4wE2S+B5PfJ/8BknLwO8mnVJMgK5VgmY7340iacgriR+zmiCfHvAjRvOadd95gk/8EEE2Ttu+IrVwT5fo/ksTN2A8cgiz6T2h1q4XYI6tLIUt+lOBIlyWTxTK5pv3w+xM2EqhcqJV6zfGAQBeC/yDywgsvBKdn7rnNN988+CFFtDCaba655nIIOPN+xj10FFr25k6XK8aFsiAyiC8qhxHIHPd/wP8U3Xd41Y1pOc5fjjzxjvDgwP86XU5cR3j/48x+D9jHMdl+G/kfgUO2h9WoVznuXGzzf4/8NHi7zBCJZn5wOF60uPLhhTFDeNSLILM625LRp3Rj8ntgH9sXF4rBProms3mwrNuSdHA1D7XfW8WDO94w3lrCNbDEEkvE/j+RR7EmQVYssYTSIw7s6SguS//pOW5/vm3+SExuunxyGW5aLmyeEtJudOkUyocAczN+tLMZr62pN2NEEtcFNx1EkLn/EWiYjdYrlEup1xw/ftxIuQHyTj4eJPCGYZSNLmGm7ECEMUgDAWcPEtw8GR1XLcYgBv+hgrgxE0F0b/H7UC7LFd+Yr6uvXGUqJV96E4ix4oEAbxQc8YDQ9RgnmvypROh+ymdvvvlmbJJCWWX7TbUHoGjm/ptcuOnnM19g5ktbC/u/++67YPQpnn3uW8Varq54/jdMiCPIzPCU8epCuro5J79R5okjrIN2ohuZ36xSTIKsFHolHIug4Am/XOY/HfCD1aVLl7ynovun1swf7RjnFai1+hZTHzwl/JjwA0McDqLns88+Cz2rubrU485T6jXnixC8u4gWE2Q2CpMYD+LUeK8pgsy6+NjuC5y48qVpGx4y/6HCn6SXmCafRZrKncayEKS9yCKLBEW76KKLQs8iQfvctK3bycru/84RskG8bi7zPVm50iW1zy9fIddBc5cvqXo2JR9CGHiQ9IUYv2G0P709CKKHHnooZ9ZNvQ8Q5sHvEPHWxA6acKYseM14mGTgXDGDoKIFlSCLEqmR7743CPXuj0ypkSoWVA2CNc2YADOb+d6dbGlqbTvdNUyJwogivGIERjNS1AyRU4yVes0RG0MQM3M5EafBjyveDh4orB3pukSQ0S116qmnhi+ct66FYsqbprSwtnhO2mKfffYJR33FlTM6pYWliU6TYdtreWkTHVNH4mWJrULwcqNkABCjFX3x63tSGRVXiOhpTn50j1nYAIOxCvXENWcZK3Uu/vdNjHFPYxCK75XioTCfIPM9pNF6MKDCPNVxnjTEO6/k4kMXqb1Tld8jjiPUgPgye0CI5p/ve8t8CYraX6lXGFXqvEXBad7EuMOtPzwuBqF5S1O5s/EPZMGy1r0VV5pc++LSx22zubni9qV1mz8nGSPK7FVJBMcWG1CexDWHIMPoQmU0JcacUmYWj8NoK8prP87RIFtLXy1LvHvWBUKZGWXne0qsHngDMOofZ/XWfRXHgHkF7bcPDypTevjGBKJmpc4bZfkkufQFY7b4tSTPV0154RnH+D844ogjMsQY25mQOp/h2fJj8Pz0fvxenCDz09LDxYMggwyYu8yskDJY2ugyUUE2a9ovbuar90bPUdbvwcvFy3qG6s2c0YMYI+Z8z4fVCEVP4Cs3PJuTx/bV0tJ+nPG68MQZNf4Joz/a0TTZvvtP3ubCzpY2jduJnTM+dPcQn4UVOw2I1a3Ua86EFSwtlg2vmBmiD7GI2fQQeJZMqFi6alwyh5UJUq5VnrqjZoKULs6oN4wHglxxqdG8avU71wheX2KBMLwq/tQp3EjNq3b55ZcHby2IsuC1OAxo4bfx6quvju4u63dfCOC1jrYzJ6f9KRsf67Yva6FSkrkNQmPUY/QBmO/MB5fPuO/ZnGJ+WuY/9Lf7wp0uSaa3wHMdJ+b8+QKtjH7eha4nKshadFrMzRz7pJv+4Ox5dAotSNHpGrxi0248xPFCc9ehuuceKrruBR7AO9zsRsUcY1ysdNsxMoWpAhjeyw8Vw6b5x64WQ1zyypNcH/+flSHi9uNMNxf/XHjEGNYMExvm3JT6+0PmuQnAlYlo47wbTcm/OY5hJn7M5qyDlcVsFXv+Uq85BKJdsyYOiXXzzUSL7SeWrFaMyVrNEJzR9+shPjFuKnTZ0GVCXA3XHd1z+aaEsbxrfck0Kszcb8ZErMRHmtm8ZXCk+4l59+DIdB9MlssUBninKvHbSEyYTRzLgwmjbWlfutPwviC6eYCmbPzOpa3L1RiXY2kDj2g3fsuJNUVIMRqb3x6bPzHfuUlH9+KzDeERtDkPf7yZwTzPeN/82ENelYQ3FecG7BksRnwyYpm2YaoVjN8ue2jKV4a4/YnHkLXb+gT363kbuZnvPuna73SOa7VU5o9pXCGK3YYXblqD6GvRfq7gHMUeXy/p6ccmfsI8CvYjFK0/I5P4VIvxz5LPEFzW5cbTC5Mr2oglJv3j4xs/erfccksYP+Dvy7WOd4l/QrrO+Ic1cccoQBMWuY5Pwz6mk2CWazOeBPEyNMVKveYIuCWe6uabbw5Oj/gitsy3qFispuku/HrEreMdYY4wgoYRyMyqzzv7zFgnUJ2bMTcHmy/O9sOG40xc2/Z6XPKuQYsn4wbOZKyMYCWMAW8kk6rSvclN2ARQlBOjMH3vR3R/ub5z0//yyy+DEAK67q373j8fD07R+ez8/bW4TkA/v9P83vI/wsc3vOn8b5iw8vfZOvcP3shgH9tuS+IQuVZ8I6CfuejwXCPi+MQZbwgoZXBRoh4yCoiXrO1Gh7pZkya4qcMGNHz2CsRZXOGL2tbgEZv56n0NYq+vm3bX/zk3bbJrt/WJVecds0k2/a6uQjj4jWx5RI+L2078FBdt9CbGsQRh88oQPDt+/tF80/A9rm65yhWtDz/A9PVbV4Udi2hiiLwfAxA9l43KiWszfhQRvdGJNu0YO0+alwzL9wP4mbU9n1n94piUes3516o/WamVCdFncYFsY3qDarDodZWtzP4DB14e30tGADPXG1zM62v5MOye/2ULAo+ez77nmuOwkDR2vkourZz5yuDHk+Hxwjtuxjx8zNYe/U1gP78XjDz2xTDb/fP66+zzzd/nr/tp/N+oaBr+v3iA5lqItjPfGclHDGV0wlo/Hz9//7xpXrfy2zJaVub8ol3MS+7vx2PM/cxGzWbLA+8pr84jfjbKlvbmfy7KjgdUhCBxngwy8o088NLTHjwElGItGlxvwVwHcRdlKRlPu/M4N/O1/85nFOTTfi7XeqWNXesGj1mrpdYKhFu+/P+c+J7745OX3R/jX24k6tr0GfBfQZYvE+0PCTAq5Ouvvw5+VJjTqalekDDDKlyhK5F5bJhzjb5+ugdMXJRaHW6cxDYgUrJNPFjqOarteF1z5WsxRpQxwztG13k9/j8nQZffBLoD+fB/yxRB0RtyEudpah50S/L2DCaJ5QGyWjzvTa1vocfBBS8i1tTrn25H/of4XyIPE3P5ysBEvnRx86omP2wl33H59pdNkLkGj9ZvDd6xP796P2sZWi66vGsRE/81q+HYXMe1XmNb137n87Lmqx0iIAIiIAIiIAIiUE0EyifIoEDg/YNnZXrKSqRDd2jbfpn9uyVmqcNFQAREQAREQAREoKIEEg/qz6hNg/cLT9aMziu46U8OaYj7mpKxu5gvLebtHHRR0u0pEwEREAEREAEREIFaIlBeD5lPyrxlDaMvixJm7ed0bfvs49quu3fVBfD71de6CIiACIiACIiACGQjkLggI7D5hVEvBK8VYAK+dfqskxls2iDMZjRMW/HHxw2B+h+/FCvO8Ia1WqqXa939L671mttnK7u2i4AIiIAIiIAIiEBNEEhUkCHGhj8wPBitYnQQZTvutGOmKLOd/1sympJZ/pnktWVD96ZMBERABERABERABOqJQKIxZMyczdBh3xj2/sH7H7geq/TwN2esS4Rl4NAXERABERABERCBOiOQ6MSwiK84m/779LjN2iYCIiACIiACIiACItBAIFFBlm2CtAXmX0CwRUAEREAEREAEREAEshBIXJCt2XPNjFP16NHDdVuyW8Y2fREBERABERABERABEZhNINGgfsuWrks+7dq2c/MvML9t1lIEREAEREAEREAERCCGQKJB/ZY/Iyv5yERABERABERABERABPITSLTLMv/plEIEREAEREAEREAERCBKQIIsSkTfRUAEREAEREAERKCZCUiQNTNwnU4EREAEREAEREAEogTCGLKnn346uk/fRUAEREAEREAEREAEmoGAPGTNAFmnEAEREAEREAEREIFcBEIP2eqrr54rXc3ve/3114M69u3bt+brqgqKgAiIgAiIgAikg4D1UMpDlo72UClEQAREQAREQATqmIAEWR03vqouAiIgAiIgAiKQDgISZOloB5VCBERABERABESgjglIkNVx46vqIiACIiACIiAC6SAgQZaOdlApREAEREAEREAE6piABFkdN76qLgIiIAIiIAIikA4CEmTpaAeVQgREQAREQAREoI4JSJDVceOr6iIgAiIgAiIgAukgIEGWjnZQKURABERABERABOqYgARZHTe+qi4CIiACIiACIpAOAhJk6WgHlUIEREAEREAERKCOCUiQ1XHjq+oiIAIiIAIiIALpICBBlo52UClEQAREQAREQATqmIAEWR03vqouAiIgAiIgAiKQDgISZOloB5VCBERABERABESgjglIkNVx46vqIiACIiACIiAC6SAgQZaOdlApREAEREAEREAE6piABFkdN76qLgIiIAIiIAIikA4CEmTpaAeVQgREQAREQAREoI4JSJDVceOr6iIgAiIgAiIgAukgIEGWjnZQKURABERABERABOqYgARZHTe+qi4CIiACIiACIpAOAhJk6WgHlUIEREAEREAERKCOCUiQ1XHjq+oiIAIiIAIiIALpICBBlo52UClEQAREQAREQATqmIAEWR03vqouAiIgAiIgAiKQDgISZOloB5VCBERABERABESgjgm0/vbbb4PqzzvvvHWMQVUXAREQAREQAREQgcoRkIescux1ZhEQAREQAREQAREICLTee+99g5UXXxwpJCkg8Pvvv7u2bdvmLcm4cePcG2+84Vq0aOF22GGHYMlBP/74o7vpppuCPPbaay8355xz5s3LT/DNN9+4ESNGBJs222wzN9dcc/m7tS4CIiACIiACIlAGAq3LkKeyLILAV1995e6//343duxY9/rrrzu+d+3a1a255pputdVWczvvvLNr165doxxfeOEFd/rppwfbt912W9e69X+bctiwYY4P1r59ezdw4MBgvdA/H330kTvuuOOC5KuuumrZBdnZZ5/tpk2bVmjxwnTbbLON69mzZ/hdKyIgAiIgAiJQzQQkyCrYemPGjHH77ruvmzJlSkYpPv/8c8fnvvvuc/fcc4+74oor3KKLLpqRJtuXli2rqxf6mmuuyVaVnNtXWGEFCbKchLRTBERABESgmghIkFWotZ555hm33377hWfv27dvIDAWWWQR99lnn7nHHnvMvf/+++6tt95ym266qSP9/PPPH6bPtnLAAQcEnjG8anjX0m5bbrmlmzp1akYx6bYdOXJksA0hiviKWufOnaOb9F0EREAEREAEqpaABFmFmu7cc88Nz3zxxRc7uh19O/jgg90555zjbrjhhsCD9sgjj7g999zTTxK73qlTJ3f44YfH7kvjxiFDhjQq1m+//eZWXnnlYPsuu+xSVfVpVBltEAEREAEREIECCFRX/1YBFaqGJJMnT3YE5WNrr712IzHGdgL7jz/++DAo/+6772ZzYvbHH3+4iRMnBl64X375peh8OZ4BAMS+kc/MmTOLziNtB0yaNMl9+OGHjqlgZs2aVXDxfv31Vzd+/PjgWNpWJgIiIAIiIALFEpCHrFhiCaT3b9rLL7981hzpdrztttvcd999V9DISzIaPXq023333YM8n3jiCde9e/eM/BEa1157rbvssssyYtdWWWUVd8IJJ2SkjfuC8Lr66qvd9ddf777//vswCaM5GUBw6KGHujZt2oTby7Vy1113hYMPbr75ZrfOOuvEnurkk092t9xyS7Dv7bffdnPMMYd7+umn3f777x9so1uYARJ4I00ks4OBFX//+99d//79g3RxfxCjl1xySZCfvx+Rfcwxx7jVV1/d36x1ERABERABEchKQB6yrGjKt2OhhRYKM8fzhYcpm6200kpuww03zCo4osfhuTKL81pdddVVjpGN0YEExKrtuuuu7rnnnrPDY5dnnnmmu+CCCzLEGAnJj+5HBFBz2AYbbBCe5tFHHw3X/ZUZM2a4Bx54INjUr1+/QIzxxeeCsGNghS/GSMOgCgRZtrw//vhjt9tuuzUSYxyLKN57773dBx98wFeZCIiACIiACOQlkKgg4wbIjYzum3yfCRMm5C1crSZgigqC2TGEDPN9DR061HGTL6cxMOD8888PTrHAAgu4E0880T344IPujjvucAcddFCwPdeoRzxrN954Y5AOkUh824svvhgs+Y7deeed7sorrwzWy/kHUbvRRhsFp2DaEF9k2XlffvnlUHhuv/32tjljiYDEu4dHC/HGyNajjz46TDNo0KCgWzfc0LDyww8/ZIyOZfoRvJFPPvlkOBUJ7YrQszdh+MdrXQREQAREQASiBBLrsnz11Vcd3h5GyBVq2223nVt33XULTV5T6egefO2114J5x7h5E9jPh64yxM36668fxJd17NgxsXqfdNJJYV54yvwutbXWWsstuOCC7owzzgjT+CuIkLPOOivYRPkQXTaB7cILLxyMEMUrxFQeiD7EiO3380lynQlxn3rqqUB0Ib6i3Zbm3UJwUeZsRvetv5/515ZYYolwMMGFF17ofKHKNCQ8eGBMwtunT58w66WWWsoxApTRrswphwfukEMOCfdrRQREQAREQATiCLSM21jsNqZpuPXWW4sSY5wDb8Szzz5b7OlqIj3TOcSNnORGjxeKGCdikRA3TQm6j0L66aefAoHAduK8fDFmaffZZx+HMIszYq3MjjrqqEZiq0OHDg5vklm0C9C2J7lERNmbCEx8Wf5+dyXesbjJdUnLyFVfjNnxW221ldtiiy2Cr4g935jAF6Mb1BdjlgbPnY0Sfeedd2yzliIgAiIgAiKQlUAigoxX+DTV6DKrV1E299xzu3/+85+OmzZdlswbRleiGZ4zPFGbb755KKZsX7FLRg+axYkx9vEapt69e1uyjCUB8WYIxJdeeqnRh+kqzN577z1bLduSNxHYdCHRbku/uzJXYH42AUqheVsCRjswohRD6Jkgm2eeeRoxMC7zzjtvkB7PsUwEREAEREAE8hFIpMvSHzWY74Rx+xFlfIo1YrGWXHLJ4F2OdLdVq9EtiTfGPDJ4o+BB1xhG1xexTn63WbF19QPMoyMv/byWXXZZ/2u4TtC/WSHzofkeNTuuHEvEFqMsEU1+t6V5zOgC5hVU2SxbfUm/9NJLh4chaOmaJTbSjC76fNORMBKV94vON998dpiWIiACIiACItCIQCKCrFGuzbSBQG66xgYPHpwxZ1cznb5sp2EqDD50tRFnh9hgqgaEb1Nf9u3Pq4UnrFjzjy/kHZKIl+awNdZYI4i7o6sXEUYcmd9dycSyTalvtrL7o1jpdu7SpUu2pOF2n124USsiIAIiIAIi4BFIRJBV+obDq3cY7UdMTzUY5eWF2ggF69qKKzeeLILjCTrHPv30U9ejR4+4pHm3LbfccmEavDyLL754+N1fyRb7xXl5nRNGIHu2mCw/r+ZYhyGii6k46LY85ZRTAk8ZIhYjFiyX4fny2fhpedG6mXnSlllmGdsUxJ/xRgWZCIiACIiACJRKIJEYsiQ9EE2t0Ndff93UQ5v9OObrIj4J747flRhXED+gn8D5ppoJCo5/8803s2ZDDFScrbjiiuHmtAWqm+iybkvrrmRQRDbhaZV55ZVXbLXRklGwGAMHzOPHyFEm0cWysQp26o8IiIAIiIAIFEEgEUFWaQ8Z9U1DGQrlbrFipL/00kvd9OnTYw9lwlg/RmmxxRaLTVfIRt5xSRcbRhevHxNmx+P5YlLTOPNf8M3UGNEXgnPMww8/HLwInZehZ8snLu9StyG6EF/Y8OHDw8lgs8095p+P+LO4yXCpy0MPPRQk7dWrl39IGJM2YsSIYKRsxs6GLwhDpr2AAyNaZSIgAiIgAiKQj0AigizfSbQ/kwBTIjAYAaMbcJtttgnm0/ryyy+D+CcmiEWIMWGsdb0xcSujCksxJjA1Y1oNptfAQ8dIQF4BdOqpp9ruRks8RMxcjyHmDjzwQMdEs8xPxiuEmDQW8UGXJ7F9hcSZNTpJCRt22mmn4GgmpjVmCKJC7LDDDgtGs1IPRpMymMIXUkwa6xttYaNhmWOM10jR9clITJjst99+QXvCotAy+PlrXQREQAREoP4IJBJDVn/YSq8xAsZmgefGjUclmxFHZmIoW5pCtm+88cZBPogvRv+ddtppjQ7jPOyPM0QKopHJTkeOHBl8ouno3jv33HMdI2Cb06ibbwyGKGQABFONIOKY783eYuDngziLxpgtssgigZg1T2e2yXR5G4O9kcHPU+siIAIiIAIiECUgD1mUSDN979atm7vnnnvcgAEDwslNo6fGi8bs/cywH31hd8uWs5vOj+Hzt7dq1SqaZTBr/LHHHtvonHjtmNwXr5xZ9HjOg/g44ogjGh2PEEMEMRo019xelneuZbb65DoG8eXPN2bzk+U6hn14uBCQ5vGy9HTvIkyzebgYBUv7xb1pgsB/5pUjVtBvD8tbSxEQAREQARGIEmix3HIrzmLjiy+OjO4r+DtdX7kCxQvOqISEvO4GcdNUs8k++/bt29QsSjqOucboPmRGfUZXMgdWKUH8+QpDtyLnZDJXPD5MclqMcTzvaWTQAWImKmiKySuptLxpgLguyvLCCy9k9dI9/vjj4bs7SU9sHjGI1GfSpEnByFfelVmomGI6EgaVIGDJq9yvjEqKl/IRAREQARGoPAEcGVjz9itVvt6pLQEeGQu6b45C0qWYbwRirnJwPO9s5JMGQ4AhrjC6f4vtMsUrR5ycjaYspk545wrpHi0mT6UVAREQARGoLwKJCLJqGuFYX81b27XlRfYMMOBDTB5G1+muu+5a2xVX7URABERABGqOQCKCrOaoqEJVQYAuV4LyfTvzzDPlrfKBaF0EREAERKAqCEiQVUUzqZBxBBjoQLwY7wJl4to99tjD9enTJy5pxjYGSzB1BVZs7FxGRvoiAiIgAiIgAgkRSESQ+aPiEiqXshGBvASIX+OF4sUaoyAZaSoTAREQAREQgbQQmD13QlpKpHKIgAiIgAiIgAiIQJ0RSESQKai/zq4aVVcEREAEREAERCBRAokIskRLpMxEQAREQAREQAREoM4ISJDVWYOruiIgAiIgAiIgAukjkEhQv7osi29Ym5m3+CN1hAiIgAiIgAiIQLkJNPebe+QhK3eLKn8REAEREAEREAERyEMgEQ/ZvPPOm+c05d9drfNJrb322uWHozOIgAiIgAiIgAgURGD06NEFpUs6USIestVWWy3pchWd3+qrr170MTpABERABERABERABNJAIBFB1q1bN7fbbrtVpD7M1r7nnnu6rl27VuT8OqkIiIAIiIAIiIAIlEogkS5LCtGzZ0+36qqrOt4vOGPGjFLLVdDxiDFma2/dOrFqFHReJRIBERABERABERCBJAkkqmQQSPJUJdk8yksEREAEREAERKAeCCTSZVkPoFRHERABERABERABESgXAQmycpFVviIgAiIgAiIgAiJQIAEJsgJBKZkIiIAIiIAIiIAIlIuABFm5yCpfERABERABERABESiQgARZgaCUTAREQAREQAREQATKRUCCrFxkla8IiIAIiIAIiIAIFEhAgqxAUEomAiIgAiIgAiIgAuUiIEFWLrLKVwREQAREQAREQAQKJCBBViAoJRMBERABERABERCBchGQICsXWeUrAiIgAiIgAiIgAgUSkCArEJSSiYAIiIAIiIAIiEC5CEiQlYus8hUBERABERABERCBAgm0XmaZZQpMqmQiIAIiIAIiIAIi0DwEpk6d6jp06NCkk5VybJNOmMBB8pAlAFFZiIAIiIAIiIAIJEfgk08+caeffrqbMGFC0Zl+8cUX7rTTTnNvvvlm0cdW8oCW48aNc3xkIiACIiACIiACIlBpAr/88osbNmyYmzJlirvsssuKEmUIOI759ddf3bXXXuvGjh1b6eoUfH55yApGpYQiIAIiIAIiIALlJvDZZ5+5yZMnB6dBWCGwJk6cmPe0JsborsT+/PNPN2rUqLzHpSWBBFlaWkLlEAEREAEREAERcD169HADBgwISSDKhgwZ4r7++utwW3SFfUOHDg08Y7ave/fubuDAgfY19UsJstQ3kQooAiIgAiIgAvVFoFevXm6PPfYIK43HbPDgwe67774Lt9kK29hnXjW2I8YOOeQQ16ZNG0uW+qUEWeqbSAUUAREQAREQgfoj0Lt3b7fLLruEFUdwXXzxxe6HH34ItyHG2OaLsW7dugVirG3btmG6aliRIKuGVlIZRUAEREAERKAOCay33nqNRNkll1wSiDKEWZwYO/TQQ121iTGatnUdtq+qLAIiIAIiIAIiUCUEEGUzZsxw9957b1Din376KQj0J2jf94x17do18Iy1b9++SmqWWUwJskwe+iYCIiACIiACIpAyAn379nUzZ850w4cPD0rmd1uyoXPnzu6www5r8kSyaaiuuizT0AoqgwiIgAiIgAiIQE4Cm2yyidtiiy0apUGMHXHEEVUtxqiUBFmjptUGERABERABERCBNBJAkPXr1y8s2sILLxyIsTnmmCPcVq0r6rKs1pZTuUVABERABESgDgn0798/6L5899133ZFHHulqQYzRjBJkdXgxq8oiIAIiIAIiUM0EdthhB7f55pu7jh07VnM1MsquLssMHPoiAiIgAiIgAiJQDQRqSYzBW4KsGq46lVEEREAEREAERKCmCUiQ1XTzqnIiIAIiIAIiIALVQECCrBpaSWUUAREQAREQARGoaQISZDXdvKqcCIiACIiACIhANRCQIKuGVlIZRUAEREAEREAEapqABFlNN68qJwIiIAIiIAIiUA0EJMiqoZVURhEQAREQAREQgZomIEFW082ryomACIiACIiACFQDAQmyamgllVEEREAEREAERKCmCUiQ1XTzqnIiIAIiIAIiIALVQECCrBpaSWUUAREQAREQARGoaQISZDXdvKqcCIiACIiACIhANRCQIKuGVlIZRUAEREAEREAEapqABFlNN68qJwIiIAIiIAIiUA0EJMiqoZVURhEQAREQAREQgZomIEFW082ryomACIiACIiACFQDgdbVUMhaLuPo0aNruXqqmwiIgAiIgAiIQAEE5CErAJKSiIAIiIAIiIAIiEA5CchDVk66OfLu27dvjr3aJQIiIAIiIAIiUE8E5CGrp9ZWXUVABERABERABFJJQIIslc2iQomACIiACIiACNQTAQmyempt1VUEREAEREAERCCVBCTIUtksKpQIiIAIiIAIiEA9EZAgq6fWVl1FQAREQAREQARSSUCCLJXNokKJgAiIgAiIgAjUEwEJsnpqbdVVBERABERABEQglQQkyFLZLCqUCIiACIiACIhAPRGQIKun1lZdRUAEREAEREAEUklAgiyVzaJCiYAIiIAIiIAI1BMBCbJ6am3VVQREQAREQAREIJUEJMhS2SwqlAiIgAiIgAiIQD0RkCCrp9ZWXUVABERABERABFJJQIIslc2iQomACIiACIiACNQTAQmyempt1VUEREAEREAERCCVBCTIUtksKpQIiIAIiIAIiEA9EZAgq6fWVl1FQAREQAREQARSSUCCLJXNokKJgAiIgAiIgAjUEwEJsnpqbdVVBERABERABEQglQQkyFLZLCqUCIiACIiACIhAPRGQIKun1lZdRUAEREAEREAEUklAgiyVzaJCiYAIiIAIiIAI1BMBCbJ6am3VVQREQAREQAREIJUEJMhS2SwqlAiIgAiIgAiIQD0RkCCrp9ZWXUVABERABERABFJJoHUlSzV+/PjY03fv3j12uzaKgAiIgAiIgAiIQC0SaFZBhgB7++23HcuJEyfm5Nm5c2eHMFtrrbVcly5dcqbVThEQAREQAREQARGoZgKtl1lmmbKXf8yYMe7RRx91kyZNKvhcCDY+zz//vOvUqZPbbLPNXM+ePQs+XglFQAREQAREQAREoFoIlNVDhifstttuK0qIxYFDyJEPom633XYLPGdx6bRNBERABERABERABKqRQOtx48aVpdz3339/4N1KMnOE2eWXX+7WW289t+222yaZtfISAREQAREQAREQgYoRSNxDNnXq1EA05YsRK6XGdGPifRs0aJDr0KFDKVnpWBEQAREQAREQARGoOIFEp71oDjFmxBB8eMs4p0wEREAEREAEREAEqplAooIMgVROz1gUtImy6HZ9FwEREAEREAEREIFqIpCYILvvvvuaVYwZZEQZ55aJgAiIgAiIgAiIQLUSSESQEc81cuTIijHg3JRBJgIiIAIiIAIiIALVSCARQcaUFJW2NJSh0gx0fhEQAREQAREQgeokULIge+WVV0qeZywJdEyJQVlkIiACIiACIiACIlBtBEqe9uKxxx4rqM7t27cPZtovdpoKRlEy0/+0adPynoey8KolmQiIgAiIgAiIgAhUE4GSBBlxW4W+DonXHm233XZNZlNIjBplmTBhgt592WTKOlAEREAEREAERKASBErqsnzrrbcKLnOxnjE/42KOffnll/1DtS4CIiACIiACIiACqSdQkiD7+OOPU1fBNJYpdZBUIBEQAREQAREQgVQRKEmQNecksIVSS2OZCi270omACIiACIiACNQngSYLsjTP+5XmstXnZaZai4AIiIAIiIAI5CLQZEGWK1PtEwEREAEREAEREAERKJyABFnhrJRSBERABERABERABMpCQIKsLFiVqQiIgAiIgAiIgAgUTkCCrHBWSikCIiACIiACIiACZSEgQVYWrMpUBERABERABERABAon0GRB1r1798LP0swp01y2Zkah04mACIiACIiACFQBgSYLMurWuXPn1FUxjWVKHSQVSAREQAREQAREIFUEShJkSy21VKoqQ2HSWKbUQVKBREAEREAEREAEUkWgJEG2yiqrFFyZqVOnFpw2mrCYY3v16hU9XN9FQAREQAREQAREINUEWpdSOmK1OnXq5CZNmpQ3mzFjxrgWLVq4jh075k3rJ/jtt98cxxZilKVLly6FJFUaERABERABERABEUgNgZIEGbXYdNNN3e233563QtOmTXPPP/983nSlJKAsMhEQAREQAREQARGoNgIldVlS2bXWWivwklW64njHKItMBERABERABERABKqNQMmCjArvtttuFa93GspQcQgqgAiIgAiIgAiIQFUSSESQEUu27rrrVgwA59bcYxXDrxOLgAiIgAiIgAiUSCARQUYZtttuu4rMS8a8Y5xbJgIiIAIiIAIiIALVSiAxQQaAQYMGNasoQ4xxTpkIJEHg999/TyIb5SECIiACIiACRRMoeZSlf8YOHToEAunyyy93EydO9Hclvm5ijHNWow0bNsx9+eWXsUVv27atW3nllV2PHj3ckksu6Vq2TFQ3x56zHBsROGeffbb7888/g7rstNNOeU9z5513unfeecctuOCC7rDDDstIn4/ZMsss45Zffnm33HLLufbt22ccG/eFKVXuv//+4PPpp5+677//3i2wwAKOuexWX311t+GGG6orPA5cmbaNGzfO3XTTTQXnftxxx7k55pij4PRKKAIiIAJpJtBiueVWnEUBX3xxZKLlvO+++9zIkcnmaQUkZizpbsrXX389yL5v3752mrIut912W/fWW2/lPUfXrl3djTfe6FhWm02ePNmtuuqqYbHvueeeQOiEG2JWDj30UPfwww8HQvSpp57KSFEMs2uvvTanmKK99957bzdlypSMc0S/DB482G299dbRzfoeQ2Ds2LGONmO+wYMPPti1bl3c896zzz7r9t1335ic4ze99NJLgXCP31s/W7nWf/3112CUee/eveun4qqpCNQIgaeffjqoSXG/mEVUHsHETP633XZbQRPHFpI1U1swmrKWAvjnnHNO16dPn4zqf/vtt84E4ueff+523HFHd/PNN7tll102I121ffn73//u/vOf/zjqXIpx/Prrrx9m8ccff7hXX3018HCxEWZcfwhAvGZRe+GFF9yee+4ZbsYrtuuuuwaTCuPZhb09TBxxxBEOoXH88ceH6bUST+Dtt992l156abATYVWsIPNzxUO80EIL+ZsarRfiBW10UA1u4KGBBwvCNyTIarCBVaW6IVA2QQZBhNNJJ53kXnnlFffYY481WZghxJj0tRbnGePGc8UVVzS64HjiveSSS9x1110XCI3zzz/fXXPNNY3SVdMGhNI555zjzjrrrJKKDbOhQ4dm5EG3KMKJbs2HHnoouEE9+uijjQQZN64jjzwyPJZu1DPOOMPRTewb3prDDz88yIc8N954Y9ezZ08/idbLSIDfDb0GrYyAlbUIiEDqCJRVkFltEVJ8JkyY4F5++WX38ccf540xI0aMF4Xzo1yPr0MiNubEE09077//vsOjg0tzxowZrk2bNoY1Y/nLL7+4r776KoipgRfdRmk0PKZ0C2+00UaJFo84O2LuLrzwQvfcc88FQoo3Q0Tj0EzgcnKE3emnn95IjLGP+LFbbrnF9e/fn6/Bei5B9vPPP7uvv/468AotvPDCTfICIlgRlosttlhJ3qWgwDn+IPYpK57FRRdd1M0111w5UjfeRezdJ5984uaff363yCKLNE6Qgi2ltsfMmTPd+PHjg3bI5ZEnHb9n8803XxB/GK369OnT3WeffebmmWcex3VRiPHu3m+++caR9xJLLJH1f76QvJRGBESgegg0iyAzHAgFP/aLH7w4y/UDGJe+VrchqjbZZJNAkFHH9957L+gGtvrOmjUr6JbDw8YN0owuvdVWWy0QdAS4myFO8B4R+E6cVtT22WcfN2LEiOAmTZddVNTZ8QiZ4cOHRw/P+X3nnXd2BOxjdF0iMOkqTNratWvnVlhhhcAry005avfee2+4aciQITmD/xF4/fr1c0888YR74IEH3AknnNAoZgnP77/+9a9gIEKYccPKOuusE4jBv/zlL/7mYP28885zV111VZDm6quvDjx0Tz75ZNjlSiL+T/AS4R024+GEgQfEUBJXGGeIA7x52D/+8Y+MUch4EPG6WryCHb/22mu7Y445Jja+b5tttgnqdtRRR7k111zTwWz06NHBoXvssUdQ9lNOOSXoUrf8WMLOjHfRIliaw0ptDzzRZ555ZtBljTeV2E28pZjfbgxcOvXUU4OYOYtDZAAODwQMCOHhiLy4bswQv3SVE18XZzys4vm17nJLQ+jH3/72N7fFFlvYpiD/aKgDZeKD7b///sH1Gh6gFREQgdQTaFnJEiK84j6VLFPazu3H4fA+UN8I5j322GMzxBj7uUHwo053HD/yZtYFhNftxx9/tM3BkmMQYxg3E0a8+YbnBs8TFicy/LRx69ysuEFhnAvvH4IyacO7gHDFouWkTnihMLrA8T7kM27CiFc+eDl8Yxs3V0aFRg2vJvGOxLZFDU8nBgeEDu+CRWj5xqAYYgf9qTgQRxhtG01vxz7++OO2GgozNiDUKE9UjLEPgcUAhw8++ICvGYaHB6M+CDATY34iPDm5jGunOazU9mDU8+677+7o6qZtoua3G93eiC0/HQ9FO+ywQ9DmtJ0vxsiL/6sLLrigUXc7+7hOiGOMijH2MfiHwS54d83yMc3XJpaPliIgAukhUFFBlh4M6S0J8XdmdGWZ4XVgSgmMwHXinPgxv+uuu4LYJ7Zzs7A0fPefqG3QANsx/zx8f/HFF1mE9tFHH4U3n6a+lYGb1GabbRbkideJsiZpX3zxRRj3Rb54/HzzvYh4CQuxeeedN/Aokt6PM0OYcJPE8PSdfPLJgfcRDxyeKbOBAwc62MUZN1o8OnChexTRw+ANKxvlveOOO8JDrfuUDdERqJbIPJd4MW0QyA8//BCMXjTxQDct/PHKsY6xj0B8BpTEmQkxPJ14cRCM1A1j+gnEPOLS7JFHHgm2sZ2uzXJbEu2BWOeDx/Dcc891tCUB81Gj3fCa4bV68MEHg6k6fM8/D0KILwQWeTC1ykEHHRRmc/HFFwfdkbaBhyPfa8aDC+3DtcF1hWcNw3NHaALGNtjysUEyCGbbxmAUmQiIQHURaNYuy+pCU9nSWnekPWXTDUJcnRlP83SnETtFV9riiy8e7CINXUvcWLgRcPNg+gnihIjJ44ecmwUCzI/jGjVqlGUdLJ955pnAa2IbfU9PKYMruKkgJvHwMHIRr123bt3sNAUt8UgdcMABYVq8YtTJBBfeOAL1qa9vvlfQxIq/v5h1uqvMGGxBt5IZ3cV4frnJInQuuuii2IEbpOfmzc3fuoeJybr++uvD0XJM7bDXXnsFWdu8dNSTrudddtnFThksmUsN7yeGcDKjS9s8g8zz5QtzGHHNwBOGiORDDjnEDs1Y/vOf/8wYnWo78Rzy8bugeXgoZY4w2tiY2Hn8JXz9btCk2gPRixfL90z757V1BBbeaTO6qN94443wGsRTxuAVqwPXB13oxFBieCztGoQ7/98YIu6vf/1rsM4fHrbgaKN8eZDaYIMNgv97/wGNtLRBdBvbZSIgAtVBQIKswu3O8Cy0AABAAElEQVSE94QbshldET/99JN78803M7oN/R9/0jInF59sxg0BQYZ9+OGHgUhjHRFH/BHeGN/wlmA8kSNmeNJG6NjEu9b1yXQTHTt29A8tap2bKDc8865Qr1tvvTXvDdA/CSInm4eIdATfx3WH+oIM0dZU4/zWpYsnwhdjliddorQPbeCLWdtvS7xSdtO2bQR/M/CB7kU7j+3jhs1IVbyheL587xMeFbPNN9/cVsMpVGh7X4xZAoQ5HjVEUFz3K+kQW3hgmssQ7rmM6TWsCzfJ9qA984kxyuVPm8J32pDuThtBzP9ftF3hb4IMgWyCbKWVVgpiCsknzogdM0FGdzyCTCYCIlB7BCTIKtymeIrobsxm5u2JxkP56Rkth8eM7gy8YXz8eCA/3mS99dYLBBk3Xp7YearGs2IeFOKM8Pjw1I4ni/SIG/OgJXEzII8BAwYE5eAc1L+YV2AhDrj5mVG+SZMmBQzoSsLLw4cuNOtWJK3vsfHFmeVT6NJn6098Gz0erweCjDZm1FzcKDs8PXFm3lDEhm9MUosgwxClvifMvKmIQRNqxD1Z9zRtjcctzuiaxbKJR4RcVGDE5dNc2/yyJNUedP0V4q0lnbWPX19/3rSod5Z0Sy+9dJjc/58MN/5vhWuF69P+l1ma8b8uEwERqE0CEmQpaFd/klOKg3fKjIlUzUtl22zJ0/Jll10WxJrYtnxLC+wnHTdqpncwbxlP8Ey2yQ393//+t2PaCAQZXWQWRB7nYcl3zrj9xB2RP3kzMo3z+CPz4o6xbdzY/LnEbDtLbmaM4iSmiFgdPD/UEfO7uPA80c3UFHv33XfDw7IJKhL4+2irqCCj+zibN8aPVwtP1rBClybXC9cI14YJMr+7cvvttw8P8Ucy33333Y5PLqOdEQM+K9IzerU5jQEruaYZ8f8nkmqPQqf/KCRdsa87++6774JubdrU/teak7fOJQIiUHkCEmQVbgMCiBE/vvnTCBA0bDddPw0jHq3bz7YzRB9PBzdT5pqKBuqTjpsJ50SwsB+xYqMn7bVR3PApEx4Y4tNee+214BR4puJmvrfzF7Pkhkq3kwWqI7C4GZVqiB6mZrA4N7r2TJD5gshGYpZ6vlzH+16cXOmK3Ud3GILM77a00ZV4b3wvpu9RQQAWMqdfXHdvsWUsNT3ezEKETzHnKVd7FFOGuLS8HYLubV+I8b+G+Ob/Gc8mMYMyERCB2iYgQZbC9qWbjdF2GN4jYkhsJBXbuGH6QcyMemPuKd+rgveLG3ecIVAQZHRDEjPDiC7MRk9a9yjeK0YuWjcXnrMkb2p4xJj/ipgyzmXTYsSVuZhtdNfZ4AXrruN4v3sRMZprol07H91hzN+FIVi5Qa644oq2O5g81AZUhBv/t+KPrmRutKTM5hkjP+LMGBhgYhbx7l8HvoDONQdWUmWrRD6Vbo9S68ygCxNjDARh9CYizAxRLUFmNLQUgdol0LJ2q1a9NSMWxYat80NN941vzLJuMV9bbrllINj8mzBpzavlH2fr1u3ICEzzjhGrZt4TvFfmLaM709KYYLN8klgyus+6pm644YaM7tqm5s/cWcTAYX5MEN1u5pFDANKlmcuYy4nXJzGNxWmnnRYKHX+yXRhmM0bdYXg7fO9ctvSFbqd9CO7HuFHTXWnB+FY/y4vrwgYdmLC2feVcNuc8WJVuj1I50nWPcZ3wf++LMbbbAwHruaw5mecqh/aJgAg0jYAEWdO4lf0oRt+ZV4y5kExgcGI/OJ2uyagx+o6Ri9kMb43lbSM8bX4wO8aG3hNwb0/vdHUmbcRQ4QU0iwax2/ZClwRL43Ezi4rIAw880HYFI9vMOxhu/N8KNzc8jzbKcb/99gtHl8LOPE90u/JS7aiRL3N1YUxDkrTZvFd0XVpbI6rj4vCYhgMjLfODRQ3mCGM8oP4giGi6fN/9eLhcQjVfPsXuT0N7FFtmP70NqGDi56io4jvToOQye8k6Xm+ZCIhA9RKQIEtp2xE/Q3eeGa+8MZt77rlDrxKjCq+88sqg64yAdmKJ6KrEA5TNCDg2AWbpogMLzItm+/FiRZ/cs+Vf7HZi34rprqSe1Ns+zJlGrB2vI2K6B39G82jgPpOu+pNwItAQhMwLxQ2R0arkxyhOBkyY+aM62YbHzAyxxlQidG8izmgPE36IhaOPPtqSJrZE5NEti9lL581rFj0Jc2bhfcGYY4wbPFOhwJG6Un7iBRGfiLKmmj/ykDg+8ub9tc0Rk1bp9mgqM46zhx+EMaEIdLMzahjvNG1no2ezncO8wIhgrj3aMe61YdmO13YREIF0EFAMWTraIbYUTPxJdyXdk4yO4/U2zFmE8UPN++owxExU0BBLZO+ODBJF/iDA/BF3NjGlJeNHHqFkXaN207D9SS+ZrR5R4M+lle0ciEQ8iLmMsuPdi+sqZDoMujVNuPnvAIzmiSeMd1UuuOCCGbt69+4dCDa6NPEg+oLAT8g5/OkO/H2lrCOquT7w0JlttdVWtpqxJDgcwWjvQmSeuTij+5tPU42uUYQfPJjOBKGHMYedCcKm5p3vuEq3R77y5dpPQD9vaoDbPffcE3z89PyvIrJ8L7m/nzaDN2a/BbylgsFBMhEQgeohIA9ZhdqqVatWwZn9bp5oUYj/8V/D43tsiPFiri2mdfCNGx/zVPmvsYkbgs8NzIwbdTQGjX3mRWM92vXHtnzmn9fqm+sYJgO1G3ccl3x5IJ4Qdkxui1fBJt6MnpN8eHE3Qsziq6JpKAdzpTGPWDZBhQAiD3vVkZ8HozzpSrT4OH+fcWnTpo2/OWO9kDQ2MSoHctM2j1lGRv/7Qhm52ce1I9zonsWrZee1PIx5rrJaWryBCL/oYJJCB4LYucgvWg47R65lOdvDL1M2Fn754+rs18lPyztV8fAy2CZqeHNpG+uW9I+ztEzYyyuw6LI2889l27QUARFIN4EWyy234iyK+OKLI9Nd0jKXzkbjWTB7mU+XaPbMqI8ni25OvCH6MS4OL0HxdK3hoWDKEILE/Uk+C8mNLiaOp3uONqBbOa3GRKMMDOHmzqt24sR4qWXnpeh0ASOsS3mzQ1PLUU3t4deRmDG6zTG6gItpG649i8GEeZx488+ldREQgXQQYLQ8pi7LdLRHSaVg1J0/0qykzOrwYLpnLQ6nqdXv1KmT41MNhnBPeo6vaL0REsWIiejxpX6vpvbw64qAbeq1iFeu3O3ql1XrIiACyRJQl2WyPJWbCIiACIiACIiACBRNQIKsaGQ6QAREQAREQAREQASSJSBBlixP5SYCIiACIiACIiACRROQICsamQ4QAREQAREQAREQgWQJSJAly1O5iYAIiIAIiIAIiEDRBCTIikamA0RABERABERABEQgWQISZMnyVG4iIAIiIAIiIAIiUDQBCbKikekAERABERABERABEUiWQGtemyJrfgI2M2/zn1lnFAEREAEREAERyEegud/cIw9ZvhbRfhEQAREQAREQAREoM4HW48aNK/MplH0uAmuvvXau3donAiIgAiIgAiLQjARGjx7djGebfSp5yGaz0JoIiIAIiIAIiIAIVISABFlFsOukIiACIiACIiACIjCbgATZbBZaEwEREAEREAEREIGKEJAgqwh2nVQEREAEREAEREAEZhOQIJvNQmsiIAIiIAIiIAIiUBECEmQVwa6TioAIiIAIiIAIiMBsAhJks1loTQREQAREQAREQAQqQkCCrCLYdVIREAEREAEREAERmE1Agmw2C62JgAiIgAiIgAiIQEUISJBVBLtOKgIiIAIiIAIiIAKzCUiQzWahNREQAREQAREQARGoCAEJsopg10lFQAREQAREQAREYDYBCbLZLLQmAiIgAiIgAiIgAhUhIEFWEew6qQiIgAiIgAiIgAjMJiBBNpuF1kRABERABERABESgIgQkyCqCXScVAREQAREQAREQgdkEJMhms9CaCIiACIiACIhASghMnTq1ySUp5dgmn7TEAyXISgSow0VABERABERABJIl8Mknn7jTTz/dTZgwoeiMv/jiC3faaae5N998s+hjK3mABFkl6evcIiACIiACIiACGQR++eUXN2zYMDdlyhR32WWXFSXKEHAc8+uvv7prr73WjR07NiPvNH+RIEtz66hsIiACIiACIlBnBD777DM3efLkoNYIKwTWxIkT81IwMWbdlX/++acbNWpU3uPSkkCCLC0toXKIgAiIgAiIgAi4Hj16uAEDBoQkEGVDhgxxX3/9dbgtusK+oUOHBp4x29e9e3c3cOBA+5r6pQRZ6ptIBRQBERABERCB+iLQq1cvt8cee4SVxmM2ePBg991334XbbIVt7DOvGtsRY4cccohr06aNJUv9UoIs9U2kAoqACIiACIhA/RHo3bu322WXXcKKI7guvvhi98MPP4TbEGNs88VYt27dAjHWtm3bMF01rEiQVUMrqYwiIAIiIAIiUIcE1ltvvUai7JJLLglEGcIsTowdeuihrtrEGE3bug7bV1UWAREQAREQARGoEgKIshkzZrh77703KPFPP/0UBPoTtO97xrp27Rp4xtq3b18lNcsspgRZJg99EwEREAEREAERSBmBvn37upkzZ7rhw4cHJfO7LdnQuXNnd9hhh7kOHTqkrOSFF0ddloWzUkoREAEREAEREIEKEdhkk03cFlts0ejsiLEjjjiiqsUYlZIga9S02iACIiACIiACIpBGAgiyfv36hUVbeOGFAzE2xxxzhNuqdUVdltXaciq3CIiACIiACNQhgf79+wfdl++++6478sgjXS2IMZpRgqwOL2ZVWQREQAREQASqmcAOO+zgNt98c9exY8dqrkZG2dVlmYFDX0RABERABERABKqBQC2JMXhLkFXDVacyioAIiIAIiIAI1DQBCbKabl5VTgREQAREQAREoBoISJBVQyupjCIgAiIgAiIgAjVNQIKspptXlRMBERABERABEagGAhJk1dBKKqMIiIAIiIAIiEBNE5Agq+nmVeVEQAREQAREQASqgYAEWTW0ksooAiIgAiIgAiJQ0wQkyGq6eVU5ERABERABERCBaiAgQVYNraQyioAIiIAIiIAI1DQBCbKabl5VTgREQAREQAREoBoISJBVQyupjCIgAiIgAiIgAjVNQIKspptXlRMBERABERABEagGAhJk1dBKKqMIiIAIiIAIiEBNE5Agq+nmVeVEQAREQAREQASqgUDrShRywoQJbsyYMY7l1KlT3cSJE4NidOrUyc0333zBZ+WVV3bdu3d3HTp0qEQRdU4REAEREAEREAERaDYCzSbIEF4jRowIPtOmTYut4KRJkxyf8ePHu1deeSVIs9Zaa7lNNtkkEGmxB2mjCIiACIiACIiACFQ5gWYRZG+//bZ74IEHArFVLC+EGZ/1118/EGa15jEbPXp0sUiUXgREQAREQAREoMYIlF2Q3X///e75558PsdEN2bNnz0Cc4TGLesvat28fiC+6L+nWxFuGkRZhN3DgQNelS5cwP62IgAiIgAiIgAiIQLUTKKsgu/3228OuR0AhxgYNGhQyozvyoosuCkUZYuzoo48Ouyd79erlLr/88lCU0Z3Jd/KodlHWt2/fkINWREAEREAEREAE6ptA2UZZ4hmzODBDjGfMNwL4fWHFOtt8ix6DRw1RxoAAmQiIgAiIgAiIgAjUAoGyCDK6Fv1uSgOFhytqBPub+eu2Le4YRBneN5kIiIAIiIAIiIAI1AKBxAUZoooA/jgjDuzHH38Md7388svhlBdsZPoLtpmRlmPijLTPPfdc3C5tEwEREAEREAEREIGqIpB4DBkCKs6rBRU8W8SM0TWJcLP5x3xid9xxR+BdYzQl3ZLRoH8/7eOPP+422GADf5PWRUAEREAEREAERKDqCJRFkOWigMCykZPZ0sUJtbi05EX3aI8ePeJ2a5sIiIAIiIAIiIAIVAWBRAXZRx99lOHR2mabbRwjJa0b85133mkSFGbt79+/fzBrP12aw4cPD/MZO3asBFlIQysiIAIiIAIiIALVSCDRGDJfcDGlBd2JdD0ycnLXXXd1zC1WrHEMx5IHeZEneZv5MWm2TUsREAEREAEREAERqCYCiQoyv6txqaWWyuBgwixjYwFfTIj5Sf28Nf2FT0brIiACIiACIiAC1Uig5TLLLOP4JGH+tBUff/xxRpbsa4o3i2P8fMnUzztX0H9GAfRFBERABERABERABFJKoGweMiaFZcSlCTHmDcs2+jIXG47hWBNm5OlPONuUbtBc59M+ERABERABERABEWhuAq3HjRtXtnMyH1m2OcmKOSmxaX58mn+sP9O/v13rIiACIiACIiACIlAtBBL1kHXu3LnZ673SSis1+zl1QhEQAREQAREQARFIkkCigozA/eY0uiuZVkMmAiIgAiIgAiIgAtVMIFFB1pwesvbt27uBAwdWM3uVXQREQAREQAREQAQCAokKMn9+sHLyNTGm+LFyUlbeIiACIiACIiACzUUg0Zn6EUiIpXJORWGz9jM/mUwEREAEREAEREAEaoFAooIMIOuvv77jpd9NNQRd1PPVvXv3QOjxzkoJsaaS1XEiIAIiIAIiIAJpJVAWQcY8YU2Zc4wYtEGDBgWvSEorMJVLBERABERABERABJImkGgMGYVjpCUvAm+KbbLJJhJjTQGnY0RABERABERABKqaQOKCDBp0La633npFg2nuaTOKLqAOEAEREAEREAEREIEyECiLIKOc2267rSt21OXzzz9fhioqSxEQAREQAREQARFIN4GyCTKqveuuuzq6IQs1Xo/00UcfFZpc6URABERABERABESgJgiUVZBBaNNNN3X77LOPK/Ql4OPHj68JsKqECIiACIiACIiACBRKIPFRlnEnJqaMz2OPPeZGjBiRc54y5hmTiYAIiIAIiIAIiEA9EWgWQWZA8ZbxmTBhgmNqjIkTJ7qpU6cGSzxodG9G5yCzY7UUAREQAREQAREQgVol0KyCzCAiutIqvD777DMrppYiIAIiIAIiIAIi0CwEyh5D1iy10ElEQAREQAREQAREoIoJVMRDlmZeSyyxRJqLp7KJgAiIgAiIgAjUEAEbzCgPWQ01qqoiAiIgAiIgAiJQnQQkyKqz3VRqERABERABERCBGiIgQVZDjamqiIAIiIAIiIAIVCcBCbLqbDeVWgREQAREQAREoIYISJDVUGOqKiIgAiIgAiIgAtVJQIKsOttNpRYBERABERABEaghAhJkNdSYqooIiIAIiIAIiEB1EpAgq852U6lFQAREQAREQARqiIAEWQ01pqoiAiIgAiIgAiJQnQQkyKqz3VRqERABERABERCBGiIgQVZDjamqiIAIiIAIiIAIVCcBCbLqbDeVWgREQAREQAREoIYISJDVUGOqKiIgAiIgAiIgAtVJQIKsOttNpRYBERABERABEaghAhJkNdSYqooIiIAIiIAIiEB1EmhdncVWqUsh8NZbb7mff/45yGK11VZzc801VynZ6dgECahtMmFOmDDBffzxx8HGpZde2i266KKZCfRNBERABGqEgARZyhry999/d88++2xYqg022MC1a9cu/J7EyoUXXuhGjhwZZPXAAw+4Hj16JJGt8kiAQCltM2bMGPfjjz+WVIpVV13VLbzwwiXlkeTBt956q7viiiuCLM8991y38847J5m98hIBERCB1BCQIEtNU/y3ICNGjHAHHXRQWKp//etfbvPNNw+/a0UEshEYOnSo4/opxY466ih36KGHlpJF2Y5t0aJF2fJWxiIgAiJQaQKKIat0C0TOf++992ZsiX7P2KkvIiACIiACIiACNUFAHrIUNSPdTY8++mhGiZ566in33XffuQUXXDBju76IQJTALrvs4tZdd93o5uD79ddf77766qtgfdNNN3VrrrlmbLrVV189drs2ioAIiIAIlJeABFl5+RaV+yOPPBKb/uGHH3Z777137D5tFAEjkKtr+7333nP33XdfkHS99dZzu+++ux2mpQiIgAhUDYF33nknKOvKK69cNWUutKDqsiyUVDOku+uuu8KznHbaaeH6HXfcEa4Xs8IAAT5psClTpiRSDOozc+bMJuf1559/ut9++63Jx3PgH3/84X799deS8khT2xRSkVmzZjnakGUpRtuVyj/f+Uttm3z5a78IiEBlCLz22mvusssuCz5jx46tTCHKeFZ5yMoIt5isP/roI8eUBxhD+/fcc093ww03uE8++cS9//77wWf55ZfPm+Wnn37qrrvuOkdXp3VRde3a1eEVGTRoUM5pA44++mj35ZdfBuc4+OCD3YYbbpj1fNxY9913Xzd9+vQgzUUXXeQWW2yxMP0333zjGCH3xBNPBGVnx5xzzul69uwZjOrcZpttXPfu3cP0/sqAAQOCfNl/9tlnO9jgJRw9enTwIe0yyyzjevXq5Y444gi3wAIL+Ic3WqdOt912W9AdDE8Mxhy/yiqrOMoy//zzNzrO3wDXW265JajP559/HuyiPpRjt912c1tuuaXr0KGDf0ij9VLaplFmzbDhs88+czwMPPbYY8F1aKdccsklA2Y77bST69y5s23Ounz11VeDa4H2s2vS2O2www5u6623LmnqlcmTJ7ubb77ZvfHGG+71119333//fVAW2gav4V577ZW3fbMWXjtEQARSQQAxdvnllzseqrHBgwcHv/8rrbRSKsqXRCEkyJKgmEAeDz74YJgLQ/tbtmzptt9+e4fQwYYPH+7yCTJES9wIOQQEYoLPNddcE54nutKlS5ewW4uYtVyC7OWXXw6nzuDmutBCC4XZ3X333e7YY48Nv9sKHham9OBDTNO1117r1lprLdsdLm1KDoQUIgYOUQ/buHHjHB+m7bj66qvdX/7yl/B4f4VBEf/4xz/8TcE6woBj+cCEsmTji+fyuOOOa5QHZUIA8EEEk082gVJq2zQ6eZk3IMT+7//+L/YsiFp+DO2DoIozvICnn356IIaj+312jCTOxT96rP/9gw8+cAceeKAzkezvs2uEJ2oE2zrrrOPv1roIiECVEBg1alRwzzAxRrFxCtSaKFOXZQouSLrA8OCYWSwQXhczRE6urrrnn38+VozRz45gMtt///3d+PHj7WvG0r+xIiBydf34gw8QkG3btg3yQmxFxRgeui222CLjhsgNmSB08wpmFOR/XxBN++yzTyjG8MwgEn2PGPkglsxT5+eDkIqKMViQhx9/wHkoHyIzanfeeWcjMYbnZe21185IiheTuKy47rgk2ibjZGX+gnCPijG4RetMMfBQ+g8TftHwuPrXNfvwTEYHDhh/xHcxxoSx/K+YGKOMDFjAw4rn0zc8zjbBrL9d6yIgAukmgBjjgc0XY1ZiE2W10n0pQWYtW8HlSy+9FHaz4KVZdtllg9J069YtvLHQDcOFGWfTpk1zJ598csYuXLtvv/124FnD1XvPPfeEHiBugHGG0PBvZNnmtOKf4P777w+z6N+/f7h+8cUXh+sIqBdffDHwiDFHFl4KvF++GHryySfD9HEr3GwRUK+88krQDYsnijxPPfXUMDlp8HT5NnHixAwhhShEXMGCPPA4IiTYbnbppZfaarAkj+OPPz7cRncr56YLj+7YDz/80DGRqxnloJ6+JdU2fp7lXKcO/rVEG+JlhBt1xiMFR3/G/BNPPDEYCeyXC0H/0EMPhZt4uKCtuYa5Ft98883g6TZM0LCCkI/70fXT+Ot4Wc24bh9//PFgElniL7k+X3jhhQzxHr1G7FgtRUAE0kmA0BvEWC6rJVEmQZarpZtpny9utttuu4yz+t/9dH6i5557LvQSsJ1uzs0228zNMcccQbLWrVsHXomrrroqw1vm52HrxAWZcVONM8QRnikMEefP9I9oIS5oxx13DP6RorO+06V31llnhdlmE5mWAG8KXVp+jFerVq2CUad4tczwUPmGl8e3K6+8Mohfg4UZsQcXXHCBfQ3i0+jmMkOAmCEi+WHw60NedKfSLWeG6PQHUiTZNnaOci5vv/32jOzpDub1WsatTZs2Acdhw4aF6bgWEFm+wdsMdueff75baqmlbFMQM4ZH9swzzwy38aYBun8LNd/TS7flIossknEo33kwQQzy0SvCMvDoiwikmgBiLPo7nq3AJsp4cKxmkyCrcOtxM6M70swXGWxDWJnxhP/LL7/Y13Dpe5m48fgiLkzUsLL44osHQfL+tui6dZeyHQ9HXLclHiKz6KtsTjnllEDkcAPGwxdnfqwWN2C6bLMZXU3ZguX9Lla/O4qRgL54RTD55/TPRQwbooCuUT7Glzz+85//hEkPO+ywrDf0PfbYIxS6tCeC1SzJtrE8y7Wkzr4X6bzzzssQUf55EbMnnHBCuAmPoxmDAWxoOtvwPGZrQ7p5+/bta4cG3sfwS54V4izNfOa2jSUPCEOGDAk+dNfLREAE0k+A3otCxZjVBlHGA1g1i7LZv2hWKy2blYB/w+bmQWC9b3hk/GBkumWi5l+AvXv3ju7O+J4t+N0SzTfffEE8lX0n/sk3Lnr/7QFbbbWVvzvvOsdH46xyTaXgd29GM/cD6P13ONK963fLMpoylyEKEJJ8bMLUH374IcPrmIsbwsDf74vDJNsmVx2S2BflFo31ip7DWLEdDyXdsxhznpkR1+V7xmy7v/QHdjBSslDzPbP//ve/HYILjyTXmEwERKA6CfAwbXMmFlsDQh6qWZTN7r8ptuZKnwgBX9xk82xtu+22QTwMJyRQne5A32wqB7ZZ/Jm/319n9CQ3Sety9PfZOuWw7kq8ZL6Xjm4lO5bYLr8Lz45nSTpi4/CAEYv1888/Z4gkP22u9SWWWCLr7mxdUIgp34iDKtaieWSbAd/yNSZ8t2kXWE+6bcizXBatcy72lCEqtBDFiGS//nR35jP/mv3222/zJQ/3I8B4ijb2Tz/9tOOD4XVDiG+00UZZp1cJM9KKCIhAKgggxnxve1MKZaKMaZ7WWGONpmRRsWPkIasYehcIFZvigWIQHM1NLvrxRy3SNUOXkNmMGTNsNVj6XqOMHd6XFVZYwfvWeJU5yxBtGILM92j5oyuJn4oa4otRbnRlEsvGDRLvie+xih6T67vfLZUrnb8P8WdG0L6NALVthSx/+umnjGTc9HN9/MTW7VmOtvHPk/R6lBvxYrlsnnnmCa8T0tnxkyZNCg/L1m0dJmhY8eevY1BBoUZcIdcjoitqXHfnnnuu69evX3At+l67aFp9FwERqDwBvGKlijGrhYkyv4fC9qV5KQ9ZBVsn23QB+YrEcTbfWPSmiZcjnyizyV+znQcBg6BiNCJGtyXTCUS7K6M3QuLNBg4cGMwPZnkzRQUj4CjT3HPPHXy4kUenVbD0SSxNTJIXN3jKbUHpheZvAyIsPTFkhVqfPn2CpOVom0LL0JR0fp3hxo9aLkE8derU0DvF+ex4n38hQpx3tZr5U5rYtlxLrisGHlBeJiFmFKx5yew4vLXEVjLwIF83rB2jpQiIQPMRII7aemWSOquJsoMOOiiIJU0q33LmI0FWTrp58mb6ADPix/yRhLbdlnQHWeAyF+8hhxziWrRoEexmCgK78THyzI+tseNtyazmlta2xS3pJjVBxj8KgowZ1617iED2aKA28XD+KEVG2uGhsHLaeRBI5RRk0Zs6N+to95qVJdsy2hYE/Hfq1Clb8qzby9E2WU9W4o5onSdMmBAMBMmWrR8rRxo73uf/7rvvZjs83M6bGMzyPUxYuugST+h+++0XfLi+mPLlxhtvzBikwFQpST2BR8+v7yIgAk0nQBhONBSn6blV75ESZBVqO+Zh8uOLmFIhW0wURaTb0ALcERiII0QctuKKK4Yii9FtiKlsVsgNkmM5F1NaILDwyJ1zzjlB95Dl6889ZtvwTpjxVLLJJpvY14wlN8tyGoLAj5Nj8tlcgoy5tUykEm9G7FQ01o5g87/+9a9FF7scbVN0IQo8IFpnuDAyN5ux3wzhaR4ynzVc6cLMJWb9EZnZRsPaeQpZ4g3FE8YHb6V1+XMeBh60b9++kGyURgREQASalUAoyIqZ/6dZS1ijJ/OnFyhkjqSOHTsG01nY6BOON0G28cYbB5OmggqvFtNBrLrqqo3I4d3ypypolCCygW5LmzOMGfhtriluvnHBkn73Vi5x6U8YGjllIl+Zp4y50HgXKMboSUafxg1AIOaNudfM88cxCDJu6kxBYl5MvH2Mdm3Xrl2jMuKRYb8Fs/Nuy+WWWy5IV662aVSIBDZQZ0bN2lxkTAfCCEi6mKNG8D0xWma+QEeE+p5BJppl6omop5RjEfH+tC94YgsxRB4jKxmhi6eWecj868/yIB7SN97oIEHmE9G6CIhAWggoqL8CLcHEof5NiJdbF2L+vFsIMmJ4MG76ftzOAQccEAwY8PMkLbPO+145f3/cuj+lxWmnnRaKFgRH3M3Pn3KDdyFGR+3Rp89ErNYVGnfOpLbxWiYzxBYxYBZ07m/He2JijG4vi/8ijZ8H3cWkjc6ZRp1OOukkxxsK6CJj1Kw/dUm52sbqkPTSrzOeWF5/ZNeZnct4mgBluz/AA+HFi+fN6PK+4oorGrHjVUkIKTP4+1O82Pa4JcKYmfp5MwLXFOIsarSViXL24TmNE5fR4/RdBERABCpBIPSQ+ZMzVqIg9XRO5koyEYCQWn/99QuqPjcr64rj+GeeeSbw4hC7g1jAE4Rxo2SaBoLpOYZX/PiBztyY/JtptpPjUWJqC7xjfnpfGPrH+u865GaOd4XAf2LaCNzmVTbFCEI/72LX6fo6/PDDHS+WxgjspgsLHnRLEms3evTojGyZRsEXmqRnYlpm38fouoU5cXF058KVqT2su5M0eCB9cVyutuFc5TA8q8Ri2etKuG6YBJZrlO5L2o929O2oo45ySy+9tL8peJMCDw3WHckrpvAicj0waIRu6+jbFZiINs4DmZHx/77gMWb+OHtjAN48XvVF/njAEN/M2Ue7m9lAGPuupQiIgAikiUAoyNJUqFoviz/3GF6oQm9C3MjwROCJwcjHZvbn5oQIuuaaa0J8xE5FX97Ny6Dpboq+9Dk8KLLC+RBkZoisbPNTEYOEp4gbtBmvv+DjG11YdIv5AwD8/UmtcwNGuPoeOcREVFBwvjPOOMMxUCFqTEXC6FHrKiY/W4+mRQDGBaaWq22i50/q+zHHHBPELPrXSLb3miJiiReMGt2fXIsHH3xw+Dok2Pld9f4xgwcPzphc19+Xbf1vf/tbIKzt+qKM2cqJh3evvfbKlpW2i4AIiEDFCajLspmbgKBi/9VDfrdgIUXx0+O9sFcb4dnBO0MXTlxgNNvo4kGQFWPRqS38d13G5cOAAsSWxbf5aSgD4oipMXyLxhb5HiY/XXQdgWoWFxeEKKA7EW9PXFcYnkJilogTixNj5I1YxrvD63/8F6/bec3Dyei9I488MnZ6jXK1jZWhkCUeJTOfm23zl+wndpBuRn8WfT8NHljakmsOznG20EILBRO3MrqR7sg443p65JFHgrjHuP3RqUP8NLxVAg/Z2WefHXvN075cv4hA5saLXmd+XloXAREQgUoTaLHccivOohDvvz+20mXR+RMiQKAzXYzEcBFHw8SblYidIVaOOc8YIUqQt02LkFA1i86GCVvpXqQ7Cy9fXJB/vkyZfoQ8GDjAyMFi80hL2+Srp78fXl9//XXQjoykpC1zDdrwj7V1qzf5EHfH9cjLv+OEtB1T7JKJeL/44ovgumdCWjy2MhEQARFIOwELKZIgS3tLqXwiIAIiIAIiIAI1S8AEWWuCk2UiIAIiIAIiIAIiIAKVI6AYssqx15lFQAREQAREQAREICDQutwj3cRZBERABERABERABEQgNwF5yHLz0V4REAEREAEREAERKDsBCbKyI9YJREAEREAEREAERCA3AQmy3Hy0VwREQAREQAREQATKTkCCrOyIdQIREAEREAEREAERyE1Agiw3H+0VAREQAREQAREQgbITkCArO2KdQAREQAREQAREQARyE5Agy81He0VABERABERABESg7AQkyMqOWCcQAREQAREQAREQgdwEJMhy89FeERABERABERABESg7AQmysiPWCURABERABERABEQgNwEJstx8tFcEREAEREAEREAEyk5AgqzsiHUCERABERABERABEchNQIIsNx/tFQEREAEREAEREIGyE5AgKztinUAEREAEREAEREAEchOQIMvNR3tFQAREQAREQAREoOwEJMjKjlgnEAEREAEREAEREIHcBCTIcvPRXhEQAREQAREQAREoOwEJsrIj1glEQAREQAREQAREIDcBCbLcfLRXBERABERABERABMpOQIKs7Ih1AhEQAREQAREQARHITUCCLDcf7RUBERABERABERCBshOQICs7Yp1ABERABERABERABHITkCDLzUd7RUAEREAEREAERKDsBCTIyo5YJxABERABERABERCB3ASaTZB98MEHuUuivSIgAiIgAiIgAiJQpwRal6veo0aNcq+99pp7/fXXM07RoUMHt/zyy7s11ljD9enTJ2OfvoiACIiACIiACIhAPRIom4ds1qxZjcQYgKdOnRpsv/baa90xxxwTiLZ6BK86i4AIiIAIiIAIiIARKJsgW3fddd2+++5r54ld/vDDD27o0KHutttui92vjSIgAiIgAiIgAiJQDwTKJsiAV4goI90TTzzh8JjJREAEREAEREAERKAeCZRVkAG0UFFGzNnjjz9ej22gOouACIiACIiACNQ5gbILMvgWKsoeeOAB99tvv9V5k6j6IiACIiACIiAC9UagZEFGV+PIkSPzcitElBHwLy9ZXpRKIAIiIAIiIAIiUGMEShZkTG1x3XXXJSbK6LqUiYAIiIAIiIAIiEA9EShJkH3++efBNBYAK1SU5YPLyEvylYmACIiACIiACIhAvRAoSZBF473yiTK6NkmTz6L55kuv/SIgAiIgAiIgAiJQzQRKEmTvv/9+o7pnE2WFirFGGWqDCIiACIiACIiACNQ4gZIEGa9AirOoKJMYi6OkbSIgAiIgAiIgAiLwXwIlvcuyY8eOWTn6XZP+etYDtEMEREAEREAEREAE6pRASYKsa9eujpeFM11FnDVFiNnLx+Py0zYREAEREAEREAERqEUCJXVZAmSNNdZIlMsCCyyQaH7KTAREQAREQAREQATSTqBkQda/f/9E6/jFF1/ovZaJElVmIiACIiACIiACaSdQsiDDo7XNNtskWk8mh9XLxhNFqsxEQAREQAREQARSTKBkQUbdtt12W7fccsslWk2JskRxKjMREAEREAEREIEUE2i1wAILnkb5Dj30kJKKSSzZV1995b7++uuS8vEPpvvy+++/TzxOzT9HGtd///1316pVq7IX7YUXXnCjR48OGHfr1i08388//+wefPBB9+6777qFF17Y5RpNGx6klawEvvnmG/fII48EPBkI065du6xptUMEREAERKC+CHzyySdBhUsaZekj46Z92GGHufvvv98NHz7c31XSur3bcr/99ispnzQfzJsJ4Mbn008/DQQSXcG9evVyq6++uttwww1d9+7dE6/CDTfc4J544gm3zjrruA022CDM/8svv3THHXdc8P2OO+5whQ60GDdunLvpppuC4xB4++67b5hnvpXp06e7c845x/3555+uZcuW7qSTTnKtWyd2eeY7fVn3f/TRRyHPVVdd1c0111xlPZ8yFwEREAERqD4Cid/x6L5cd9113QMPPOCYyZ93U0Zt/vnnDzbF7Yum5Xsti7LXX3/d7b333m7KlCkZVccz+PDDDwefs846yw0ePNhtvfXWGWnS9mXChAnu5ptvDou15ZZbBh62cEOOlccff9zdeOONYYrjjz8+MUE2duxY99RTT7kWLVq4gw8+OLF8w8JWaIU4y19//dWttdZarnfv3hUqhU4rAiIgAiKQBIHEBRmFwqNiHi1eFI4HCIHBdjxpdNuw7bzzznN0SxZitSjK6DLcc889w+rDZ9ddd3VdunRxEydOdIg13nKAHXHEEQ5hgVCpFrv33nsDAVRIec2zVkjaYtO8/fbb7tJLLw0Ow2tXK543RDpCftCgQRJkxV4USi8CIiACKSNQFkHm1xHxFWcIM7rF6lWUcSM98sgjQzQ77bSTO+OMM1zbtm3Dbaw8++yz7vDDDw9uvMOGDXMbb7yx69mzZ0aatH65/vrr3QEHHJBXAH3wwQduzJgxaa2GyiUCIiACIiACZSeQyCjLppbSRNniiy9ecBa1MvqStxjgNcRWXnlld/rppzcSY+wjfuyWW25hNTB/3bb5S7qwxo8f7z788EM3efJkf1ezr1O/ESNG5D3v7bffnjeNn+CPP/5wBMrjMcSTOHPmTH93yeu8eYJYPmK/ZsyYUXB+lIvy0FX/yy+/FHycJWzqee34XMtZs2YF19t7770XG0aQ61jtEwEREAERKD+BsnvI8lXBRFm9ecrozjMbMmSIa9++vX1ttOzRo4fr169fEIBPbN4JJ5zgFlxwwYx0iJNLLrnEPf300xnb1157bXfMMccEgwMydpT5y5xzzhl49Ygp69u3b9az4SlkcMH/s3ce8FYUZx8e4NJ7L4I0KQKiiDVYEDV2jbHF2I0tauzGRI0aE42xxBJLjEajSTR2/SwRCxZQFAsWVBRRQBCk916++a931jl7z7n33HvKPbs8b37H3bM7O+WZQ/Z/35l5R+aeyZRYwuuuu+4y8rw5MeueO+GEE+xK4TNN/fr1w8cvu+yylDltuiGWzuSVa9Omjftqxo0bZ2699dZwmNjdGDx4sDnllFPMvvvu6y6lHCV2NJ/rlltuSZkLqOfUV1VZdcrVSuZhw4alZHn77bcbfWQnnXRSSpkS5eJ19913p9RNw+M777yzEaOWLVum5McXCEAAAhAoPoFa9ZC55jpRtrF4yrQaUXPrZHvttZfp3r27Q5HxKMHqJvlHX6BfffWVOfLIIyuIMWWmsBZaNKBhwWKahIFMQ65Tp07NWPSzzz4b3nPzDsMLkZM//vGP5rrrrksRY0oiUSdR+7vf/S7liao8Z1rR6ey9994L5u+5OXvuuo4fffRRIPYy7c165513mquvvjpF8LjnNCfwtdde87NLOa9uuX6dUzIq/+K3WWnPO++8YP6cGPkmQfvEE0+Yww8/PK+havwyOIcABCAAgewJlIQgU3U3JlHmYo6o3f3799ehSmvVqlWQVun9eWZaqaqJ6u6Fq6FPhbJ46aWXgmFQZax7SjN79uwqy8lXgv333z/weCm/hx9+OGO2zju2++67VypM5YFyqzA1jKvnxo4dGxz1XaZy/va3vwXn+o/mKGrIVKLEmeKB6Zo+brXv/PnzUxYfXHvttQHDkSNHBiKvc+fOweMShNGhyFdeecUovUxep0suuSSI4aZwIaeddlpwXd6pdFaTclUXV395FGVHHXVUeE2LP5xpzqFWl8rk3dNwtxaSiOXBBx8cXPdDlQQX+A8EIAABCNQKgVofsvRb7URZ0ocv9SJ21rdvX3dao+Mdd9wRetu0UtEfzurVq5fp0qVLMLFeQ12PPPKIOeOM3AIAZ1vJpk2bmiOOOCJ4+ateWpgQDYiqVaSabyWTqFi4cGHa7CU6FfpDJvEl0eVEqQLXapGDvIAagpQ4kvjUfXkS9ZFQcta1a1ejuvkmNor3JpNHa7fddgtv9+nTJ0jvVreqzn7MNsVLcyZPmctH1xSOQkPLWqyRzmpSrmK0qQ2+qY3Ra7qvAL8a6m7dunUgzh3/Tp06BcOVo0ePDryNmpepYW0MAhCAAARqj0DJeMgcAifKkjx86Quynj17uqbX6CiBINOL1xdjLjN5nrRoQDZhwgR3uShHiRuZPHSKMxa1Bx98MLgkr4/mM2UyJ9p0X94uJ8Zc+saNGwehH9x3eX2qYwMHDjQSU/r4Yszl4c8d06R4ZxKQElUyzV/zxZhLc/zxxwfCzH33jzUt18+jsnN5CNWma665poIYVugPDXPLNCRb1VBoZeVwDwIQgAAEcidQUh4y1xwnypLqKfM9NL44c+3P9qgVgE6QyUvy9ttvp31Uw50yzVcqpml3Ae0CoGEyecn8wLZq96OPPhpURxPyK9sqSnHEnGnIMF07FdfOmUSTxE5NTSs4VT9NiHcfl5dWUjrTSlZn6cSY7ikYrYK2vvPOOy5pxmO25WbMoJIbK1euNArc69qjo1aSOpMgk/cNgwAEIACB2iFQkoJMKGoqyuQlynZeVu0gNykr++TNkWipiSm8hTOJGydw3LXoURO5JTT8lYXRNPn+fswxxwSCTMOJ8nS5vtE2Uc7cfCb3PXqUB8eZH0jXXYsefY9a9F6m73PmzDEa/n3mmWcqLBrI9Iy/UKKyra0qG5auSbmZ6hO9rtWfmkuolanEeYvS4TsEIACB0iJQsoJMmKoryjR05c8XKi3UP9RG856c+UNg7lq2R99bo2E/RfivyvSSLqYp5IX6RGJQ8cauuOKKYHjMTdA/5JBDwsn1merl1zmboLg+30x5+tcVO0xbfvmhNFRnzbWSd1HeR381qHvWr5c8YdW1mpabbTkKg6IwHr5piFyLGdQmrc71F5j46TiHAAQgAIHiEihpQSYU2YoyiTHNmYmDINMG0840lKWhRz9+lrvnH+WNUawxmUSOhIImnDuT50j7NJaaqV3ykkkcSISdf/75wZwlF/bj5z//eZVVVuwwrXiUaejTTU6v8sEsE8gz5sSYGCrmmASLMwnfdIKsX79+LkkQjDfTvMdMc9pqWm5YaCUnEntOjEms61xx0fyhYa3C1PwyDAIQgAAEap9AXb3U/Rd77VepYg2cKMv0wnNiLNM2TRVzrN0rEhQHHXRQUAl5KP7yl79UWiHFltIqxQsuuCDwMLlJ7TrqJStLN6+q0kyLeFPbQjmTsHEbkGv4MtPcK5dexwEDBoRfc12Y4MfpcplqtaFMYl5hI3wxputOCOvcN38o8sMPP/RvpZxn6pualpuSuf2Srk3+fEHtdSnOvhhTHgpIi0EAAhCAQGkQiM0s3kyiLG5izHX7qaee6k6DlXCKHZbO9LKVd8N5WRQ8VSycbbXVVsGpYlMpxlbUtMJR+0kqAK1WAtaGaejPrVRUAFfn7dIKxGxs8803D5MphIS2GIqaguaqjfooGK5v/mbi/nw0l8YtetDE96i40XdFuk9nCich75NMG32ny1sevWh9XF41Ldc973Z3SJd/ixYtXDLjL3hwF7VQIrqrg7vHEQIQgAAEik+grl707mVf/OKrV2JUlMVVjKnV8g75Q4wSaNdff30wr0fCYPr06UZBRzWkpy15nEWH+BR81A3TKsaYxINW/2nFnp6XgFNwUPWxxEptmau3CxOheuy3335ZVUdzws4999wgrUSPWKltik8m75UCnUpsqo0SUNF5ZorF5kyCUM9qxaGbA+ZCXUi8Xn755cHK1QULFgSLEcRX21VlMgXidabdCTQsq+Fleag0TKv8Mlku5SrPHj16BFmLiWKzqf2KPSbzGajNWkSh34TmjSlArPPQBon5DwQgAAEI1DqBkp9DFiUkUaaXoFbSSYg4MRJNF4fviqm1atUq47bk8fckjNZfw8q33XZbhT0s5X2SCHAeqExBSCV+shVA0bLz8V17ampCuZtEruCtfviPqsqQ4JJIVXBbbW+UbosjRa7XnCjfI6Z8Nayr34nmiWm1oduiSUN2uq4J/RIpuv/YY48FH78+u+yySyB2fDHp7u+xxx6BWJT40vNatBA1iUndj1ou5Sov9adbPamAuPrI66j9KcVWQ5X6TUlo+rsVuHoceuihVa7MdWk5QgACEIBAYQnEZsgyikEepjiLMbVHc3oU6V0vTTcXLNpOtfHYY48NPBybbbZZ9HbwXSwkJHbaaacK9yXkNOQpL0k0zpSbU5TpujKL3qtQgHfB5ZfuOeUjseBMUfyj5pflnyudVjFKbGqOl9syyD2v7wqdoSE4RcePmu5LtGpFp29uZaT2En366afN8OHD/dvBubyY4ueGB/02usTyTP7617+uUC8F5H3ggQfM3nvv7ZKmzOPKtVztbqA/TiR0nfncNOdQzNywqkujemnFq7/pu2Ph0nCEAAQgAIHiEqjTr9+AIA7CxInfr+ArbvGU5hNQoE4NpcnTolhhWsXXoUMHP0mV5wr4OWvWrODFr+103AKAKh+MUQINS2pfTgWJlWCtjjBfvXq10ZCwvGj+XDzXfOUtT5xMQ53V4adn5UXTnC15LqOLA1wZ6Y65lKuhV3nBZGpTOtGo+HOKeaatnIoZhy5dW7kGAQhAAAI/EHDzeRFkPzDhDAIQgAAEIAABCBSVgBNksR2yLCotCoMABCAAAQhAAAIFJIAgKyBcsoYABCAAAQhAAALZEECQZUOJNBCAAAQgAAEIQKCABBBkBYRL1hCAAAQgAAEIQCAbAgiybCiRBgIQgAAEIAABCBSQAIKsgHDJGgIQgAAEIAABCGRDIHaR+rNpVCmncctbS7mO1A0CEIAABCAAge8J+EG0C8kED1kh6ZI3BCAAAQhAAAIQyIIAHrIsIBUiSbEUdyHqTp4QgAAEIACBpBMo9ogWHrKk/6JoHwQgAAEIQAACJU8AQVbyXUQFIQABCEAAAhBIOgEEWdJ7mPZBAAIQgAAEIFDyBBBkJd9FVBACEIAABCAAgaQTQJAlvYdpHwQgAAEIQAACJU8AQVbyXUQFIQABCEAAAhBIOgEEWdJ7mPZBAAIQgAAEIFDyBBBkJd9FVBACEIAABCAAgaQTQJAlvYdpHwQgAAEIQAACJU8AQVbyXUQFIQABCEAAAhBIOgEEWdJ7mPZBAAIQgAAEIFDyBBBkJd9FVBACEIAABCAAgaQTQJAlvYdpHwQgAAEIQAACJU8AQVbyXUQFIQABCEAAAhBIOgEEWdJ7mPZBAAIQgAAEIFDyBMpKvoZUMCsCy9cvN5d8eYmZuGyimbN6jlm2bpm5sd+NZu+2e6c8f+KnJ5q3F71t2tRvY7o27GqGtx5uTu16akoavkAAAhCAAAQgUFwCCLLi8i5IaXfPuNuc9tlpZp39n2/vLn63giB7Zf4rZsrKKWGy/373X3PJ5EvMzF1mmvp16ofXOYEABCAAAQhAoHgEGLIsHuuClXTeF+eFYqysTpnp0aiHGdxssNm+5fYVyty33b5mQNMBplODTuG9eWvmmeMmHBd+5wQCEIAABCAAgeISwENWXN55L23puqVmybolQb7ycC3ZbYlpWLdhxnJu639beO/6qdebCyddGHwfu2hseJ0TCEAAAhCAAASKSwAPWXF55700DUE6696oe6VizKVzxwu6X+BOzYK1C8JzTiAAAQhAAAIQKC4BBFlxeee9NOcdU8Yty1pWO/96pl7wzKr1q6r9LA9AAAIQgAAEIJAfAgiy/HAsiVzq1fleXJVEZagEBCAAAQhAAAJZEwjnkI0aNSrrh5KccMSIEUluHm2DAAQgAAEIQKAECeAhK8FOqU6VFHMsH7Z2w9p8ZEMeEIAABCAAAQjUgEDoIRsyZEgNHk/OI+PHj49lYx6d/WhY76b1mobn2Z7Ur1vfrFu/zkiQvbrg1SBQbLbPkg4CEIAABCAAgfwQwEOWH461lssHSz4Iyx7SvPqiunVZ6/D5v37z1/CcEwhAAAIQgAAEikcg9JAVr0hKyoXAzdNuDkJUfL7sc/PS/JeM4pDJGtZpaH7f+/fVzvrSXpeaMyaeETz3+OzHzdC3hwYBZTs37Gx2aLmD2bPNntXOkwcgAAEIQAACEKgeAQRZ9XjVempF5V9v/+esUd1GZvc2u5t7BtxjmtVr5i5nfTy96+lG8csu/vJi8/HSj837S94PPspgi2ZbmI92+CjrvEgIAQhAAAIQgEDNCDBkWTNutfaUBJiLHaZKrFy/0ig47P0z769RUrDaqAAAQABJREFUnSTu/vT1n8yEpRPMBvs/WR37P23B1K5+uxrlyUMQgAAEIAABCFSPAIKserxqPfWyEcvM2j3WmvnD55s92uwR1Gf5+uXm15N+HXi4qlvBwz46zLyx6I3A6yahd2PfG4P81+y+xowaSiiU6vIkPQQgAAEIQKAmBBBkNaFWAs9oMv6LW79oWtRrEdRG3q2bpt1U7Zr5Wy8d3vFwc86m55i69n8YBCAAAQhAAALFI8Cbt3isC1LSrq13DfP9cvmX4Xm2J/7WS5f3vjzbx0gHAQhAAAIQgEAeCSDI8gizNrI6rONhYbGaT1Zd27Dh+3ljmpvWr0m/6j5OeghAAAIQgAAE8kAAQZYHiLWZBftX1iZ9yoYABCAAAQjkhwCCLD8cay0XX5Ct27Cu1upBwRCAAAQgAAEI1JwAgqzm7Eriyb5N+ob1WLB2QXie7ck6872Iq1+nfraPkA4CEIAABCAAgTwTQJDlGWixs9uy+ZZhkVNXTDXTVk4Lv1d1cu4X54ZJ2jdoH55zAgEIQAACEIBAcQkQqb+4vPNemkJUtK/f3sxZM8f6utaZHmN6mBZlLUyTuk3Mrf1vNT/t8NOUMg/96FAzesHoYMslxS9zNqL1CHfKEQIQgAAEIACBIhPAQ1Zk4IUo7v5B9xutkpQpHtmitYvMzNUzzafLPq1Q3HuL3zOz18w2vhjbrPFm5q4Bd1VIywUIQAACEIAABIpDAA9ZcTgXtJS92+5tVoxYYe6acVewBdKUlVPMgjULzG6td6tQ7hGdjjDjFo0zHRp0MJs03MQobIY2EccgAAEIQAACEKg9Agiy2mOf95JP3uTkKvO8ZrNrqkxDAghAAAIQgAAEikuAIcvi8qY0CEAAAhCAAAQgUIEAgqwCEi5AAAIQgAAEIACB4hJAkBWXN6VBAAIQgAAEIACBCgQQZBWQcAECEIAABCAAAQgUl0BZnz59ilsipUEAAhCAAAQgAAEIpBDAQ5aCgy8QgAAEIAABCECg+ATKJk2aVPxSKRECEIAABCAAAQhAICSAhyxEwQkEIAABCEAAAhCoHQIIstrhTqkQgAAEIAABCEAgJIAgC1FwAgEIQAACEIAABGqHAIKsdrhTKgQgAAEIQAACEAgJIMhCFJxAAAIQgAAEIACB2iGAIKsd7pQKAQhAAAIQgAAEQgIIshAFJxCAAAQgAAEIQKB2CCDIaoc7pUIAAhCAAAQgAIGQAIIsRMEJBCAAAQhAAAIQqB0CCLLa4U6pEIAABCAAAQhAICSAIAtRcAIBCEAAAhCAAARqhwCCrHa4UyoEIAABCEAAAhAICSDIQhScQAACEIAABCAAgdohUJZrsStWrDAjR440EyZMMAsWLMg1uxo937p1azNo0CCz1157mcaNG9coDx6CAAQgAAEIQAACtUUgZ0F27733msmTJ9dW/YNyJQRHjx5t5s+fb0488cRarQuFQwACEIAABCAAgeoSyGnIcsaMGbUuxvwGf/LJJ0Z1wiAAAQhAAAIQgECcCOTkIVu5cmVKW08//fSU79X9IjH11FNPVfexlPTROqXc5AsEIAABCEAAAhAoQQI5CbJoe3r37h29xHcIQAACEIAABCAAgSoI5DRkWUXe3IYABCAAAQhAAAIQyIIAgiwLSCSBAAQgAAEIQAAChSSAICskXfKGAAQgAAEIQAACWRBAkGUBiSQQgAAEIAABCECgkAQQZIWkS94QgAAEIAABCEAgCwJ5XWWZRXmVJtEqzRtuuKHSNOlunn/++ekucw0CEIAABCAAAQjEggAeslh0E5WEAAQgAAEIQCDJBBBkSe5d2gYBCEAAAhCAQCwIIMhi0U1UEgIQgAAEIACBJBNAkCW5d2kbBCAAAQhAAAKxIIAgi0U3UUkIQAACEIAABJJMAEGW5N6lbRCAAAQgAAEIxIIAgiwW3UQlIQABCEAAAhBIMgEEWZJ7l7ZBAAIQgAAEIBALAgiyWHQTlYQABCAAAQhAIMkEEGRJ7l3aBgEIQAACEIBALAggyGLRTVQSAhCAAAQgAIEkE0CQJbl3aRsEIAABCEAAArEggCCLRTdRSQhAAAIQgAAEkkwAQZbk3qVtEIAABCAAAQjEggCCLBbdRCUhAAEIQAACEEgygbJ8Nm7y5Mn5zI68IAABCEAAAhCAwEZBICdB1qhRoxRIt99+e8r32vgSrVNt1IEyIQABCEAAAhCAQHUI5DRkuckmm5iBAwdWp7yCplVdVCcMAhCAAAQgAAEIxIlAToJMDT3yyCPNTjvtZFq3bl1r7VbZqoPqgkEAAhCAAAQgAIG4EchpyFKNbdy4sTn44IODT9waT30hAAEIQAACEIBAKRDI2UNWCo2gDhCAAAQgAAEIQCDOBBBkce496g4BCEAAAhCAQCIIIMgS0Y00AgIQgAAEIACBOBNAkMW596g7BCAAAQhAAAKJIIAgS0Q30ggIQAACEIAABOJMAEEW596j7hCAAAQgAAEIJIIAgiwR3UgjIAABCEAAAhCIMwEEWZx7j7pDAAIQgAAEIJAIAgiyRHQjjYAABCAAAQhAIM4EEGRx7j3qDgEIQAACEIBAIgggyBLRjTQCAhCAAAQgAIE4E8h5L8s4N7426z5q1KjaLJ6yIQABCEAAAhAoIQJ4yEqoM6gKBCAAAQhAAAIbJwE8ZEXu9xEjRhS5RIqDAAQgAAEIQKDUCZT16dOn1OtI/SAAAQhAAAIQgECiCTBkmejupXEQgAAEIAABCMSBQNmkSZPiUE/qCAEIQAACEIAABBJLAA9ZYruWhkEAAhCAAAQgEBcCCLK49BT1hAAEIAABCEAgsQQQZIntWhoGAQhAAAIQgEBcCCDI4tJT1BMCEIAABCAAgcQSQJAltmtpGAQgAAEIQAACcSGAIItLT1FPCEAAAhCAAAQSSwBBltiupWEQgAAEIAABCMSFAIIsLj1FPSEAAQhAAAIQSCwBBFliu5aGQQACEIAABCAQFwIIsrj0FPWEAAQgAAEIQCCxBBBkie1aGgYBCEAAAhCAQFwIIMji0lPUEwIQgAAEIACBxBJAkCW2a2kYBCAAAQhAAAJxIYAgi0tPUU8IQAACEIAABBJLAEGW2K6lYRCAAAQgAAEIxIUAgiwuPUU9IQABCEAAAhBILAEEWWK7loZBAAIQgAAEIBAXAgiyuPQU9YQABCAAAQhAILEEEGSJ7VoaBgEIQAACEIBAXAggyOLSU9QTAhCAAAQgAIHEEkCQJbZraRgEIAABCEAAAnEhgCCLS09RTwhAAAIQgAAEEksAQZbYrqVhEIAABCAAAQjEhQCCLC49RT0hAAEIQAACEEgsAQRZYruWhkEAAhCAAAQgEBcCCLK49BT1hAAEIAABCEAgsQQQZIntWhoGAQhAAAIQgEBcCCDI4tJT1BMCEIAABCAAgcQSQJAltmtpGAQgAAEIQAACcSGAIItLT1FPCEAAAhCAAAQSSwBBltiupWEQgAAEIAABCMSFAIIsLj1FPSEAAQhAAAIQSCwBBFliu5aGQQACEIAABCAQFwIIsrj0FPWEAAQgAAEIQCCxBBBkie1aGgYBCEAAAhCAQFwIIMji0lPUEwIQgAAEIACBxBJAkCW2a2kYBCAAAQhAAAJxIYAgi0tPUU8IQAACEIAABBJLAEGW2K6lYRCAAAQgAAEIxIUAgiwuPUU9IQABCEAAAhBILAEEWWK7loZBAAIQgAAEIBAXAgiyuPQU9YQABCAAAQhAILEEEGSJ7VoaBgEIQAACEIBAXAggyOLSU9QTAhCAAAQgAIHEEkCQJbZraRgEIAABCEAAAnEhgCCLS09RTwhAAAIQgAAEEksAQZbYrqVhEIAABCAAAQjEhQCCLC49RT0hAAEIQAACEEgsAQRZYruWhkEAAhCAAAQgEBcCCLK49BT1hAAEIAABCEAgsQQQZIntWhoGAQhAAAIQgEBcCCDI4tJT1BMCEIAABCAAgcQSQJAltmtpGAQgAAEIQAACcSGAIItLT1FPCEAAAhCAAAQSSwBBltiupWEQgAAEIAABCMSFAIIsLj1FPSEAAQhAAAIQSCwBBFliu5aGQQACEIAABCAQFwIIsrj0FPWEAAQgAAEIQCCxBMr69OmT2MbRMAhAAAIQgAAEIBAHAnjI4tBL1BECEIAABCAAgUQTKJs0aVKiG0jjIAABCEAAAhCAQKkTwENW6j1E/SAAAQhAAAIQSDwBBFniu5gGQgACEIAABCBQ6gQQZKXeQ9QPAhCAAAQgAIHEE0CQJb6LaSAEIAABCEAAAqVOAEFW6j1E/SAAAQhAAAIQSDwBBFniu5gGQgACEIAABCBQ6gQQZKXeQ9QPAhCAAAQgAIHEE0CQJb6LaSAEIAABCEAAAqVOAEFW6j1E/SAAAQhAAAIQSDwBBFniu5gGQgACEIAABCBQ6gQQZKXeQ9QPAhCAAAQgAIHEE0CQJb6LaSAEIAABCEAAAqVOAEFW6j1E/SAAAQhAAAIQSDwBBFniu5gGQgACEIAABCBQ6gQQZKXeQ9QPAhCAAAQgAIHEE0CQJb6LaSAEIAABCEAAAqVOoKzUK0j94k3gzTffNDNmzDAdOnQwu+66a2waM2nSJPPBBx+YOnXqmEMOOSQ4xqbyMazoK6+8YubOnWu6detmdthhhxi2gCpDAAIQyI0Agiw3fjV++u9//7uZPn26ad68uTnvvPNMvXr1Ks3rnXfeMU8//XSQ5te//rVp1qxZpelL5eZ9991nXnzxRfOjH/0oVoJMQvL3v/99gPEnP/mJKSvLzz8V1+/K+MQTTzQ9evQIysjmPy+99JJ5/fXXg6S77bab0Scpduutt5rx48eb/fbbD0GWlE6lHRCAQLUI5OctU60iSSwCzz33nPnoo48CGK1atTInn3xypWA+//xz8+9//ztIc+aZZ+ZVkI0cOdIo/y5duphDDz200npwMzcCfr83aNDAXHrppVlluH79evPHP/7RTJs2LUjftm3bvAqyf/zjH2bZsmVm2223NTvuuGNWdSr1RJ988ol5+eWXA+/mL3/5y7yJ6lJvN/WDAATiSYA5ZCXQb3/605/MxIkTa60mzz//vLnppptCwVdrFdnICr7nnnsCEZRNs996661QjGWTvrppbr755uA38MYbb1T30ZJN//HHHwdtuvHGG82qVatKtp5UDAIQgIAIIMhK5Hdw9tln89Iokb4oZjXkMcvGHnjggWySkQYCEIAABGJKAEFWIh2nSeQ33HBDXmqzaNGiYAhy8uTJZunSpXnJ089EQ1vK+4svvjBLlizxb2V9Pnv27KCO1amfhu3mzJljPvvss8BbVF2vR6G5ZN14L+G9997rfUt/+t133wVD3Onvpr+ajz5Kn7MxGzZsCCbgqx/mzZuXKVna6/q9aHhcQ69r165NmybTxVzKzZSnf33FihVmypQp5ssvvzRr1qzxb3EOAQhAoOAEmENWcMSVF6A5O3oRTJgwwdx9993BvKCazuHRXLDbbrstyMsvVRPqf/WrX5ntt9/ev2x233138/XXX4fXNKetV69ewff+/ftXEAGak6Phn1GjRoXP6ESr4i688EIzZMiQlOvRL3oB//WvfzXPPPNMSrmqx29/+9uw7HTPiY2G+LQSz7eDDz7YnHPOOcHqPP+6f15dLv6z6c4lDDTh//777w9un3baaUYLLapjWpQhMaqhaq3m3GqrrTI+/uijj2a8F71RnT6aOXOmGTZsWEoWt99+u9FHdtJJJ5mLL744vC8xJQGpvvCFdLt27czOO+9sLrvsMtOyZcswvX+iPzj+/Oc/V/jtnH766Ub8KrPqlqt6uPmWLt8tttjCnZp3333XtGnTJvw+btw4o0UFY8aMCa/pZPDgweaUU04x++67b8p1vkAAAhAoBAE8ZIWgWo08GzdunOIZ09ClPDnVNQ19aeKyhF3UtGLwyCOPNO+9917KrZUrV6Z8979EvU9fffVVkEdUjOkZzW867rjjAs+Hn4d/Lo+DXu4SZL4IVBpNvD7mmGPM/Pnz/UfCc01mv/baayuIMSV44okngmejQs09XBMu7tl0x6gY+9nPfmYuuOCCdEkrvbb//vubzp07B2kefPDBjGklYrVSVaay3DPpHqhuH8njWJn5Hiyl1WpgzTX0xZieF3v1w+GHH25mzZpVIUvdP+qooyqIMSWU+JMoy+SRqkm5fr0rVMZe8NutfxPiGhVjek5/oGgBjf4QwCAAAQgUmgCCrNCEs8i/T58+YYgFvbyuvPLKLJ76IYkEkV4cMnkrfve735lnn33WPP744yli4YQTTgiGY9yTuq8wCiNGjAguqR76ro8vEjQspRAN7kUs75BCWSgMgwsNoXtKo6HIdKawHfL0yIt2/fXXB88rBITCHMjkrTnrrLMqvJjvuOOO0BOlZyXMJAolUo4++ujgWQ1/yZujYTrfasrFz8M/lxj7wx/+ENZHIldisW7d6v8zUhgNiVDZI488YhYsWOAXFZ6/+uqroRBVeZmsJn0kcef624VRkXBy1/THgTP1lYSzTB6j//znP0ZCX6sz5aWUyQv2r3/9Kzh3/1m9enUguJxgVn8rrxdeeCHoS3mhJIbS/SGhPGpS7kUXXRS0QQLS2f/+97+wXVqhKtMfAPojxpl+W/pdy6Oqf0NO/KqPFy9e7JJxhAAEIFAQAgxZFgRr9TPVi1AvPL0M5W3QMF62QyWXX355WKCGk/SSc6ahsN69ewcvHokmzVOTyJF17NgxOCoWmkzeuq5duwbn/n+U3oVb0AvXH+bSEKfCZShsh0SVxMUZZ5zhPx6eb7rppsGQV4sWLYJrqpfEoIZsJbL0gpfI22effYL7EhnXXXddcK5n5alwQ2KK36VhMoWO0HV5Mx577DFz7LHHhuXVlEuYgXciMXbVVVeZf/7zn8FV9ZfEaE3EmMtWAWclAmRPPvmkkWCOmht6U5/6w27RdDXpI9U92t/iG72msuS13XPPPU3r1q2Ddjds2DCoQqdOnYJ+GD16dCActUpTw9fOJIQ0RCjT81rN6ZhtttlmZo899ghEuX476awm5aoN+uiPE2dqU9OmTd3X4Kgy3TC7vGR+XDf9caL0v/nNb4K0ipEWp8DGKQ3lCwQgEAsC1f/TPhbNil8l9ZLSHBvnqdCLIN3wT7RlElnyTMjk0fDFmEu71157GQU3lUWHLV2ayo56Gcn0QvXFmHtG4nHQoEHB10yeDt3U/DMnxtyzarc8Zs40UdzZp59+6k7N1VdfHYqx8KI9kTfEeTI+/PDD8Fa+uUiMuaGrfIgxVbR9+/bmoIMOCuosj58/lKaLmmAugS7TkHBllq8+ylSGON95553mmmuuMU6MubTy9jnvnYSx3w7NaXMmce3EmLumGHx+/7vr7ljTct3zlR0HDhwYtEnt8sWYe8b/g8j/Xbr7HCEAAQjkkwAesnzSzDEveawkyuRhkqDQRHF5ZKIvMb8YrVhztuWWW7rTCkd5AuSF0dCRVu0571iFhJELmtvjXvbyOrz99tuRFN9/1YtVVpng0wswnelZeSQkLH1B57/MM3mH6tevb9RueTs0Od5ZPrlIDKofZPkSY0Fm5fk99dRTgQdSQ6xagOHs4YcfDk4l0vfee293ucIxn31UIfM0FzT3UNthabK9+0g8OpMgc79Z158S7FEx7tJX9rt1aXSsTrn+c9me69+FhjFdm3R0tm7dOnfKEQIQgEBBCCDICoK15plquE7R8jXfSnNrNGTlD8NFc/a9SBoCzGT+Pf21n60gU3gLZ6pTVSv+JPj0UvNXsel5rdrU8GImGzBgQCDI3PCW0snbIpMHzA2rBhci/+nXr59RcFstFtBLVGnzycWJMRXbt2/fUGxEqlGjr0OHDg3FqGKNOUEm8eGGKyUCNZycyfLVR5ny13UN2Wo4+a677gqHICtL756RyJRtvvnmwTHdf5o0aWI0JO2Gxf00NSnXf76qc4VR0XCvVv66eW5VPcN9CEAAAoUggCArBNUc89SEYs3FkdfniiuuyMtWNtokuybmewYkjDbZZJMqs9FLtLqWrn7Z5uM/m+0zrn7+s+5aZUfNS5O4VLiSfJjKP/74480ll1wShBnRMLXmZWliubyksiOOOKLSoorRRxpuVmgI33r27Gk0QV6eU63wjK6e9dNWxTnTXq65luvXIXr+7bffBkP5vhDTvDPxl9dW7dLiGAwCEIBAMQggyIpBuZplyMOj8ALuRXz++eeHc8CiWcmz5Eyekm7durmvKUcFu3RWmbfCpXFHDSU606pGf1Wau57NUfG2tOIuk5fMDU9us802YXYaypIwkTB1nq/wpnfitp2Sl8UNi+WTi4RIhw4dgrAOKvYXv/hF4JHTYoZ8mEJgSJDJ5IHUilkX42yXXXYxWsBQmeWrjzKVIeHixJhEuc41V9EXUVoNqfllvkmEKUadvGS+x9JPo3Mt6kgn5mpabjT/TN/lGXNiTL9rxRyTCHMmoYsgczQ4QgAChSbApP5CE65h/vLAOPGjeTgSaOlMw3XO3BCf++4f3fwqeQAyDVdKMEVNAsotFMg0fyz6TKbvTnRF72slnVuY4BYHKI0/58zNRYo+q/lTbjK/hv+c5ZPLj3/8YyOhqJAXMnmuFMxUQiIfJgHuhqUlxNSPbt6eC+1RWTn57KN0Mbz8eYGKGab5iL4YU90UXDWduT5U//lzsvy0mX63uZTr56/zdO3SylCZ/k1oQYwvxnQ90+9V9zAIQAAC+SaAIMs30Tzmp5eEhsdkbvgqmr0mfDsPiUSbNlSOmmIrKZSGzBctLp0mxsvkaUr30nRR5LXiT2EMoqa6KeyFVnO6eGjRNPquAKrR/DUB3A+s6nu2/HNF8k8XMFeLIORBk/mTw/PBJcjU+4/mcin4qUwCQxHh82UKuyCTx8YJcQmF4cOHB9er+k+ufdSoUaOgCDfnyy/PeR11bfny5f6t4Fy/uXQBg3XTCTKdqw+jQ8rqU62kTGe5lKv8tPrTWTrR5xaiaL5eVLDpezbbWrn8OUIAAhDIlQCCLFeCBXxeng/FbarKNM/MmYbT5GXRKkO9KP/2t7+ZU089NbgtkaLhz6j588LkBZJ3xg/wKm+QxIFMK0D1otI+llqV9sorrwRDeIqhJi+XRFkm07CU6qfVnlqVp2dVHxdwVBPaFZfKmeYnObGmCd8Sfe5ZzbFTHDAXikKeNcX18i1XLn5e7lxlOo+h4p65KPrufk2PEt5uuNYJTMUl80VFZXnn2kduWFTCRb8Z9aUTwK5eKl87LagP1PeaN6YAsS50R7r6aZGKi/WlXRPU3+p39b/yUTDhdJP5lVcu5ep5f0hZ9Va5Wh3qRKELdaE/KDQ3UL97BehVPDzx1OpXDAIQgECxCNTp129AMAN77NgxxSqzJMtxQ0Quan2hK6m4YHr5aY6Qv4ovXbkSWL64kBdDc5p80yoxRbqvzBRGwX/JubTy9hx44IHua3DUhG0nlHRB3jM/LlNK4vIvisLuB/7UZYlBeej0rObkaE5YOtPcpKeffrrC6kylVdvdnKp0z2rumOZeOdHop6kpFwkttwuBxKcvjCSYJDyd11KiJNv9R12/aygyuiNDtK7p+llx4FS+vKf6+FbTPlIefntdnlps4LyAihXm9rh09/2jWxmsa1FeEm8HHHBAOF/Lf07n+k3KGyYvm35DEk/OcilX/aN/z26emMtTw6v6rUydOtUcdthhFe67dPq3KWEq3hKSmQIeu/QcIQABCNSEgBthwENWE3p5eMbNwfFf9Jmy1ctbLwdn7ln3XUdNDNcL0w1x+vc0H00hFdKJMaWTd0lb4LiQC7oWrZfylUdop5120u0U05CpJnrrReriT7kErq4KbXDLLbcEE6cloHzTS1OCKxoqw6W59NJLg+jv6QSXBI6eTXdPz9eUi9+O6ApBiUfnmVMZEp0LFy7UaZXmeLij/4DmqsmLKZOAiYpuP220TrpX0z7Ssy6+moS4M5+BPJXynqrtvum389///jfcfkv3onXTnEXt8OD/hl0eGp7Vb89F0Y/+7nIpVyz124h6Tl39unfvHvwRkG5YWPXSb9oN5abrL9cGjhCAAATyQQAPWTnFYnvI8tF5mfLQsIu8Ahqa0RJ+fy5OpmfcdU1U1+R+xb3KtCJS88AUnkEvKW1JkymdyzPdUV4H7T0p0ZFt/eRhU7vUPr0o9aKvLD5XtNxcuETzKvXvNe0j/Wac508iOp0QUZw5xe/STgOZRHQmPhoG1XC45i3qtxMVYJme0/VcytVvWnPFVJ7aFTXNGZs+fXpwWUOdNflNR/PkOwQgAIFsCDgPGYKsnFaSBFk2PwDSQAACEIAABCBQ+wScIGPIsvb7ghpAAAIQgAAEILCRE0CQbeQ/AJoPAQhAAAIQgEDtE0CQ1X4fUAMIQAACEIAABDZyAgiyjfwHQPMhAAEIQAACEKh9Agiy2u8DagABCEAAAhCAwEZOAEG2kf8AaD4EIAABCEAAArVPoKz2q7Bx1cAtb924Wk1rIQABCEAAAvEkUKwdfPCQxfP3Qa0hAAEIQAACEEgQATxktdSZxVLctdQ8ioUABCAAAQjEmkCxR7TwkMX650LlIQABCEAAAhBIAgEEWRJ6kTZAAAIQgAAEIBBrAgiyWHcflYcABCAAAQhAIAkEEGRJ6EXaAAEIQAACEIBArAkgyGLdfVQeAhCAAAQgAIEkEECQJaEXaQMEIAABCEAAArEmgCCLdfdReQhAAAIQgAAEkkAAQZaEXqQNEIAABCAAAQjEmgCCLNbdR+UhAAEIQAACEEgCAQRZEnqRNkAAAhCAAAQgEGsCCLJYdx+VhwAEIAABCEAgCQTK+vTpk4R20AYIQAACEIAABCAQWwJ4yGLbdVQcAhCAAAQgAIGkECibNGlSUtpCOyAAAQhAAAIQgEAsCeAhi2W3UWkIQAACEIAABJJEoCxJjdmY27J27VozduxYM336dDNv3jyzbNkyc8wxx5guXbpszFhoOwQgAAEIQCAWBBBkseimyiv5+eefmxNPPNHMnDkzJeEee+yBIEshwhcIQAACEIBAaRJAkJVmv1SrVldddVUoxnr27GmGDRtm2rRpgxirFkUSQwACEIAABGqPAIKs9tjnpWQNVY4ZMybISyFMnnvuOVOvXr285E0mEIAABCAAAQgUhwCT+ovDuWClzJo1K8x75513RoyFNDiBAAQgAAEIxIcAgiw+fZW2pqtXrw6vt27dOjznBAIQgAAEIACB+BBAkMWnr6qsKUOVVSIiAQQgAAEIQKAkCSDISrJbqBQEIAABCEAAAhsTAQRZzHt7+fLlMW8B1YcABCAAAQhAAEEW89/AuHHjwhY0adIkPOcEAhCAAAQgAIH4EECQxaev0tZ01KhR4fXevXuH55xAAAIQgAAEIBAfAsQhi09fBTWdMGGCWblyZRAIduTIkebNN98Mrg8aNMhsv/32MWsN1YUABCAAAQhAQAQQZDH7HWiLpLlz54a1HjJkiDniiCPMQQcdZMrK6M4QDCcQgAAEIACBGBHgDR6jzlJVtTWS5opNmzYtqPn48eMDIda/f38zePDgmLWG6kIAAhCAAAQgIALMIYvZ7+Chhx4yr776qpk4caK58sorg9q/88475uijjzaLFi2KWWuoLgQgAAEIQAACIoAgi+nvoEGDBoEIGz58eNCCpUuXmrfffjumraHaEIAABCAAgY2bAIIs5v2/7777hi2YMWNGeM4JBCAAAQhAAALxIYAgi09fpa2pJvU7W7VqlTvlCAEIQAACEIBAjAggyGLUWemqWqdOnXSXuQYBCEAAAhCAQIwIIMhi1Fnpqlq37g9duHbt2nRJuAYBCEAAAhCAQIkT+OFtXuIVpXrpCbRs2TK8MX/+/PCcEwhAAAIQgAAE4kMAQRafvkpb01atWoXXFbmfzcZDHJxAAAIQgAAEYkMAQRabrkpfUc0hO+CAA4KbM2fONDvssIM56aSTzIUXXmimTp2a/iGuQgACEIAABCBQUgQQZCXVHTWrzEUXXRRG6Vc8Mm04/thjj6VssVSznHkKAhCAAAQgAIFiEGDrpGJQLnAZXbp0MU8++aT5/PPPzaxZs8ycOXPMkiVLzKabblrgkskeAhCAAAQgAIF8EECQ5YNiieTRr18/ow8GAQhAAAIQgEC8CDBkGa/+orYQgAAEIAABCCSQAIIsgZ1KkyAAAQhAAAIQiBcBBFm8+ovaQgACEIAABCCQQAIIsgR2Kk2CAAQgAAEIQCBeBBBk8eovagsBCEAAAhCAQAIJIMgS2Kk0CQIQgAAEIACBeBFAkMWrv6gtBCAAAQhAAAIJJIAgS2Cn0iQIQAACEIAABOJFgMCw8eovagsBCEAAAjUgsHbtWjN27Fgzffp0M2/ePLNs2TJzzDHHGO10gkGgFAggyEqhF6hDUQissP9HvG758gplNWzf3tRv3brCdS5AoJQJrLXbo21Yty6oYlmzZqZOGf93nqm/tK3ciSeeaGbOnJmSZI899kCQpRDhS20S4F9wbdKn7KwJ6MXzUt++YfphL79smvToEXyf99pr5n37f7ayek2amBEffxycR//z5o9/bNavXBm9bDruu68ZfOutFa5zAQJRAnNHjTLjTzopuLzZ+eebnmecEU1S0O8zn3jCfHH11Wb1/PnGbNgQltX77LNNL/vJl70xYoRZPnVqkF3fiy823X/xizDrF3v3Ds9/NHKkabrZZuH3Uj256qqrQjHWs2dPM2zYMNOmTRvEWKl22EZaLwTZRtrxsWu2Xj7eC2j96tVhE9atWhXe86+HCcpP6tRlymSUCd+rR8B5pPTUBjsEVkyb/uCD5rNLLklb5Abv30baBNW8GHiSy/Ncv2JF6tNeWZX9e0t9qPa+aahyzJgxQQX69OljnnvuOVOvXr3aqxAlQyADAQRZBjBcTh6BERMmhI1aYf/6H7PbbuF3TiBQ6gQmXXNNWMX2u+9uOh14oGnYsWNwranntQoTcRIQmDVrVkhi5513RoyFNDgpNQIIslLrEeoDAQiULIHW229vtrzttqB+Lbfaqmj13LBmjdGcMVmDtm3NVnfdVbSy417Qas+b3pq5onHvzkTXH0GW6O6lcRCAQD4JlLVoYTrss08+s8wqLy1IcdZqm23cKcdqEmCosprASF5UAgiyouKmsDgTWPLJJ+bbxx4zC8aNM6tmzw5WbDawKzSb9+tnWm+3ndn0hBOMqVMnbRM190cejuaDBpkeJ59svvnXv8ycl14yiz76yNRr3Ni0sNc3/8MfTMNOndI+r4vLJk82X99+u1n47rtmzcKFptnmm5uOdqHCpnZBw8QrrjDyouhl3fngg1PymP7vf5tFH35o6jZqFJSRctN+WT13rpn05z8HlztasdHOTuj2TfOm5o0ebTShfMlnnwXp19uyGnftapoPGGD0THu7Wq0yq2ndwzztvKVp//ynmffGG0Ed1i5ebJrYydmthgwxvc8919Rv1SpMmu+TL2+4wazRJPqIdTn0UNPSlp/Jpt17r1k0frypa/t3oOWrBQEzn3wy+P1o7lVTu0il91lnmTY/+lHaLNxvRjdXL1gQpln43nvmY/ucb12POsrIexc1zXP72nr05r/9tlk2aVKwKrNJr14Bt142j7LmzaOP5P37vZbDKs3zLLf99tvPdOvWzX3lCAEIlBNAkPFTgEAWBCbfdJP56pZbKqTUXDR9Zr/wgvnmP/8x2z70kGnQrl2FdNP/+99g4cFiO49twVtvmbmvvhqmkbiY8913Zu7rr5sdn3027ao1CaLxVnj5k8oXWmGoz2IrFCWWZEvs8v6oIPvmgQfM0okTg/sSfVFb+e23gdB016OCbJwVHoutoIvaUluWPiq70wEHmEFWuKQLvZBL3VWmvEPvWcGx4ptvUqqwxLLUZ8Yjj5it77nHtN5hh5T7+foy5e9/D8RuNL+GHTpUKshUL8ddwvXz3/8+JQv13XtHH20GXnutkbiLmvvNRK9LQM965pmUyxJZUUEmXu8cfrhZZX9bvi16/32jj/Ifav8wKPTQ6x8iv7mBAwcWVZAtTxPqxufBOQRKhQCCrFR6gnqUNAF/NVmjTTYxTa13ppH1EOnlOM+u4FI4jeVff23esJ6i3T74IGNblk+ZYvSp26CBabXttkG6+W++GYg1ebgm2pe2XpK+yRv3/vHHB2l0vb5drt/Gig+9aBfaF6sTY/4z+Tzf4ObgWO+fJo83tS9/xW1bMW2amW/FpVa/znr66cBjGJ3blGvdJVbfsBPYxUYmL5/arqFDeYpWzpgRsH/XCrZdbNBPiaR8W1s7EXy1DSQqU3+rzOpaIMYsvxaDBwdzwBZYj9U6G5hUpj7vcsghFbyrHfbaK5w3tmbRokB8Kr3a3mKLLXQaWgVRZfvkrf33D5/X701e3LoNGwYeOnlrVf47hx1mhtvfUDE8ZWFli3wyzgpfZ01sWBwMAqVKAEFWqj1DvVIIyPOi2GMaKpM1s8vXnbUfPtzs+Pzzwdd69oVTCJMIkedJw2MaqvNNguUN+/KUp0wC4ju7rF6xzTJZw86dA0+YG2bTcN6be+4ZJJ9vh+TkBavjLcsPVteVhxrQEJm8cM4TFcZgK7+fqcxcrmsYtL2tXw8bf6ueDUDq2yobaHP0LrsEdZ5j+0dDqa5dSpdr3T+1MbCcGFPbh95/v6nXtGlYBQ3VfmOvSRROsH0z1Hop821D7r47zHLOiy+aD049Nfye7Yn6czs73C1BJpMYGr3rrsFQqM4l6iX8fNvSDk87W/rFF2bs3nsHX9vbIeVBf/mLu5X2ON1ycIsA1B/69+HEqv54eMuu0Fz25ZdBv6mPNrdxunzb3no915QvImhs/wDxzf93GIfVnaPsULGz3qxGdSg4liABAjOVYKdQpfQENGeomZ13o48/V6uO/evfXW/cvXv6h3O8qiElDclFxZiyVfn9vPhQ8+zQY2W2xY03pogWvdRaDR0aPrLKW6YvoTHzqafCe1vdeWcoxnSxrX2pZ5qDFD6U40l/68Hpfc45FcSYspW47PzTn4YlyGsVWo51lydK4lYmEbaNFRm+GNN1ca9Tv75OzXzrIQu9ecGV0vlPt+OOC8WYaqV2dC8PZqzvmt+VT/vqjjvC7AbYQLJOjOmivIxb2WFYZzMeftidhkf1q/s3FWXu/zv0/3AIH67lkwl2GPtdO8/yaeu1PfPMM82b8kBbG2TnaW6fZp5dLVeX4iEQEsBDFqLgBALZEdBLf7kdrtPQoxt20tCcMze85b77Rzd05F/TeVPr8XNiRnN/NCwq0/wuFxC3mV08kG5+Wjc7XCfPWjFMXhcNzWpel/NcOU+Myl89Z05YjVzrrsULzhRva+4rr7ivFskPUeq1Y4MTNAvtcLGG5krNNrFzuaKmeWXO/FWU7loux9Xlv0eJ1Q7lnjU/PzHTb0yiVx7ZqGfTT5vr+R1WHPqhJza3i1EKadoiaa4dWnY2xHpWjzjiCHPQQQeZMraXclg4liABBFkJdgpVKk0Cmpz+uZ2grKGeyswNq6ZL4w/n+fcVW8rZ2qVL3WlKWU0yeP8KvXWNXthaFapFDXpxV2b+XDufU03qvqR8IYLKW/7VV+bDLLYp0krYUhRkTa0AiloDOxfQ2dry+WTuey7HdTayvlv8kU7Au7wlytx8OPVVocJp7GWH84tpPa0nXXPFptk/mmTj7UpXCbH+/fubweVDxsWsD2VBIFsCCLJsSZFuoyYw1Qbi/OJPf0plYCdpa5J0YOvXGydG3MswNfH337TXZpXmeX/8lYUKsZHO/OGodPdzvfb+sccGw4F+PhqqckOF8pS5NvvbCeVad1/Q+eX59YieK4RIKZqGtSs1+/vJl2kuo7MGlQRCbej9nrRvZaEEmatLsY4P2TmWMnnlHrbDsZdddpl55513zNF2Reto+0dVy5Yti1UVyoFAtQggyKqFi8QbIwFN1PfFWLdjjjG9fvWrlOHDYIWlXQ2Yb/M9HJm8U1qBl4ttqEQMaA6X5mbJJIr6/va3RjGvQiFqr0+x89pcHLMgYfl/cq27VhM66/e735luVhhiVROo7wmOdXYCfyYL9qssv1nfY50pfdyuN7AiWCJMk/pfffVVs9R6nt+2q1t/bGP3YRAoRQJM6i/FXqFORSXgPFuZCv328cfDW5rArknuvtjQzaV5npTtCvSHI1faFY3pzPdEpbvvVmQG9zzvm0tb2fylIBZWecLBNsCogtD6Yky3MrU917r7c6xW+gsdXMU5piWgCfnO0gW0dfdWevHJ/L5y95Ny3Ndb8TyjBiFLksKBdpQ+AQRZ6fcRNSwAAbcps7Je/PHHlZageFvOFAMrnbnVgOnu5XLNn3ul4KzrvYjnLt+q4pA18KLYR4OEKo/FdreATBZMzC+/2WbHHdMmm29DNqSzXOve3Jv87QfSTVcW11IJuKFxeVX9BSculYaWl3z6qftqGhcwcv7w4cODuVuav6WPHxcsrEABTzSp35m/Y4C7xhECpUIAQVYqPUE9ikpAS//dHCiJFLdaMl0l3IpH3UsnfuShUmDUQpjq6EJiaJ6WtvHxTS/bmf/3f/6lCucp9Y+k1Yt5uo3kn8ka2dWNztKFR5hh5+uke+HrmVzrrsn5LmCpIt5rUUUmU/8p2Cr2PQEXdFjfJtswK1FTn7tVshJjKV7UaOIcv2tyvYYL3afYoqhOhu3McmwWj0Mg7wQQZHlHSoZxIeDH73rVxgHTPChtSaOPAnE6a10eUV/fFZn+y+uuC1anrbMvGQk0Red3oSncM/k89r/88jC7qTZI6Ye//GVQ7jS7XZACyroXa5goctJut93CKxJ0ap/qrjAbY+w9fy5RmLD8xIlBfdX2UdPuuy8IOCoRJl6f2jlllVkudZdIGGhZO3vfxvJSxHsF0hVvRc2X5+yDU04xo6zn5ZPf/MYlzdtRqxA1P9B9/OFhDfm568FxypS8lZtrRptfcUWYhUSzuKnPNB9SvyEF1HXm95G7lqRj3bo/vObW2j9AMAiUKoGyUq0Y9YJAoQkM+OMfzRg7nCLPk+aRaXK6M21bs2V5cE1FV9c+idqDUkLga3tdH98UI0z7OhbCtCF5TxvyQZtEy2aPHBl8XFktttwy7V6T7n4HO4lZ4TY0fCXxFt2YWh4SX2i453TsefrpoQiTF0ov9mAbIC+R9lFUWIp0lo+6a1shbeoukyDUp1imbZsyzTGcYfeC1Me33e3m69E5dv79Yp0rQLIWnyhciSwTt1bWCxndu7RYdSxWOf6qyvlpNokvVj0oBwJVEfjhT4eqUnIfAgkjoKG8nW1U/ZZbbx1EL/ebF41APsRGNpewqWB2OETR8rd58MHwVrohkjrur3R3DFN/f+KX55+7ZJudf36wU0Aw/Fg+BKMI6u2tYFD0fmeZVstp2x7tgRm1NsOGmS3LhZ7uRYeuNLS7/ZNPGomuqKmem513nul52mk/3LLXopZr3eUl29qKMH/VZUoZlofmm/U+66yUy7Xxxe/7sM8zDJn5rP3zdPWuW74bQXAvw28o+pwWnwQbvvvPukS2Tr0sr20jgtLdzuexWWS7Ld9jlc9yMuXVyptDOdL+McNm45lIcb22CdTp129AEPJ67NgxtV2XWi1fwQNlI+w+cYU0t69aocspZBs25rw17KPJ9VqZqL0VtclzOgFVSEaa96X9CN2+kpqU//ZPfhIUqVWQ/S69NG3x8gQutR4cbUgur1hbK8aqjI/l5aShQpUlT5mEnLbQqa7VtO6uHO0KIP4aUtYG56pDcxvwU8IRy0xAsckW2J0P5O3TMHSwF2wGoZg5l/jeOfvss4OtlNQCCcTtrGewtf39aGul7hkCLse3tdQ8XwSK9b525ZT18TZpzlcjyAcCSSWgIKzaaLs2Td4UJ8ZUD39Sv7/perSOEo4aQtSnJqY9N3PdTLqmdXf11ST/NjvtFHzcNY5VE9AQZqH2ea269NpPcdFFF5mpVpR+ZP+g0OIC9wL82c9+hiCr/e6hBuUEmEPGTwECMSCgyfPyBmnfSn+zZ81r+6Z8TpX2yex04IEl15pi112LHb6wCw5qar1t0N+e1nOCJYdAly5dzJN26P1zO89zlo1pN8fuubrEels33XTT5DSSlsSeQNmkAgW0jD0ZGgCBEiIw1851W2VXy2llo7x0DTt1Mqvsi8WPK6a5WqW4dVCx666dC6paeVpZ166uYr/Oyp7lXmkT6GcX3+iDQaAUCeAhK8VeoU4QiBCoa4cpA7OrPCXCfCGmoUhtaaT5Y6Voxa679mRsN3x4jVFkCv5b4wx5EAIQgEAWBBBkWUAiCQRqm8Awux/fQrtB8jwbFV/R8xXCorEdbmlh54NJfES3cqrt+vrlF7vubXfe2eiDQQACEIgTAQRZnHqLum60BOQFUyw0feJmca573FhTXwhAIL4E6sa36tQcAhCAAAQgAAEIJIMAgiwZ/UgrIAABCEAAAhCIMQEEWYw7j6pDAAIQgAAEIJAMAgiyZPQjrYAABCAAAQhAIMYEEGQx7jyqDgEIQAACEIBAMgggyJLRj7QCAhCAAAQgAIEYEyDsRYw7j6pDAAIQSBoB7bKw1m5gL6vfsqUxG9Em6EnrS9pTPQJ4yKrHi9QQKDqBTy++2LxoN/bW5/1jj00p/80f/zi8N+XOO1PubexfNqxbF7IRu+VTpoRI5r32Wnhv1BZbhNdL5STOdc+V4Zc33mhe3Xrr4DP/jTdyza6oz/Nvtai4E1cYHrLEdSkNShqBdcuXG2O3TJKt1blngSeh/N66FSu8O5wGzMrZiMb61atDKOtWrQqZ+tfDBLV9onrHte4Rdh+fc45ZZz1eLbfayvQ844zI3TRfvXZv8M7TpCy5S/xbLbkuiVWFEGSx6i4qCwEIQCBeBGY9/XQgLpd9/XV2gixezaO2EMgbAYYs84aSjCAAAQhAAAIQgEDNCCDIasaNpyAAAQhAAAIQgEDeCDBkmTeUZASB0iQw7d57zaLx403dxo3NwD//2cwdNcrMfPJJs2DcuGBeVdO+fU3vs84ybX70o7QN0ATzeaNHm5lPPGGWfPaZWT13rllvV8I17trVNB8wwHTcZx/Tfo89Kjz73XPPmdnPP2/qt2ljWg0ZYib/9a/Bs6232y6ohybZf3H11WbJxIlBXn3t4oW2O+9cIZ/ggp1LNO2f/zTz7CRv1WHt4sWmSc+eQb69zz3X1G/VKv1zebo6YcIEM2bMmDC3jh07moMPPjj8Xmonc1580QRDhbZi/S67zMwfO9Z8+9hjZtEHH5iy5s1Nyy23NJuecIJpNXRohapPtpPql9vhRa1u1O+lbqNGFdLowtolS8xnl1wS3GvWr184HPn17bebpbZPQyufB7by22/Nx/Z35ludsjIz6C9/8S9VOFde0//7XzPv9dfNqjlzTJPu3U2Xww4zmx53XIW0/oVVs2ebr2+7zSz66KOgPfVsO5rZ33rbXXc13X/xCz9pyrnapLY1HzTI9Dj5ZPPNv/5l5rz0UpBPPftvqIW9vvkf/mAaduqU8hxfIJArAQRZrgR5HgIlTmDGI4+EL0gJqM9///uUGi+0wuy9o482A6+91nQ59NCUe/oyzl5b/OGHFa4v/fxzo4+EWqcDDjCDbrjB6AXrbPbIkWbWM88EX7+5/353OXi5vXXggUYvTIU4kCmf948/3uz06qumcbduYVqdrJg+3bx31FFmxTffpFxfYkWSPmrf1vfcY1rvsEPK/Xx+GW8F7bWWj7PBgweXtCCbbQWEY7/eCurZ//ufq3ogZlfOmGEkmAdYQbzJz34W3tOJ+mL2Cy8E11ra1Y6ZhM/0//wnLKOz1+/TH3zQKP+orV+5Mkzv36tMkC359FMz/vrrjf4ocKZr+g3rj4wtbrrJXU45zn3lFfPBaaeFvy/dlIjXb26eFdYzHnrIbPPAA6ZBu3Ypz+mLxJ8WVCy2v60Fb71l5trfpDPlMee778xcKw53fPZZ03SzzdwtjhDImQBDljkjJAMIxIdAIMas56OF9ZC0GzHC1GvaNKz8RAm1NKvaNrjVifY5vYA62FAbmxxxhGmz445hjCh5Yz785S/DvCqc2GfllXGmF7bEWMPOnX/wbtmyZz7+uEsSHPUCfGP33UMxJm9Nu+HDTScr6BptskmQRi/6d61g08sWq0jAiTF5sSScm/ToESZSmIaF770XftdJz9NPD79/c9994Xn05BsryJz5z3Tcd1/TZtiw8OPS1KlfP7zm7rfdaSd3O+1xkvXQSYw16dUr+N25PlfiWf/3fymhTFwGEu7jrQfMiX15aPWblWCvU69ekGzZl1+acdbLVpnJgysxVrdBg7DeLiaa8g7+vVSWAfcgUE0CP/w5W80HSQ4BCBSHQP8rrghfkg3sy8W37R991Kyxwyuyxl26+LfSnuuFtJ0dumphPTwyhSMYbYdw1syfH5zLexAdNmy1zTam/Z57mh4nnWTqNWuWku+qmTPN6F12CV6ac15+2axZuPAHgeWllAdLQ0UazvrSejxkEgg7Ws+NXrgvW8+dXnJz7dBor7PPDp+UYHAv1pZ22HOo9bSliEjLJvC+WTE3wQ5dDvVEgrx1w2ydNLwalNenT5hveyvqdrTDqbJ6DRuG10vlJN913+yCC8LfkNr42e9+Z+ThkmnYWL8JZ/ptNOzQIRC4EiUSOFGv5bLJk0MvmESS7ynq+9vfuqyCo2LASegrj6F2+K+6tvlVV5muRx4ZPiZPqoYvZVP/8Y9g+DC8aU8mXn55+LWVHR7fxrbTCTENxY7dbz8jEb9i6tRAcEngZzL9wSBPmBsSV7vftP8WZIqRpt+uy1vX8vlvVflhGxeBuhtXc2ktBOJHQC8DzX3RJzrEoheGuxcVS+la2s3Ou3FiTPclbrqfeGKYdNmkSeG5O+lvPWe9bSypdPmr/M4//alLWsHb4m4E3jT7pfW227pLRnPJZHqhNSoXkxJ0ztywmr6rnnqx+mJM1/vZ+T7yvMg0Tyr05gVXTDDPzPFx3g3dqmO9Hu56YzsnqRRNc+RcHXOpu34zvgdLbd38yisDz4/ONfQX9S5uakWPsyl/+5s7DY9T/v738Ly7nYtWKJPQ88WYyulnxaQzP9ivrukPjHCI0Xplh9x1V4pgEtPNzj/fPW6+rGL+2hZ2Pp0TY3qoqRWX/ry7VbNmhXnpJJ//VlMy5stGQQAP2UbRzTQSAt8T2OTwwyug0LwyZ5qvVZlpsrO8DErnPFe65my1nXSdziSAZGXaCqfcgm1xys/LmjQJzvRCdbbw3XfdqWloJ9FrXpAzP2CohuCckFxoJ607oefS5uO4s11scPPNN4dZtYl4KsMbJXjS5ZBDKtbKihUNWWvRhUzzxuQVc9btmGPMpOuuCzxbM596yshL5ZtbMCCh2PXnP/dv5fW8sx2ajppEkbOV1kPrW7AYofxCS+vp0wKGqHWzw9tflLdnxbRp0dvhdw1VpvstNbWeVjfMK++hP4waPswJBGpAAEFWA2g8AoG4EmjqzR9ybfCHQd0egu6ejhqW0Uqzr265JRiS9O9Fz9NFvfeHdMq8OWu+t0svP9l6RdAvN62+dLb8q6/Mh1lEeV/yySdpX6Iun5oee1hu+sTR/OFEv/5N7bwsZ8ssX3+oWn3T1s4D0xC2os9LDLfbbbcguYamNeQna2eHoTOtwgwS5PifxhmY6zel36X/e1FRS+3cMGead5bOVN969g8Atcv/YyKa1veM+fcatG0bfl27dGl4zgkEciWAIMuVIM9DIEYEnKcqY5XXr69wS/tnajjQN70Q3VChPGV6Oco2rF3rJ6tw7oszf0WmO9/gla+J18788ty1dEeFJcBSCTSyw8rpzBcc6TxF2uZIgkymIUonyKbefXeYXXQoNLyRpxPfi5pNln47MrVb+chz5rY5WmdFVbrheIm2Ki3NIpgqnyEBBDIQQJBlAMNlCEDABA2Q4jAAAEAASURBVKERnBiTKNKE7a52yKeuNxFem5prNVy+raxFizBLzRvqFtlYPbzJSaUE/GFgP6ET0bpWFlmsoWutt98+mBOleX2KWSfhoiFKncuC+HJ2wUcpmf+bydRu1df3rCk+HwaBUiBQtxQqQR0gAIHSJBDEZCqv2mAbZHNTuwDAF2O6tTTNQoB8tMaf27YyMnk6H/lvLHmsSBMTTG3351/5oTB8Lt1sfLrArCdIYS4UY8yFRulWwLljfh2qc17Z/DI/Hzc0r6Fy32vrp+EcAsUmgCArNnHKg0CMCCi6ujO3UtJ9d8f55cNa7nu+js033zzMKlw5F14p7smjNryIgsG6z0k2BEhcTDszpLP5b74ZXs4030oC3Nk3//53MJfQfffvuWvpjnXqfv+aWbdiRbrbeb3mz4tznrxoAQom7Bak1Pfmg0XT1fb3+2wMuGF2Hp/7/M5bXVrbdaP8whBAkBWGK7lCIBEEGtnVjc5mPPywOw2PingeDZkQ3szxRCvc3Co5bZ+j7ZsymYanFrz9dqbbOV9fYcXEUjtk5z5z7fZRcTFtN7V63ryU6mo1opujJy9Ri4EDU+67L5pn1qo8VInCkLjdEhTB35+D5tKnO7qVtatt4N5CizKFT3G/GQ21phOjk8rj4Kmu7WwMvVK1hbb+M+0qUveZhZe4VLsqb/VCkOUNJRlBIHkE/JhLk+02NdPsX+1amSYRpnljn0aCgOaTgCb6D1TohXJ738ZQ004DCs6pYTPtqSnP2QennGJGWe/VJ7/5jUvK0SdgWSmYqUI1yDMkz9hbNmK/M+3r6BZVuGv+safdgihqPSzzbK2pjf0l05w1lat9VFWXRXY7rsV2n8m8mp3j5scZG2/3ovzWbq0lwa5QLdpL0wWV1Xy4aBDbvNaFzCBQTQJM6q8mMJJDYGMioFV0ToTppSZBFGy/5EHQcJfCUhTCtOWN4mhpY2yZ6qIPVj0C8ha9k2arIIVw6HnmmZVmptWVCoPhJsnLo9ahPFp9pQ+W39RG3GPtdkoy/U4mnHde+Z3vD3vm+bejGGrT7I4OwW/SitFPLroo+KQUar9sZuvhLwKI3q/t7yvLQ4u4epR5+4W6axyTRQAPWbL6k9ZAoAIBN4fHj/buJ/K9I/650ihm0/bWo5FujpEmQ+ulluJBsdechXmVzyEKrnvnYb10o/y5lGvlGclLtrUVYRlfntbToflmva33o1BW16u3ymhQHjetUOXlM9+tbMgKP3aWy1v7me5ktyDKJlSIL8C0H2am35LL2z82698/2MKqwz77hKFS/PvRc/83kHHCfaQ/UvKwv4dhL75YIcK/S6Pf9BC75ZLCeqSzsPwMZfh18s/T5ZXLtXHlq1ldHj/5yU/cKceEEqjTr9+ADWrb2LHfx5tJaDurbNZ4u32IbISNXl1IG1U+wbbQ5RSyDeS9cRLQUKGGmOQp0ebQ2oam2Kbh0sV2qGvpF1+Y+q1bB3Vobl/4hQxOWuw25qM8eYU0VCeToNZ2Wdp3dI4d4m1guan/3FyrbMp73W4kv+q774Kk2h+0Nvo+m3pG02iYdOlnn5mF9v/fNeettQ3Toe2+St2W2N/5llYwO+tvf+PPPPOMif5h4O5zLAyBYr2vXTkMWRamH8kVAokjoJACfliB2migRESbnXYKPrVRfpzLlBCJ7guZTXu0WMKJMe37GRcxprbJg9V80KDgk01bSyXN+++/n1KVCy+8EDGWQiSZXxiyTGa/0ioIQAACOROQGPvwl78M8+mVYZgvTMBJXgj4w5VDhgwxw4cPz0u+ZFLaBPCQlXb/UDsIQAACRScw1s730v6WLl6XKiAPW9qNyoteu+QXONoL8XL++efbKXt1kt9oWmgQZPwIIAABCEAghYCi+KeIMRuP7kfPP1+tyfwpGfKlWgSuvfbaIOZdPTvkKg8ZtnEQQJBtHP1MKyEAgY2IgDxZDTt0CFrceNNNq93yPhdcYFbaSfz17X6ibXfd1TTr27faefBAzQloEj+28RFAkG18fU6LIQCBhBPQLgf61NS6uj0sa5oBz0EAAtUmwKT+aiPjAQhAAAIQgAAEIJBfAgiy/PIkNwhAAAIQgAAEIFBtAgiyaiPjAQhAAAIQgAAEIJBfAgiy/PIkNwhAAAIQgAAEIFBtAgiyaiPjAQhAAAIQgAAEIJBfAgiy/PIkNwhAAAIQgAAEIFBtAgiyaiPjAQhAAAIQgAAEIJBfAsQhyy9PcoNA3gl8evHFZsZDDwX5th02zGx9//1hGW/++Mdm2eTJwfc+v/616XHqqeE9TtITGGMDna745htTt0EDs/vEiekT1fLVDevWmZe8YKzDXn7ZNOnRI6jVvNdeM++feGJwXq9JEzPi449rubapxeej7muXLDHz33jDLBw/3qz89luzdtEi07hbN9OsXz/TYe+9w6C3qSXn/m3JJ5+YFdOmZZ2RNlpvlucgrqvsLglzX3/dLPnsM7Nq1iyzfvVq07R3b9N8wADTab/9TB37u01n+eCeLl+uFY8Agqx4rCkJAjUisG75cmM2bAieXatzz9YuWxbeW7dihXeH00wENqxfH9zaUM40U7pava66efXTS9nZulWrwnv+dXe/1o851n2C3btx5hNPZGzGxN//3mxy+OFm8yuvNHXq18+YriY3PrvsMrPIisBsrc2OO5qh//lPtsmrTDd6553NyhkzKqSb++qrwbVPL7nE9LN/oKUN3Jsj9wqFcqHoBBiyLDpyCoQABCAAgUwEVs2eXfGWv7m2FR7yGH909tkV0xX5StM+ffJa4poFC1Lz89tt76xfudJINH77yCOp6fiWCAJ4yBLRjTQCAhDIlsAWN91kVtuXfr1mzbJ9hHRFJNC4a1fTcsstTaeDDjId9tzTNOrSxcirOc8O43372GPmu+eeC2oz2252Pm/0aNPWepXyZYOuv95oY/XK7P3jjjMaHpT1OPnkypJW+16T7t1Nw86dTZef/tTI+1a/dWuzbulSM+vZZ803//qXWfLpp0Gen/zmN6bTAQeYuo0aVbsMHihdAgiy0u0bagYBCBSAQKuhQwuQK1nmi8CAP/2pQlZ16tUz7XbbLfh8dOaZoSibY+fW5VOQaU6YPplswbhxoRhr0quXabTJJpmS1uj6DlZ4RU1/OGxyxBHBMO1r229vVs+dGwxZL3z3XdNmp52iyfkeYwIIshh3HlWHQFUEvrAvN00S1uTvAddckzG5/vKe8re/Bfc77r+/6WAXC0RNE62/vuMOs/D9982yL7+04yfrTVM78byd9VD0PP10YyLDK/7zfv6b2gnpLQYONNP++U8z3Q49rfruO1PXzgVqbL0Dvc44w7TfYw//0eB89bx55kvrvVj43ntGQ1ryUNRv1Sp4IXbad1/T+Sc/MWUtWlR4ThcWffBB2iGe+m3amM3sfKWqbMPatebr224z899+2yybNCkoWy/jVkOGmF5nnWXKmjdPm8W0e+8N5iPVbdzYDPzzn83cUaPMzCefNHqpBxO1Lbve9vk2P/pR2ufzdXHChAlmzJgxYXYdO3Y0Bx98cPg9bifymjkv2WLbtmLa17ffHhbX/fjjw/OinNh/X62tIPuuXLQt+vBDBFlRwBevEARZ8VhTEgSKTkACZpEVUDKJltY77JC2Dl/99a9m9siRwb12I0ZUSKOhoQ/sCk7NYfFtoRUX+sx4+GGzrRVXDTt18m+H54vtSsBZzzwTfG+51VbmyxtuCFbRuQQaAFqzcKH54JRTzK7vvGMatG3rbhkNTX1ohZo/yV0319kFDZoArfKV/8Drrguf8U801DX9wQf9S8G5JoRXJci0GvMdO4FcotE3MdVn+n//a4baoSS1KWoz7DyfpeWrOLVC7nM7Gd031fu9o482A6+91nQ59FD/Vl7Px9tJ6tfaMpwNHjw41oJMfeKsYfv27rTgR/3e9O9AJo+dFhYU2/zh1IZWWGPJIsCk/mT1J62BQAqBTe18F2fT7rvPnaYe7STpOdZ7I9OLppP1kPk233pXNG/GibGGHTqYjnb5vbxo9Zo2DZLqJfl2ll6Xb/7971CM6XmFMtC8mXQeNpX50a9+FYoxDRFp+KbbsccG3gHnnXIrJ/16u3OJoRZ2TpL7qI1ZmeXylmXhxJjCZLS1Q0Ttd9899IrpJf3OYYcZeQ8rs0CMWQ+H6iDB67jpGa0ajIrNyvLamO8ttGJ9sv3jwZl+h8UyzeFy/dTWhk7JFH6iEPXZsGZNMIfM/XGlfyttd9mlEEWRZy0SwENWi/ApGgLZEOh/xRXfDwnaxA3sMJtv2z/6qFlTLgYa28nPUeu4zz5mwnnnBcNsgejS0vjI0KLm4ej/8GWaj1OnzPu/BZv+Y/u8sx6nnWYU78yZBJOE2NLPPw+Ey9R//MN0/8Uv3O20x+VTpgThCgbffHMQU8ol0lCkxEk9b6Lyd//7XzhnR6Jt53IPhXtGx9k2TbRN/n0NgfrDoJlCC/jP6Hy6DWfghJaGR3e0njqJUZna/daBBwZDtxo+nWSHgze/6qrgXrr/SARuZyekt7DeKZmE3Gj7Ul8zf35wPs+KXn8ulPpAscfWl/dLM281X/vhw4O6KJ96DRvqUFKWz7pPsp49MVo+dWowVO5+p2qwvL3RPx4KCcL/g6ZngeP9yVus35RCsyz+6COz9IsvQjGoNva58MLwt+janE/uLk+OxSXg/T9vcQumNAhAIDsCEgP6pDOJlMC7lO6mvab/k25nX+BOdEmUycPj2zQv0OymJ5zg3wqG5IJJxPZqq+22SxFjSqhVXpqEPc6uCpNNveeeKgWZ0m11551BvXTuTGJnSztXy7cVXkymDmnmliltBys6C2Ff2flyzgZcfXXKC1Dt3urvfzdvlA/vasi2MkHWzXoYnRhTnvKQdbdz6TQvTqa5ab4g07VMk8vlmWnmBY1V2lKzfNVdAt8XYa6dfX/7W9M9zyscXd7pjhJFzlOquYqttt02XbK8XdMfJ/pNRU3D7EPuvrvCb8Wlyxd3lx/H4hJAkBWXN6VBoOgEJLIkyGQadvEFmV52C8aODe5JZERFwfw33wzu6T9Ne/T43htVfsUPrKrhPE1UV2TxqkzDjhKJ2ZiLTq+03z7+eDBUqajlxTCFxpDpJajo8FFT3dQWzWOTl0xejUzCOd18Iw2lOlsxfbo7zftxZ+v1vNl6I521iXhZ3fVSPNazCyLW2kUVbqjQ1VGeM0XuT9cvLk0+j1rM4qzrkUe604Idtcgl9PrKq11u+vf68bnnmu2sZ9z/t+Huc4w3AQRZvPuP2kOgSgJaxadVlor4r+1otGpQnjOZ4hu5mEoa3oya25ZJ1/UXe7q/2lOesS8PCZTKwgGkmwCfkof3pZ3m6tiXk15EGuZ7066w0+rIVltvHcRpUiymBu3aeU/k51S7HjguleWvl6KLrK6Vp6222SZtBSRmo+YPPwc7LkQT5Ol7D1u2PnG03ewKWZn6Qr/FyX/5i5n9wgvB9w/tyt6hdj5ioVeprrc7I8x56aUQX1VD8mHCHE7k6dqzfEs0DY9rZfPEK64Ihsg1hDvW/oGgxS9uDmUORfFoCRFgUn8JdQZVgUChCDixpReb5mU50wR7Z+leNNpH0Jm8YPKiVfVx6TMdm9qQEdmaXjhD7ZCqL/D0QtIL8vM//MG8ZodR3/35zwOxlm2e2aRbYecsOWtgg3NmMn+Vn+Y5ZbIqJ4CXb+eU6fmN/brm4GmYdksbmkXzGJ1pK6FCm3YFcOK8+eabF+QPgMraoH9vEp0/skJU5cvkjZaXEEsWATxkyepPWgOBtAQkthTlXCYRJs+SvEBu3z55nfwhNJeJ5jqtXbw4+LqTDR/hJrW7+zU51m/ZslqPKfaSJvNLhKnuiivm6qSMFrz1lnn/+OPNtnncTsav4zrrochkwT6j5TfrZ4iDlulZrteMgBaVTLFzEDWM6QvnmuVW9VOax+as+0knudNaOWqBzzt2lbFM3m4sWQTK+nird5LVNFoDAQg4As369w9ieynAqiJ8axgm2MC5fH5KlwwhKzTUpsCyMnnL8iHIXJ2qe/RXS0qUTbbzoua99lqQjeKtaR9AbTWTD/MXSsgjl8lWevHJmm62WaZkXM8zgTIbvd6tgNW8xXTx7zQxfqqdAO+btiNSxP9sTcPQLu6Zhs71h0y2puFVX8xrC6hN7R8OuZg/aX/VnDm5ZMWzJUgAD1kJdgpVgkAhCHS2KyGn3nVX4FmQGFNYB2eZXhQaJppfPulfgWOrM//L5V2Io+qxtY2E74ewWPLZZ3mdT+Tm3Wmyvl7uUTGquXhub0G1UZPMS9EetRPAr7zyyrBq29lh3rsjQiW8GYOTDXa4zokxVdeP6eZXX6FYooJs+ddfV0uQ+ZH5tUOAm3vpl5Pp/Ktbb025pdWZmf6dpSSs5ItWezqrW8CQJwomfKbdospZMyuAR5YHjnbXOOafQN1Jdrm1PhgEIJBsAv5WL1OsMJOAkUlI+HO0fApdbSR5Z3q5yQuVyTS5PYiXlClBDa5LCGkyfyZr5O0MIAGVT/NDG0y+8cYKWU9/4IEwJIMYVudlXSGzAl5YYYeml9oNqt1nrvZCLFHTUPSsp54K52ylq+ZH55wTXtaODoWa2C7BrUUvznr+8pfutCDHJZ98YhT4NpNpYYs2FXfWJsOuG+5+Lkf9ZmZaz7j7oBFyoZn9s3jIsmdFSgjEmoCG4bRfpObdyFPgrLJl/Aox0eWQQ4L5Z5rY/Lod8ul36aWmvY3SL4+R8tIKsKnWW7XE7iuovCqLx+XKzPao/TUVkFOrLbXrgCLd6wWsF9cM6/nRUKVMw0kt7b2oaZ5cNBSHrgVmJ9L7HHQteMGXzwXb3M7XGVM+vKWJ3QpY28O+lHXUatMvbGwyZ/0vv9ydcsyBgIIGK6zDJxddZDraPUolipvZoWCJXXm8vrZzx/x5Y13tgo5CmfYdlQiSaaVtc7v/aiFNi23kkdN8Tm1zpv1e9e9vrRXTmuv5tf234P9xEo0ZWMi6kXdxCCDIisOZUiBQEgQkmBQB3LeqXmr97XDXQvtCWP7VV8Hqrs8uu8zoUzSz89zmvvpq8MlUZj+ttovsQKC00+yE7C/tXJ50JoH5RiRIrrbiGVy+NY/Ea7djjglitwV5WWHoR2t3eSpgbrr9P919jtUnoFWEEkT6ZLKWdnP33la8Fcqm2MC/zrp5nmJ3rVBHzVmcZgMsV2a9rZew1dChlSXJ6d4qO8cUKz4Bwl4UnzklQqDWCES9YVpZqbktlZmCcw6zKxz7WK+FPFHpTNfb2H0eu2TYcDll/8hs95K0BWm5f6bhVNVD3oRBVnBpb8t0Vt1hxJR62gz7262cBtmN0NO22wrAXmedZba1G4ynszp1y//vNY1QVHq/bv55urxyuVbX1aM8kwY2fEmpmia+a0skhXrIZBqaVr9oK6rKLNqXSpvuWro8NDSvCf3OajT3K9LvVfWx9kkNwlpEnnN10FFD49vYoXL97gppH5THf3NlHJ/jYgSXD8fKCdTp129AEAZ47NgxladM+F1NYpSNKN8KpVDNHVW+iXOhyylU/ckXAprXpVWOWn2m/TO18ksbhKfzUOWLloYZF3/8cVCmXpaNu3Y1WtVYzJWNGipboBWq1nsj70Swv2QlL898tX1jzUe/Lw1hanWvhu0Uv06LTCoT6IlgZT3CGp7V7g1BHED7G9NvTf/G8rWKuCpOh9hpCu6dqLRj7cKejh07VvVY4u4X633tymHIMnE/IRoEgcIS0NyxDnYOWTFNXrrWdmhQn9oyDWHqgxWHgLxB+mx0JgFmw9ToUxu2ZMmSFDF2mg3EuzGKsdpgz5BlbVCnTAhAAAIQgEAJEnivfKGMq9ovbFBprDgEEGTF4UwpEIAABCAAgZInMG7cuLCOZ599tmlrQ4tgxSHAkGVxOFMKBCAAAQhAoOQJHHXUUcFc6jp26LR/LQ2bljykAlUQQVYgsGQLAQhAAAIQiBuBTTbZxOiDFZ8AQ5bFZ06JEIAABCAAAQhAIIUAgiwFB18gAAEIQAACEIBA8QkgyIrPnBIhAAEIQAACEIBACgEEWQoOvkAAAhCAAAQgAIHiE0CQFZ85JUIAAhCAAAQgAIEUAgiyFBx8gQAEIAABCEAAAsUngCArPnNKhAAEIAABCEAAAikEEGQpOPgCAQhAAAIQgAAEik8AQVZ85pQIgWoR+PTii82LvXsHn/ePPTbl2TftJt/u3pQ770y5V8gvY3bd1bzYq5d5mUjehcRc47xL8TeTbWPiXPds21hb6dbajcNn/+9/wWfpF1/UVjUoNwMBIvVnAMNlCJQKgXXLlxuzYUNQnbU692ztsmXhvXUrVnh3Cnu6Yf36oIAN5fUqbGn5yf3jc84x6yyvllttZXqecUZ+Mi3RXErxN5MtqnzW/evbbzeLxo839Zo0MVvcfHO2VSiJdIWo+6RrrjHTH3wwaF/v884zzfr2LYm2UonvCeAh45cAAQhsFARmPf20mfPyy+bbJ57YKNpLI42Z+eSTQZ/PeuaZ2OHId931B9uMhx8OONSpX9/0OPnk2DFJeoXxkCW9h2kfBApAYIubbjKrZ8829Zo1K0DuZAkBCOSbwJQ77jAb1q0Lsu3285+bug0b5rsI8suRAIIsR4A8DoGNkUCroUM3xmbTZgjEksCGtWvNlLvv/r7udeoYDVdipUcAQVZ6fUKNIJA3Al/dcotZ9uWXptU225iVM2eamRqus/+H3HGffUy/yy4zMx56yEz9xz/Mqu++M83sBP3B1vPVsHPnCuUv+uAD8+0jj1S4Xr9NG7PZ+edXuK4L3z33nJn9/PNGaVoNGWIm//WvZvXcuab1dtuZgX/+s1k+ZYr54uqrzZKJE03jrl1NX7t4oe3OO6fNS3Popv3zn2beG2+YJZ99ZtYuXmya9OwZ5Nv73HNN/VatKjynOThLbd6hlc93W/ntt+bjs84KL+ukTlmZGfSXv4TXguHNF18Mvvc45RTTfNCg8F705Iurrgr4aRho0A03hLdd+fVbtw5Yy0OhIdOltj8aWcbqk952XlvDDh3CZ9KdaCL21/bZhe+/H/SlsfP3mtq5P+0sq56nnx70Z7rn8nXthRdeMF999VWY3dZbb222s31YijbH9pn6ztmK6dO/P7V9H+1z3dBvR7+jdFZd7gvGjTPT//3vIKuW9g+WTY87Ll22ZtZTTwW/A91sbxfldNp//yBdPuseLfgbW6/1K1cGl1VeWfPmKUlyrXtKZnypMQEEWY3R8SAESp/A9AceMKvs0GJ0Do3EzcL33jOLP/44bMTCd94xYw84wAx/993wmjuZ9/rr4WRgd01HiZBMgmz2yJFhud/cf3/42JyXXjJvHXhgUK8Na9YE15d+/rl5//jjzU6vvmoad+sWptWJXqrvHXWUWfHNNynXl0yYYPSZYYXi1vfcY1rvsEPKfU1eXjljRso1fdGLKcpD131B5qdZs3Ch2dqrv9I6k9iVoJU17NjRXQ6Orvw69eqZJbZ9C+0L25me00fzhLaz83oyCb55o0ebD049NXyZuueVlz6aE7StFdUNO3Vyt/J+fNLW8XkrrJ2dbkVgyQoyK3jT9a3qnu56x333TSvIasK9uf2DZrb9bbvfTlO7Cjn6B4ZWNn4s75T+OLB/GPU6+2yHtdK5btWpe5ihdzLZ/qHlrO9vfuNOw2OudQ8z4iQnAgiynPDxMATiQ6Buo0aBJ0pCQObEWPMBA4wEkeaXrJk/P/AqyVvmm9K02HLL8JKEkJuPEl6s7MS+fFoOHmwWffhhkMoJJXnj1tvJxhI9eknNfPzxlJeUPGFv7L67ccJNbWhjhVdZixaBoFQ+egG+awXbLmPHpnib9LJd8umnYa3mW++aTCJSXjrf6tj6+db54IPNp5deGpQrr5zKUNlR80ONZPKIiFMgxmwZ8oo1aNfOqC5qm/J9+5BDzIiPPqowp2f+mDHmfc/LIk9aq223DeukFaMSqW/buqrtmAlE+QpPhMvz4347bYYNq4CoSY8eFa7VlLt+k0Pvu8+8c8QRQZ4f2Enz6hd5SGUbVq8279q5W27F9ADrWW1qw9k40x8Uudbd5eUf5ZHTb03Wdqed0nrAc627Xx7nNSeAIKs5O56EQFEI9L/iiu+HpmxpDezwn2/bP/qoWWOHtGSNu3Txb6WeWzGwmx3ykqh457DDAjGjBN1POikYKlzyySfmLesdk2lYLSrI2u+xh9HH2Wg7XOZElbtW2VEerLY2dpmG8b68/vogabN+/cyONiaSBMvLVvDpxTnXeoR8r4FiUrkXaks77DnUeqrqNW0aFjXRsgm8b1bMTbDDT0P/85/wXt/f/jY814nitellKA/c0H/9K+Ve9IuGMDWsO+v//i94Rt6uTU84ITWZzWvWs89+f83y7Xb00an3/W//z957wMdRnP//jyy5yLItyb33bmNwwQZMMaaEkhAIgQQCoTgQIPyAUAP8CR0CoX0JJIQWSugQejU2xRWDC8aAjXtvsi3ZsmRb7f98xjfrudWe6p10p/s8vM47OzM7O/PeE/vcM888o+WjtA2rCOLlPEOnjqAcY3wrnnhCel966b4rtG1jSQnl9LzoIul37bVeuVHkVBGDIo3pZljpekyY4JVH5TvjtVa3idr0vdPJJws+VhCnz/wAUf6VPXNzTS25Q2FGSJXljz4qpfqMZ+t34qDQd2S+fj/xgwfSTn9kdPntb03a/lPrvtuGfMfFob83ZPfXHxmRpDZ9j9Qm86tHgGEvqseLtUmgzgnAPwrxgvCBdcUVWJhsWUUrHpu2a+dZeBCHy4qdUoEFzMqeLVtsMmrH1gcfbNrK1heWFaucYEqvWUiZNJayUAUofPBDg0AJG6XKlquMIX/AjTcaixfSW9UaAUUnWuIqSKsCpiyhuEIxgrQ+5JAKV5x2PPFETxlD/ZQmTWTYI48gaWSldbgOna95+WXjb4fTLLXmucoY8qBYD777biSNrFSF15VofGfc9uoyXZ99ry13cMIUvp2Chr/j0gcfNH5tCMgKgU/l/qqw1YVg6tX+cGq1336Vxh2Lp77XBZ94uwctZPH2RNgfEogBAVeRScvM9O7QJDSdAn8WKEZm2jIvzyuPVgIKCMS9d2OnH2kauBOCaTgruY4vG/yzcj77zBapoWtvoFxkYNpp5+LFpixXFx9YRc+rXMNERt++xpqGacHClSvNIgR3istbtabt97r44grvUs66prWhSOPlDKuJnVKyjWydPt0mJUPHZ1/myHTH3ki5whKze8MGr360ExPU8na8Wgut9OvXzyYb3DFa3EepE/0XOgUJhX2ZLmbB35cRPR6oyrb9e4g1QCyasTKgAuuYrYNjTfoOqzcstdURKN799QcVZR8BKmT7WDBFAg2WQKrj/2SVHwzWVdSkkRrMdfoQq8uiKVD0rKQ5043uvaFYQEp377ZVzepLe1Kgq/y+rUJ0fUy9Rkshw727n3++LLr1VtMN+ItZq1RJfr5gEQQEK9ZgIatIWkRQYpqpM76dxoJSZZ3zdy5d6jUHx30b0NPL9CdUQYUlpFmXLv6SWp+P1BWD+CSDRIs7fLJG/Oc/8s0ZZ+zFFvoBMej22wWKfl0I/DwxpQ1J79HD+B9W5b416TsstNZaXJV7oA7+v0CFLJwWpyzDefCMBBomAUcpEicNB3crnmO7Y32yZdE6usoZ/LSs2LTdkgn5dvEB0rgO03SVfVLT01E9atJV/Xxsn9erc7QVs/1MiFOXkBO3LQs6RppOxsvPSoFa4awgNIcVKKuVjRvllNoTiCb37DFjwnwxobh3hVN/HcnCO+7w7uT3p/QKIiSq23f7gypCc4HZDExbHsu+/yOWL2MOCZAACdQbAVdZGXDTTdLNt7F6XXQMLw04YG/SWFywAMBvDOeuTxnilFUmmAq2ip1b11VA05xdD2A9tNOYh2rIkcpilbltMl1zAtHkjtWNbhw8WJ4X33tvOX/Amvc28pWYYrdhVpq0aSPtdXFDdaS6fT9SXQUotSdAC1ntGbIFEiCBGBBwFxrsiqGPVGVdN8FXQ5WwGrJg+XLPURrO2/6FFkHtYZupINmzebOX7fqnwW/Mimu1sXk8xoZAtLjD73DB1Vfv7WTIPxMnKx57TFw/tdiMQuQnZ8FHdaPy13ffY8UkEdqlQpYIT4l9JIEkJNBy0CBv1Dmff+6la5pIgY+cCjZZro600vhp1kIFvzGsmrNSFesY6m5UC5tfsCK0cNUqkw3rmetTB4d/KwiwW59yg4YeGaYM7OcxVSoSRbypNJ1exvZBlUk0uOM+X59+uhenDyuBhzuraOdqqJmibdsq64pUt++2QeyGsSm0y0SqLpbBtHtVJVp9r+r9WC+cABWycB48IwESiBMCcM63W7xg6gdL+CMJVmdu++qrSMUm367whLWqukpZ93PP3du2vtht1HS8MBHOoipiwlr4fPOwnQ2mMiFQ+lzp6sQ0w7UVvcDhzI8I8LGSXA3am6+LGNxPrO4V7XbdXR/cVbuR7hMN7t9pvDG74hCxvbAwBDH4bNwxTH2bALGROhHKr27fbXNLsH1X6LvWS+PXeSs8bYUKjtHqewW3YFEFBKiQVQCHRSRAAnstSpimcz+eQqP7Krr5SFvfp9qyg6P/kL//3WsGUeux4tGshNMXDiwBsJzNUx+uyarQfB+wJYx3sSYyQnsWQglCEFxsW4Tto7B7wHaNlF+RdDv77HIvtg7Yg9CGM6joYi2D0gSrCfhAeVytgWkXOU7X8JFzBRHcO2sEfwj6+6XGccM+idgGCwIfIexLii2oEKR3tUaIp5QngNhbVuZq5PxVygmKO545Pt73OFSpttzxTDaGAsHCOuVaxrDC0q6CxepHNySF7aN7rG7fcS2+W+s0WDQEC3Z66JirKtHse1XvyXrhBOjUH86DZyRAAj4CqzQK/BJn4223GMoCtjZypYNajYYh9lIUBM7IUEzWvfGGaQ0vVHxqInghztDtlCAIo7EAewo6coyzgbaTbZKYTmyjW+9s0e2MrBjrgz2p7KiKG5Q/Pytc1nb8eHGD9dqmBt52m+TOnWv6ilhjP+pm8PhQqk6gpyok2B2ipKDAKCs2hIltYX8ta3/ccfbUHGvKvWDFCvne2U1huIaCsBZeNIxpaezWMO3II42SDctn28MPl9a6nVGQ1KTvGKu1unbT7cSqupIx2n0PGg/zKidAC1nljFiDBBKXQMiC467wa+SGvXAtPCEfK7cuBm5DUlQVgr3euy7UrrneSVufLpMf6lNYXuiGsJKNUCXMXXUZ1hcdA/zN+lx2WVi2/wTbQY3VVZLtNcipG+7DXy/SuZ1yQjksHVWNJwUeI555JvCe2P/StaK490YIj7G6WXW/664LvBZ1MQ680Dur9S1Wkup8X3AP/3ms7huNdsHncA2yC0uRqxzZtr3vqM3QY025w4JrlSFsYxUUDy+9a1cZoistrcCfLJJvW3X7jnbsRvew3PbRqdOqSrT7XtX7sl44gZQBAwabkNczZuz75RdeJTnO5uovUch4/bUaS5k8ebJpPtb3ieUY2DYJ1BcBhA7YrlNN8JnCps3NdRqypSpadRGHa4FuiYNpHQjiOlU2HWT3+4RCdnRoJwFsdo4Nr9HnLA22Wh3FENOVeRpeAKvgsG8pxo79QKs6bVpfzyzR75so3GFxs9OgHXUqe7+HHkp09PXe/7p6X9v7cMqy3h85O0ACJFBVArBywCIUaZqnqu1Utx4i85uNxnGhWh9c5+/qtIVQHm44j+pci5We1Y0nVZ32WTeYQKJwN1s0hYbQvxJ/yuCRMre+CVAhq+8nwPuTAAnENQH41yCmlJ2OglIU7R0B4hoAOxf3BBBCxQRO1sUuiGdnt+CK+46zg2EEqJCF4eAJCZAACewl8KOufMRiAnePPkw/cv89fkPijQA2K++rU+qUxCZAp/7Efn7sPQmQQIwI7Fq/PlwZUwfx0aqgwTGbQgIkQALRJkALWbSJsj0SIIEGQaC7xh7D6s1Gqohhs+WsUaMC96OMNNg+V1whmO4MWt0X6RrmkwAJJC8BKmTJ++w5chIggQoIILo6PjUVG9i1ptfzOhIggeQiwCnL5HreHC0JkAAJkAAJkEAcEqBCFocPhV0iARIgARIgARJILgJUyJLreXO0JEACJEACJEACcUiAClkcPhR2iQRIgARIgARIILkIUCFLrufN0ZIACZAACZAACcQhASpkcfhQ2CUSIAESIAESIIHkIsCwF8n1vOt1tIh4XqIfRDtnbKZ6fRS8OQmQAAmQQJwRoEIWZw+kIXdn1qmnyo4ffzRDPGbZsoQa6rTx46Vg5UrT5/433CA9Jkzw+j+xTx8vfcjHH0tG377eORMkQAIkQAIkUBUCVMiqQol1yhHYPGmSrH35ZZM/4Oabq7SdTJlufJuoUlJQIBLqf2lhYfgwnHGV6ia/FBIgARIgARKoLgH6kFWXGOsbAlunTxcoZfjsWrOGVEiABEiABEiABGpBgApZLeDxUhIgARIgARIgARKIBgEqZNGgyDZIgARIgARIgARIoBYE6ENWC3j1cenyf/5T8hculMbZ2TLgr3+VFf/6l5k2zF+yRJp16iRZo0ZJnyuukKbt24d1r6y4WBZcfbVIaamkd+smfa+5JqzcPcmbO1dW/ec/JqvDz38u7Y89VgpWrJClDzzgVcvVOlYW33efpHfubE/NscMJJ0j7444Ly/Of5EyeLOvfeku2zZol8L3K6N9f+lx2mbQ+5BB/1bBz9G/188/L9gULZNf69dKkbVtpOXiwdP7Vr6TdUUeF1bUnW6dOlbWvvmpO+157rZTk58sa9YHb8uWXsnvzZmneo4d0Pu006X7OOfYSHkmABEiABEigzghQIasz1NG50ZqXXpJda9ea0BE7Fi2SXFVmrOxUpQwfKDmjVfloOXSoLZKUtDSjfBTl5pq8LmecEdER/6e//U1yv/7a1LNK1c6lS2XDe+957bmJvDlzBB9XUho3rlAhW/Xss7Lo1lvdS8xYZp91lgy5917p/Otfh5XZk6UPPSTLHn7Ynppj4c6dUqgrIDd9+KF0OuUUcz1Ca7iyZdo0r/8thwyRJapElpWUeFV2/PCD6Q+Uvf30HhQSIAESIAESqEsCjfr16yf4UBKLAJQJo4ylpEjWgQdK++OPl7RWrcwgEO/rKw0xUbp7d9iguqmyY2XlE0/YZNixeMcOyf3mG5PXqFkz6aDtQmBVaz12rPdp3Lq1ycc/Gfr9ccuQbnPooV55UMIoY9r3VvvvL201pERqRoZXbSEUNWfloi1Y89//hiljzXv3lg4nnhimeK5/801ZqJbDimTxPfcYZQzXw/rXrEsXr/qGd94x1kAvgwkSIAESIAESqAMCtJDVAeSY3UIVmlFqMcsePdrcokyn/WboFCOsZGVFRbJCla7el17q3b77+efLskceMefr3nhDBvosVChY8+KLnjLU6Ze/FNF7QFrodOJInSa0suj2271pzUHaTvZBB9miKh1hwRqtfWg1bJipX6JWrilHHCFFW7cK0lt0irHNYYfta0sVtMV//7t33veqq6TXn/7knW/84AOZHxorpiL7/eUvFQafHXTnndJVrYRW5px7rrEg4nzlU0/JIB2fK2NU0StSZRWS7ihwOB+rK01LlTckw4lJZjL4DwmQAAmQAAlUgUCjxYsXCz6UxCPQUa1DVhlD71OaNJFhIYUL5yuffBIHTxpnZRlrGjIQV2vLF194ZTaxWq1QVnpddJFNRv3YTX21rDKGxmEh66EKo5Wdvu/kJg24CusdpKn6yrnKGPLgs9b64IORNAplJAsgihG41VXGkDfgpptwMAJ/Ob/gnlBK8XGteajXvFcvr8w/Vepvh+ckQAIkQAIkEESAqyyDqCRIXvfzzivXUygMdjqxePv2cuWukrXi8cfDyuEnBv80CJSMdHV0j5V0Of30ck3DMd9KoS+2GXy8rHT9zW9sMuzoRs+3OwKEVQiddDrppHLZrmULCwUoJEACJEACJFCXBKiQ1SXtKN+rRQTfv2YdO3p32r1hg5dGou2RR3oWnq0zZ5rpQVvBtSq5yo0tj+Yxo2fPcs01cfzSinXa0pWdzlZLUDqDpMWAAV62X6HzCjSRHnBvlFvrlt/3zr2WaRIgARIgARKIBQEqZLGgWkdtprZoEXgn69yPQrv/oluxi7UwqV+W8RkLFa5Xh3YIFJMuEVY5hqrW+oDp1QpFw3O4Yi13yGvmC7Fh6zXt0MEmTSgL78SXaJyZ6cvhKQmQAAmQAAnULwEqZPXLv1Z3d8M2uA2VOcpMWoDS1vPCC73qq557zqQREwyrMyHtjj7a+KOZkzj5J7VlS68nxRpDLEhKnD0mU9PTg6owjwRIgARIgATikgAVsrh8LFXr1J5NmwIr7tFAp1aaB0zPIWisjVEGyxN8x1Y4CwB6XXyxvTxujgjcasW1ltk8HAtXr/ZOI1nRvApMkAAJkAAJkEAcEaBCFkcPo7pd2fjJJ+UuQeiLwlWrTD6mHv0rAu0FrnP/0gcflG1ffWWKoKy5qx9tff/RtUDZYLP+OtE8z9BFBlY2TZxok2FHrMS0grhp8SqXX365jNVYbfbz+uuvx2tX2S8SIAESIIE6IkCFrI5Ax+I2JqyFL4AqwlbYqcyKFCsEfEXgVwhieNlArG7w2Ir67FresPVRrMXdEmmzxv0q2rYt7JZQRBH93wpCgsSrrNdVnO5nRyicR7z2l/0iARIgARKIPQEqZLFnHLM7YOruaw0fUbB8uVktif0dF91xh3c/N7aWl2kTGvDVBH615zhqHuKDVUVcZQ+K0GLd7mjLlCmS9+235rMnJ6cqzVS5DkJwtDn88L31VQmdqqtFYdVDANwduqfldN0304b5QOR9rCalkAAJkAAJkECiEGCk/kR5UkH9VAUqd/ZsmRawoTa2I8o84ICgq7w8BFdd+8or3nnWiBEVRrf3KmoCoSeydIcAs32TKkgrHnvMfGwd7Ck59P777WlUjoieP/1nPzOLD6B8feNE2rc3wDTtUN2nMp5lV2jxhO1jqvaZQgIkQAIkkNwEaCFL0OcPxWPEM88INvH2S3e1cg13nPT95fY8vWtXcUNFuKsvbZ2KjqN0enSQWuQQxd5usWTrYzNzv6Q0Cn3dQtsxlSt3rgm6Hn5hR2jsNOx/GSSwjI3V1aLZY8aUK/burSVgFyi2f4GF0cnM1xWiC9Si58oxxxzjnjJNAiRAAiSQhATKvzWTEEKiDhl7PR69aJEgij38uFoOHChZI0cGKmlBY4SVaXdopSb8ydpVUzGA0tT1zDPNJ6h9f95B773nzwo7R6T+Y5wAsGGFoRPEWMO+kghxkTd3ruQvXCjYJBzjTnNCY/iv7XvNNYJPRQKWsZa52mdXJkyYIJ2g0FJIgARIgASSmgAVsgbw+KHIuNsOVXVISx9+2HPm73zqqVW9LC7qYZVn60MOMZ+46FAVOzFTLXyuXOjEhHPzmSYBEiABEkguAlTIkut5m9GWFRfLhnfflVX/+Y83+t7qT0aJPYFp06Z5N7nkkkukXbt23jkTJEACJEACyUuAClkSPftiDa/w5cEHC/ZqtKExMHw44Dd19r9MIiR1OtS8vDyZP3++d09MV1JIgARIgARIAASokCXR96BUY3WVFBSEjRjxvaK9GjLsBjzxCLRUH7fXXntNQ76VSabup5mdne2VMUECJEACJJDcBKiQJdjz73PFFVKwYkWFDuyRhtRYHeJ7X3qpUQiwtRCUMUTmp9QNgUa6inOkLj6gkAAJkAAJkICfABUyP5E4P6+N8z1CZPS58so4HyG7RwIkQAIkQALJR4BxyJLvmXPEJEACJEACJEACcUaAClmcPRB2hwRIgARIgARIIPkIUCFLvmfOEZMACZAACZAACcQZASpkcfZA2B0SIAESIAESIIHkI0CFLPmeOUdMAiRAAiRAAiQQZwS4yjLOHgi7QwIkQAIkQAINhUCx7gwzY8YMWbNmjWzZskV27twpZ599tnTW0EuUcAJUyMJ58IwESKCOCWAHCewckaob3GOTewoJxDOBMg2wXRwKsN04Kyueu1rvfVu0aJGcf/75sn79+rC+HH300VTIwojsPaFCFgCFWSQQTwR+uOEGWfvKK6ZLbcaOlRHPPed1b/qxx8rOpUvNeb9rr5Wef/yjV5YICShin+2/v+lq5ogRMvr11+O62zmTJ8vcP/zB9LHvVVdJL+4BG9fPKxad+/7662X9m2+apg/55BPJ6Ns3areZNn68FKxcadrrr3/3PZzt1Sb26ePd55CPP47qfb2Go5y48847PWWsV69eMlb//9W6dWsqYxE4UyGLAIbZJBAvBMx2V7rdEsT+Mrd9K1bzv269YE5LCgttNo8xIuDuAVumUzGUJCQQ+nvDyMtKS6MKwP1bL/X/PTv3xTZ48S6Yqpw6darpZr9+/eSDDz6Q1NTUeO92vfaPTv31ip83JwESIAESIIGGR2DDhg3eoA477DAqYx6NyAlayCKzYQkJkAAJhBHIHjNG9n/0UZOXecABYWU8IQES2Edgj2PFy87O3lfAVEQCVMgiomEBCZAACYQTSGvVStoff3x4Js9IgAQqJMCpygrxeIVUyDwUTJBAEhBQP5RVzzwjW3UZev7ixbJn82ZJy8yUjJ49pft550k7Xf0USfLmzpXVzz8v2xcskF26aqpJ27bScvBg6fyrX0m7o46KdJnJL1i+XJapZSlvzhzZo0vfWwwcKO11QUL3c8+t8DqvMNTvLdOmyY4ff5Ti7duluToJZw0fLn3+/Gcpt9pN6y9Qp3v4eXU86SRZ++qrsm3WLGnavr1xlO7ym9/Iottuk40ffiilRUXS5tBDZeh990lKWvn/JS65/34p2rrV64pNdP71ryVT71+ZrH/rLcFiAElJkcHq5Fyye7csfeAByfnySynatk3SWrQwHPv95S/Son//cs3h/oXq6N20Uyfprw7l+QsXyuJ77zXPAT5HjdX60Pbww6Xv1VebtNsAxr9cuW/96ivZqc8bPnDNe/c23HpfdpmktWzpVi+Xrm3fyzVYScZG9TPa9NFH0lgdv/Fsl/7jH7InJ0eyR4+WIffcIwUrVshPd90lO5RBeteuAsf3NjodFiS7N20yY8+bP1/w/cMqXvBtc8QRYc7yQdcib9V//iOb1Gkf3zdwgnW054UXRqpeLn/zpEmy4Z13ZPv338tunb5r2qGDtBo61LTRcsiQcvWjnfEf7f9u/a5ZOfHEE6Vbt272lMc4JFD+/z5x2El2iQRIoPYE8CKfo0rX7o0bwxrDS323KlhQ0qBYHfDEE2HlOFn60EOy7OGHw/ILdUEBFIVNqtR0OuUUGaJKQkqA0+6WL74wKxNdh/jcr78W85k9O6zNoJNCjV80+3e/k8LVq8OKd6hiiM/a116TEU8/LdkHHeSVQxGBMgHZ8N57Xj4UuR9UqVn9wgvmWluAFyccpff/5z9tlndc8fjjUqZKm1+g3FVFIdv4/vuClzMEqzK/Pv10o1Da9gx/VR5yVVk9ct48m+0doQSj36nNm0snVS5n6scu5EAlXL/mpZdklz7X4U8+6V0HXriX/3lDKcZnzcsvy0htu6Kp19r23etMFRObdPWgfV6rndXEmz/91IwbSpZ9FvkaUmGOKvSHfv65pPsUjZzPPpN5F13k1cXtwRDXb1FHc6xaHvXii+ZHhb9rCGsx+5xzZJsqsVZw7fr//U82vPuuUZ5tftCxdNcuma/KLvrsCpRCfDC+/qp897jgArc46unbb789rM0hqgTWpUJWEAoNEtYJnlRIgE79FeJhIQk0DAK71q6VGfoL2b6cUxo3FoSZ6HzqqZJ14IHmZY+RFumLxy9r/vvfMGUMFpYO2lZL/bVvBWEAFv71r/bUO+IFCCXQKmOwquHaVqFQF7CGVCR4EU5TJdEqY4hT1nbcOGP1atali7kUL8BvVGHDvSIJ6rpWNChysFhlhvqB66zS5G8DFhj0Fx97T3+dqp5/q0oCxgSBFajloEHmWJXrYcn75swz9ypj2ndYzFoMGCCpGRnlL1cL4cyf/9x73o2aNDFWQCjc1ipWogr116edJogDVxWpTd+r0n65Or7ng+8wlDGM23uWOk4oSq7guzJXw0VYxQ2cYY2Fwm5/MOxcskRm6diD5Lsrr9ynjGkfstQ61/644ww3tLn922+DLvPyoDB7yljoevydtdpvv711tM8/3X23wBrYkGWWWqStNNcfE5TKCdBCVjkj1iCBeiUw8JZbpNcll5g+NNGXiytjNG5XUeiFml5B5Ov5l1/uWVXwEod1AFNdVmBRWnTHHbJr3TqbtfeoL4/Ff/+7l+ePvYWXyvxLLzXlsLhg2s2+8JGJ6SUrmPLBfaEIQWBZ+7aSOF6IwWZfrLBGjVSriauALFQ2xpKi/VygU5cj1fLll/QePeRQtZjAqjRJrQRQ4CAH6jRm1siRsvTBB2WZTo3hPnhR++NKuVanzRMnyrxaxHrDlBuU0lFq0cpw4krl6Ut+reZVJOhfsX6gWAxXq12qTnVagUK8W6efraxRDlbRgvJysCq+sOhBMH4oDRgrFOXFf/ubDNKp1MqkNn2vrO2gclg9Mb24XK2WS3Q6GYLv7sH6vUG/J+l0OZjkTJkivfH9DsnCm2+2SaNMjVIWVhGDhQo/TMAA1t0cta5BwbeC6VFMYxvR7+mB+p3GDxZIqU7/4dqCZcvMedA/sMqCKwT+hmP0vLm6A1jB/eZqoFTI99ddJ+2POUbw48jKGH2O3t9z6AeHLRurVlYo5RD3u2PL4+04GdP0IenjfNdtHo/lCdBCVp4Jc0ggrgjghQrfF3zwMnfFWElCZe4L2q2Dlz2mqCD4n/9otSi4ypjJV98pKH4H6IveFUwh2Rc77uUPhNrhhBOk9cEH771EFZ6V7nSnnmOKx4qZDgwpY8iDczwUokgCi4i1IkAJw4vVVcZw3YAbb/ReaJhyxXSTXzwrmN7bndrKUgshxB6Rxgs5pqJ9GKtTWf4XKvo4WBWjygT9h1Lrf9aYMnb9m5b9619eU4NVKbbKGDJhZXSfM/zrqiS17HuV7uFUst+r7JBChCL4kkGgYDUL/QApys01efgHVj8oPUa0v8P1+2iVMeTB7xA/KqwsUV8+V1b8+9/eDxd8t60yhjqNmjYNnNJ2r8cPBCt4Tq4yhnwof7CKQtDXzfih4EjY37PP8om+2/8PuGNyLq/X5AK1On/zzTfyrv7NX6o/0qZPn276M1Qt6WP0xxilcgJplVdhDRIggUQm4PrCdD3jDElNT6/ycHb88INXt6s6wgcJoolDGYLAAdqKsbapUgaBZcOvBCK/2+9/L7kR/Mhy9X/uVuAQDb8gK2WhdnGOlx4c1iG56oNlX9omQ//xprc0DQd6iHmh6QsbgkUNVuBkH0vpoj5dsJzUVAY61p+K2tgTmr6FAo7pNr+AGaZfzTSgWpug1Lic/PVxXtu+B7VZUV6KTrNC3OfT2HlWaaFpMCg2VmABs5I5bFiYtdbmd9Pp7Z9CFsHCVatstjlisYCV7upH5hf7oyhIcUdgZjsdDe5oG1Y4iPt9xYIW+3eChSaYTo2F/EuVcjf0xKCQIhiLe6FNbJGU4/ygGa4W7d/o/zN++ctfSlrAYplY9SOR26VClshPj30ngSoQgDO/laxRo2yySsedzvQMXkZBAmXLChzwrbjXupYpW45jC43gHUnclyOmiSqb3kQ7O3RFm18hgzO8FZt2p4mw+s5KkA+dLYvGsbWz8KAm7bU+5JBKL4Ni4PrsRboAShkUMgim2Sr7btS275H6EZTvWoDSHEuRayGFXxwEU4lW8kPThTiHr2OQwEKI7wEWQ1jrr61neeA80vc9XRXZIIXM/TvDVOq3ITcD23bQEQsTYiU/+9nPYtV0YLu91IKv3ojGAABAAElEQVQHX7FVISV3rq7KhiI2UBXQYaocUyonwCnLyhmxBgkkNIGdjtUgQ/+nWR1xX1B2ish/PaxXVlw/JuuIjzLXsmHr4hipTZRZXxyk8YLGi7SyT5D1r5Hz6zwlZBVLabTvf32ucuauXsR9oy1+/7TqtG8ZVHaNtcqgXhPHT9B/XdN27bwsu3+ilxGQqE3fA5qrcparnLlhSWza3b7ItXg10yn2SOL5OaqltSQ/36uGkCxWIlkymzjcbF0cw5Qr/Z5V9l1FeWVWSbf9eE+/oitXP//8c1moPwBv05AykK91NfVZZ50leXl58d79uOgfLWRx8RjYCRKIHQHv5aO3KKrm/xhTnThVxc6Ly+2tu4emqxC5Lxv3pele67dQuGXuC3HATTeZ6U23PBHTLpPq9h8+TFURV/ktCS1gCLoOFiIrjaswjVqbvtv7xProfmfcqUz/fV2rWiNnCh/fX/udxEIXq/S517vfdzff5YOVuSOeecYtTpp0E7VcQgmDUz8UtHz9/8ZXGkLk2BhNzTYksPt+JjakUXEsJEACHgF36gXBYKsjzXWFohXXWmbzcHQtYa7Fy3VojhSSotyqTqdhBJ21ssvZF8/m8RhMAI7hVoIC2toyxC2zUl/WL3v/aB3dxRIIXhxJikN+Z5j2dC1wLjsbIsbfRqTvshsGBgGXk11O0EURVtaGpsbtOY/BBKiQBXNhLgk0GAJ2VRcGtFaX8VdH3CnOTRryIUiwEtOK6yuGVWFW8gICnqIsUpsoc/vtrZxDAaVSAtZXDs76QQoErD/ugg33uVXaeBxXyHD8xuAwHySIQQcfL0jjNm3CqsA/zMomX2BX5GMVb6SwF9g5wIZ0gS9bJEuabT/Wx3HjxhnfLfhv4ePGBYv1vdE+nPqtuDsG2DweyxOgQlaeCXNIoEERwCou6ycFPxdsBxMkmKrxKz7ulkgInOpfhYgX1Kpnn/Wa66hxmqxg+scGUjVL/H0vOFyLiOmRBM75droVDtNbNN5UJEH77mrSSPWSJd8N14A4a35ZoyEZrFICZSxoas5/TSKcw0JrvzNQRs2WVb6OLw7FNEM2tpxyBduAWVmJXQ+c1bzIX6U7G9gFE7aee2w9dqw5BVvEd4so2q7/by1i3RoWwLke04X2U9dKkfXXrGH3k/IyKmRJ+dg56GQigBcUtmqxgojri269da/TvL4YEPAT+1t+ofGeljvxq1AfQVXb2JeW1p165JFG8cELB5aG6RpSwS71h/LVVstd6afBL618e/HFsuHtt82qOChY03VKw/rr2DruEUrCECco7RwNQ2D6vXSpeVFipRteavN0f8HJagH43hmj205t0pimtVve4OhOz2LKzy0Dx3iRQbfc4nUFSi+4wVKGZwVFw42XVdVQGl6D8ZxQZ3o3zthc3Z5onW6tBYUdK4C/0y2Ntugeoka0LvYGdaXt+PFezDY8+681TAyeKxz/8Tdiw2W417jp/RDXLLRwBFteYWeF7bqXJn58oA8I5YJngQDFNkCse31DSjdyFs4Uq0WWUjkBOvVXzog1SCDhCWDj8BzdU9K+jGDVci1bFQ1wkO6JN12X0CO6OV7o3+hLyi/ww8Hm3H7pqNv3YC9IM02k8a6+02j6gk9IYLmzlhqb5x5h3cO2M+veeMNkV6ffbjs1TWPbJuxxGSSY/vVPAR+lcdiq6nwf1Ga08qBIdzv7bLMZPNqMxA3bAkEJaUiCca/SHR3M1KL+iEBEfHz80le3SHIXAdhybGI+B9H09dpcnfacVg0+CNw8RC1j5seBXr9t5kz56uSTbdNJdcx0YsZt3bo1qcZe08HSQlZTcryOBBKMAFZ97fd//+ftW+nvPhyae6ji5hdMaR2hLxa7/6S/HJaxsbqiClsjBclBahVD1HO/wM9pjLMPoetc7daFlWyEKpBBL09TTy0S8Dfro9YPT0JWCpy77QZNzYWFwAjYHN1rswqJoGka955uX6rQnKniXe+MqSrXDlRLzND77/emq8Ou0bZ6Ky9sDVSRePfWSjXpe0VtB5V593OsK+Kk3WcloWcVlodGdWxj1d8RQZCDBOEmhj/1VLldJ2xdbNeE3SysH57NxxH7sHZypjUb6Q8Kv3TWPTIP1R8/GRXE2MPfTE+1VMdSWjhba+E+rsUqlve1bWfpDiNWPlY/U242bmlEPqYMGDC4DMUzZkyNXCsJShDEDjK+Gr+GaoLF7u8V6/vUpG+8JnkIwBcMWyrt1Ok/7IGJFY2wqlQmcFTO078VTDki8Ca2PrI+O5VdCwvbNo1LhICx8N1xnf4ru9aWY4oTmzvn//STifyPNlpq4Em8ZCmRCSA22TadLoO1D8/MBOStpoIXufX4LYG/V75aLXP1O4uwFNkaGNldSVlZz8Fti24B1FQtXwhlUd3vGaYqt+v9MW0J5Q0rjyPtWlFZXxKx/HLdYxRbKUGgII5Wi2y2xsbD1ko9qvD/m/oec129r+19qJCFnjgVsvr+6vP+JEACJEACDYnAunXr5BLdsWC+KqSuvKZ+fSMr2MfWrVufaasoxdqAYu9DH7L6fNq8NwmQAAk0EAKrnn5aflL/q5pKn//3/6SXWk4oDYdAZ7W+v/XWW7JIV3dv0FiCmzU+2w61cnfv3r3hDDKKI6FCFkWYbIoESIAEkpUAdoGoaIFGZVz2aJgKSsMkMED3u8WHUjEBKmQV82EpCZAACZBAFQhgc/K248ZVoWZwlbrcvDy4B8wlgfolQIWsfvnz7iRAAiTQIAjA6R0fCgmQQM0IMOxFzbjxKhIgARIgARIgARKIGgEqZFFDyYZIgARIgARIgARIoGYEqJDVjBuvIgESIAESIAESIIGoEaBCFjWUbIgESIAESIAESIAEakaAClnNuPEqEiABEiABEiABEogaASpkUUPJhkiABEiABEiABEigZgSokNWMG68iARIgARIgARIggagRoEIWNZRsiARIgARIgARIgARqRqBRv379BB8KCZAACcQbgWnjx8vEPn3MZ+VTT4V1z+bjuHPJkrCyZD/54YYbPG5zfv/7MBzTjz3WK1vx73+HlfGEBEig/ggwUn/9seedSYAEKiFQUlAgUlZmapUWFobXDuUjs3TPnvCyJD9zuRWDoSPFO3d6TEv8TJ16TJIACdQtgbTFixfX7R15NxIgARIgARIgARIggTAC9CELw8ETEiABEiABEiABEqh7AlTI6p4570gCJEACJEACJEACYQToQxaGgyckQAINicCPN94oxTt2SMuhQ6XnBRfI6uefl82ffip58+dLanq6tNL8QbffLk07dgwc9u4NG2Td//4nmydPlt0bN0rRtm2S1qKFZOhCqMxhw6TnH/8oaa1albt22cMPm4UGWaNGya7162X9m2+KpKRIh+OPlwF//ausfeUVwSIFtNli4EAZ9tBD0rRTp3LtIAP9X/6vf0nunDl7Fy+UlkpG//7S9rDDpNcll5h2Ay+MUuYnn3wiy5Yt81obMWKEjB492jtnggRIIDoEqJBFhyNbIQESiEMCa15+2Tiwb1+wQLbNnCk5n3/u9bJ4+3bZrApRzpdfysHvvy8Zfft6ZUjs0GtmnnRSWB5O4DC/e9Mm2Tptmqx69lkZqUpe5vDhYfXWvPiiqbPhvffC8lc984zkzp4t27/7zsvP/fprmfGLX8i4b77x8mxiy5QpMk+VvtJdu2yWOebOmiX4rH31VTlQlbtICmXYRTU8eeutt+Sjjz7yrr5ElUAqZB4OJkggagQ4ZRk1lGyIBEggXgkUrFhhlLFGTZpI67FjzQcWK0hZUZEsvPXWcl0vLS728hpnZUnWgQdKl9NPlw4nnihN27c3ZVDOZp16qhSuWePV9ScaNWsWpuxZZazl4MGSkppqqhdt3Sr5CxeGXbp16lSZc845njKGe+Le7TVsRWpGhqlbuHq1fHXKKWHX8YQESCAxCdBClpjPjb0mgaQgMEan+op0yg6S3qVL2JjHTpokpapMQTI0FlllgilBWMKgXEF2Ll0q0485xqRh7SorKfEUJGSiXuuDD5Y+V1xhlDFT0fnn++uuk3WvvWZylj7wgAzVTzlRpe9InWqEUvb1aacZ6xjq9PjDH6S/xgrb8f33MlOtY5DNOh5MXxrRkB7fXXnl3rT+2/Oii6Tftdd657CYQRHLX7TITHti+rPHhAle+cBbbtk7nak5TVq39vKRGPP66/uYdu4cVsYTEiCB+iNAC1n9seedSYAEKiEAJaqF+kvhY61C9pLmvXp5ZdbSZMuCjvs9+KCnjKEcSlzWyJFeVfiLudK8Z08Z+cILgcoY6g2+4w6v+jaddgySpu3aGWUMZZkHHOBVaaP+XxBYyazs2bLFJgVTrXtycsx5lvprucoYMqHgDb77bq/+yqef9tJIQJm03Jq0bRtWFsZU/eEoJEAC8UGAFrL4eA7sBQmQQAwJYKoyO8ARHc758OmCYPqvmc8KZ7sE6xmc8wuWLxdML1qBIogyON4HiatEpmVmelWaZGfvTasFzbZRlJfnlW+dPt1LZ6hiuOnDD73zMicgLsaFoLh+ZdKrHIXEBLW8Ha+LEaxwZxdLgkcSiC4BKmTR5cnWSIAE4pCAnab0d61JmzZeVnF+vpe2CShgi3QVprsYwJa5RyhlQZKqliwrac2b22S4ta+RTlT4lDpMp1qB4z4+FYoqabvWro2oUFZ4bSWFI9WKiA+FBEggtgSokMWWL1snARKIAwKpjjIUsTuO5Ql18ubNMw77dusmex2mC614qx9919pyCTntm3MnndK4sVclRa1kZnMop41d69Z55bCCCZQ2CgmQQIMmQIWsQT9eDo4ESKCmBL69+GJvz8dMjb016Lbbwny+0O4k9QHzlLKa3ijgOkx1IiwH5FANy2FXdQZUZRYJkEADIcCfXQ3kQXIYJEAC0SOA6T8EbYXAr2y0rqZ0HfCRj3AZsVDG0Db8xqy41jKbxyMJkEDDI0CFrOE9U46IBEiglgTg4G8F0fxtzDKbh+PGjz92T6OaxgpJK5tieB97j4qON2h4jmG6K4H9PPbYYxVVZxkJkEANCVAhqyE4XkYCJNBwCTTr2tUbHKLl+wXWsUUBwWT99Wp63vWss7xLVz75pNmyycvwJWDNy//pJ19u9E5zc3MlXxc8uJ/otc6WSIAELAEqZJYEjyRAAiQQIpCuCpmNbYZo/N/qdkFw8i/T6P3Y6miKxhFz44ZFGxxipHXWHQAgWMH5pQaoXfPf/5rtmJBXuHKl2R8TWzuhL6t1CycKCZBAYhOgU39iPz/2ngRIIEYE+mkk/p/uusu0vkn3csTHFWwqDh8yxAGLhQzURQS5c+dKgW7sjXv8qJuS40MhARJomARoIWuYz5WjIgESUAIpNlyEPfqoWCsYst00zrG9UZ/LLw/0H4Oj/9hPP5VUG+k+tC8mrjMSOnfbbOSGvXDrh/rm1kUbqenp5h5QDN0wGXtvsPdf5Lc+9FDprHtsxkpSnX7jHv7zWN2X7ZJAshFIGTBgsAmBM2PG1GQbe9h45+ovUcj48ePD8qN9MnnyZNNkrO8T7X6zPRJIVgIl6j+VN3++2TcS2zVljxljlKW65rF70yYzbYoFB+m6B6XZOmrAgECFsa77xvuRQEMkUFfva3sfTlk2xG8Rx0QCJBA1ArCCtT7kEPOJWqM1aAixyNofe2wNruQlJEACiUCAU5aJ8JTYRxIgARIgARIggQZNgApZg368HBwJkAAJkAAJkEAiEKBClghPiX0kARIgARIgARJo0ASokDXox8vBkQAJkAAJkAAJJAIBKmSJ8JTYRxIgARIgARIggQZNgApZg368HBwJkAAJkAAJkEAiEKBClghPiX0kARIgARIgARJo0ASokDXox8vBkQAJkAAJkAAJJAIBKmSJ8JTYRxIgARIgARIggQZNgApZg368HBwJkAAJkAAJkEAiEKBClghPiX0kARIgARIgARJo0AS4l2WDfrwcnCVQVlQkxTt3mtPGmZnckNmC4ZEESIAESCAuCNBCFhePoeqdmDZ+vEzs08d8Vj71VNiFNh/HnUuWhJVVdDL1iCNkYu/eMmngwIqqJXTZkgcflM9HjDCfrdOmJdRYfrjhBu+Zz/n978P6Pl03m7bPfcW//x1WxhMSIAESIIHEIUALWeI8K9PTkoICkbIyky4tLAzvfSgfmaV79oSXVXBWVlpqSsuc6yuoHhdF311xhZSoxSvzgAOk15/+VHmfnLEl0jgxMPeZF+P5O2KsfqGxlfi/D049JkmABEiABOKbABWy+H4+7F0EAhvefdcopjuXL6+aQhahHWaTAAmQAAmQQDwQoEIWD0+hnvuw30MPyZ5NmyS1RYt67glvTwIkQAIkQALJSYAKWXI+97BRZ40cGXbOExIgARIgARIggbolQIWsbnnHxd3y5s2Tda+9Vq4vjVu3lr5XXVUu32ZsnjhRzFShZgz4619l64wZsu6NNwTtpbVsKZn77y/dzztPghS8pepUX6DTi5KSIkPuuUcaNWtmmw07Fu/YIT/eeKPJazFggDcdufyf/5T8hQv31Q35Te1at06+u+yyffmaSklLk6EPPBCW5z9BW2teflm2fPml7N68WZr36CGdTztNup9zjr9q2PlutSQuf/RRyZs/34wnVcfRon9/aaMLI3pMmBBW1z3BmDC2lkOHSs8LLpDVzz8vmz/91LSTmp4urTR/0O23S9OOHd3LmCYBEiABEkgSAlTIkuRBu8OEErLmpZfcLJNOady4QoVskyoQG957z9QtLSmRTR9+6LVRvH277Fq7VjZ+8IEMvusu6fLb33plSOQvWiSbPvnE5GXqasdIis+aF17w7tFJFSsr6C/a90vprl1efbesIoVsxw8/yNz77pMyHYMV5C269VbJmztXMIUbJDmffSbzLrpIEELDCsYNJW3L1Kmy9pVXZNSLL0qTtm1tsXeE8ofFGNsXLJBtM2dKzuefe2VoY/PGjZKjz+Xg99+XjL59vTImSIAESIAEkoMAw14kx3MOG2XLwYOllVqz7CclNTWsvConVhmDFavjL34hzXv29C5DmIbc2bO9cyR6XXKJd7762We9tD+xWhUyK+41HU44QVqPHet9bB0okW4+0m0OPdQWBx4Xq4UOylhzDfXRXsNGNOvSxau34Z13pGDFCu/cJgpXr5a5agGzyhisibg2+6CDxPJDqJFZamWrSNA2lLFGTZp4/YbVEIK2F6pSSCEBEiABEkg+AvtMEMk39oQc8Zg335QinfqCpDuKBM7HTpokpSHrTYbGIosk7Y4+WvCxMuWwwwKtT7Y80rHv1VeHKVo/3nSTwMIF+UmtZKN1OtNKq2HDpGn79saaBKUECk56t2622Bx3Ll3q9QNKkmsp6n/99WF1EXsLFie0MVKn/6org+68U7qecYZ32ZxzzzXTl8hAfDdMH7qy8OabvdOs0aNllI7TKmKYip1x4okCa13hypVG4Wo7bpxX359o2qmTsYQ1zsoyRRj39GOOMWnESIOyaNtG5sBbbvE4N1FF0JUxr7++7/vQubNbxDQJkAAJkEACEaCFLIEeFrqKlzl8lvBJzcgI633zXr28MveFHlYpSieYlnMtWGh20G23GcsP0pj6w1SeK91V6bGy4rHHbNI7rnj8cS/dQ33RYiVQ9FxlDPcZoMqkFb+FDPHOvClGtWYNf+KJMIUJ3F3fuyWV+K/tp/50VhnDPaE8u353uzdssF0xR9S1z9w/HRr2feAq2TBuPCEBEiCBRCJAhSyRnlYc9bXzqaeW740qK211JwEr8BtzpdvZZ3tbFq1/+223yKTtggFM4XU988xy5dHK6HTSSeWaci2Ku9avDys3ixFCOZlq6cMCBr90+93vvKzCVau8tD+BqcpstbD5JaNfPy8L1kMKCZAACZBAchGgQpZczztqo3WnE91GM9Qvy8rOZcts0hxh0WujPl4QRJ+Hk7yVzZhu1Sk/SFtdsRhpFaatX5tjes+egZdbq2Lp7t1h5fnONlTwOwsS9De1eXNThNWUkcS1jLl1mrRp450W5+d7aSZIgARIgASSgwAVsuR4zlEfZTOdOg0SV+EIshS52xy5U5Qrn3zSa84/FeoVRClhNhevRlvuOCKNG815ljP1bSuJoFRZpa3C24dCelRYh4UkQAIkQAINigAVsgb1OOtuMPCrChI3lERagE9T9pgxnv/UtlmzjOKCtpCGYPVi1qhRQU3XW15aq1bevSONGxVcy1ojjS1GIQESIAESIIGqEqBCVlVSrBdGoDAgJhgquP5XbigM9+JuZ52191QtQQhzYWKihaxC3WLoO+b2oTrpivzL3HbMRt+aAT8xO/3pljNNAiRAAiRAApEIUCGLRIb5FRLImTw5sHzr9OlefiR/q+7nn+/VWf3f/5qo9TbDLbN5QceURnu/uiWFhUHFUc1z/eKsJc9/gx0a8NWLUeb4g/nr1ff5sxoDbqz68dnPTc7q0vruG+9PAiRAAslMgApZMj/9Wox9i8bL2rNlS1gLWI2I4KgQWIlaDRkSVm5P4GeWdeCB5hTR9+2qQkTwd33QbP2gY1pmpsnGpuixVsqaaXwv6x9WlJsrQcroYo38b6Xt4YfbZNwdc7X/63UVqf1s8IXYiLsOs0MkQAIkkCQEqJAlyYO2w4TyAsXJ/XgKTWlpWD7qYFufQNEpRgQzRUR+WIZgGZupEfutYF9H7CkZSXrpFkR+6Xnhhf6siOcZGvsLAp813Hf9W2+ZvuR9+61s130moyoahsONMzZX96LEXqDwJytcs8bspYntqIxoXX8Q26j2hY2RAAmQAAk0SAKR35gNcrgc1CqNQh8pcCmUm2lHHRUGqYNGoB/2j3+E5dkTWIu+DtgqCCEcel16qa0WeGx75JEmsK11kodFrX0oWn3gBb5MRNKfodspQQo0vMaCK68Mq3GML+RGWGENThBDbdVzz5l7YYeA76+7znz8TfXVfriLAPzl9X2+KxRaxPYjrQKl2dbhkQRIgARIIPYEaCGLPeO4ukNFVqugjkZyTj9Ao+q7sbPstdgf81C1FqVWYZWhq4BhP0y7p6Ntq6Jji4EDzVZR7Y8/XrCfZWVifc5QL9KYJOSXFtiWWr7GTpxYLsK/rYs4ZMNV2XXDetgyHL37R7iH2yc37bYRjfSs0GpW29bJJ59skzySAAmQAAnUI4GUAQMGl+H+M2ZMrcdu1P+t5+pWP5DxTqT5WPRqcsgZPtb3iUXfYRXCVB1kjE4RYn/K3eqPtFk3y26SnW02y7a+VlW5/5cHHyy7N240VbEPJ7YgSgSBJTH/xx8lV78z8HnL1jAd2MIo3mWHBqzdXxVmKwNVqX3vvfdUD+XvMsuERxIgARKwBOrqfW3vwylLS57HGhGAIuLfF7IqDW376itPGUvv0SNhlDGMDRaslkOHmk9VxhovdebMmRPWlWuuuYbKWBgRnpAACZBA/RHgT+P6Y5+0d4Yy9u3FF3vj7/2nP3lpJmJHwJ2uHD58uIwbNy52N2PLJEACJEAC1SJAC1m1cLFybQjMUH8v7G9p43WhLVjYAjcqr82NeG0ggSlTpnj5V111lbrspXjnTJAACZAACdQvASpk9cs/qe6OKP5hyliHDnLIRx9Vy5k/qYBFebD33nuv5Osem6k65QoLGYUESIAESCB+CFAhi59nEfc9gSWrafv2pp/p3btXu7/9rr5adqkTf2PdG7LNEUdIi/79q90GL6g5ATjxU0iABEiABOKTABWy+Hwucdmr7NGjBZ+aSle7h2VNG+B1JEACJEACJNBACaT169evgQ6NwyIBEiABEiABEiCBxCDAVZaJ8ZzYSxIgARIgARIggQZMIG3x4sUNeHgcGgmQAAmQAAmQAAnEPwFayOL/GbGHJEACJEACJEACDZwAFbIG/oA5PBIgARIgARIggfgnQIUs/p8Re0gCJEACJEACJNDACVAha+APmMMjARIgARIgARKIfwKMQxb/z4g9JIGkJTBt/HgpWLnSjL//DTdIjwkTPBYT+/Tx0od8/LFk9O3rnTNRnkDO5Mky9w9/MAV9deusXnG6h+wP+pzXvvKK6WebsWNlxHPPeYOZfuyxsnPpUnPe79prpecf/+iVxUtiS+EW+d9P/5Npa6bJ6u2rJW93nnRv1V2GtR8m5+53rvTM7BkvXWU/4owAFbI4eyDsDgmQwD4CJQUFImVlJqO0sHBfAVKhfCRL9+zBgVIBgbKSEq+0rLjYS8dbwn3mxXj+jhTv3Ok99xL/98GpV1/J4189Xj5artvB+WT2xtny5uI35bZpt8lJ/U6SV375ijRNbeqrxdNkJ8Apy2T/BnD8JEACJEACUSGwcefGcu2kSIqXVyZl8vbit+Vnr/zMy2OCBCwBWsgsCR5JgARIoAETyB4zRvZ/9FEzwswDDmjAI62/oXVr1U0KigvktIGnydlDzpa+2X1VBSuTl354SZ6e/7R8tuoz07kvVn8hr/z4ivxm0G/qr7O8c9wRoEIWd4+EHSIBEiCB6BNIa9VK2h9/fPQbZosegbdPfdtLu4mzhpwl+Ix/abynlL2x6A0qZC4kpoUKGb8EJEACDY5Aifoa/XD99WZcrfbbT3pccEHEMa5/6y2Bwzukz5//LM179SpXd/OkSbLhnXdk+/ffy+4NG6Rphw7SauhQ6XnhhdJyyJBy9d0Mr/2UFBl8551Ssnu3LH3gAcn58ksp2rZN0lq0kJaDB0u/v/xFWvTv715q0jt++EGWaH04s+/JyZGU1FRpnJ0tLXQRQ+df/UraHX20pDRuXO46ZCy5/34p2rq1XFnnX/9aMocPL5fvz9i9aZMsV6ta3vz5UrB8uaQ2a2b62OaII8IWWPiv+/HGG6V4xw5pCUbKfvXzz8vmTz817aSmpxt2g26/XZp27Oi/NKrnn3zyiSxbtsxrc8SIETJ69GjvvK4TJ/c72VPIFuQsqOvb835xToAKWZw/IHaPBEig+gRSmzeXTfoyhrP/hvffl+7nnCMpTZoENrTojjs8pWXgrbeG1SndtUvmX3aZUSbcAign+Gx47z3pr4pURQrfRr0/FDoIVjZ+ffrpUrx9u9ccnNih+OTOmSNHzpvn5SOx8JZbZLWzytAW4vpCXX2Kdg/497+l3THH2KKw44rHH5eyoqKwPJw0bd++UoUs57PPZN5FF4Vdj/uir1umTjUrIUe9+KI0adu2XPtrXn7ZON9vX7BAts2cKTmff+7VQRubN240CunByiaWq2PfUmX7o4/2Odlfcskl9aqQLcld4nFom16em1fIRFISoFN/Uj52DpoEGjgBtUa11xAJRnQ15nq1bgUJrE/WgtRi4EBjeXLrzTzppH3KmLaZpdaVzqeeKrC6GdG2f7r7btn4wQfuZRHT36qCY5Wxxq1bS8tBgwTHINk6fXqYMpa5//7S7fe/ly6q0GWNHGksZbjOXT3pb6fNYYdJK70On2ZduviLI54Xrl4tczXEiFXm0EfwzD7oIO++O5cskVmnnRaxDRQUrFhhlLFGqgy31hAW+IhyhKDthT4F2BQ00H/eX/q+/GvOv7zR0X/MQ8FEiAAtZPwqkAAJxC2BMW++KUU69QVJ9ykUY9U6VBqy/mQ4McnsYLqrQgELFmTNCy8Ipun8surZZ72sbmed5aWRwFQjlA4I/K/G6Hnznj3NOf6B1Wfu+eeb8++vu07aq5Uq0tShvQgKCixKo156Sdw+5337razVPFfWqPXJSqdTTpGhOv3oSqlOfa565hlpMWCAmx2WHv7kk9755okTZV4V43YtvPlm7zoooaOUH6ZKIbAMzjjxRIH1EFY6cGg7bpwpC/qnaadOAktY46wsU4yp1+khi97WadOMQmnbRoWBahXspZYsSBOfsjrm9df3fR86dzZ14vWf8z84X3IKc2Rl3kr5IecHKS4r9rq6f/v95U8j/uSdM0ECIECFjN8DEiCBuCWAlzk+QRLk6+XWg0UJihQsUvCBgl9ZakaGW2WfZUutNvDHcgXThVYwNecqY8iHEgIL144ffzRtb9YpPs8qZy/0H/U+Y9WXCv1yBX3Fx5Vd69d7p51OPtlL20Sjpk1jEhgVnLwpRu3v8Cee8JQx3BvcEVj2J/WHg8C/rSKFbL8HH/SUMdSHIgoLX+7s2Tg1Pnmu9Q6Km1XeTAXnn4q+D061uEg+v+D5MCXMduqa0dfIvUfea095JAGPABUyDwUTJEACDY0AFBnjg6VTi+veeMNM+dkx5n7zjVGkcJ6tVqBG6rBuBUFH7dQirF6Fq1YZaxDKy5yAtJjmhEIG2TZrVqUKGaYb/cqYuTjgn/SuXSVv7lxTsvjvfzcKW1WvDWiuylmwgFnJHDZM0lq2tKfesdvvfucpZGATSTBVCbZ+yejXz1PIMD3qKmT+urU5n6BW0uOdlaX99L51JU3TmkpJUYkJe+He8/5Z90u/1v3kgv0vcLOZJgFayPgdIAESaLgEepx3nueHtUanBOGDZQXTfVbg9O9K/sKF3il8nb4NTaF5mQGJ/EWLAnLDs1qrD1ZVpesZZ8iGd9811Xeoc/xnGjsMigviiWFLoQ6qaLhKZFXbraxefmiaFvWa9+4dWB33xcIJLEjAaspIEsnS1aRNG++S4vx8Lx3txEi1xOFTH5J/5d5xlZSVyOwNs+WqyVfJ1DVTpVT/u/CjC6V1s9Zy6oBT66NrvGecEmgUp/1it0iABEig1gTSe/TwrC9QmIpyc/e2qVYuhGGAwALmX6UYplzptB0UkMo+kZSPvTfc+291VhTCgR7+VFB8rOxau1bW/+9/skCnDCdpuA0sKIi2uBavZhGmi3FPz3KmLEsiKFVu3yP207E4RqyTwAWpKakyutNomfK7KXLefud5I7l04qVemgkSAAFOWfJ7QAIk0KAJdNGVgEsfesiMca2GY+ipKx1zvvjC2/+y3VFHhflIoaKrXGGl4gjHmlYbWG67VWkHFr2uZ55pnPc3aviG7d995618xF6eK9W/q3FmpucEX5U2K6vjTovCnyySYFGBlUYaW4xSOYGnT3hanvnuGTONuWHnhsovYI2kIkALWVI9bg6WBJKPQFf1d7Ky9tVXTdKN7YVpTb8goKmVPZs322S9HFPS0qTHH/4go3WF4VEapmPYI49IerduXl9WOispvcxaJNzVn+7CAn+TZqNvzYSfmLtK0l+P5+EE0tP2Ka/LcvcFrQ2vxbNkJECFLBmfOsdMAklEAP5KNjQEwk5g2m/LlCmGAFZdZh14YDkacKi38bLgUwUn/3gQKD4dTjhBRuu0pe1fUV5eVLuW4fiNYaFCkMCnzYtR5viDBdWtz7wbbrhBhunCBPt57LHH6rM7sqt4l9nr0nYis2mmTfJIAkKFjF8CEiCBBk8AqwKtzNPtjmww1Y6/+IXNLnc0QUw1F4rH4r/9rVy5l6FTh16YCC+z9gkoj5iWDBJMfSLsBSSlUXT/N95M43tZ/zD43Nltpdx+LL7vPu+07eGHe+l4S+Rq//PVv839xKqPmws2y8PfPCxw4o8kx716nFfUqkkraZO+b3GDV8BE0hKI7l9y0mLkwEmABOKZgAkKq875EBumAukeocCuSPtlP42vZa1Q2IvxG/Xl2q7xzMp0Oyb4ViFsxiKNNA/nehsg1t9Gbc7n6jQl2sa+kAgci0CssNRhV4BZGjMN5xDsqRkksATaLZ5wRHgJK7t06yK3zCh/tlA5Ic6Ylbm6F+W6114zYy5cs0a+062ktug+nEa0bv/QnqG2frIev9v8nVw+6XJJvy9dfvbKz+TO6XcKovN/vPxjuWvGXdLpkU7yxeovPDxnDD7DSzNBAiBAp35+D0iABBo8AayQxNRkrjMFh/0cK1r1iIj6Q9Qy9r3uVQlLFfZk/CogQGss4UHpQrgOfAJFFaJBd9wRWDRNFytgL88gweIGfFw5SuOpWatbt7PPllW6h2YBNubWsWMnAnz80vfKK6scV81/bUM9Lyotkk9WfGI+kcY4sPVAeexn9Tt9GqlvzK8/ArSQ1R973pkESKAOCfTwxRoL2krJ353OukLzUF2RiUCmkQSxwbByM5LAKd9KdZzfO+r2RBWtysQuAdhaqqVa0aIhKSELomlL02N1qyXEQgsSKLjDn3rKbJYeVO5No0aYTnU5uOmgtmqTlxra7sm24T+3+dE49s3uK9gSqUmjJhGba5raVG459Bb58YK9wYQjVmRBUhJIGTBgsHFSmDFjalICsIOeG4qIPX78eJsVk+PkyZNNu7G+T0w6z0ZJIIkJYKpyu1qRMG3ZSGOXYSslLBZonJ0dUyp7cnLMNCumCxFqIkO3LsJ9m3bsGNP72sbhb5ev487V/0dCQcweNSridlb2mmQ/Yu9KTGEuz1suebvzZEjbITKq4ygZ2GZgsqNJqPHX1fva3mffT7eEwsTOkgAJkEDdEkjR8A5Be07GuheYOkUstPoSWLAQBsQNBVJffUmU+w5uO1jwoZBAdQhwyrI6tFiXBEiABEiABEiABGJAgApZDKCySRIgARIgARIgARKoDgEqZNWhxbokQAIkQAIkQAIkEAMCVMhiAJVNkgAJkAAJkAAJkEB1CFAhqw4t1iUBEiABEiABEiCBGBCgQhYDqGySBEiABEiABEiABKpDgApZdWixLgmQAAmQAAmQAAnEgAAVshhAZZMkQAIkQAIkQAIkUB0CVMiqQ4t1SYAESIAESIAESCAGBKiQxQAqmyQBEiABEiABEiCB6hDg1knVocW6JFAPBPLz8+WRRx6R5s2bS4cOHaR9+/YyZswYc14P3eEtSYAESIAEYkCAClkMoLJJEogmgZ07d8rjjz8e1mSLFi1M3kEHHRSWzxMSIAESIIHEJMApy8R8bux1EhFo2bKlXH755XLOOefIsGHDzMhhNbvxxhulpKQkiUhwqCRAAiTQcAnQQtZwny1H1kAIYKoSCpmVCy64QCZNmiTLly+XnJwcM41py3gkARIgARJITAK0kCXmc2Ovk5jAYYcd5o1+48aNXpoJEiABEiCBxCVAhSxxnx17nqQEsrKyvJHv2LHDSzNBAiRAAiSQuASokCXus2PPk5RASkpKko6cwyYBEiCBhkuAClnDfbYcGQmQAAmQAAmQQIIQoEKWIA+K3SQBS8C1kGG1JYUESIAESCDxCVAhS/xnyBEkGYHs7GxvxDNmzPDSTJAACZAACSQuASpkifvs2PMkJdClSxdv5BMnTpTS0lLvnAkSIAESIIHEJECFLDGfG3udxAR69uwpJ554oiGwfv16Oeuss+Stt96SWbNmydy5c6WsrCyJ6XDoJEACJJCYBBgYNjGfG3ud5AQeeughOf744+XNN980QWJnzpzpEfn+++8lPT3dO2eCBEiABEgg/glQIYv/Z8QekkA5AitWrJBXX31VvvzyS6+sU6dO0qxZM2nUiIZvDwoTJEACJJAgBKiQJciDYjdJwBLYs2ePTJgwQVatWmWyLr30Urn44otpFbOAeCQBEiCBBCRAhSwBHxq7nNwEFi9e7Clj3bt3lyuvvDK5gXD0JEACJNAACHBuowE8RA4huQisXr3aG/DJJ5/spZkgARIgARJIXAK0kCXus2PPk5RAUVGRN/Lhw4d76aoknn32WXn88ce9quPHj5fbb7/dO2eCBEiABEigfghQIasf7rwrCUSFQFpa9f6Ec3NzBaEyrGzYsMEmeSQBEiABEqhHApyyrEf4vDUJ1IQAA8HWhBqvIQESIIH4JkCFLL6fD3tHAuUIbN261ctr2rSpl65KYteuXWHVqmthC7uYJyRAAiRAAlEjQIUsaijZEAnEngD8xz766CPvRj169PDSVUkgmr8rXBTg0mCaBEiABOqPQFq/fv3q7+68MwmQQKUEduzYYRzv8/LyzNZIOTk55hr87bZr167S620FtIOtlawMHDhQjjnmGHvKIwmQAAmQQD0SqJ5HcD12lLcmgWQlUFBQIK+//nrY8KGM3X///WF5lZ3MmTMnrMo111zDqP5hRHhCAiRAAvVHIA1BJikkQALxS6BVq1Zy0003mUj8bdq0kY4dO8rQoUMlJSWlWp12pysRLmPcuHHVup6VSYAESIAEYkeAFrLYsWXLJBAVAtgo/Lzzzqt1W1OmTPHauOqqq6qt0HkXM0ECJEACJBB1AlTIoo6UDZJAfBK49957JT8/X1JTU6W6AWXjc0TsFQmQAAk0HAJUyBrOs+RISKBCAnDip5AACZAACcQnAYa9iM/nwl6RAAmQAAmQAAkkEQEqZEn0sDlUEiABEiABEiCB+CRAhSw+nwt7RQIkQAIkQAIkkEQEqJAl0cPmUEmABEiABEiABOKTABWy+Hwu7BUJkAAJkAAJkEASEaBClkQPm0MlARIgARIgARKITwJUyOLzubBXJEACJEACJEACSUSAcciS6GFzqCRAAiRQVQL5P/0UWLV5jx7SqGnTwDJmkgAJ1JwAFbKas+OVJFAnBH644QZZ+8or5l5txo6VEc895913+rHHys6lS815v2uvlZ5//KNXxgQJ1JRA4erVMuO44wIvH/rAA9Lp5JMDy5I9k3+ryf4NqN34qZDVjh+vJoGYEygpKBApKzP3KUbakeKdO72yksJCp4TJeCKw/J//lLy5cyW1eXPZ7//+L566FtiXlEb0ZgkEU0km/1YrAcTiCglQIasQDwtJgARIoPYE1r/1luxcskR0R/eEUMiadekixyxb5g185RNPyE933+2dM0ECJBB9AvwZFH2mbJEESIAESIAESIAEqkWAClm1cLEyCZAACZAACZAACUSfAKcso8+ULZJAXBGA/1L+woXSODtbBvz1r7LiX/+SzZMmSb5OoTXr1EmyRo2SPldcIU3btw/rd1lxsSy4+mqR0lJJ79ZN+l5zTVi5ewL/qFX/+Y/J6vDzn0t7XWzgChYeoB+533wjRbm50mLQIOmgdbqff74svOUWKSsqMv3odMop3mXLHn7YTPOhf7vWr5f1b75ppvw6HH+8GQcWOqx86inZvXGjtBg4UIY99JA01fEESfGOHbJcx507Z87eqUMdU0b//tL2sMOk1yWXmHb9122dOlXWvvqqye6rCyZK8vNlzcsvy5Yvv5TdmzcLVht2Pu006X7OOf5LZfPEibLh3Xe9/MI1a/am1Rfwu8su8/Jtos+f/yzNe/Wyp2HHHT/8IEvUkR4M9+TkSEpqqnmWLfr2lc6/+pW0O/poSWncOOyaeDmpLvdts2bJmv/+13Q/c+TIQLYo3PD22+Y7jHQ7/R511O9cOVHWq555RrZMmyY7fvxRirdvN4yzhg8X8G6clVXuEjdjyf33S+HKleY71f/6683f0OJ775XtCxYIfMXw99T28MOlr/6NIB1t+eSTT2SZM208YsQIGT16dLRvw/biiAAVsjh6GOwKCcSCwJqXXpJda9eaF/mORYskV196VuDXhA98nEar8tFy6FBbJClpaUb5gAIF6XLGGZLetatX7iZ++tvfJPfrr01We9/qvC1TpshcVbzKSkq8S9AHfLZ///1eRUtL0DdXIVvz4ouye9Mm2fDee951SOAlmzt7tmz/7jsvH/ee8YtfyDhV+PyC+8/T1aelu3aFFdk+QOk6UJW7ph07hpXjRW7v3XLIEFly331hY4CitOjWW42z/n6qDLoChdde6+YjHZTf4YQTAhUyKKurnVW1ti0oF1AWcJ8D/v1vaXfMMbYobo414d5SFetNn35qnhU4ZfTuLW1UaXYF4Ti+u/LKvYtZ1Cev9+WXu8UmDQV49u9+J1gt6soOVabwWfvaazLi6acl+6CD3OKw9OrnnzdKHBZidDrpJJmpH7u4BhWhlJm/Lf1BMPzJJ8OujcbJW/o3+dFHH3lNXaI/HKiQeTgaZIJTlg3ysXJQJFCeABQio4zpSyzrwAOlvVqa0lq1MhWhrHx16qlSunt32IXdzjrLO4djd5DACgLLF6RRs2YCC5YVKFRzzj3XU2Qat24tUD6y1PoBB3dj9bKVKzii3Qy1CFmxyljLwYONoon8oq1bjRXD1sERVq45asGyyhisgB1OPNFY8FIzMkxVvLS/cixz7vU2vfiee8wYmquCAOsfnN6tbHjnHSlYscKemiNe9K01RIn9uBYsm+cem/fsGXY9TrZOnx6mjGXuv790+/3vpcvppxt+sJRBXEXXZMTBPzXlju/jyGef9UYw74ILpGjbNu+8bM8e+ebMMz3FaPCdd0pGnz5eORJQVqcddZSnjOG703bcOOmoCpV9bvg+fKMKG76flUmpWm+9e+p3FlbYFgMGiP3+VHY9y0mgqgRoIasqKdYjgXoiMFCtJGZaTe/fRBUaV8a8/roUqUIESe/c2S0KTusLZZRazLJDUx94wc3Q6R5YyTBtuEKVrt6XXupdiynFZY88Ys7XvfGGDFSLkF9gybKWg06//GXY9N9itZzZskydKoIlCpY3yJYvvpA52r4t97frnWufj9SpRrxYv9YpQljHID3+8AfprzHadqiVbaZaxyCwGGH60gimB2FJCUnPiy4SxGqzYpRQVcTy1TKHaU9Mf/aYMMEWlzsO0pd/V7USWoGiielLCK4ddPvttsjE6XJjdZl4ccoYSuhItbxURQzXUEVYDofqFJorUJ5hLYRyEFdSS+74sdDrT3+S5Y8+KqX6/ZytPwoOev99M8T5OtUIxRvSTpWuLr/9rUm7/yAWGL7LEHznRqqF0VWePKuj9nOBtjfyhRfcy8ul0VaxfqBkD3/8cUlt0cKrgx8UmL62EtW/Vdsoj0lDgBaypHnUHGiiEoCvSwv1d8KnSdu2YcMwv9ZDZe6LIqySc9JRrUNWGUN2SpMmMiykcOF8pW/qBffGCxKCKRooUX5ZHfL5QX4vVXo80RfeevX1sYKpNauMIa/NEUdI60MOscURj03btTPKGCpkHnCAV89OZcFKZmXPli02afy94HMFyVIF1FXGkAcFb7ATymGlTmFFEljnXGUM9QbcdJNX3W8h8wpqkYDfnBVXubN5iJaPQMCRfM9svbo+ws+uttz7XnWVN30O/6+lDz5ofPI2ffihGQ4srfurwuYXTM1v/OADkw0lbJQqW64yhoIBN97o+dxtnTFD8KOkMoEP5Sj94eH/G4Oi3PPCC73Lo/m36jXKRNIQoIUsaR41B0oCIt3PO68cBih6eMHB8oDpHr9AyZob8g9boRYCKFJW4GiOlyAEikG6Orpb2bVunWf9ghXHr0yiXjedNtqqvloViftCTcvM9Ko2sY7UanXC9B2m7ory8rxyTPlZyejZU+zLHHllqixaaaRKKSwxuzdssFnljvAh8os7VeYqT/56NT2Hvx4WS0AW//3vgilLO8Vc0zbr4rpocR+liv4XapWCJXPZP/6xz/Kqz/tAVfrwY8Ivduoc+U07dJCczz7zqrjPHFPEOxcvNmW58+aF/UjxLnASA2++2Tmrm+QEtdYe70z/9+vXr25uzLvUGwEqZPWGnjcmgbon0CLC/9SbqUO7nQqCYuI6uLc98khjZSjRXQG2zpwpOFolyfUr80/3mUCooSFiRWKQuH5hQeXIS1VLlpU0dbC2YvtgzhFZXhUy+LNZsVtK4RyO+3bFpC0vd1QlDcql9TNyy9P1BR4kVhH0+94F1a1uHixydqUmHNE/U+sg+pY9ZoxgCy346sHKF28SLe5QPkfoyt1v7DRxSInG1HCk780OXU1spUBXKH6rU5+VCaa8XatxUP2qWHKDrqtN3kj1s8SHkjwEOGWZPM+aIyWBclMuFolreSnQ1Xt+6fKb3+zN0pei69u0Xh3aIVBMuvz613vrhP51V7g10WnHIPGH2giqIyHndVPmpF1H+RS1mhhxLF/GQhdqEFYwKC+VfULVyx0aO5a5coUxyoDPEnySsMrPChTG9f/7nyzQKb1JuvIzHqPnR5M7lE/PJ1AhpLVsKV3h1B9B3B8B+E5W9rxRnpqeHqG1vdm2nQorsZAEokCAFrIoQGQTJJAoBDCthxeMX8o0LpeVNMdp2ebBT2ZVyMdqlTpJ99DVbzmTJ3urF00sLN8UkjtFaUNn2Pbs0Z1itHnROsKCZqdgD1Xn+yopf9G6eZTawapKKCBw3t+oIRCwutQ6rGMxBCyUUBbtoo8o3bZWzUSTO+KNIYaeFVhAEQvM7w9oy90fFvDxA7/aCnz1KCRQFwRoIasLyrwHCcQJgT0RlvnvcVaKBYVggDJjY5TBSoNpqRXOAoBeF19cboTutFIkHyvXilaugVpmwG/Mimu1sXmJcsRCCKwoHa0rao/S2GdYhAEncyv+hRg2P1bHyqZno8Ud3w0TmBgDCfkJIrniscdMSBCk/eIu8NhVgU+g/zqek0A8EKBCFg9PgX0ggToisFGjf/sFq8wKV60y2bCehflmOZXdFZRY9bbtq69MKZS1VsOGOTX3Jl2/se3fflsuxhlqVTUOWbnGq5CBxQpWNn38sU3WyxFTpkbUqoUdEGoqeD6I4zZapy2hpEBiaWW0/XSti/a52zL/MRrcwehrjbdmY6xhZaQbfHWuKqhufDLbh5a6A4SVnM8/t8mEPN6g4TuG6d+V/TymiiilYROgQtawny9HRwJhBIw1xfGzQiHCVtgXX5BiZRtwnchNaIFQO27wWFsXR/h4mQCwmkb72IrGFQTltD5obn600l3doLZqzQt6gdt7weqHCPCxEtei5a4ErOh+JpSG71nZ+givYKfSUrCgIcbixjpDqIiKJBrcv9P4YIgNB0HYFcTDw+peG3fMBHYN8CWDcz78zCCY6sRuAZEEi1MqUy4jXVsX+bm6Q0a+btflfurivrxH/RGI/V9y/Y2NdyYBEvARgOIBy0PB8uVmtSS2h1l0xx1eLTe2lpdpE2qRMYFf7TmOmtctYC9HW8UNFwBl8Fud2oRVDP5o03W7H88fyl4QxSPCUnTW3QcgUAi/PPhgs0+ijc6OrYfQF2yJM0W351ntRIiPYjdMU632289rcq76363Se0EZyFPLIT4lhYVeuU3ACgTH/R/VOoQ6UEJQD8rwLN3DEueQVs52V/baaB8zdHWuVXSgKH2pCw7wDLG9ET427hjuW1vueCYbQ4FgsaDBtYxhhaVdBYuAvj/ddVfYUDG9O0RDhFjBLg3Y3sqs/FTlFv2E5Wye+kROVuvT93/5i63KIwnUOwE69df7I2AHSKAOCagChUj32FrGL23Hjw8LvOovxzkiqGNTbytZuuGxfVHbPPcIvzMbdR35mDp0pw9baWwtTGfGSgbedpvkaiwvhEBArLEfdXN1fOpaeqoShs3VEVwXlhkoCa7sr2X+PUBRDqUL+yXiEyj6PAc5CnVgnShkYqoU9/kutG8klFpXkR+ijvadnVW2NeUOq+D3zm4Kw1Xpc79f6Ad2mpimoVigZEPJxwbfrQ891BsltraCIo6dJSBQfvGhkEC8E6CFLN6fEPtHAlEigJfZCF2t54aLsE13V0uCa4mw+f4jgpUi4KYVN0q5zfMfEXUd2/4Yy4YqEBD4qWHrG0Tvt9I4tK+mPbc+Uui3lUZO2gt1gcLQtJ1bF9kIaTBWN6vud911geNGHfDAC72zWg5dcacC/e169ao4XYh7HK6BarE61VUwbDvuDgY2D7sqYGoyksBfaoxak7DxeV1IR92eaqRObyP4r5+H/7ym3GHRstPniGsXFB8M30EogFZgSfT75cFKNkKVMHfVpa1vjvo9BL8+l10Wlu2eeM8k9J11y+oinep813E//3ld9IH3qFsCKQMGDDYhq2fMmFq3d46zu80NRcQer1aCWMpkDRUAifV9YjkGtp1YBDAdh6lKvDSPDkUn36Gr9bbNmiUtdd9H+HkFKWlBo0QYic90f0CEXEAMJ6z6q47gxQmrj92CZvv8+fLVySebJuAnNOD/+/+q01y168Kyk6eR2bGCD3t/YncB4x9VTy/dqgwA02zYPqhwzRqzMCIj1Gc3ai4VCgAAQABJREFUeG9V2qnPOvXJHaEyYIWFj2Bj3d0Bzxzfe3x/KSRQEYG6el/b+3DKsqKnwTISaKAEEB7ADRFQ1WEuffhho4yhvvXPquq1qAerg1XGcO469UfaRQD1oiVYLYgprUQSxHOz+3YmUr/dvtYnd1gkYQF1pzXdvjFNAvFCgApZvDwJ9oME4pgALFvYxmeVbmVjpXcVtqVB3R+uv95YJbBvpRtSY5tuw2Qd6REWomPAfpH2XjxWjcDno0aFbR9Vtav21sIWVUfG0J+vOn1hXRJIRgJUyJLxqXPMJFBFApjuwepEBAO1vj24tNMpp4Ttd1lRczkaJX+3LgRYfM89Jlo+ptqwX6YNa4Br4WdW2RY2Fd2DZXsJFOvm6u5zqg6X4lrER6vOfViXBEggmAAVsmAuzCUBElACWJmIlYGuwBkfTvpVlUY6TWlE/c6ghLmKGPza+qsFDf5jlNoTgJWxonhrFd3BtV5WVI9lJEACsSFAhSw2XNkqCcQNgT5XXCEIJxC0uq+yTmLlY+9LL1Uf/jJppk7wUMbcqO2VXY/ysbqQJffrr2XL1KmCLYywr2V69+4mflbbcePE3fOyKu2xTmQC1VGUI7fCEhIggfogQIWsPqjzniRQhwRq4nxvu4fVl32uvNKe1ugIK1i2BhLFh0ICJEACJBBMgHHIgrkwlwRIgARIgARIgATqjAAVsjpDzRuRAAmQAAmQAAmQQDABKmTBXJhLAiRAAiRAAiRAAnVGgApZnaHmjUiABEiABEiABEggmAAVsmAuzCUBEiABEiABEiCBOiNAhazOUPNGJEACJEACJEACJBBMgGEvgrkwt4ERKCsqkuKdO82oGmdm6qaKKQ1shBwOCZAACZBAIhOgQpZgT2/a+PFSsHKl6XX/G26QHhMmeCOY2KePlz7k448lo29f77yixNQjjpDC1asF+wketXBhRVUTtmzJgw/KisceM/0f+dxzCbfRMLYw2jptmuTOnWuCq2KLnPRu3aTFgAHS/rjjKgzWGovvTMJ+EdhxEiABEohTAlTI4vTBROqW2cZGo6ZDSgsLw6uF8k2ZbnlTVSkrLTVVEY09UeQ7jT5fohavzAMOkF5V2eTaGVsijRPPY4Hu87j+zTcjPpqFt94qXU4/XQbddpsgkKtfYvGd8d+D5yRAAiRAArUjQB+y2vHj1fVEYMO778rmSZNkXQWKSj11Leq33b1pU/k23SlXVTbX6ubd8y+/vHw95pAACZAACSQEAVrIEuIxxbaT+z30kOzRl35qixaxvRFbrxGB9K5dJXP//aXjL38p7Y85xuwpCavmli+/lHVvvCEbP/jAtLvpo49ky5Qp0uaww2p0H15EAiRAAiRQfwSokNUf+7i5c9bIkXHTF3akPIHBd99dLhP7Q7Y98kjzma+bf1ulDFZDKmTlcDGDBEiABOKeABWyuH9E0e9g3rx5su6118o13Lh1a+mr/kqRZPPEiYKpQsiAv/5Vts6YYSw0aC+tZUtjxel+3nkSpOAtVaf6guXLzerGIffcI42aNQu8DZzXf7zxRlMGh3XrH7b8n/+UfHfBQcgnbNe6dfLdZZeFtZWSliZDH3ggLM9/grbWvPyysTLt3rxZmvfoIZ1PO026n3OOv2rYOaYPlz/6qOTNn2/Gk6rjaNG/v7TRhRHuAouwi/QEY8LYWg4dKj0vuEBWP/+8bP70U9NOanq6tNL8QbffLk07dvRfWuk5rGZWIdu+YEGl9VmBBEiABEgg/ghQIYu/ZxLzHmGqa81LL5W7DxzCK1LINqkCseG998x1pSUlsunDD702irdvl11r1xrFYPBdd0mX3/7WK0Mif9Ei2fTJJyYvc8SIiIrPmhde8O7RSRUrK+gv2vdL6a5dXn23rCKFbMcPP8jc++6TMh2DFeQtUuf4PF3FiCncIMn57DOZd9FFghAaVjBuKGlbpk41flyjXnxRmrRta4u9I5Q/USUSCtO2mTMl5/PPvTK0sXnjRsnR53Lw++9XeXWsbQArZK00bdfOJnkkARIgARJIIAJ06k+ghxWtrrYcPFhaqU+S/WD6q7pilTFYsTr+4hfSvGdPr4kfNBxH7uzZ3jkSvS65xDtf/eyzXtqfWK0KmRX3mg4nnCCtx471PrYOlEg3H+k2hx5qiwOPi9VCB2Wsee/e0v7YY6VZly5evQ3vvCMFK1Z45zYBpWeuhhixyhisibg2+6CDxPLbuWSJzFIrW0WCtqGMIcSI7beNiYa2sWKyOpL79dey9B//8C7pcOKJXpoJEiABEiCBxCGwzwSROH1O6p6O0VWFRTr1BUl3FAmcj1X/odKQ9SbDiUmGMlfaHX204GNlijqBB1mfbHmkY9+rrw5TtH686SaBhQvyk1rJRqvDuZVWw4aZWFmwJkEpgYKDOFqu7Fy61OsHlCQ3jlr/6693q4qJuaYWJ7QxUqf/qiuD7rxTup5xhnfZnHPPNdOXyFj51FNm+tAr1MTCm2/2TrNGj5ZROk6riGEqdoYqQrDWFWqMOChcbceN8+r7E007dTKWsMZZWaYI456u044QxBqDsmjbNpnOP4vvvVeKtm41sehy58zxFERUgXLY8ec/d2rvTUbjO1OuUWaQAAmQAAlElQAtZFHFGfvG8DKHzxI+qRkZYTds3quXVxbphR52QS1OMC3nWrDQFOJgwfIDwdSfP1xDd1V6rNggrfYcxxWPP+6d9lBftFgJFD1XGcN9BqgyacVvIUO8M2+KUcNNDH/iiTCFCdzdqd4llfiv7af+dFYZwz2hPLt+d7s3bLBdKXeEsrj21Vdl21dfhSljUFgxXRok8fKdCeob80iABEiABPYSoELGb0KNCHQ+9dTy16my0lZ3ErACvzFXup19trdl0fq333aLTNouGMAUXtczzyxXHq2MTiedVK4p16K4a/36sHKzGCGUk6mWPixg8Eu33/3OyypctcpL+xNQWLPVwuaXjH79vCzXJ8zLDCWwAMBOcbplsJwh7AWFBEiABEggMQlQIUvM51bvvXanE93OZPz/7J0HnFXF+fef3aUty8IuvfcOonQpiqLGWGJi7FFjiyXK3xKNRn2NGqOJSYwmGk0ssbeo0dgrFqogRUAB6b3DAgvLUnbf5zfcOc49e+7We+/e8ns+n+uZM2fOnJnvHDzPPvPMM+qXZWXX0qU2aY6w6DVTHy8IosfDSd4KwjVgyg/SXFcsRlqFacvX5Jjt+Lu59VirYklxsZstheobZgV+Z0GC9mY1bGguYTVlJHEtY26Zes2aeaf7Cwu9tD9xtK5oPU6nOI9dtEhGqAIGPzYIpjm/Vj+9rZMn+2/hOQmQAAmQQBIQoEKWBIOUiE1soFOnQeIqHEGWIhvGAve6U5QrHn/cq84/FepdiFLCbC5ehbrcfkTqN6rzLGfq23YgglJllbZyHx8K6VFeGSiPmLY+VPfn7KwrP618GwoZYs95JAESIAESSA4CmT10qgQ/CglUhQD8qoLEDSVRJyDyf/7w4Z7/1LZp04zigrqQhmD1Yt6QIUFV11pencaNvWdH6jcKuJa1TEwtxkl63HijN42JRQUUEiABEiCB5CNAC1nyjVlCtLgoICYYGub6X7mhMNxGdzjvvIOnaglCmAsTEy1kFeoQQ98xtw1VSZfnX+bWsz+kpMJPzE5/utdjmXaV3/IWBcSyDaybBEiABEig+gQyF6kvCn4UEqgKgc3jxwcWd32YIvlbdbz4Yu/eVc89Z6LW2wz3ms0LOmZkHvxb4kBRUdDlqOa5fnHWkud/wE4N+OrFKHP8wfzlYnFeunev2QXA1u1ffWvzo3G8RjcwH6V+gPb36quvRqNa1kECJEACaU+AFrK0fwWqB2CLxsvau2VL2M1YjYjgqBBYiRr36xd23Z7Azyxv6FBzivhndlUhIvi7Pmi2fNCxTpMmJhubosdaKWvQtq3nH7avoECClNFFGvnfSvMjj7TJGh8RxX+9rkh1p4L9lc659lovC4sDPF82Lzd6iXW6AtX97SxnAUP0nsqaSIAESCD1CVAhS/0xDushlBcoTu7PU2hKSsLyUQYKQaDoFCOCmSIiPyxDsIxN1Yj9VrCvI/aUjCRdHEd0W6bzZZfZZIXHHI39BYGigueue+MN05btX38tO3SfyaiKhuFw44zN0r0osRco/MmKVq82e2liOyojWtYfxLYmbUFMtLnXXSfjVbmd96tfmeldROdHnLc1uh3TRN1g3A13EctwITXpB+8lARIgARIon0DkL2b59/FqkhJYqYFFIwUuhXIz6ZhjwnqGrXgGOFvzuBdhLZoesFUQrDRdxo1zi5ZJN1dFAlNr1kkeFjVskl1ZwUbcU3Q7JchuDa8BZcWV43whN9xr1UkjhtrKZ54xz8KelN/cdJP5+evqru1wFwH4r1f3vESnJaF04hdJmgwcKN1UeYul7AmFJrHPyKrGtlv2Xh5JgARIgAS+J0AL2fcs0iJVntUqCEAk5/TDNKq+GzvL3ov9MUertcgEMLWZEY6uAob9MIMCnka4VRr17m22imp5wgmC/SwrEutzhnKR+iQhv7TAutTyNeqjj8pE+LdlEYdsoCq7blgPew1H7/kRnuG2yU1juhRbIpUXlw2hNHrrHpjuVlXus6OVLtRQHvPUV86V46qgRLv3MU0CJEACJBBOIKNXr76lyJoyZWL4lTQ7m6VTQJCxTqT5WCAYH3KGj/VzYtF2WIUwVQcZrpYa7E9ZrD5Fmz77TOrl55vNsqviv/TFiBFSvGGDqQ/7cGILomQQWBIL58+XAn1n4POWr2E6sD1RrAW+dpjC3LN2rSB4LBYbIBaZuzl6LNswYcIEueCCC7xHXKLT0rcy7pnHgwkSIIHUIhCv77V9DqcsU+v9iXtvoIj494WsTCOwF6NVxrI7dUoaZQx9gwUrt39/86tMX6NVBhup+zdkj1bdlaln6tSpYcUuq4LPX9iNPCEBEiABEihDgFOWZZAwI9YEoIx9/ctfeo/petVVXpqJxCUwSVfWWrlSt2lq0aKFPeWRBEiABEighgRoIashQN5eeQJT1N8L+1vaeF24Exa2wI3KK18tS8aBwPbt22WOs3oV05UUEiABEiCB6BGgQhY9lqypAgKI4h+mjLVqJSN1g+yqOPNX8AhejhGB3NxceUX9B0t1hWkTjQGXrz6DFBIgARIggegRoEIWPZYpXxMsWfVbtjT9zO7Yscr97XHDDbJHnfjr6t6QzcaMMQ7pVa6EN9QKgUxdHTp48OBaeTYfSgIkQALpQIAKWTqMcpT6mD9smOBXXWlv97CsbgW8jwRIgARIgARSlACd+lN0YNktEiABEiABEiCB5CFAhSx5xootJQESIAESIAESSFECVMhSdGDZLRIgARIgARIggeQhQIUsecaKLSUBEiABEiABEkhRAlTIUnRg2S0SIAESIAESIIHkIUCFLHnGii0lARIgARIgARJIUQIMe5GiA8tukUC0COzfuVOwoXpm/fqSlZ0drWpZDwmQAAmQgEOAFjIHBpMkkIgEvr3lFvmoWzfzm/nzn4c1cfIPfuBdW/6vf4Vdi9bJp4cdJp8NGiTTfvrTaFXJekiABFKMwKSxY73/F6144omw3tn/f+G4a/HisGs8+Z4ALWTfs2CKBBKSwIHdu0X3LDJt24+0I/t37fKuHSgqcq5EP1laUhL9SlljzAls+uQTWfPSS+Y5vW6/XbLbt4/5M/mAmhNY9vDDsn3WLMlq2FAO+dvfal5hjGtw/z9V4v9/Uej/X2hCyd69MW5J8lZPC1nyjh1bTgIkQAIVEtg6ebJAKcNvz+rVFZZngcQgsO6NN8yYrX/77cRoEFsRcwJUyGKOmA8gARIgARIgARIggfIJUCErnw+vkgAJkAAJkAAJkEDMCdCHLOaI+QASqF0CK5980viiZOoKyX733iubx48XTIdsmzbN+HPk9Owp3a6+WpqOHFlhQ/du3izLHnlEtkyYIHvWrZOcrl3Nfd2uvdaswqyogk0ffywb3n1Xds6fL0U6fZbVoIE0aNtW2vz4x9JBN5/PqFcvsIrijRtl2T/+IdvnzJHdy5aZ+xppu5uNGSOdLrkk8B5kzr/1VsEq0dz+/aXzpZfKqmefFbQB9WDFaGPN73PXXVK/deuwOta+8orpIzJ73HSTNGjXLuy6PSlVf5h5N96ojjEl0qhXL+ly1VX20vdH9Z9Z+dRTsmXSJNPv/Tt2SMMuXSRv4EDpdt11Ujcv7/uyAanF990nRStWSP02baTnzTdL4YIFsuhPf5Id8+YJ/Hbq5udL8yOPlO433GDSu5cvlyV//atXU4H6IVlZ9Je/SLbydqXViSdKyx/+0M2KWhrs8b4UzJx50JlbOeF9a37EEdLlyitFMjLCnoV3cvVzz5m8JoMHS8cLLgi7bk/W/+9/ZjoP5y10YUvrk0+2lwS+V2AELr1++1tZrs/HdG2hOpM3UIZ5Q4YI3tf6LVt69wQl4L+F9wWc8a7Xa95ccvv2lba6uKXFMccE3eLl7fz2W1n+z3+a844XXyyN+/Uz78Dql1+W4g0bJLNuXcnu1Em66vvS4thjTblNH30k6996y6sD/z6M6PszV/99+gXvDt6jIKkqd7eO6rTdvT8a6Sf1/1nFxcVeVSeddJJ06NDBO0/VBBWyVB1Z9osEQgTWqHKBDxQEH5SFd94ZunLwUKAfwRmqDPXTj3zb008Pu+ae4OM/WT/c+7Zu9bJ3zJ0r+K178005XD+S+GgFCZSQr/Xjs1WVElcO6KKEvVu2mDqW/P3vcvTs2e5lk9786acy+4orpHTfPu8a6oOStmXiRFmjH7khL7wQ+OzVcGbXDxo+qtumTpXNn30WVscm/Thu/uILGfHOO5LTvbt3DXVb3x30CR/2IEG/1+sP0ipg0QM+qjPOPVeKVq0Ku32ntgc/jM2gf/9b8g8/POy6ewKlAP2Fc3ebU06RqfqzizxQDuOy+sUXZY/2ZeDjj8uuJUu8trv1IL1dFSP8XMlQ5SAWChmU9tmXXy4le/a4jxO8b/it+c9/ZKiOnasM5/buLRtVYcY94A+Fv5kqb64UfvedzP3Vrw4yUIWu6zXXuJcPslizRjKysmTnwoXmWbYAVvjhhz9IhunzoagHyZIHHpCl+j66UqTvKhTjje+9J21OPdX8e8EzggT/Juz700RXKUOpdt/9A3rTvoICmX3ZZTJm+nSp16xZuf5iti73WVCkgxSy6nB3661O2937o5G+S/9IcqWfKrTpoJBxytIddaZJIMUJGGVMP2KNDz1Umusy9aycHK/HC6CoOauhvAuhxB79yEEZy1QrVvOjjjLWKXzMIcVqQZh22mmhkr6D1jlJLQruB6mRfnjxUYOFyypx/g83aoEiM0stYFYZq9u0qbRUiwgUGPsxxAd22hln+B4afgqrEZQxtL3pqFHmZ60zqNv03bmlvSpRVqB0RZJVzz/vXfJb6qBEod9WGctUayC4tVaFylrc0Oev9FlQACuSEm3nVz/7maeIwGIGq5w7hqgjWy0Jto84gpmVnB49wq7herPRo+3lqB23qqI8U61bdkxhjWqlVg6MnW0vuHyp74ArdRo3lsFPP+1lzVar5r5t27xzWCQ9Bprb9+67JUdDKQQJYudB8cM45w0dKi1POEFQPwTt+lLf1xLHCmPrgIXOVcYaqlKItrvK27rXX5cFEZR0W489rtL67LuPvmPMMHb2/bPl8E6742b/beG6m2/TDTt3trd6x+py9yrwJSrbdt9tPK0mAVrIqgmOt5FAvAj0vuOOg9M7+sB6zscVzx/+6quyT6eFIP6pKJPp+w+UmGGvvSaNBwwwV2ChmqBKERQtpGFx8lsk3Crq5ObKSJ1asdM9UNImH3+8sdLgA4sVff6pT0w1wgoGwQdpiCox9vm27rXaj6UPPmhPveMCDdNgJW/YMHOvVcQwdTlFP5T4uMJyAYULCk8kwUcQljA7RQhL0uTjjjPF8cHEB9zWjTK5ffqYKUawgYURSqQr4LVDpz4h4NJEpyBdQfw4q0ji2uBnnvGUEZRboOO6SvOgBM/T6afBjnLn1mPTqGu//vDhHvjoo5LVqJG9JFAQijdtMueYyh2sVjUrC9XagGlrSB9Vusuzxtl7anTU/hgLVqiSzmrd7IFp3ZAYZUgVsUK1XmH6DjGrXGUWyhOmfvHeIEQCrLeH67hB5igna6HFtGG7s88O1RrhoMrYELUe5uu7A4FCN0WnN6HEg+fyxx6TruPGfX+ztn3Rn//snXe//vqwaWhMt88JlYf1tcdvfmPG3rshIIE/BqBcDdDQFa4lEko4/hDAtD2kzU9+Yn62CsQYRDuhuLnjaa+XOdaQe5n6NKOybce9w/Ud9P5f5JviH6VTxviDAhJJgTYX0/w/mWnef3afBBKeAJQDfGTxs9Yk22hjJQldcz/Q9rr/2EGtFq4yBAWpk/q4WNm1aJFNBh57/b//5yljKABLT3dMH4VkiT9ekn4k3DxMz7nPt/dhqnT055/bU3OEwuNNMepHaaB+PK3ChAKYrsEH08pix2/K5rnHQ+6/31PGkI8PQ576KVkpXr/eJs2xw/nne+fwAfMLphutRREfU1egqOLjDbFKKI6u9FL/NmsF2TplilEW3OtBaVi/MD3rH2tYGzvr9FciCBQV+BpCoES7yhjyYCns+4c/IGlkhb4TfsG4WosU/A2X6NjBvwrThRBY/Q5Vha0iaa0Ku1XGUBY+igMeesi7bYVO8bqy8YMPjM8h8vBvy+8TiGnCpiNGHLxF3+0V+k5WRg7ToM2uMoZ78EcN+uB/LypTX1CZaHAPqreybQ/7f5HvXce/Vfv/MPffcNDz0jmPFrJ0Hn32Pe0ItDvzzDJ9hl+ZFc+R2Ga4R1WK8OH3S7tzzpGFv/+9yYbVypXdarmC5QmC/ynD+lFZcetqohY9WKH80kGn+77TaStI0cqV/sveOaYq3Q+zvYApvIIZM8wpLHx2KhEZ6Ou3qjRB6VqvFpq+f/yjvc0c4btmpeOFF9qkORZ89ZV3Xr9VK4EfnJVSrc8Kpp2sElyg/nNBbbRlceztWAzd/ERKw0pqJUf7Z5Uo5Ll9x5jAAuZXhO29Q3Sq73O1BsKiZqyn+v4Z0eNQVfoiLQCx9+PY8aKL3FOThmIAhQ6WNkwruwKHdivtzzrLJsOOsOZBgYZAWaxI8E6VZ7mt6P7KXo8Wd/d58Wq7+0ykH9GFGHv13bDSR63V6SBUyNJhlNlHEggRwAfSL+40qIn87y8QOodClFGn7P8ysFrRflz3bd8edrf7gcOKxqoIVsVZgR9PkMDaAmd3OLZjZVkksdOU/utwprayv7DQJs0Re3c2VYUAH19Y66C4WYsa/Jow5QaBZcDvXL0ztIgC13cvXWoWNCBdnuz85psKFTL/dHB59dXWNUwFW4HjPn7liiqosCi6yjDKw99rkE61fqUKv5GQIotVse4CjIMXg//bSBXuIGmgq2rt1CcUQruwYJeOlRUobkECHzAr5f4BEyoEp/54SLS4u22NV9vdZyJ9vLpBpKNwyjIdR519TlsCFVoVAlYKWlhBFip7DYoRBH451iKGc6yIsxLkhGyvBR1dixfCFUQSr136wT7gU6rsPVDaKhTHcmXLupavVY6z+WqdNrTSLmBBgfH9CRXAFA34VPSraON2W499bqIe96xd6zUNinpF/bbvjneTk8gfPjzMdw9j3R4LGyop/qlde5t17sc5rLhWoBhaQTiWIIHF04r127PnQUesFI2HRJO7bW+82m6fl+7Hsn/upjsR9p8ESCCQQNCKNK+gVWZ0Osn1EXEtU37rmXdvhIT70YSFKpK47UKstWgKYkRZ6x/CMVhxrT6In+YXt+29brtNOvg2hfeXr8w5LHbJIPCJslOBozWkiF0AUp22I96YDdmC+2EFRQw2v19apLrdhRpuGXdf1jrO4ogsZ1rcbzG197t7xlakROOeuk2a2Ftjeowmd9vQeLXdPi/dj7SQpfsbwP6TQCUJRPpA4XZMGULcjxvOXf80TN1VRdzVWAjMGUnsNCsUJ1cZjFS+SvmqYNrAnfBlQownhPiwoSzgg+ZfaIH63X7v8S0WqNLzk7CwOy3uWm2q2hUwnqfBbo04ij4Crrr+UuXVuzdCOJG9oRWpuNe13DbUYK1WXGuZzcPRjj3SkaxouBZviRb3eLebz/ueABWy71kwRQIkUA4BKCSuo70titAPdprSr5wgdISVrV9+Ka51weZHOrrTJYjgHiQIrmpDS9R1/MGCylY3z3UMR5gKxGaygkUFQeL221spGlQwDnmuFQfBSGMtru8VVi1WR0r375fpugDFvldYkYqgt1Zm/eIXYfHJbL7/uOHDD/1ZZjWrnQ6HAu+ucsxxIt9v1PAuQeL2CateYyX4A8OIWp/BoyKJBveKnhGv60cddZQM0IU89jctwr//eLUnXs+hQhYv0nwOCaQAAYQf8Asi7FtBWABX4PNjnaChOEUMpqkfHRsmwt4P64P1D4MigS2f/IKtgKxg+6BYCBz5bTsQ1d+Eu8CD1GrTNsB/DJewWtLegyk3WNYiCaZjt6myGitxLUCRFNtoPru9M4WLsBJuYFf/c2CFcv0M7fW5Gm8MMcogWJmL7YcQRNjGHcMfByZArL0hwtGEtbDT6aEyUKitoucPweJuiYTtlvxtRxyzlY4vIcJqxEpcZc9dtRvpedHgHqnueOev1BXTheoPan/uNkrxbks8n0eFLJ60+SwSSHIC2MIF0f4RZwo/7BVpFSVYG8z+hL4+DnACvq7VoLTTNZgn9gmEgoY6Nr7/vnyh0eLnOfHMTBWq8LhxxmZp1HbsMQkFBqvbsL/fFlWQbFns8xgrQXR9iG0z0tgT0bU+Ic8KVqP2cwKMImo9uJmVcKogoN+wnGHrnPFqCfhGA4zGSlylA8oEfLCgIG7/+mvzQ1uiKZhqbhvatQGKzxcatwvR7+1uBAjii0C22AJqgm6L5C6WQDtwbUMoECwWY7iWMaywtKsxscr1u3vuKbfpUPhgaYNlF+8NtqGyIVpwI/z7XMH+ks2sYq/jNPHoo42yjHGHNRZbh1n/OBMSQq/HShofcohXNd59jB0UdztufmtzTbl7D2Oi1gjQqb/W0PPBJJCcBPBhcK0EthfYhDtIQUGIAjhhQxGAYDuboG2WvCkaW6EeEZx1pU4TGv8z/UB+o8/Azy8ITus60vuv1/QcwXNX+yLpu4Fjg+rHNkFQTKCEQiJxC7o3mnmYykKAVrONkDKED5bd+BrPQby1/rrXYjSl9+9+J9jUHOOGWGPzdZsh/CoSRIb/xonqP1CDxlpLI+6F0o/I+5NUEYKyBwsYLKNNI23/pEo9wpVgCyu/YOuwoLAOUPqw+wSscFC+vLAbTgVoR3/HOutcilqysyph2Cgd/plQJv170B6q1/zBZqvLPWqNZkU1IkALWY3w8WYSSHwCGZmhf+b6cQoSN7aYm/aXxdZB3eFk7asHHydEwe+kfj2RBNvnjNDI9da64S8HS0hn3Yi6jOizRqkvT3sbi8pXACETBurWO/6I6raY13fLwF4IHdF2K27a5tkj4oy54Q5QtpXujViRwEo2SBXYiMqi9g/+Zt3U2hdJvDHxcY9UPigfQVb7aPBexEwrM34BseWC6qhKHhTzUboqFUq63Y3Afz/yoUi1dYIVw5JopxMRgDUoUG52+/ZmY29bH/zJgnysMEaDdIeFoOd31Oe4ljdbF46YKhyjG9Fjv9cgwTs8SqfPEZIjkoS9S847Fql8UD7afaQG2e2kipmrlNqy3nthM/RYXe5OFeELY6rZdre+6qQbOStfcX9mhH+/1ak7ke/J6NWrrwkbPWXKxERuZ8zbNkv/moOM1b+aYinjQ34wsX5OLPvAutObAD5+8EUq1G2W8tW/x11RWBkysDzsmDtXdmggVCyrR/DO3H79yigK/rrwoS7UyOiwvCCcRr5OGRoFw18wQc8RsmGHThPCZ6pufr4JJpurSm55cbgStCtVbhamK7frTgRYoYg9V81WOgiwWgMlM1IjMA2KqUooRceGtgJDgGK8s+ANn8AgJS2oPkwLYnodfoAITuz6EwaVT7S8eHJPtL5Hoz3x+l7b53DKMhqjxjpIII0I4C9zRIyvbtR4KCBw1K7KNkrAiw8s9je0exwmG3JYOWARiji9lmwdqkJ7EYsMU7i1Jfijoap/OKCtsDjV5F2vrf7a59Y2d9sOHitHgApZ5TixFAmQAAmkNAEsOJjiWyVblQ7DeoSNzykkQALVI0CFrHrceBcJkAAJpBQBTCVjNWF1JdqrNavbDt5HAslKgApZso4c200CJEACUSRQr0ULaX7UUdWuMW/QoGrfyxtJgAR0pxNCIAESIAESIAH4GyHMRLJLt2uvFYTPCFqZmOx9Y/tTmwAVstQeX/aOBEiABNKKgA1Km1adZmdTggDjkKXEMLITJEACJEACJEACyUyAClkyjx7bTgIkQAIkQAIkkBIEqJClxDCyEyRAAiRAAiRAAslMgApZMo8e204CJEACJEACJJASBKiQpcQwshMkQAIkQAIkQALJTIAKWTKPHttOAiRAAiRAAiSQEgQY9iIlhjE9OoHNmbHBdGb9+maPufToNXtJAiRAAiSQDgSokCXZKE8aO1Z2r1hhWt3zlluk0yWXeD34qFs3Lz3ygw8kp3t37zwVEp9pJHAoZA07d5ZR48cnTZfQ5o979vTaO+qTT0wfkLHl889l5sUXm2tZDRvK2LlzvXJMkAAJkAAJpA8BKmRJNtYHdu8WKS01rS4pKgpvfSgfmSV794ZfS7CzZQ8/LNtnzRIoIYf87W+Val1pSUmlyiVcIYxLhLE5UFzsXUv0MUs4rmwQCZAACaQQAfqQpdBgJlNX1r3xhmxSS9H6t99OpmazrSRAAiRAAiQQEwJUyGKClZWSAAmQAAmQAAmQQOUJUCGrPCuWJAESIAESIAESIIGYEKAPWUywJm6l866/Xkr37ZMmgwdLqxNOEPhybZk4UYo3bJBGugig2ZFHStf/+z/JqBP+aqx/6y3Z9NFHpmOdL7tMcvv3j9jJ7+6+29SXUbeu9L/vPlMO96IOK0WrVx9Mqm/V3Kuvttnesdt110nDLl288zIJvW/Vs8/Kpo8/lu1z5phVl421TX3uukvqt25dprjNKN2/X5b94x+y9csvZdeiRQcXCXTtKnkDB0pXbUed3FxbNOy48sknjc9bZna29Lv3Xtmsiwow7bpt2jTjr5ejTvvd9P6mI0eG3ccTEiABEiABEqgMgTo9evSoTDmWSREC615/3fRk+9dfy5L775f9O3Z4PUMeflCchquyUadxY+9ayZ49nr/XvoICGfTMM941N7Fr8WJZ8cQTJqt+q1bepfL8xYL8yFqdeGK5CtksXV26+bPPvPrRj02qVG7+4gsZ8c47gStMi1atkulnnmmURe9GTWyfOdP8Vr/0kgxWJa/JYYe5l016zSuvSOGCBSad27evLLzzzrAyBaqYzTjvPOn3pz9J29NPD7vGExIgARIgARKoiACnLCsilKLXoZxAicls0ECaH3WUsYzBogXZvXy5fHXOOWE9b3PqqWKvb5k0SaCgBcnyf/3Ly+54wQVeOv/ww6XpqFHez9aFAm6+TSO0RSRB+6CMZdar590rGRmmOKx/C3zK0sELpTL15JM9ZQz3Nhs9Wlocc4xnFTuwa5dMP+MMQbyz8sQoY/q8xoceKs01DElWTo5X3DzbWVHpXWCCBEiABEiABMohUGeRTttQkofAcLVw7QspDNnt2oU1HPGtSlQhgeQ4McnCCjkndfPyZOSHH0q95s1NbpHGN5us05hQtnbOn28sQo169zbXMIWJKc71b75pwjSsfvFF6XjRRU5tmlRFZL1apw7ekCEd1GJkpc1PfiL4WZn8gx8IrGlQpGCVqqrUb9PGWMLQB8iuJUtk8nHHmfRWVRgR+ysjK8uc4z+rn3/eU7Rwz4j335f6LVua6+jv1FNOMe3BfYv++Efpo9OukQT1DnvtNWk8YIApAkVuwpgxsm/rVkEaU8DNjjjCux3s3LFp5FilW6gyjLZAsjTgLYUESIAESCA9CdBClmTjDkWkkfor4edaZtAN+FzZa64yEqmLvdWSZJUxlMnu1Em6XnmlV3xxyP/LZnQdN84mZWXAlCWmJa3lDL5UWY0aeeWjnThEp1utMoa6oYDmqV+cleL1623SHJc+8oh33veeezxlDJmwEh726KPe9TX/+Y+XDkp0UMufVcZwHePQKRTcFefwTfOLOzbWmocyGWqps2MG/hQSIAESIIH0JECFLD3H3ViP4KflFygbVgphwXIEkf+zO3QwObCmYerQleWPP+6ddvnlL710tBOYbswfNqxMtTmO5QlTsq7s3bjRnGKqtOUPf+heMmlMkTYIWRxhJYOfXCRpp35ofoFfmRVvwYLN4JEESIAESIAEKiBAhawCQKl6uU6TJmFTerafWGVorWt7N2+22d6xo2MJcv3FDhQWSsH06aYc6ojlakPXMuY1TBP1mjXzTvdre6wc0B0NoGRBXIugvW6Prt+amU61F3zHnAD/tnpNm3ql9uu0JYUESIAESIAEqkKACllVaKVQ2bqqkEUS63BvtmnyFWp/9tmewrbuf//zrsKnzG4P1O6ss7z8WCSw3VKF4jjWw5pnpV5+vk2WOdZv0cLLs/uFehlOAtOM5UqybvFUbqd4kQRIgARIIJYEqJDFkm4C112ZfRMzMsu+HpnqeI6ViRD4i8FvDOL6lCFOWSKJq3weiLA6FO11FdC6TsiPROoL20ICJEACJJCaBMp+cVOzn+yVj0B5PlLWMT/S1GAXx/F/+WOPye5ly2TPmjXmCQgYW960oK8ZcTnFQggrWAkZSfZoHDMr8JejkAAJkAAJkEC8CFAhixfpBHsOwjMEOZ9v0wj2VmxYCHtuj1hhaK/BbwwBZq1U1joGx3wjOrWI6PmxFjvNCUW0OOTg7z4Tbdj57bdell284GUkSGLWrFkySuO52d/xxx+fIC1jM0iABEiABGpCgApZTegl+b1LHnigTA+WPvSQl9dS445Fko4XXnjwEmKPvf22SUPJan3SSZFuCct3FZ6Cr74KuxaLk7yhQ71qXQXSZq5+4QWzpRTO0Tb/1lG2XG0fi3SBwrp167wf4wjW9ojw+SRAAiQQHQJUyKLDMSlrWfff/8p3GpNr75Ytxmr0za9/LQiqCoFjf+dLL43Yrw7nn2+CuroFWmkkfDfGlnvNn258yCFe1ix9zsqnnxZY5+z2TVgZGU3pc8cdXnVrXn7ZbH0ESxl2K1ih4ToWONd73367V5YJEiABEiABEogHgTrxeAifkbgEoIzg55eet9wicOCPJAiG2kynzhCV3kqXK66wyQqPUPawsTkc6TF96t8b8lC9FhQvrMKKIxRA0FUokdiQHAIFED+/5Gl8M2yHlKhSXFycqE1ju0iABEiABGpAgBayGsBL5lsRyLTLVVeVsWghBtkAnbZ096GM1M92GgLDCoKqVsURHha4IydPlk6qmCFumV+Cpgy9VZ8Bqz9xv42f5k/burEzQX/dfcCG9bD55qhbOHW9+moZqhuMB4n37NCemf4ybnvdtL9cTc9nz54dVsWFduo4LJcnJEACJEACyUaAFrJkG7Eotrf79ddLt2uukW1Tp0qh7gXZdPhwsXtXVuYxNuQFynb8+c8rc0tYmToaWqLnzTebX9iFCCfHBmxJ5Bbtdu21gl95gk3S8UNssm3qu4bwH9hyyewvGUHZQn2Hh/zkItUNBfe4pUsjXY5a/kTHIolKL7/88qjVzYpIgARIgARqjwAVstpjnxBPhjWn6ejR5leVBiEyv9loHDepItPe2Ui8KvXUVllMYSbb3pE7dVN5rLK0coVOEbdq1cqe8kgCJEACJJDEBDhlmcSDV1tNxx6WM3SqzG5H1PIHP5Cs7Ozaak7aPHfGjBlhfb3kkkvCznlCAiRAAiSQvARoIUvesYt7y+ffdpusfe01E6HfPhx+Wz1vvdWe8hhDAtOmTfNqv0anmps5e3d6F5ggARIgARJISgJUyJJy2Gqn0Xs0/pWN4o8WwDl+2CuvSHb79rXToDR76rnnnitjdQVohk4R9+7dO816z+6SAAmQQGoToEKW2uNbpndw4i/RqPS5ffqUuVZRRkcNG4H7MlURy9cFAHlDhoStbKzofl6vGYF2upIVPwoJkAAJkEDqEaBClnpjWm6PuqpCVl1pNmaM4EchARIgARIgARKILgE69UeXJ2sjARIgARIgARIggSoToEJWZWS8gQRIgARIgARIgASiS4AKWXR5sjYSIAESIAESIAESqDIBKmRVRsYbSIAESIAESIAESCC6BKiQRZcnayMBEiABEiABEiCBKhOgQlZlZLyBBEiABEiABEiABKJLgGEvosuTtZFA0hE4sGuXlOzbZ9qd1aCBZOovmlK0erUc2L27TJX1W7SQuvn5ZfKZQQIkQALpSIAKWTqOOvucVAS+veUWWfPyy6bNzUaNkkHPPOO1f7LuI7pryRJz3uPGG6Xz5Zd718pL7JgzR+b+6ldStGKFtycpyjc+9FAZ/vrr5d1qrk3UeHRFq1ZJZr16csyCBeWWRxvdHR5s4VYnnigDHnrInvJIAhEJbB4/Xmb94hfmevfrr5cuV10VsWxtXojFv9Xa7A+fHV8CVMjiy5tPI4EqEzDWpdJSc99+n6Vpv1q3JHTtQFFRpeqGEvblT35SqbKRCpWWlJhLpaFnRyqH/IxMekaUx6cy1+Zee63AktnksMMSVhmpTD+qW6b0wAHv1lLdaSRRJdr/VhO1n2xXbAhQIYsNV9ZKAglLYMGdd3pta9Srl7Q7+2xvK636LVt616KVGDtvnlcVlMGJRx/tnTNROQLr33rLKN67li1LS4WscpRYigSSmwAVsuQeP7aeBKpMYOfChd49Q3UqtE7jxt55ZROHPPCA7N24UbIaNarsLSxHAtUmgL1zD/3HP8z9sBJSSCAVCVAhS8VRZZ9IoBwC+7ZtM1frNm1aLWUMN+cNHlzOE3iJBKJLAH80tDzhhOhWytpIIMEIUCFLsAFhc0gg2gRWPvmkbJ81y6vWOtjv37lT5l59tZePRN7QodLh/PPD8nCyffZsWfvKK2XyodTByTrmor5qK596SrZMmiQ758+X/Tt2SMMuXSRv4EDpdt11UjcvL6ZN2PTJJ7L+zTdlxzffSPH69VK/VStp3L+/dL7sMsnt16/Ms1e/8IJsmzrV5GNKuOnIkWXKIGPJX/8qu5cvN9e6XHmlNOrd26SXPfywFLqLJUK+envWri0zZhl16kh/rSeSVLXtqMe+M5nZ2dLv3nsFTvXr3nhDtk2bJiV790pOz57STd+dSP2ybdn57beyWNuGhSd7N2+WjKwss7K2Uffu0vanP5UWxx4rGXXr2uJhx8X33Sf7tm4Ny8NJ29NPlyY67hVJsVpwl6lVbbsuYNmtU71YQdxI291MF6R0uuSSiLfPv/VWwb+NXIzvpZfKqmeflU0ff2zqyVIeGPc+d90l9Vu3jlhHNC58+OGHsnTpUq+qQYMGybBhw7xzJlKPABWy1BtT9ogEwgisUUUq7OMeulqqoS7Wv/12WNndunIySCHb8sUXsvrFF8PK4gQf01grZAibMePcc82qTrcBO9U3DT/0b9C//y35hx/uXo5KGsrrHFU88EF2BR94/MCv529+I530w+1Kox49ZP7/+38ma6N+WI+YOFHqNW/uFpFVulp2aWiVab1mzaT/X/7iXQfrPWvWeOc2gfb4xwzXghSy6rYd9bnvTG7fvrLQ8TvE9QJVzGacd570+9OfjIKEPL8suOMO00d/PpRp+BJCUTzsX/+SFscd5y9izpc/+qjgHfUL/BwrUsg2f/qpzL7iirD78VwoaVt0LLBqeYgqzf4xwbNWv/SS8dfboe8WlOrNn33mNQF1bNqwQTbrv4cR77wjOapYxkreUAX4/fff96q/UhV2KmQejpRMUCFLyWFlp0jgewKtjj9e8MG3slWtTBBYK/xKTNMRI2yxsCM+ygiJYQWKkLvyzeZH+4gP4KRjjvE+rIiR1lQVL0xhFcyYYZQWKB5fqcJ25JQpEu1FCVNPOUV2LV58sFsZGcaC2LBDByn87jvZMXeu+XB/94c/SIN27QRhPKzA0th13DijcMGiNEOtjiPee89eNhYjb3GF1jtElYAMDSFiBXXBumTFGzNVgPN9VpIMvT9Iqtt2f11GGdNnNB4wwLxH27780qz4RDn0oe1pp+nLFN6GrZMnhyljTfTdwfuDsYK1DBZXvD/lvUPNjjhC9m7ZYpoD61qQgupvK84RjmWWYwGDFTd/yBDZp+9SwfTp5pkY02lnnCGjVXGLJLBc4ofQLhhPCPqFVc1QFNH3wWo9o5BAtAhQIYsWSdZDAjEi0FstDZjOgtTTj4srw199Vfbp9Aoku21b95KX7nrNNV4aiU90WgxKAqwDlf2gYGoJPysT9GNZ2Q+kvac6R8R1slYSWEUGq1UpKyfHq8qzwuhHcp5OXQ5+/nnvWk0TmKKzyhgUwOF63rBzZ69aWE5mXXyxOf/mppukpVp63Om3bhrnbZOWgfJaqAspFv/5z9L91782/fnqnHPMhx039/n97yWnWzevXiR63nxz2PlHuK59zFZlsDJjVtO2uw+H4j7stdeMQoZ8hN+YoNN+mE5EGhYnKE+uYMrWSptTT5X+Ov3oSklxsZmCxirfSDLw8ce9S5s++khmVzLG3oLbb/fuy1PldYi+E+gDBFbNKSedZBRDWOkwhs2POspcC/pP/TZtjCXMTolDmZwcsuhBSYZCaevG/TX9txrUBualDwEGCEqfsWZPk5QAPgbwfcHPP8WCD4a9lmorHqHwbXj3XTNqUMLwYXWVMVzopf4+VgnaqhayUlU0oyVQ9qxgestVxpCPD3lunz6mCBSTTQHWliHPPeftfLDskUek4KuvZJ4qZbD4QFqo9a89lLMoSzTabpvU4YILPGUMeRiDTiFFFOe7Fi3CIUz2rFvnnbcJiHmXWb++CWIMP8BoCsbBm2JUq93Axx4LU5jwPHeKHf5t5ckh998f5p8Ixdld0AJ/QlfS9d+qy4Dp6hOghaz67HgnCZBADAlAebECJ3r4BVlxA9JCUbJKQYFOhfmn9Ow9VTkiyC6mSyFQ+IpWrjR+Tzh3nw0nfCwygMDhvaXuSuAKLGuDdFGFsYjpBRztNB2m0mKxU0G02m770e7MM23SO2IK2wp8/PyS3b69t5BkkVoGMWUJFrEWWMCsNNEp1jq5ufbUO3bQ6e3v7r7bnGNcIwmmKoPepRz1D8R0OQTTo5iujoVcotOuJzgrS3vocympTYAKWWqPL3tHAklLYKezynC3rjb7uhLb5ezUVZBBH9GqQnAXQWDK9OvQlHF59WBaMkgQQwtTzlg5aZUx+FzB6gZLUbQlmm1H23KcaVrbVnfq3OwWYS+EjrD6mWC2eo4p2081dhgUF7DA9l+tVNGI9p6peHSh9ffTdMOuXZFVRvDcrIYNzf6qWE0ZSew0pf+664+5v7DQfzlq54M1tAx+lPQhwCnL9Blr9pQEkoqA9d9Co+Gngw9pRT+EJYiGhClXqjxV9Fxcj/QBR3u66dZHrq9RsyOPNFPN0Wirv45ot91dbOB/ljkPbaPlXsNiEfhTQfGxginodf/9r8zTMCmfaKgQLIaItrgWrwY6nR9JPMuZ+uUdiKBUuW2PVI/dtizidV4ggSoQoIWsCrBYlARIIH4E3CmuXrfdJh1+/vO4PdxVruCwPuipp2r0bCghnnVMa9ry+ecmpIJ/lWuNHhK6Odptr26bMF7tf/Yz47y/QcM3YFWqXaABRWaF+nfVbdLEW7BS3ee497nvDPzJIgkWFVhBrDUKCSQCAVrIEmEU2AYSSEMCWOlZnrh+Snt8ztPl3ReNawgKamXvpk02Wa0jVjza6Tv4JVmZqY7xdtcEmxeNYzTbXtP2IGhtp1/8QobpauBjNIwHfOawUtTKCmclpc2rydFdreouLPDXaadZMR6u5dJfjuckEE8CVMjiSZvPIoE0JwDnfCsmjpc9CTjaFYy45K2cCygXiyw4pdvYWvBLgqN8dQShFb7RVZVGdOpzmE7ZWUufjZ9WmXozMg/+r7oy7YhW2yvTrqqUgeKD+GpgYNnu2769KlVUWDbH8RvDIosgMTH0QgFn6zrx+YLK1mbeLRryZYAuTLC/f/7zn7XZHD47DgSokMUBMh9BAiRwkAB8rWyYimKNeF7etBKc862vDxzVt0yYEBEj6kHA0mhKU3U+h2CabdEf/xi5ap1+C1IYcd903TbJTlX2UMUMVr/eGicru1MnUx/6VRlfqjo6tQfBhu6VUcpq2nbzsBr8x2wHpVyCBFOqdjGDVTSDylUnr4HG4rPvzL6CArPlk7+eRc6OCM3Vly9RpUDbX6j+be4vUdvKdkWHABWy6HBkLSSQsgSgANitguzRUwrUodvm2aMNFxEJiLv/4We6imyR7pWI7YDwQwR8K5ju6qchE6zM1HhYiBqP4JzwQUIsLyhCs3U/yfFqSfhGtzCKphyCGFVq1YJgP8Ov1B9qh+6LiFhnUAARlgPtgYO6DRDrPn+uBqqF0glBlPrOupWPEa1zqK6wtFNl8KXaqsFVy5OcULwuKHdTf/Qjs68kQi9s//pr0yb/vTVtu7++qp7P0mlKcMG+kGgjrIF4ZxBXbpruYYlzCPaFDBIsALDvE44IL2FljzJ1r9m9QM11ZevGGZulW1phD1aMF8JzYO9WbANmy/oD8Npn8EgCtUGATv21QZ3PJIEkIrDyiSfMBtFBTYaCgK2NXGmlkdAHPPigmxWW7quR6ScedZSxHMGPbLnuZ2ilpW7zdKgGULWCuF7YmmetRoqHrHz6afOz12N5RBDefmoZM4qeKoDY1/DLgCCnQW1Ae21QW1gFB2u7XUFAX+w/OTe0iwIUmCM08rsbUsEtj82sp4S2ZkIIkHm6C4ArxzmbUCO/Jm13661JGkoX9uQM2gPV1KvKE3YpCBK8U5F8DNfoNlP4uXKMxoKzVjfsxbpSd3QAJyju2EUBP790V4buIgD/dZ6TQLwJ0EIWb+J8HgkkCoGQX1JFzYGlqipiLT+R7kE8qiPUStFk0KAysaiC7oWVbJAqNBE/nvphh79ZN7V+RFvaYr9DXRGJYKCRBP3xrF9aCFNl39x4o1ccWwAFtb21Wrrs/pdQPmDpiyQIQDtKN+NuqfG77JRvpLI2vzptt/d6U4nKNkjcd8JN27KtVSl3V3vafHvEeA1//XXJVStaNCRsP09t8yjdainSDghQkAfqHxldIsS18/oe4d+H+4666Wj0w60jK7Tdk83zn9t8HlOHQEavXn3NRP+UKeWbzFOny8E9mTVrlrkwduzY4AJRyh0/fnxcnhOl5rIaEkgoAgjkuUOnwDC1WTc/X7AVTq4qK/jIxlowVblDLTGYtszU6P3YIQB7MaIdiS611XZMK2MnA0wXItQEpl7BrH7r1nFBBgtuoT6/QP//DgURm4zDOkkhgcoQiNf32j6nan/6VqYHLEMCJEACMSIAh+2mo0ebX4weEbFaBEjFFkD4JZvUVtsxderfeDye7GDBQhgQNxRIPJ/PZ5FAVQhQIasKLZYlARJIeAIr//1v+U4XClRXuv3f/0mXceOqezvvIwESIIFqEaBCVi1svIkESCBRCSC2lRcRvhqN3Ks+YBQSIAESiDcBKmTxJs7nkQAJxJRAnvoJNddVnNWVproPI4UESIAE4k2AClm8ifN5JEACMSUAn6Xa9FuKaedYOQmQQMoSYNiLlB1adowESIAESIAESCBZCFAhS5aRYjtJgARIgARIgARSlgAVspQdWnaMBEiABEiABEggWQhQIUuWkWI7SYAESIAESIAEUv033FsAAEAASURBVJYAFbKUHVp2jARIgARIgARIIFkIUCFLlpFiO0mABEiABEiABFKWABWylB1adowESIAESIAESCBZCNTp0aNHsrSV7SQBEiABEiABEiCBlCTAwLBJNqyTxo6V3StWmFb3vOUW6XTJJV4PPurWzUuP/OADyene3TtP9kTpgQPycc+eXjdGffKJNOzc2Zxv+fxzmXnxxSad1bChjJ071yvHBAmQAAmQAAkkA4E6ixYtSoZ2so0hAgd27xYpLTVnJUVF4VxC+cgs2bs3/Fqyn6FvEfp3oLjYu5Zy/U72cWP7SYAESIAEKkWAPmSVwsRCJEACJEACJEACJBA7AlTIYseWNZMACZAACZAACZBApQhQIasUJhYiARIgARIgARIggdgRoFN/7NimXM2bPvpI1r/1lulXr9/+VrZOmSJrX3tNts+eLXVyc6XJoYdKx4sukrzBg8v0fcn998vuZctEMjKk3733SmaDBmXKIGP/zp0y/9ZbzbVGvXpJl6uuCizHTBIgARIgARJIJQJUyFJpNGPcl40ffyzr337bPKVEVz1ufO8974n7d+yQPWvWyIZ335W+99wj7c4+27uGROHChbLxww9NXpNBg6TjBReEXbcnq59/3ntGmzp8PS0XHkmABEiABFKbAKcsU3t8Y9Y7q4zBitX6Rz/yQlDggd9qOI6CGTPCnt3lyiu981VPP+2l/YlVqpBZce+xeTySAAmQAAmQQCoSoAkiyUZ1+Ouvyz6d1oNkt2sX1nrE5irZt8/k5TgxycIKRfGk+w03iKs0zb/tNoGFC/KdWsmG6XSmlcYDBkj9li2leONG2b18uRStWiXZHTrYy+a4a8kSY2XDSQPtmxtHLUOtZW7/GjkBjVscdZSMeP99U0dW/frmyP+QAAmQAAmQQDIRoIUsmUZL21q/TRtppAFS8cvKyQlrfcMuXbxrGVlZYdeifVKvefMwZQz19/nd7ySzXj3zqO2zZhnly31uxwsv9E6X//OfXtomlj/6qE1KJ/VF84vbP/iiWcnQZ1om2Z062WweSYAESIAESCBpCFAhS5qhSqyGtj3ttLINUiWpue4kYAV+Y650OP9849SPvHX/+597yaTtggEoW+1/9rMy15lBAiRAAiRAAqlKgApZqo5sjPvlTie6j8rp2tU73bV0qZdGAha9ZqNGmTzsOLD500+965sw3bpnjzlvPmZMxFWY3g1MkAAJkAAJkEAKEaBClkKDGc+uNNCp0yCpm5fnZRetXOmlbcINY+FOUa54/HFbpMxUqHeBCRIgARIgARJIUQJUyFJ0YGPdrQO7dgU+ApuAW6nTqJFNesf84cPFKm3bpk2TA4WFgrqQhtRt2lTyhgzxyjNBAiRAAiRAAulAgKss02GUA/oIBWiTxhVzpd1ZZ0llV2cWacyxINmzbp2X3bBzZy/tJjqcd54sfeghsyE4wlyYBQihjcM70HfMRcU0CZAACZBAmhCgQpYmA+3v5oZ33pFVzz4blg1lrLIK2ebx48VdNWkr2jp5sk1KQ8efzMvURMeLLz6okGl61XPPSUbm94ZaXKOQAAmQAAmQQLoR+P5LmG49Z39rRGDLpEmyd8uWsDqwNdKuxYtNHsJfNO7XL+y6PcGUZd7QoeYU0f0RkwyCCP52OtNk8D8kQAIkQAIkkCYEqJClyUBHvZs6xTj5uONMRP5SDUYLy9hUjdhvpdMllwiCuUaSLldcUeZS58suK5PHDBIgARIgARJIBwKRv5jp0Hv2sUYE9hUUyPQzzihTR71mzaTLuHFl8t2M5kcfbcJg2MUBsKi1VAWPQgIkQAIkQALpSIAWsnQcde2z67dlEQTl2Wv+42EaVR+Kl18aH3qojP7iC8nKzvZfKnPuKmDYD9ONvl+mMDNIgARIgARIIIUJ0EKWwoNbXtd63X674Fddwb6UY6ZPl2JdVbnps8+kXn6+NNWgr3Vycytd5dYpU7yy7p6YXiYTJEACJEACJJAmBKiQpclAx6qb2Fuz/TnnVLn6bV9+KcUbNpj7sP8k9qmkkAAJkAAJkEC6EuCUZbqOfC32G8rY17/8pdeCrldd5aWZIAESIAESIIF0JEALWTqOei31ecoJJwj2t8SqTCuwsAVuVG4L8EgCJEACJEACaUCAFrI0GORE6SKi+IcpY61aycj336czf6IMENtBAiRAAiRQawRoIas19Mn3YFiy4MwPye7Yscod6HHDDbJH/cbqNm4szcaMkUY9e1a5Dt5AAiRAAiRAAqlIgApZKo5qjPqUP2yY4Fddaa97WFJIgARIgARIgATKEuCUZVkmzCEBEiABEiABEiCBuBKgQhZX3HwYCZAACZAACZAACZQlQIWsLBPmkAAJkAAJkAAJkEBcCVAhiytuPowESIAESIAESIAEyhKgQlaWCXNIgARIgARIgARIIK4EuMoyrrj5sJoQ+OCDD2TOnDnSTDc1b9GihfTo0UN69+5dkyp5LwmQAAmQAAkkBAEqZAkxDGxEZQhMmjRJnnvuubCiP/zhD+Whhx6SzEwae8PA8IQESIAESCCpCPArllTDld6NPfroo+WXugfmqaee6oF4XyP9v/vuu945EyRAAiRAAiSQjASokCXjqKVpm6GQ/frXv5b77rtP3njjDY/CtGnTvDQTJEACJEACJJCMBKiQJeOosc0yYMAAj8LatWu9NBMkQAIkQAIkkIwEqJAl46ixzYZAmzZtzHHbtm0kQgIkQAIkQAJJTYAKWVIPX3o3vm7duukNgL0nARIgARJIGQJUyFJmKNkREiABEiABEiCBZCVAhSxZR47t9ggUFBR4aSZIgARIgARIIBkJUCFLxlFjmw0BBIiFLFu2TDZs2GDS/A8JkAAJkAAJJCMBKmTJOGpssyHQtWtXj8TkyZO9NBMkQAIkQAIkkGwEGKk/2UaM7fUIXHzxxfLaa6+Z8+uvv15Wr14t/fv3l8aNG0vbtm3FrsL0bmCCBEiABEiABBKUAC1kCTowbFbFBPr06SMTJkyQq6++Who1aiT333+/XHLJJXLGGWfISy+9VHEFLEECJEACJEACCUKAFrIEGQg2o+oESktL5b333pMXXnhBCgsLTQVQzLDxuPUvq3qtvIMESIAESIAE4k+ACln8mfOJUSKA7ZPuueceU1vHjh3lwQcfNFOWGRkZUXoCqyEBEiABEiCB+BCgQhYfznxKDAhgY3ErN9xwgxxyyCH2lEcSIAESIAESSCoC9CFLquFiY10Cixcv9k7HjBnjpZkgARIgARIggWQjQAtZso0Y2+sROHDggEljo/Hc3Fwvv6LErFmzZNy4cV4x+J198MEH3jkTJEACJEACJBBvAlTI4k2cz4s6gaysrCrVWVRUJOvWravSPSxMAiRAAiRAArEkwCnLWNJl3TElsG/fvpjWz8pJgARIgARIIF4EqJDFizSfE3UC1sqVk5NTpbqLi4urVJ6FSYAESIAESCDWBKiQxZow648JAQSEtdKtWzebrNRx9uzZYeUuvPDCsHOekAAJkAAJkEC8CdCHLN7E+bxqE0Dcsc8//1zWrl0r06dP9+oZOXKkl65MYuLEiWHFLr/88rBznpAACZAACZBAvAlQIYs3cT6v2gRmzpwp//vf/8Lux36Wxx13XFheeSc7d+4UrLK0csUVV0irVq3sKY8kQAIkQAIkUCsEqJDVCnY+tDoETjjhBOnevbvk5eWZrZF69+5d5S2SZsyYEfZo7H1JIQESIAESIIHaJkCFrLZHgM+vNIERI0YIfjWRadOmebdfc801VVbovJuZIAESIAESIIEoEqBCFkWYrCrxCZx77rkyduxYwX6XsLBRSIAESIAESCARCFAhS4RRYBviRqBdu3aCH4UESIAESIAEEolAnR49eiRSe9gWEiABEiABEiABEkg7AoxDlnZDzg6TAAmQAAmQAAkkGoE6ixYtSrQ2sT0kQAIkQAIkQAIkkFYEaCFLq+FmZ0mABEiABEiABBKRABWyRBwVtokESIAESIAESCCtCFAhS6vhZmdJgARIgARIgAQSkQDDXiTiqLBNJEACJJCABPbv3y9TpkyR1atXy5YtW2TXrl1y/vnnS9u2bROwtWwSCSQXASpkyTVebG0NCOzXfSxLDxyQzLp1JSsnpwY1pdetB/SjW7RmTZlOZ2RlSU63bmXymZGaBBYuXCjYO3bdunVhHTz22GOpkIUR4QkJVI8AFbLqceNdcSYARerjnj29p4765BNp2LmzOd/y+ecyUz8UkKyGDWXs3Lkm7f/PZ4MGGYWsTuPGcvTs2f7LPI9AYPWLL8p399wTePWYb7+VzAYNAq+le+Yk3RFi94oVBkPPW26RTs6+qR85iuzIDz6QHN2jNdHl7rvv9pSxLl26yKhRo6Rp06ZUxhJ94Ni+pCFAhSxphirNG1paKoJfSEr27rVJOVBc7F1z870CTNSIACxhlKoTOLB79/fvZVFReAUR3uXwQolzhqnKiRMnmgYhmPi7774rWXwvEmeA2JKUIECn/pQYRnaCBGJHoONFF8lxS5d6v/zhw2P3MNackATWr1/vteuII46gMubRYIIEokeACln0WLImEiABEkhJAnsdi3R+fn5K9pGdIoHaJkCFrLZHgM8nARIggSQiwKnKJBosNjWpCNCHLKmGi42NJYFVzzwjBV99ZR6R27+/dL7ssrKPU9+flU89JVsmTZKd8+fL/h07pKE6OOcNHCjdrrtO6ubllb3HyVl8331SpI7e9du0kZ433yyFCxbIoj/9SXbMmyfwOaqr1ofmRx4p3W+4waRx61b13Vnzn/+YWrrfeKMcKCyU1S+9JFu++EKKN22Shp06SdszzpCOF1zgPCkgWcO2B9RY6azSfftk+aOPygZ1YC/WVXoH1KeqTqNGUq95c2l+9NHS7vTTJVv74ZdlDz9sGIFLr9/+VpY/8ohs0gUdhYsXSwNlmDdkiHS79lqp37Kl/9awc6ywXab3FsycKbv0XikpkRxdJNJcp9+6XHmlSEZGWPmgk00ffywb1HcK416kYR+ydDFDAw330ObHP5YO550nGfXqBd0Wlbwnn3xSiuErGZKTTjpJOnToYE95JAESSAECVMhSYBDZhZoT+O4Pf5AVjz1mKsrQsBidr7iiTKX4CM8491wpWrUq7NpOVabwW/PKKzLo3/+W/MMPD7vunqx69lmjxGE1aJtTTpGp+nMXK0Apw6rGPRs2yMDHHze3Qvlb//bbJp3br58s/stfzGpRW+9OXem48M47ZfusWXLIAw/Y7LBjNNoeVmEVTvZoyIzJxx9vFE73NvS1eONGQfvXvfGGHDFhgnvZpA0LvR8LC3Zq2IWCadO8MlCs8MO9w1RhhRIdJFu03tmXXy4le/aEXUZd+EHZHfryy1K/deuw6/YESvfXV10lW3UcXEE4kL0ai2uHrupd8ve/x3Tl7l133eU+WvrpexBPhWw3FihQSIAEYkqAU5YxxcvKk4HAgttv95QxhHAYoVaQ3L59w5qOj/KkY47xlDGUa37UUdJaFaoG7dqZsvjgf6UKG5SMiqRELUZf/exnB5Uxtc7AYtaoV68K46Mtuvdeo4w17NpVWv7gB96z8bz1b74pu5cvL/PoaLe9zAMqyJihljuz4lDLIf4bmGGhQAuNX2XZlarFqjxB2BOjjCmrvKFDpeUJJwjCl0DA/cvTTpMSx4Jk64J1caY+3ypjsKS1UusS2NlYdFCwvzz1VHtL+FGtihh3Vxlr1Lu3tNHyzcaMMRY+3GDrD785dc6mOYpwQ/1jgkICJBB9ArSQRZ8pa4wBgYw6dQSxx6DIQBrp0nsrLVQxGvH+++Y0q359m12p4zydGlz33/8evFeVBShj2QFTQd9qHClMu0Ga6PTkYJ3etB905C244w7BlCesXfN06nLw888jO6Kgrv36gzVtoE7lZen0nZV1r79upiLtuf/YR+NBtT/nHC975oUXmulLZKx44gnp47OmRLvt3oMrkYAyuFtXaBpRZWr0Z59JvWbNwu6EdXGrRn+vUPT+IWo9zB82zBQtVUfzKSefbKxkZkpULZxdx437vhodi7m/+pV3DqtnD53ytWIUOVWsCtXyVqwWSbBzY4Wh3LJ//MNYwZDGeA/RcW08YABOPVn76quy9MEHvXObGK7juE+nSiHZIaXdXnPf5WQIrjt+/HjbdOnmxFDzMpkgARKoMQFayGqMkBXEiwB8tRqp3w9+rs8PfHdsfpAfUqT2YRrKKmOwtoz66KNAZQxTbvAdgtiPsquMIb/XrbcKpjohUC6gLFQkUPyGvPBCmDKGe2B9CfRf02sIIOoqYyjf67bbcDDit5DFqu32eRUd9zjhEuDr5lfGcD+mGjtdemlFVUlrtWxZZQyFMe4DHnrIu29FaIrXZsDPbu/mzeY0T5U4VxlDJqycfXWq2soKnW4OE1Xolvztb14WpqP9yhgutlX/t9EanNgvxuoZel/974v7LidinLd5qiR/pf6Ub731loxTJXfy5Mmme/11rIYz7Il/qHlOAlEhQAtZVDCykmQjMEsj+29Waw2krkYbH6kWNjiYB4l19Me1+q1ayeZPP/WKlepH2wp2Dti1aJE5LdCdAFzlwZZxj711qrSqAr8zv7gWlj2+bW1i1XZ/GyKdN+zY0bsEZXGzWlqaawT76gimOf0CRRzjt2/rVuOb517fGlIikJejY7Pxvfe8y+64Zapih4DCxY7yiIKIso+pUohZuKFTpbUlj+iCBDf0RJ8+fWLaFGyRtDmkzOJBA9UqfNZZZ8mPdQFDHbVWU0iABKJPgP+yos+UNSY4AUyjWWUMTa3fokVEZQzXd+pKSCuYfoNlrSLZ+c03FSpkTUeOrKiaMtezVbEIElhZoDz4/ahi1fagNgTlwQqVo9PLVlGd9YtfGMsULE1Ndbq21YknHrR4Bt3sy3Onqd1LDdQZHwoZBEqVdc7ftWSJVwyO+3alqpfpT6hyDYui9WvDYgMrjSMsGLDXY308XhdFxFOwNRJ8xVauXGkeO0sXjEAR663+cwN8U7bxbBefRQKpTIBTlqk8uuxbpQjAh2jJ/fdHLGvCJISuQvGBklHRLys7O2J9uGDrKbdQwMW6TZoE5EbOikXbIz8t+Mrgp54STBlage8WHPSX6srEKT/8oXyheyK6ypMt5z+6fnbuNevcjzy7dyTSe9auxcEIrGAVjRmuu1L43Xfeqd031ctI8cTLuur0M7UgL9A/Rn73u9+Z3k6fPl3O0/Ae27dvT/Hes3skUDsEaCGrHe58ai0TaHzoodLj17+WGfqBgcApG/Gwmhx2WJmWuR98+Gt1+PnPy5SpakZmFRcfVLV+Wz4Wbbd1V/YIX6qh6s8FBWeZ+nwVqLUFligriEv2pU6FHTVjhpTHBRbAIH8rd4UmYptZgd8WrKGQ0RqzraJYZfY+e3Rjyu1LUyWkniqyUMLg1A8FrVBj4H355ZfyA12lSiEBEoguAVrIosuTtSUBAcQAG64rKzFl6K6qQ3gExJbyixsCw3VS95dLxPNYt70qm7nD3+sQtYoh3hh+JpCtrpyEICwG4omVJ3sjhBPZq8FxrbiWLPiNWXGtZTavoqPLzlspWtFNKXr9RJ1atrLGUaZtHo8kQAI1J0CFrOYMWUOSEUAIDbtKs6eGs7ArMxHNfXZAQNhcx4Ha9T1Lhm7Hou3u4octGuerOgI/rV66qKHtT3/q3Y5dC8qTDR9+WOYyVrMWhfycYD1zVzOa1bihOzbqDgFVFZfdVrUKYXeB2pKjjjrK+G7Bfws/Ny5YPNoEp34r7o4BNo9HEiCBmhOgQlZzhqwhmQkgttVzz3lTYQgAimj6rmC1ZJ3cXJMFpQGR3yMJLGzb9OOdKBKLtjfS0BtWsI1ReYJFBpiSjCRYvWglswK/OxPWwlnVivtW6djZlZBYKOBK+9B0NPJw775t29zLYWlMobo+Y7iIMUewXgjinC3QrZsCRdtkw6IEXo9CJpzrMV1of/FWijJClswodIVVkAAJRCBAhSwCGGanDwFYa/r+8Y9ehxHkdfeyZd45LGr9/vxn7xxTm9iqyDii68cYsa5gOZute1+OV6Xgm9/8xitb24lYtL21+ntZQRBb+H+tfe01s72TUUwcpQnbOcFpf6rGEENZ6zsG5WeJbvPkLqYICulhn4Mj7p1+5plmbKD4QnFe+Pvfe0XceGzIRDiQthrBHwKl7YsRI2S1KnB2JwXsKYo2YfuqCbqn5aqnnzZl3f8McAK+oo/Tzz7bbFEFBQ3jvlHDpXwxerTMcwLQuvenSjoz8/tPxf79+1OlW+wHCSQUgToJ1Ro2hgRqiQA+3BveeedgOAxVKL7SSPhH6HScmd7UNmGrHZTBRxmyUj/e+CWDRLvt8NNqo1ONNqgu9nL8RhdIWDn66689i6LNw4bc866/3p6WOWIbKmxJVK6olaZAHf+xlZFfENssaEFGb10hiEUE8AGDv9t8tXLhV1lBIF4ElMUG8BCsDp0WUvLcOrCKM5WlibO6d2soxEgq95d9I4HaIPD9nz218XQ+kwTiSSD0V36G89e++/gBuk2OnZqEFcW1vqAcrGSDVAlzVy6698MvDX5H3a6+OizbPbEKnvVhc69FSrvtDVplaO6L0CdbZzTabuvCsb9ucN7z5psPrlz0TWe57W3Qvr1hEqm/diP3w0Ibu7vPcNPo9yANn2F3Q3CvYXGA3YjdzUca4UdGffyx9LjppsB7UQZ1NlUrV1u1vgUJtlzCllo2Ppm/DBaJdNbNy2MpjZzVo3iOa7GK5XNt3Xl5eTYpH6g/Hjcb93AwQQJRI5DRq1dfE2p8ypSJUas0GStC4EPI2GpGEa9sn+2ecLF+TmXbw3LVI4AFADvUEoSpt7r5+SaSe65aePyxrKpXe2zvqo22Y8oQwXJ3qy8UgrdiCyVMKYIZtkCKJJhKxFQlFLJjQ7sgIGDrNrVU4d68wYMjKlpBdULR3q67KGBD8ey2bc24GT8xn1IZdC/yEEMNFsEd2hfEhEOw2tx+/bxFIpHuS4X8a665xmylhL5AQRymvpX5+u5ja6VOui0WhQRSjUC8vtf2OZyyTLU3iP2JCwFY0mBVwS/ZpDbaDoUKTvd+x/vqsEM4CjckRVXqQCwyTOFWV6Bw5+kWSvilm9ykVsYV6nc3Z84cs7jAfkTOVr86KmTp9jawv7EgQIUsFlRZJwmQAAmkGIG2alF8Q2PFLdSdLdarlXOTxn/bqZbijs5+pSnWZXaHBOJKgApZXHHzYSRAAiSQ3AR6aSgQ/CgkQALRJUCn/ujyZG0kQAIkQAIkQAIkUGUCtJBVGRlvIAESiBeBbtdeK7uXL/dWv8bruXwOCZAACcSbABWyeBPn80iABCpNwAZ2rfQNLEgCJEACSUqAU5ZJOnBsNgmQAAmQAAmQQOoQoEKWOmPJnpAACZAACZAACSQpASpkSTpwbDYJkAAJkAAJkEDqEKBCljpjyZ6QAAmQAAmQAAkkKQEqZEk6cGw2CZAACZAACZBA6hCgQpY6Y8mekAAJkAAJkAAJJCkBhr1I0oFjs0mABEggFQmU7tsn+3ftMl3DBu5SyY3fU5EF+5ReBKiQpdd4s7dJSODbW26RNS+/bFrebNQoGfTMM14vJutG2buWLDHnPW68UTpffrl3Ld0TpQcOyMc9e3oYRn3yiTTs3Nmcb/n8c5l58cUmndWwoYydO9crlwiJZG57Tfktvv9+Wf7Pf5pqBuu73nT06JpWGdf79+v+nlsnTZKCWbNkz9q1sn/7dsnu0EEa6XZTLX/4Q8EG95Fk0tixsls3cIf01H/3nS65xCv6UbduXnrkBx9ITvfu3jkTqUGACllqjCN7kcIEDuzeLVJaanq4H2lHjCUhdO1AUZFzhUnDLMQGNEr27vWgHCgu9pi6+V6B2k6g3cnadh+7ubrbwgG1eDU57DDpctVVvqsBp06/S510QMmEy5p3/fWy7vXXI7ZrwZ13Srszz5Q+v/udZNStW6ac+2+9xP/v2WGRkO9smd4wo6oE6ENWVWIsTwIkQAIkUGkC6996SzapdXJtOYpKpStL8ILFGzeWbaE75apKFazdc665pmw55qQ9AVrI0v4VIAASIAESIIFoEMhu316aHHqotP7xj6XlccdJg7ZtpbSkRLZ88YWsfe012fDuu+YxG99/X7ZMmCDNjjgiGo9lHSlCgApZigwku0ECJEACJFC7BPr+4Q9lGpCRlSXNjz7a/OaMG+cpZbAaUiErgyutM6iQpfXws/PpQGDlk0/KdnUwzszOln733iubx4+XdW+8IdumTTN+VTnq+N7t6qul6ciRgTjgYI6/5uEbs3P+fNm7ebOU6Eo4WANy+/aVViecIC2OPbbMvbAGwBJQt2lTyRs4UJY8+KC5N3/YMNOO3cuXy3f33CM7FywwdcGJOeIHSqd6Vj71lGxRZ2m0Yf+OHdKwSxdTb7frrpO6eXllnh/NjHnz5snEiRO9Klu1aiWnnnqqd55oiU0ffSSYKoT0+u1vZeuUKcZCs332bKmTm2usOB0vukjyBg8u0/Ql6lS/e9kys7oR70tmgwZlyiADzuvzb73VXIPDuvUPW/bww1KoY+pJyPcJDu5z9T1zJaNOHen/17+6WWXSqGv1Sy8ZK1Pxpk3SsFMnaXvGGdLxggvKlHUzMH247B//kO1z5pj+ZGk/Gum73mzMmDBnefcepNEn9C23f3/pfOmlsurZZ2XTxx+berL031Bjze9z111Sv3Vr/60VnsNqZq1kO/SdopCAS4AKmUuDaRJIQQJrXnnF+0BCgVqojsWuFKhiNuO886Tfn/4kbU8/3b1k0tM0b8fXX5fJL1y4UPCDotb6Rz+S/vfdJ/jAWtmoK8HWv/22OV3lrAzFx23qKacIPpgIcQBBPTMvvFBGf/aZWZFmMkP/KVq9Wmace64UrVrlZstO/aDhh/4N+ve/Jf/ww8OuR/Nkliq0f1I+VgYMGJDQCtlGZWzZl6hCvfG992zTjTK7Z80aoxj0VYW43dlne9eQwFhs/PBDk9dk0KCIis/q55/3ntHGGffVL74oqN8vJXv2eOXda+UpZDu//VZm/eUvgj8KrCAP7zD+yDjkgQdsdthx86efyuwrrvDeL1yEEo93bosq1vDjGvLCC1KvefOw+3AC5Q8LKqAwbZs6VTbrO2kFdWzasEE26xTkiHfeqfJKR/cdrt+iha2WRxIwBOjUzxeBBNKIgFHG1Mm4sfq5NNcl9lk5OV7vsQLMXdlnL5Ta1Yl6H5bat9RQG+3OOkuajhjhxYiCNebrX/7S3lL2qPfCt8YKPthQxuq3afO9dUs/guv++19bxBzxAZx0zDGeMgZrTfOjjpLWqtA1aNfOlMGH/itV2AIdqsNqS88Tq4zBigXF2Yb+AA2EVCmYMSMMTJcrr/TOVz39tJf2J1apQmbFvafViSdKUw3PYn+2DFYV2jx7bFZBSItFaqGDMtawa1fz3tkxR53r33xTYGX1C5SeWRouwir7sNDinYXCjulDyK7Fi2WaWtnKE9QNZSyzXj2v3TYmGuo2/17Kq8B3rWD6dGMlttmtTjrJJnkkAUPg+z9nCYQESCAhCfS+4w6xH7x6+nFxZfirr8o+nV6BZKsDcUWCD9IwdS5urBYeCMIRTNApnH1bt5o0rAf+acO8IUOkhU61dP7FLySrUaOwRxSvWycTjjzSfDThE7OvoOB7BcspCQsWpoownbVYLR4QKAgj1HKDD+4narnDR26zTo12dVagQWGwH9YmOu2JuFRhSqSyMdY3Vebm6dTlYEdJgLUOsccwvWqe16OHOeI/LVSpG6HTqZCs+vXNMZH+E+22d7/hBu8dQj/n33abwMIFwbQx3gkreDcQKwsKLpQSKDiIo+UKYt9ZKxiUJDcmVs+bb3aLiomfpeODOgbr9F9Vpc/dd0v7c87xboMlFU7ykBVPPGGmD72Lmlhw++3eaZ5Ojw/RflpFDFOxU1QRghJfpPG+oHBBwY8k+IMBljA7JY5+T9Z/CxDEGsO7a+v217FILar4d4W4YgUzZ3rvMcpBOWx98sn+W2S4Wpu9f8+hPzhsIfddznFiktnrPCY/gczk7wJ7QAKpTQAfA/i+4OefYsEHw17zK0tBVDqo341VxnAdyk2nUIBUnO9atAiHMOmtlrNuGksqqH48v81Pf+qV91tb7AVjTdOT/KFDbZbAlwyCDxpWo0Gg0Fmx02o4RzvxYXWVMeT3Un8fG88JflKeNQ8XVeBnZvlY6wbyM9TqYfOz1ScpESVabcc7YxV620/EwYLlB4KpP791saMqPVZskFZ7juPyRx/1TjupL1qsBIqeq4zhOb1UmbTit5DhDwxvilGtsgMfeyxMYQLT7horzMriCvzXDlF/OquM4R4oQq7fXfH69baqMkcoi2v+8x/Z9uWXYcoYFFZMlwZJ2L9nx3qNsu77EEkJDKqTeclDgBay5BkrtpQEakwAQSn9Ar8yK/DXKk/g7AwrA8pZyxXyrOxVp+sggQIEqYOtcEJitsUJpetotHwIPqhWCr76yialvjrRwy/IihswFFNwVpEsUKd1q+jZstE4HqHhCf72t795VTX1WSq9CwmYaHvaaWVbpcoKpqyx6AICvzE3gnyH88+XRX/+s5nCXve//wmsVK7YBQNQctv/7Gfupaim2+jUtF9c69AetdC6YhYjhDKaqKUPCxj80kGnt78L9ado5Ur/Ze8cCmvQu5Sjllb7hwesh+40qnezJrAAYP/+/WXcAGA5g7UQUfspJOASoELm0mCaBFKcQI4qL35xp0HtHoJuGUzLYKXZ0r//PcyC5Zax6aAI4u5f83Wcv/pda5e11pQggn5IsPrSyu6lS+XrSkR53/nNN4EfUVtPdY+dlRt+ySjudKLb/hz1y7KyS/m6U9UYG2zThSlsRI+HMozQDRBMTWPKD9Jcp6EjrcI0BWr4n+wIzPFO4b103xc8qlB9w6zA7yxI0F5sl4V+uX9M+Mu6ljH3Wr1mzbzT/YWFXtqfOFr/OICgnZjqXKLWOCyWwPnX6qc3+LnnIq5s9tfF8/QgwCnL9Bhn9pIEDAFrqYqIQ4NY+mXmz38uC3WKy51OxAcRHzb8XIWrFBaBcsQt667ItGkE0bQCx2sr7vPsc4OOsEpQwgk00GnlIHEVjiBLkQ1jgXvdKcoVjz/uVeefCvUuRCnhWlErU6Xbj0j9Rj2e5Ux92w5EUKqgtFUoen9FgncX0+OH6v6cnXXlp5VvQyFD7DmPJEALGd8BEiCBiAQQMwm+WRB8WOD/0l6nfDIdR/jl//qXYDVctKVO48ZelfAb6qCKIaXqBNxpYPduWGqs1PEt1kB+/vDhxn8Kijhi1hnFRacokYaY+HK64CORxH1nIvUb7XUta4jPFy/pceONgn8vWM2MRQUUEnAJ0ELm0mCaBEggjICJyRTKGaBBNjvqAgBXGcOlwoCFAGGVVPPE9W3bU47zdDWrT5vbigJigqHzrv+VGwrDBdNB49MZUQUCYS4QY8yGRukQQ98xtw1VSZfnX+bWY6fmMVXuWm3dMrFKu8pveYsCYvV81pu4BKiQJe7YsGUkUOsEEF3dil0pac/tcasTwd7mReOY26ePV423cs7LiW/iVQ0vgmCw9vcLDQGSLIKdGYJk6+TJXnYkfyso4FZWqc8TfAmtuNdsXtAxI/PgZ+ZAUVHQ5ajmuX5x1pLnfwCCCdsFKXUdfzB/uVicYxWw67fm+lFG+3nXaPiYUeoHaH94hymJTYAKWWKPD1tHArVKoIGubrSCJfx+QcRzf8gEf5nqnmOFm/X1wfY52L4pkmB6CuEFYiVFqkwUqq+R/W3W7aOSRbDd1N4tW8Kai9WI1kcPVqLG/fqFXbcn8DPLC4UqQRgSG2keEfxdHzRbPuhoV9bu1bhmsVbKED7FvjOYag1SRheF4uChrc01hl60BEGM1+uKVHcq2F/3HA0fYwWLA2xbbV40j+t0Bar72+msho7mc1hX9AhQIYseS9ZEAilHwI25tES3qVmpkdvxFz6UMPiNfesLAhpNAHD074fQCyGZqTHUsNMAVqxh2gx7asJyNvuyy2S8Wq+++c1vbFEeXQLKCsFMEaoBliFYxqZqxH4rnTSqvV1UYfPcYxfHEd3md1bmlZUcjf0FgaKC52IfVbRlu27HtUP3mYyqqI+bG2dslu5FuVa31oLCjlAt2EvTBpVFyA5/ENuatAUx0eZqcOLxqtzO+9WvzPQuovMjztsa3Y5poq5StWFG8JxYhgupST94b+0RoFN/7bHnk0kg4QlgFZ1VwvBRg0Jktl9yWo7pLoSliIVgyxvE0VobiiSPtuBHqRoBWIumB2wVBCtNl3Hjyq0M4S4wtWad5GFRwybZlRVsxD1Ft1OC4D2BsuLKcVF+dxBDbaXu6GDeSVVGv7npJvNzn4l0d22HuwjAf7265wj9AqUTv0iCXSe6qfIWS9kTCk1in5Gli3IoiU0gs4cGucOPQgIkkJoErA+PG6ne7alrHXHTKIPQEsP1wxLkYwRnaHzUwiwozv/0vbpCPkTmmU7aaxcuhO4LyzM3iLGSDVIlLOLHUy0d8DfrptaPWEmm0248o54qJckih2lUfTd2lm039jMdrVsQVSZUiKuAYT/MSO+Srds9Nurd22xh1fKEE7xdFdzr/rT7DkR0uPeNR1gd+j6M+uijMhH+bRm80wM1ir4b1sNew9F7foRnuG1y05guxZZIqD+SIJQGdr5wt6qKVLYm+Zhan6e+cq4cVwUl2r2P6fgRyDj55B+bQCrPPPNk/J6agE+apWZlyFiNXh1LGR9ysI31c2LZB9adngQwVYgpJlhKsDk0tnKJt2C6dIdOdRV+953Uzc83bcjVD355H8F4tzERngerEKbqIFCosV0W9h3dpFO89ZQbxq8q/ktf6EbyxRs2mPqwp2JtjL15eBX/g2nSwvnzpUD//w6ft3wN04HtiWIt8LXDFCYWxSB4LBYbIBZZpKj+0W7PBPW3vECn+K1cotPStzLumcVR6WO8vtf2OXW2bg139qx0S1mQBEggrQggpIAbVqA2Og8louno0eZXG89P5mdCEfHvC1mZ/mCxhFXGsO9nsihj6BssWLn9+5tfZfoarTLYGsm/IXu06q5MPVOnTg0rdlkVfP7CbuRJXAnQqT+uuPkwEiABEkgeAlDGvv7lL70Gd63E9lVeYSZqjcAkXVlr5Ur1A23RooU95TGBCdCpP4EHh00jARIggdogMEX9vbC/pY3XhTbAwha4UXltNJDPjEhg+/btMsdZvYrpSkpyEKBClhzjxFaSAAmQQNwIIIp/mDKm8ehGvv9+lZz549ZYPiiMQK5O67+i/oOlusK0SZMmkq8+g5TkIECFLDnGia0kARIggUoTgCWrfsuWpnx2x46Vvs8W7HHDDbJHnfjr6n6izcaMMQ7p9hqPiU0AK4IHDx6c2I1k6wIJUCELxMJMEiABEkheAtjlAL/qSnu7h2V1K+B9JEACVSZAp/4qI+MNJEACJEACJEACJBBdAlTIosuTtZEACZAACZAACZBAlQlQIasyMt5AAiRAAiRAAiRAAtElQIUsujxZGwmQAAmQAAmQAAlUmQAVsioj4w0kQAIkQAIkQAIkEF0CVMiiy5O1kQAJkAAJkAAJkECVCTDsRZWR8QYSSDECGkByn0b3htRp1Egy6qTO/xawEXrRmjVlBgx7HNb2vpxlGsUMEiCBtCaQOv/nTethZOdTmcC3t9wia15+2XSx2ahRMuiZZ7zuTv7BD2TXkiXmvMeNN0rnyy/3rlU2sVEjsH8d2qOw+/XXS5dK7Fc4UYOFFq1aJZn16skxCxZU9lFxL7f6xRflu3vuCXzuMd9+K5kNGgReY2byEpg0dqzsXrHCdKCn/tvp5Gwd9FG3bl7HRn7wgeR07+6dM0ECtU2AClltjwCfTwIVEDiwe7foPiim1H6kHdmvFiB77UBRkXOl8klsseKJm/YyyyZKS0pMZti9ZYvVeg4sYZT0IuD+eynx/5tw3u+SvXvTCwx7m/AE6EOW8EPEBpIACVSXQMeLLpLjdJNs+8sfPry6VfE+EiABEogpAVrIYoqXlZNAahI45IEHZO/GjZKlPmcUEiABEiCBmhOgQlZzhqyBBNKOQB43L067MWeHSYAEYkuAClls+bJ2EkgYAps/+0xWv/CC7JgzR0r275e8gQOl3dlnV6p922fPlrWvvFKmbN2mTQULASqS0n37ZPmjj8oGdaQuXrdO4O+GFZ31mjeX5kcfLe1OP12yO3UqU82yhx+WQl00UDc/X3r99rey/JFHZNMnn0jh4sXSoE0byRsyRLpde63Ub9myzL3RyChev17W/ve/smn8eCnesEH2bdtm2p3To4c0GTDALKKo07hxmUctuf9+2b1smUhGhvS7996Iiwf279wp82+91dzfqFevSi2oKPOwgIytEyfKmv/8x1zpros9DhQWyuqXXpItX3whxZs2SUNl3faMM6TjBRcE3H0wa+c338ja116TbdOmSbFaQ+GbVa9FC8nVdmLjckwHo39hoj5a8/R9KNX3q/Upp5g24H6MD5zr2511liz83e9kw3vvSYm+E81Gj5b+f/lLxJW9GOv1b74pO7QtGIv6rVpJ4/79pfNll0luv35hj47FyZNPPinFxcVe1SeddJJ06NDBO2eCBKJJgApZNGmyLhJIUAJQEJY++GBY6/Cxw6/FMceE5Qed4EOOFYt+yahbt0KFbI+GnZh8/PHmg+7ejw88PvQ7dbXjujfekCMmTHAvmzSeifvhnL9z4UIp0I+7lV2qlOGHe4ep8pGrH+poys5582SqKhV+se3eOmmSrHz6aRn87LPSRJVbVwq1rRs//NBkNRk0KKLis/r552X922+bcm2iGG5ki7bN1gvFZbEqPaUHDnhNBPOFd94p22fNEkw/+2WJ5i39+9/92VKkqxfxQ99WaduH6upfKNVWoIhhPCD2+Ujv37FDvr35ZnMPuFqBsgXn+kNV8XalZM8emXP11bLp44/dbKPkQtFF3T1/8xvpdOmlYdejfXLXXXeFVdlPWVIhC0PCkygSoFN/FGGyKhJIRALrXn89TBmDJab1j37kWaSglFUkuX37SuNDD/V+VVm9OEOtMGblmz4kKyfHWE5gXWlx7LHSoF0782i7ajNSO6BMGGVMLTJ5Q4dKyxNOEGuZwsf7y9NOkxLHkhGpnqrkw4popW5ennluuzPPlFZqJbEWOfRrmj67aPVqW9Qcu1x5pXe+SpW2SAKlxop7j82LxnGRWujAr2HXrtJSw6RY5qgbCtHu5cvLPMZdgYjysGTBmooxs6FCoBhN0vPyBPeCnRWjjOkYNtF3yUrQ+wdF2FPGMOZqkWurnBsfcsjB29QS990f/iAb3n3XVsMjCSQ9AVrIkn4I2YFUJ9D7jjvEfqzr6RShK8NffVX26bQXJLttW/eSl8YH2UqPm24Ki1VmYpzpVFZFgg8xflYmHHGEsVzZ80hHWEZ26ypHI/phHa3TpvWaNQsrjo/01ilTwvICT/T+IWoxw3QZpFQtK1NOPtlYycyU6GOPSddx4wJvrU4mFImmI0aYKVEogX75Rlnaadwlf/2r9NeflcY6nQmlDRZAKDyI2Zbtm+pC/DhY/yBQXGIZE6vP3XdL+3POsc2TmRdeaKYvkbHiiSekj88SlKPKW5tTT5Vu110n2e3be/chAe6T1OIJSxnGF0pRqxNPDCuDE0xBj/70UxOW5RO1LEFxhgxVayZ8EK3VFmMHS6ftPyxsOIdA6R6u5w07dzbn+A+m3mddfLE5xxi0PO44gaXWynD9A8T7NxFS+O21UfrHB6ZKIQwMbKnwmCgEaCFLlJFgO0ggAgEoBo169jQ/d3oIxeurH5W9FrTisWD6dKMUoCzu9QeO7asfagR3jZXsUb8fK/Bb8itjuIapxspMPbVWy5RVxnBfhrZ7wEMPIWlkxeOP22RUjlACBqsFK0gZwwP6/v733nO2KWe/dFSlx8ryf/7TJr0jfOqsdII/VowEio6rjOExvW67zXtakIWsrfr09b/vvjLKGG4C914hvzecYzo7SDwrmCrSrjKap1O4kP/f3nkA2FVU/3+2JCGVkBBCQggpQAhNele6Cnb/YhcQLIAUC/BT/KnYsCL2xs+OgAI/QfghKKDU0HsPJYQQakIgvezu//s5981l9uW9zZb3dt/bPWfzcudOOXPmO3PnnjvlTLziXvXSS1yMHtYHSKRdtOYxVcbw33C//cLImTMtCicxvIjSl1C7Z0IjsikNmzo1f166Msqb8nC3I1AtBJqrxdj5OgKOQN8j8GqyXmfCO9+5tkB6WTKNla73WTtS932GTZ6cJ+bF/5IWx28oS+rdIVtEXpQQZZSNBasXLrTRmqLgit0y5bdCmxGYpiOvSLzUCWNxfjFt+pGPhNnf+56NED17ySWBUaqUnrv00uxWdTDpgx9MgyrqnlBiHVw6OkS5OiJGxJbNnWsjfShAECN/kVYtWBCd7a7pVCUbOCBTglReqHn99e3Kf2yWgNjswagbxKjXcuXLSByUGiEesdVWYfFDD5k/mwZow9WgX2gTySqVP9LMgiIY7/3qCFQSAVfIKomm83IEagyBdPQjfQmnYsapotSvUm7WG7Ejcens2cbyro99zNYgMaU3Zo89bKoLpaozNEJ8StF6G2+cK0m2E0/3lSIUsEc0ncc0WUeEUlZMrJfjqKsF2vHIWrOXNJLDjlKIdVNxCm9DHUMV12UV86jE/dApU0qyicpkubV3C7TJgrLH6cOSTOQZpwCLw5uGDcu9ojudWmxKjq1aXVDC2FEbianMe5K1eNG/+MoGimrRmzQ16+QI9BYCPmXZW0h7Po5AHyDA2qVIxevPoj+mBKpJO//+97YoO+aBIsICfXbxzXrzm8N1UlrieZwxTqlrqSlZ4sXF/bjjGYa4e0qY+mDRerEyhvIUf3keyZE8uZ8c6bmg6RRlOr0a1wem6SrpHpSMRHWW71Naj3enNmO0U8Y0shXLnU5zl1JGyacx2TXaUBgVa2h87ZWTKmfx+K92ylWaX4J5LkPBLx2J62z5PJ4jUIsI+AhZLdaKy+QIVAiBVFnBJEEpijsgS4VVwo81Pbtq48CSRx8NT2rN1yKZWoiL2eGPXbJb3vGOsN8dd4TGIUPKZsmLv9S6n3SHZpwaK8ukCwH3HHusTTeSBNMVM2U/i92mKV2t+zjSlfpHN0c1oTCsXrTI7HlhDwzbXUyzQUy3YkutlogpQ3YwRmLqddoJJ7Qzb2E7LDthLiXy6Ow1Va7GauPITlLmnRyBgYLAa58rA6XEXk5HYAAhkC6ILrdWaMX8+b2CCFOT22lUDHtj/MwoaWHkBKUw2q8qJwxHNZWiVTJ0Giktb/Qrd01NOxTHQWHEECzEDsjdZBS3WBljSq0jZSzy3PTDH86cGkXDzIXZcyuMqG1axbVjMf+uXjGEG2nCu98dtpK9suLNJEsKU9AxXqWuqS25tF4rxd/5OAK1jIArZLVcOy6bI9BDBFIFpXjqLbJmjVNvE0rOjK98JUzUCz9Sun4o+qXX5wuGVlM/Fpyz8Bti9Ix1Wx1Rqlh0VO50qhfL8GtZpFcmnDrQGZpcMNFA3KfPOSc8LUOykdKw6NfX14gncrDOrxRVy/6XmdgoKOmcxsAi/76k/fbbL2yv9Y7xd2timLgv5fK8+ycCrpD1z3r1UjkChoBZ4S+84LDeHnezRXiYemq3bicGVOjKgnGmJMsRZggiNQ4dGp0lr7buqmitFgpOXMPERoF10QiZgIhUyiBpDFsvsb3F4vZiYnQMS/edIabhoukMRt6issc0aDpF1xlevREHZTkSRoWLCfnzHaLFgRW4H6M1hRAYz/72t8tzVFso95FRPlHXQuZK2V+iaeb4S49R6honj+0IrBsBV8jWjZHHcATqFoHmkSPDxjKeaqQX2I0yoslxOYwsoWjMkm2vdRGjFChu6S8fuWhtbedPnGi2AL7kxaL9m5UPL/e4doz1ZBzPg3HQSKXMM8QwrqS9TZbyyQPzC4w0PZLYAktta6XpUvfGWqsWCXlYu8Z5jZj9sFGfgsLHSE1cr8Z0Krv9WOTPOjxsu2EYt5y5h8g/vU495pj01tycx1iLtEFiBHfhzTeHx2S6A+xZ/wZmZp2/SDGuZDm2w8Bu4SOCOr5d07qcv0qbpd4X3X67KcMYm40GYiuZv/NyBPoKAV/U31fIe76OQC8hsKWMeHI4Ni8zbGhx1E9XaK4suT+WWKFP0zI6dWPR4m6OFtq+6NxMbEZx6HQ5wtgntqU6JL2kF2nhf3F+pMG22fo77NBhcgKZwmVd1LOFdVKv3ndfeOCUU/J0+99zT0CJhTjV4NEzzjD3C1dcEfilxIYJ1pB1tBYtxsfcBdOp0Y4XuxSxMF+LxEjjBpqqfFnKGLsfn5QtLn4pcfxWtUZWmVbeRiNjD+isSvJHjltK2dBLBXK3I9APEPARsn5QiV4ER6AjBDjC5/Wypp5OD8b4KChYZI/UkJgq6MgvhpW6xpElwpj6M6vqhRGP4viYPpii0aMdZGahI4InO+7amUooJGBzwI5dsNK/rQ7a3lIHXdt5lEVypWYZNpPNtOknnZSP1qTyMa23tw6+zk1xFPFJ40Z3qoBxlmgcBYrhlbym5Ujro10eiQmKdv662VGnCJQ0tqpyjpXdNI6wihRNWth9gkOab8l2leSfxoXPxMMOC/tce63ZsIv5FF+pA9pONWlEwaBtzKMxkTn6+dURqBQCDXvttU8bzC677O+V4lmXfO7S1Ap0QDetiHe20NdopKI38umsPB5vYCHAGjIWszOyw6hNusi9mkgwkrb4gQfM4jvGWzlCCUO1IzUqxlE85SiemckL+6DCzr7FDz5oZiNIy5mIpZS0cvy6489U3SuaMmNECKUWUxZN61jvViqf63QuZty5yZmKpRTkUun60g+L/K9q1JDD09ffcUc73LtYeaq2fExVvqoRVqYtG6XA8xHBCN2gDTaodtbOf4Aj0Fvv65iPT1kO8AbnxR9YCPASs9GZXi42L3Gmwjqz8H5domF+otgExbrS9CScUbAxe+1lv+7yefmWW3JljEO360EZo6yMIo7r46lVFHbOxczPxuxuJXg6R6DGEXCFrMYryMVzBByB+kYAZcyMzBaKMe1TnypboLm//W149DvfKRu+roDpMuA69fjj1xXNwx0BR6AGEXCFrAYrxUVyBByB+kdg1iGHhKVPPGHmG2JpOLVgYgebKla/8kq7+DFdZ6+rdCKAkyPgCNQnAq6Q1We9udSOgCNQ4whwMgK2tCJxZuhe7NRMFr7HsHjlGCV2nHaXyhly7S4/T+cIOAK9h4ArZL2HtefkCDgCXURg+qc/HZbNmZObouhi8j6NvsXJJ4cVOn5pkMxjsDORo6PWRZzfyM/JEXAEBh4CrpANvDr3EjsCdYNAR9N7tV6ISfEMy1oX1OVzBByBmkDA7ZDVRDW4EI6AI+AIOAKOgCMwkBFwhWwg176X3RFwBBwBR8ARcARqAgFXyGqiGlwIR8ARcAQcAUfAERjICLhCNpBr38vuCDgCjoAj4Ag4AjWBgCtkNVENLoQj4Ag4Ao6AI+AIDGQEXCEbyLXvZXcEHAFHwBFwBByBmkDAzV7URDW4EJ1BYM3ixYFDqhuHDOnW4c6dycPjOAKOgCPgCDgCfYGAK2R9gXoP8rzxgAPCsqeeMg5bnnZa2Ozoo3Nu/5o+PXfvdeWVYfjmm+f30bHg2mtDy7Jl8Ta/coAyBzYPHjs296s1x3922skUsmFTpoS9r7mm1sSrqjwoowtvvDEsuuuusGL+/LBGR+wM3XTTMGLGjLDRm99sh0CXE6CnbaYcX/d3BBwBR8ARqBwCrpBVDste4WTKVFub5dW6fHn7PAv+eLauWtU+rHB318c+ZkqqVD+vAABAAElEQVRNyUB5NjQ1hY3f/vaw1emnV9U6+pM//3l4RcpF07BhYbsf/aicOO3821pb290PlJv7P/e58Ozf/la2uA9/9athk/e+N8z82tdCw6BBa8XraZtZi6F7OAKOgCPgCFQcAV9DVnFI65shU4K8/K/dddew6qWXqlaYZy++OLx49dXhucsuq1oe/YXxyhdeWLso6XmIUsSf+ctfwr0nnbR2PPdxBBwBR8ARqAsEfISsLqqpOkLu8fe/G2NGnpY+8UR4/v/+z5QkPBlhu/Ooo0KMUx0JnGtnEBg6aVJY/3WvCxu/4x1ho4MPDutNnBioswXXXRfmX3RReP7yy43NCzq4esH11/tZiJ0B1eM4Ao6AI1BjCLhCVmMV0pvijNx22zy7UdtvHya8851h3nnnhYe++EXzX3z//TZKNnjDDfN47uh9BLb+1rfWypSp5Q33399+9x5/fK6UMeroh1OvBZd7OAKOgCNQ8wi4QlbzVdS7Ak76wAfC7O98J6x59VXL+JV77gnjDjwwPHfppeHFf/3L/KZ84hMhVeaKJXz0m98MK59/3tYzbXvmmRZMWnhEWj5vXubUdNt9J54YvfPr9M98JgybOjW/X8uhdE//6U/hxauuCq/ce6/tuhwlBXPm178ehmy88VrRo0fbmjXhyZ/9LCy85ZawdPbsbJPAtGlh9I47hmmSo3nkyBi13XXu735na94ahw4N2wifl7SpgGnXl2+91UYTh2+5ZZiu9GP22qtdut64YdQsjpK9KiXayRFwBBwBR6D+EHCFrP7qrOoSD91kk7C4oJChtKCQta5Yka/3Wr1oUdjpj38sKcfSxx4LT/3mNxY2ZPz4PE5H68VKrSMbf+ihHSpkd2l36Uv/+U/OHwXyRSmBL2kab09NvZbaYbr86afDbVr8jrKY0it33hn4zTv//LCzlLz1d9ghDTb3MxdcEJY8/LC52Y36iBbSp7RIitkdH/5w2Oa73w0T3/OeNKjqbsoVaci4cdHpV0fAEXAEHIE6QsAX9ddRZfWWqOki8uZRoyzbCe96V76Db4HML6CglaI5v/pV7j35iCNy9wZ77BHG7L13/kt3A6b+0Y1pi3K0bM4cU8YaBw/O+YXCIve21asDuw7XIo2o3fzWt+bKGGnH7rOPKZtxVKxl6dJw22GHBUxMdESmjCm/UVrXtaHMkDQNH55Ht7yVV2/RottuC4//5Cd5duPf8pbc7Q5HwBFwBByB+kHAR8jqp65M0t21A3J1QWFgJCulvbV+qFUKCTQ8sUmWxlmXm6nFVQsW5NE23Hdfczc0N4fxhxwSnmMjgBQO1ppN/uhH83jmkP9zGp3KEjSETTViFIn1afwi3fTGNwZG01CkGJXqKg2ZMMFGwgaNHm1Jlz7+eLhJU3cQ9rrYLco6q0jz/vznXNEizZ5aAD9ko40sGOXyZpn6QB7Szf72t8NMTbuWI/jupsX0rLuDUOSuF06rFy4094IbbqjaOq7ZGoEjH2zRLdKoHgpoJJTejaV0FlO120xxfn7vCDgCjoAj0HUEfISs65j1aQoUkRFar8QvHZlBKNZcxbBUGSkncOvKlYEfCgUL+B/5xjfC3ccck0dnMf96idI3TYvHI80tMWXJtGQcOWMtFcZmq0XbnXVWiMoYeaCAjt555zy7lc89l7txPPGLX+T3W59xRq6M4dm43nphh1//Og9/5q9/zd2lHJtq5C8qY4RTD5tpR2okpnmrRUwHI9/LWgOXKmNbfuELYZdzzy2ZbSXbTMkM3NMRcAQcAUegxwj4CFmPIaxfBlfPnFleeEauipQu1mVhHZ41S8s1QsPUYTq1OOd//ifnN/XYY3N3pR1MN26w225rsR2+xRZh0R13mD8ypsrkqoItL6ZKsWxfTJSD+CueecZGyVgnlyp8aXyMsBYT68oi5RsWokcFr03aVLBGGxMYpUyJkTPqplTZ0njudgQcAUfAEahNBHyErDbrpU+lGi1lZ2/tXhyx1VZryTE5GQlK14u1LFkSWM8EsSarmrsNyylK6bFPayRPpBadaMBUJNSRCY9UubTp1Mig6Dq8xPq2wWPG5LHWaMSxWrT/3XeHgzU9e5BG4Zh23UhTvxDlu+e448LCm26qVtbO1xFwBBwBR6CKCDSPGTO2iuyddS0jsPlnP5uLh6LCCBhTnnEhfx6YOCa9//3hUU1togA8e8klIdrIYk1ZHLXZ5H3vS1JU3slxS+ukZASJ0bxIgzfYIDrXuqY7FFmjNXqXXdaKg0eDRug6pF444okpaerqdb/8ZWB0bI6u0IOyIbfPv//doXge6Ag4Ao6AI1B7CPiUZe3VSa9JNDVZE9bZTBuHDLGdiS/885+2Xox1Y5jFSNeUYaeslmjQ+uvn4rSU2R1KhPTQ9UGF3aV5whp2bHHqqcFGK6WEpspnDYvsojkCjoAj4AgUIdA4W1Mf/Jwcgc4iMFVTY5HmnH12WPbkk7b2Cj8MxnY0LRjT9eaVRe2R2KFYjlYk9slK2TErl64W/JuTDRTFGxpqQT6XwRFwBBwBR6BjBHwNWcf4eGgJBNhhGE1GmB0s7XiM1NnRMRbmG2lUB+v51aY4zcli/dTOWswXGRY/+GC8tQXy+U2NO9p07mhqO614920lxT9JB5jvLXty8XfhhRdWkr3zcgQcAUdgwCLgCtmArfqeFXzykUdmDKRQRUv7KFkbd9IwKTsCIy26/fborNp19K675rwfTxTI6DlPJiOiGQlkw+5aLRAnEDyntXpxU0Ipme799KdzbzY2REO3uWcFHc8++2xIf4vXYUS3glk7K0fAEXAE+jUCrpD16+qtXuE2/chHzKhrmsN4jJIWLOan/qXco7bbLve+6+MfD3P/8AezrcXZmfzYGVlJmnn66Tm7Z/7yFzv6iJEyFJ6nZK7j4SR8q698JY/b1w5Mi9yncz2v2WabcL82YbB5glHJV+66Kzyjo55u0AHjL2i3ZaRJH/xgdPrVEXAEHAFHoI4QqI1hgDoCzEXNEGBabKymrrBKH2lqYlQ2+pW7TpES9uTPf24L6TFMW3w25OsUVkmbWkM32yygRHIgOYQCyK+YMPnBcUi1Rq2aluQwc37laH0dkM6h7NWkFUWbIpqS0xCqma/zdgQcAUegvyPgI2T9vYaLy9dYuSrfRCYwImFUtSsL4THQ+gbZzNpMilmpKbZSU4YNUfZ4jZkXrunpBKk7RttKZ1xue+aZ+Zmc0d+uGtmbduKJYVeNOpWiPO8yI4CpvKm7FK+u+K03cWLgSCROEyhHrI+jbBznVE1aIttu9+tEh5QOLhxXlfq52xFwBBwBR6DrCPgIWdcxq+sUBz3ySMXkx+RFpMmHHx6dnb5i74wjf/h1hjCG2hFN11oqfh0Rh6TzwzzEy1q7xsgTRy6NkJX/jqZb97jsso7YBiz1H/zEEx3G6U4gO1bjkUicPsAU5or58wOGb4dPm2a2yNITCbqTR2fT3KVp0pSOPvroMCHZwZqGudsRcAQcAUegawi4QtY1vDx2AQEs89tB49xr1GhScpB4PYDEFCa/eiI2G6SbIXpb9ptvvrldlp+oMXtz7YTzG0fAEXAE6gyBys1f1VnBXdzuI8AozR3aZRl3/nF8D2csOvVvBG688ca8gMfJFt24cePye3c4Ao6AI+AI9AwBHyHrGX4DKvVDX/pSmK91Sq3Jwm7Wam2p43qc+jcCr7zySrj33nvzQjJd6eQIOAKOgCNQOQRcIasclv2e0wrZoGqnjGlh/m4XXBCGTprU78s+0As4UgfGX6C6bpPdufV1FNUGHZwJOtCx8vI7Ao6AI9AdBFwh6w5qAzTNZJmNGDlzZmiUIrbB7rvb4duldjMOUHj6dbEbtbN1Z21+cHIEHAFHwBGoDgKukFUH137Jdey++wZ+To6AI+AIOAKOgCNQWQR8UX9l8XRujoAj4Ag4Ao6AI+AIdBkBV8i6DJkncAQcAUfAEXAEHAFHoLIIuEJWWTydmyPgCDgCjoAj4Ag4Al1GwBWyLkPmCRwBR8ARcAQcAUfAEagsAq6QVRZP5+YIOAKOgCPgCDgCjkCXEXCFrMuQeQJHwBFwBBwBR8ARcAQqi4Cbvagsns7NEahJBJY8+mhJuYbpPM/GIUNKhrmnI+AI9C4CGN5u0Q/7js0yxuw0sBBwhWxg1beXtg4RePC008Izf/mLST52773DTn/8Y16Km3SO6NLHH7f7LU49NUz55CfzsOhY/vTTYdab3xxv2123/cEPwoR3vrOdn9/UPwI9bTN9iUA9y95T3G79f/8vLH7oIWNz8BNP9JRdr6a/8YADwrKnnrI8t1SftVlyvNq/pk/PZdnryivD8M03z+/d8RoCrpC9hoW7HIGaRKBl2bKgM4tMtjW4E1qzdGke1rJ8eRLymrNBVvadBhYCPW0zfYlWPcue4vbi1VeHZ84/37xmfOUrnTpijqPJ6pXSemst7ouScrWuWlWvRay63N5TVx1iz8AR6FsE1ttkk8DXdvxt+YUv9K1AnrsjMAAQWHjTTQGljN+KefMGQIm9iD1FwBWyniLo6R0BR8ARcAQcAUfAEeghAq6Q9RBAT+4IOAKOgCPgCDgCjkBPEfA1ZD1F0NM7Av0cgbaWlrDg+uvDs3/7my04XvXSS6F19WpbEzNy663D+EMOCeMOOqgkCgtvuCE889e/Wtjm2nTQsmRJmKd1NQuuuy6sfPHFwC7PiYcdFiYfcUTJ9NHzpX//O8w799zwyt13m9f6O+4YJr3//WHYtGnhqbPPNr+J731vWP91r4tJ7PrI174W1ixeHJBz8kc/2i6Mm5dvvTXMv+AC85/6qU+FYVOmmDv+t/K558L8//3f8OI114SVzz8fVr/8cmgeMSIM32KLsP7229smiuZRo2L0ktfuyh6ZIf+Tv/hFWHTnnWHpY4+F0Noahm+5Zdjw9a8PU487LoSGhhi1Ktd//vOf4YlkgflOO+0Udtttt6rkVQmmT/7852HJww+HQRtsEGZ8+cthjrBj2nCJsFtvwoQwepddwvRPfzoM2Wijdtm1rVkT7j/5ZMN36Kabhs1POaVdeHrzyl13hbm/+515jX/rW8NG2lyzbM6c8Lg2yURapDiRZn//+2HoxInx1q7jDz00bFRms02M+JLa3bMXX2ztlLVX1Pv0E08MY/baK0YpeUW+p//0p/Dq/feHFc8+GwZvuKE9AxPf/e4w7sADS6ap1LNakrl7dgoBV8g6BZNHcgQGLgK3vuc94dV77lkLgCWPPBL4oaht/La3hW3PPDM0NLfvUhbceGN47rLLLO3IbbYJj+nFhIIXafGDD4ZHvvrVwAtkux/+MHq3uz7xox+Fx/VL6cWrrgr8eKk9f/nlFsTLtlghm/uHP9imh2F33FFSIUPRnH/RRZael2qqkC3Wy+zmt789zdbcLF5e+cILYaHKBv+d9eJDQSxFPZEdfsh3t3bOYg4hpUVSJPmh7O6qHbhDNt44Da6o+2IpBFdccUXO8zgpgbWskM0777yw4plnzHTEYrVPcIqEQssPJWc3YTdy221jkLVdPhRWL1pkfpt84ANlF+I/+u1vh0W33WbxolLFbufY1nOmBccrUqb5pdQwaFCHChlti2cjJcpyx4c/HLb57nfDRD2XpehxPUdP/PjH7YKWa/PPcu2AfOEf/wgT3vUuS49pjZQq8aym/NzddQR8yrLrmHkKR2BAIdAWd0VpJIbt6igum7zvfWHMnnvmozPPXXppuOfYYzvEZfZ3vmPKGKNa8GCzQaTn/v53G2GI9/H63CWXtFPGSIvyF7fNR2Usxq/ktVUjJpEGjR4dRu+6a9hEo3Dj3/KWfHQF5QxTBctLLNruqeyMWNypkcOojDGiQ95g1zR8uImGSZNb9IJ1WhsBFH9TxtRuqbuNNJIbRzPB9BbVW+vKle0SbiplJ1IceY338cqI5aLbb7fbxvXWsxFibhhVGyOzNPE3aMyYmMRGVKN/vI7dZ588vJTDlDHJPkqjvhvKpESsc+I+jKKW7FyM6eedc047ZYznhTaTKp58QD2skcOOqDvPakf8PKxzCLT/nO1cGo/lCDgCvYjAVqefnk1NKc/BSSePCLtfeGFYrRcEVDwlYp4V+I8pnnEHHxymfOxjoUnTdSmt1HTI9W94gylaTAsxuoDyUo5mfvObYZJGHiLdeeSRNn3J/VO/+U2Y+fWvxyC7MhIRadoJJ4Tpn/lMvA28NOb86lf5faUdlAOlk+ktXujF9MB//Vc+3clUFTbdUuqR7HrZ3vfZz+bsphxzTMDOXCRTKKSIMULJVCrYpXaf+rrNRDm7c62o7FJodtGI2QaFKVY+LmZpipFRsjZNu8/RdPe044/PxZx81FHhiZ/+1O4ZOd2qaISKAKbOozI04R3vyD9KRmg6kdHSSI+oLcdpzZnis8Eee8SgTl0ZwdpNMozS1DjUolGu6/fdN6xeuNDcC6Swj9W0dU5qM7O/9738dvPPfS4wDR+Jj5d7C2Vl2cAWn/98h8Znu/qs7i5FL++Lko8t8t9bfQPLHKDhiU0y8/D/cgR8hCyHwh2OQG0igGJAZ8+PtSApDdE0XQwrVpbSeD1x81JCKSnFn/wnaF1KpEWaGixHjGqlyhjxZnzpS3l01uCkxJQQygbEaEOqjOG3hRSipmHDcFaFmL7c+c9/LqmMkeHW3/hGnu/Lhemr6NFT2XlhslYPGi1lIlXG8GNkZutvfQun0VO//W102rWv20w7Ybp4U0nZN9boUFTGEKNh8OCwfUHh4v6p//kfLjmRd1S+Gf1ccO21eVh0PK1RqEhTpShXizbV6GhUxsiDEbLNpDBGWjp7dnTa9QUZXGX0DuK5TJUx/Jjet1FtbqS8lRsBJLirzypp2vVFhRFc/KFhU6fm/VTxVGkWw/8HAR8h83bgCDgCnUaADn/Zk0/aFB0jDFB8CeBepYX65WhCifVY6dcyi49TevW++/JbFiOXoo3e9CZbw1YqrJJ+TH8hH2VnhCISLxfCUgwI66ns2LCKNFyKIWt/IqXGQxulYLDYm80H1aKjZXH9EE33RdpCGxrqhUpt5OADBgWfelzz6qtrFQUl666Cgj3n178OYzUqFYl1YqxPg1AyhmpTSrWI6fFiYnNKpOJpctZjRpqkJQWliFHUhbNmWVA8EaBUvK4+q6V4uF/XEXCFrOuYeQpHYEAhgMLBji0WCscFz+UA6MgK91ApFqUoKjXF63nikVCkGVFGCRiuNTLVJBQwpp5e+s9/OswGjFLqqexpehbux52qaR7t3BrxQFFI1+W1C+/Bzc477xz41SOVazfraRNEVKxRZtNNERvuv7+NRjFFuPDmm216MK7fSkeV0iniamCDIl5M6ZIFO6UjibA02QmL0lmKRsyYkXsXK3R5gBxdfVbTtO7uPgI+Zdl97DylIzAgELjz8MMD5iNSZQwlimkzfukUBKYDytGg9dcvF1TSPx0xS1+YaeSu8kzTrsuNiY0bZc6jWBmL5eaakxSilHoq+4r583N2jIKleZZz5wnckSNQapqdwLi4H3c8fxF3JDatGKlebc1YIeBZbT6BaPOblNnlWIja4wvTqx2SzJ+kFEfu8FuvyMRGjDdk/PjoNLMz+U2Ro5rPVVFWfpsg4CNkCRjudAQcgfYIsBA4TnHwEuLYpUkf+lBoHDIkj8jCehbYV5qwIxUpjmbE+3htKTIHEf07ey0e2UrT2a7RgqK1vmxvzZRSmk4ZEfdqTSHFXZBp2p7KzohMnE7bR6YYim1mpXm5uzwC1G/6wRBjtiXKDHblimnKJz4R5hbW5c394x/DZh//eMAmWKxr7O6tU2EqZlrl+6aRI/Mc1sjeXylKz7ttGjq0VBT360MEfISsD8H3rB2BvkageJqwWB4Wl0fa/mc/C+xCS5UxwpYULS6O8Xt6TacjMe9QijqadiF+PFg97vAq5pGOKqRh+McNBUwD7ibjscXKGGvo4gs6TYu7p7Kn01XpaFlxPn7fMQKrZC+uFKVrHVPbczEuCnA0FUFbYAp5TrIBYOo6TLxEPr15xchypHLtOn2Oyo2iRR5+7X0EXCHrfcw9R0egTxFIR1tevuWWDmVJlYF8h1ZRCuxlVYPSdTBxqqg4H0xtdERxWjGdbk3jL3n00fQ2d6cvrlEYD5X5hGJ6XrvaylFPZU/Ts3uuL+m0004L28v0Qvz98pe/7EtxupT38zploJgwfbF87lzzZvQsrg8rjpfuoHz8rLNCfFZ4ftLdj8Xp4n06AlWu/cW4lbgO1yaDSC/861/R2e6atiXspjnVFgKukNVWfbg0jkDVEUgX9sbpyHKZrpesOSm1sPwZWYnHan01iMXVUaHCbtTLWmCdElbsy40ExHhxETQLtOGREsoYdrxK0XqTJuXe5FNMjI4VW1FP4/RU9kmpgVKNzHBkUzkCg3KKZbk0XfFfJNtySzQFlv66kr4v45pZi6L1fZitiFPVHSlWHAkW258ZIC7wSY3HdlS2dOSNI7qqTemRSGYTsKjNoIjayRUFQTAJ4lRbCLhCVlv14dI4AlVHgHMYmwvrTZiWu04GK1kvw7Ev/KL9KwQZneyu40gWOnRMPKCEsW7sQa0pqxZxDBNreSLdrrVrj55xhh2V9JgMYGJUdl0UbUoR7/YPfjC8oiOgkJ8X7C0lzHBEfkOlkMW1R9ijukfHBbHIn00L2Bi7XgY5Vy1YEKOvde2p7JgDmShL8hDKw3UyUIsV9qj8cgwOFtc52glZnla9OK2NAMrqbTIfwW5ZlHJ2Cz+S2I9L7eCtlVqjomb4NQ2QH/bBOkOpssdzM1vHHaHc0wb5pc9ZZ/itKw4mOMbKSLORlMcb9EHDqB4fDxwDdpPOzYzrEpmG56PBqbYQ8EX9tVUfLo0jUHUEUDRm6qV030knWV685NOXVHpOHodXRyWMFxqjQsUjQxzPsizZcl/JAkyTpXEskts5gHrJFBvyHLXddu1sfhXnvYWslT+rw8EhXoC3Fh0zxIup3CgbhmdRAKEXdJYjv5TYqccasnKmPnoq+1baRMAB1WBLHg/puBt+Tl1AQAoUxopvLHGgNscRrb/DDh0yw7gqo8CRRmtzR/yYiX7lrkw7Y9TXjm9S252jqV5+kThTkvNfK0mcdHGTbPPRLlG+bk9OxYj58PxvqzNlnWoPAR8hq706cYkcgaojwHmQO2vEha/qOBIUM03vmbLZXQcxo3QVE/E21/E+6VqbIL+U4qJ6/FK+aZzQWL4b4gDm3XQ81GSNhqVnA3JiAQurJ2nUKxJW1osJ6+E7aBdocd7cTzvxxHwUinTFcTbTUVHTUVpLrB9Dkdtbh5vnZhVKxOmp7KxBIg8UQ3iVIvzH6EzEiSWMiJaK3x2/pqI6Lb7vDs/eSEN97vT735fEbrJGuXZMFumXk4eR0tRURDpiWy5N6r+LnjE+fmiHxe2IUdRiyp+XEu2JuGma1B35sC5sX03tc/5lKbJ2q92iG+y++1rBed4KKX4W8sgdPKt5HHd0G4GGGTO2NgM6s2ZVZ2FutyXr5YR36UsUOkBfTdWka/QwQNXOp5plcN4DEwF2mr1677029cMByVgq722yXY16WcWdno/pS//Jn//cxNhFO0LTY3JS2Ui36M47bc0Y07DpdFIar5S7ReunXlG5WW9GmXmZpQu2S6Up5ddd2SMvRjKZNmXDAeeW2nE0GPos8/KO6QbalSlcRj1RKg4q7ADGij3ruEZutZVNw5dTcIuxYpTp3zvuaEcN8XFyYGINvzhurd1j4uIVvdeWPPywfVDR7js7uldrZekreXrrfR3zWVtF76uSe76OgCNQ0wiwrik96qgvhI2LrGPeLyS76NKdiTE8Xkk3Zq+97Bf9OntlFKy7adM8uit75MHuvo3e+MZ469cuIIDJkmKzJZ1J/rhOp4gHicc1fZ1JVwtx+GioRLuthbIMFBnKzxUMFAS8nI6AI1DTCLAOhs0GcWdcFJZzBuPOyZEzZ4ZSU5Yxbl9d61n2vsKsFvJl8wabJub+7ne5OKwJdHIEqomAj5BVE13n7Qg4Aj1GgJ1i/O7XFBTmKJh2wY5U3DFGBtvKTlQtUj3LXot4VlsmduCyoxWDyekHAAvwyx3fVW2ZnP/AQcAVsoFT115SR6CuEeAFibmHlFDOWLTf0XRlGr+v3PUse19h1hf5spsVMycpYd+r0rshU/7udgQiAq6QRST86gg4AjWJwAH33RdeuvZaM1+A3TRGL1DAsKCP6YK4wL8Wha9n2WsRz87INP3Tnw7L5szp1gL2QTJlMu3447VsrM0O6EYZS0+26Ez+HscR6C4CrpB1FzlP5wg4Ar2CAEfbjD/0UPv1SoYVzKSeZa8gDL3KqieL79l9OV2mXJwcgb5AwBf19wXqnqcj4Ag4Ao6AI+AIOAIJAq6QJWC40xFwBBwBR8ARcAQcgb5AwBWyvkDd83QEHAFHwBFwBBwBRyBBwBWyBAx3OgKOgCPgCDgCjoAj0BcIuELWF6h7no6AI+AIOAKOgCPgCCQI+C7LBAx31jYCV155ZbhXZwqOHTs2jBs3LmyxxRZhK51N5+QIOAKOgCPgCNQ7Aq6Q1XsNDiD5b7zxxnDOOee0K/Gb3/zm8NOf/jQ0Nvpgbztg/MYRcAQcAUegrhDwt1hdVdfAFnb//fcPxx57bHiXjjGJdMUVV4TLL7883vrVEXAEHAFHwBGoSwRcIavLahuYQqOQnXLKKeHMM88MF198cQ7Crbfemrvd4Qg4Ao6AI+AI1CMCrpDVY625zGH77bfPUZg/f37udocj4Ag4Ao6AI1CPCLhCVo+15jIbAhMmTLDryy+/7Ig4Ao6AI+AIOAJ1jYArZHVdfQNb+EE6d87JEXAEHAFHwBHoDwg0YzrAyRFwBBwBR8ARcAQcAUeg7xDwEbK+w95zrhACixYtqhAnZ+MIOAKOgCPgCPQNAo2zZ88O/JwcgXpDAAOx0JNPPhmef/75ehPf5XUEHAFHwBFwBHIEfIQsh8Id9YbAtGnTcpFvuumm3O0OR8ARcAQcAUeg3hBwS/31VmMub47AUUcdFS666CK7/9znPhfmzZsXtt122zBq1KgwceLEEHdh5gnc4Qg4Ao6AI+AI1CgCPkJWoxXjYq0bgZkzZ4brr78+nHjiiWHEiBHhrLPOCkcffXQ47LDDwvnnn79uBh7DEXAEHAFHwBGoEQR8hKxGKsLF6DoCbW1t4R//+Ec499xzw5IlS4wBihkHj8f1ZV3n6ikcAUfAEXAEHIHeR8AVst7H3HOsEAIcn3TGGWcYt8mTJ4ef/OQnNmXZ0NBQoRycjSPgCDgCjoAj0DsIuELWOzh7LlVAgIPFI5188slhu+22i7d+dQQcAUfAEXAE6goBX0NWV9XlwqYIPPbYY/ntvvvum7vd4Qg4Ao6AI+AI1BsCPkJWbzXm8uYItLS0mJuDxkeOHJn7r8tx1113heOPPz6PxrqzK6+8Mr93hyPgCDgCjoAj0NsIuELW24h7fhVHoKmpqUs8ly9fHp599tkupfHIjoAj4Ag4Ao5ANRHwKctqouu8q4rA6tWrq8rfmTsCjoAj4Ag4Ar2FgCtkvYW051NxBOIo1/Dhw7vEe+XKlV2K75EdAUfAEXAEHIFqI+AKWbURdv5VQQCDsJGmT58enZ263n333e3iHXnkke3u/cYRcAQcAUfAEehtBHwNWW8j7vl1GwHsjl177bVh/vz54bbbbsv57LXXXrm7M44bbrihXbRPfvKT7e79xhFwBBwBR8AR6G0EXCHrbcQ9v24jcOedd4ZLLrmkXXrOszz44IPb+XV0s3jx4sAuy0jHHHNMGD9+fLz1qyPgCDgCjoAj0CcIuELWJ7B7pt1B4JBDDgmbb755GD16tB2NtNVWW3X5iKQ77rijXdacfenkCDgCjoAj4Aj0NQKukPV1DXj+nUZgzz33DPx6Qrfeemue/KSTTuqyQpcndocj4Ag4Ao6AI1BBBFwhqyCYzqr2EfjQhz4UDjjggMB5l4ywOTkCjoAj4Ag4ArWAgCtktVALLkOvIbDJJpsEfk6OgCPgCDgCjkAtIeBmL2qpNlwWR8ARcAQcAUfAERiQCLhCNiCr3QvtCDgCjoAj4Ag4ArWEgCtktVQbLosj4Ag4Ao6AI+AIDEgEXCEbkNXuhXYEHAFHwBFwBByBWkLAFbJaqg2XxRFwBBwBR8ARcAQGJAKukA3IavdCOwKOgCPgCDgCjkAtIeBmL2qpNlwWR8ARqAsE7rvvvvDII4+El156Kbz66qvhDW94Q9hjjz3qQnYX0hFwBGoTAVfIarNeXKp+hkDb6tVhzdKlVqrmkSNDQ1NTr5ZwyaOPlsxv2GabhcYhQ0qGuefaCCxfvjwceeSR7Q63J9aoUaNcIVsbLvdxBByBLiDgClkXwPKofYdAW0tLuGrLLXMB9r766jBsyhS7X3DtteFOHTIONQ0bFg7Q6EVv0INf+EJ45i9/saz2vOKKMCKRrzj/J3760/DET35i3lt/61thk/e9rzhK1e6XP/10mPXmN5fkv+0PfhAmvPOdJcMq4fngaaflGI3de++w0x//mLO96Y1vDEsff9zutzj11DDlk5/Mw2rV8fvf/z5XxkaMGBEOPfTQsOGGG4ZddtmlVkV2uRwBR6BOEHCFrE4qasCL2dYWAr8Cta5aFZ2hZeXKPCz1zyNUydG2Zs1rnFtbX3OXciWyp+UoFbXSfg2NfbdUtGXZsrxu1uBOyEYMC7i0aOSpHui2227LxbxCSvjEiRPze3c4Ao6AI9ATBFwh6wl6ntYRqAME1tNRUQc/8UQu6VNnnx0e1SidU9cRYN0YtMUWW7gy1nX4PIUj4Ah0gIArZB2A40GOQEcITD3uuDBOB5VDw6ZO7Siqh/UTBFZrLSA0bty4flIiL4Yj4AjUCgKukNVKTbgcdYcASpgrYnVXbRURuLEPp4ErUgBn4gg4AjWHgCtkNVclLlA1EFh4ww3hmb/+1VhvrgXkLUuWhHnnnx8WXHddWPnii4HdhhMPOyxMPuKIstmvkXmD2d/5TsnwzU85JQwaPbpkWGc8V77wQpj97W+HuC4NGYdOmtQuKWFP/uxnYeEtt4Sls2cHNjoMmzYtjN5xxzDtxBMDuzerQeSz4Prrw7N/+1tY/NBDYZVMPbRqpAj5Rm69dRh/yCFh3EEHVSPrdjz/+c9/hieSqdeddtop7Lbbbu3i+I0j4Ag4AvWKgCtk9VpzLneXEFhw443hucsuszQjt9kmPPb975tCE5ksfvDB8MhXvxpeueuusN0Pfxi9211XzJ8f5p13Xju/eLPpRz7SbYVsxTPPhFnarbdm8WJjN17uYmWMnZK3vfe9YeXzz8cs7frKnXcGfiiXO//pT2H9HXZoF16Jm1vf857w6j33rMVqidZT8UNR2/htbwvbnnlmaGiuXpdy8cUXBxbSRzpOU8a9qZC1SDHF7piTI+AIOALVQKDvtl9VozTO0xHoBAKMcsXRpY1keoFF75Ge+/vfw7I5c+Jtu+ugMWPCqNe9Lv81DR/eLrw7N+R105velCtjjNJtLxMZ7Ug7EW9+61tzZaxx8OAwdp99wrgDD8xHxVpk4+w2pY1KXbv0PbxpiztaGxrC8M03D2CG2Y4xe+4Zgvyg5y69NNxz7LE9zKm2kz8opT3S2LFjo9OvjoAj4AhUBIHqfc5WRDxn4ghkCDDygu0xpsqgEdrlFmncfvsF7IBBTZ00cjrzm98Mkz7wgcgi3Cljn0xfQk/95jdh5te/nodFx5CNNgq7azQo0gOappx/0UXxtstXjLXe8va3h2iqY7JkmPHlL6/FZ96f/5wrWkyLUlZkgVpXrAg3i8fSxx4zJZNpT8pWSRotG1vjDj44TPnYx0KTbG+ltPLZZ8P1slKPgvui6mf1okXtRgq3Ov30wOYHaLAU2pR2v/DCsLowKji0DsxHXFdoH5RhM01xOzkCjoAjUEkEXCGrJJrOq6oIlFtA36ARo46MshYLxShPqowRPuNLXwo3SemAyo2QWWCF/lv8wAPhlne/O2DBH5p2/PFh+mc/W5L7E7/4Re6/9Rln5MoYno3rrRd2+PWvw42F3Z6sk6u0QraVpnLL0ZAJE8IElWP+BRdYlEV33GEjdzE+CmS5tXWk5VerNEejlwsWLAgLFy4Md2kq+5e//KWJikHYDyTKfK3K73I5Ao5AfSHgCll91ZdLWwEEJmhEqZiGT5+ee63QqE816RWtx3pICiCjSpBZqT/mmLJZrtKCf6hh0KCwUQmL+5xYwLQra9HgWTxKVZZxNwKYEl325JNh+bx5uTKZTpOu0gaJatHRRx8dDtEGgkjYAqsm/UQnK/wtGRHFIj/HJh2mqWE3e1FN5J23IzAwEXCFbGDW+4Au9VApMKWI8yVRaFqx/F9FisctxSw6WoiPBfuouA2WQlCOUMpQyCCmL5lmrBSR/9PaMPDEj39syl5HfOP0a0dxuhu28847B369RRtvvHGYKtMmT0oBhVjQ/1eNQG666abhbdrE4OQIOAKOQCUR8EX9lUTTedUFAoPWX7+m5OQcznSUKRVu+VNP5beDN9ggdxc7hiSGSpclaYrjdef+zsMPD4987WvtlDGUV6ZL+aUHpUezHd3Jp9bSnKI1gldrXdxjUnDPOeecwFTl3Llzw0knnRRuv/32WhPX5XEEHIE6R8AVsjqvQBe/DhHQzsQdf/vbMHLbbU14Fubf+dGPlixIqjy2KF45sjMjC4GDRo0qF63L/s9ffnlYOGuWpUPxmvHf/x0OlC2yg2QH7UDtOuS3+cknd5lvPSXACOxee+0VTjjhhFzs1PxG7ukOR8ARcAR6gIArZD0Az5M6At1BYMvPfz5suN9+Yec//CFgwgLCltgcLc4vpnTR+2otLi9HKxL7ZGxa6Cyta3oW+2aRtpdR2skazWss2sm6RMrZQKCDC5s+KOvTsgvn5Ag4Ao5AJRFwhaySaDovR6ATCESL+oM0BYmSEwn7aEsefjje5temYcPMzWJ9LPoXE9OEGLaNNFRrnDqiaDKDOC/L6n9HhDHcSGZ3LN4kV05B6A067bTTwvbbb5//4q7H3sibPKZonR7TltByre1zcgQcAUegkgi4QlZJNJ2XI9BFBDDuOuFd78pSyQDs7R/84FqbCkbvumvO9fGzzsrd0THv3HPzHY8oY+uylj9ixoyYNJ+OzD2KHOuNH5/7xKOncg852KBQSklM41TKvUgK6RIdeZX+KsW7s3zW05o5J0fAEXAEqoGA77KsBqrOs/8hIGWp2D7ZqpdfzstJWDqVhxX/dCQqj1jCsY1GxjgrkjMiGQW7V2uVsC0Waebpp4cb9t/fblGAmqQUTJFVfK4oSY/KNlmkrb7ylegsex0ucxGM0rGRgKOYrttjjzDlE58IgwvGZsfoPu7oHK1djXEN2eM6Ugplb6LsjrH7c+7vfhfm/OpXZfPpzwFrNCrp5Ag4Ao5AJRFwhaySaDqvfosA66RmlbABFgt8T8EafbxHodn31lvjbYdXlJydtYtvFja2pPi9eNVVdj5kHDkbKqvwnJWJ6Qlortae8Sum0Tpoe8OCgdjisPSexfkzv/GNcJ92C0KMcD2i+0jbfPe7YaLOr4Swsk9eKG8cz8R5n/xS4oDzZcmh32lYf3NjiwzzF88na/b6Wxm9PI6AI9A3CPiUZd/g7rn2MgIN2ikXKTXTEP3smsRp56+bRhll7Qql+ZEuzTN1R56cNMBi/0gPnHpqO1MYWMu3w7tLyaFdm9NOPDHsmizAj3zKXTkMHCUQZa9YnvQesxa761BvlK5iIt7mOl1gamrUVn7VoqYi3sX31co35btJ4dxTbJM9ooPVnRwBR8ARqBQCDTNmbN0Gs1mzbqgUz7rkw9Eo0AGdGGHoSQGvueaaXsmnJzJ62tpGANtkL8sOFkZYmVK0cz2llFWblj7+eHj13nttpGzM3nuHckdZVVuOvuR/3nnnhS9+8Yu5CJjD2EhTvW/X6Q/77bdf7u8OR8ARqH8Eeut9HfPxKcv6bzNeggGGAKNa/HqbOF4qPWKqt/Ovhfw4Nunmm28Ol156qYlz00032XVLjXC6QlYLNeQyOAL1i4ArZPVbdy65I+AI9DICzVrv96Mf/SicqinlpzRS+aLO7mT350477dTLknh2joAj0N8QcIWsv9Wol8cRcASqjgBryeJ6sqpn5hk4Ao7AgEDA15ANiGr2QjoCjoAj4Ag4Ao5ALSPw2tazWpbSZXMEHAFHwBFwBBwBR6AfI+AKWT+uXC+aI+AIOAKOgCPgCNQHAq6Q1Uc9uZSOgCPgCDgCjoAj0I8RcIWsH1euF80RcAQcAUfAEXAE6gMBV8jqo55cSkfAEXAEHAFHwBHoxwi4QtaPK9eL5gg4Ao6AI+AIOAL1gYArZPVRTy6lI+AIOAKOgCPgCPRjBJq32GKLflw8L5oj4Ag4Ao6AI+AIOAK1j4CPkNV+HbmEjoAj4Ag4Ao6AI9DPEWi+5Zml/byIXjxHwBFwBBwBR8ARcARqG4Hm3TcZXtsSunSOQBEC999/f3jwwQfNd+uttw7bbrutuVP/bbbZJvBzcgQcAUfAEXAE6gEBP1y8G7X0nve8pxupep7kwgsv7DmTfsABZeyvf/2rleS9731vrpCl/ocddpgrZP2grr0IjoAj4AgMFASaZ8+ePVDK6uV0BBwBR8ARcAQcAUegJhGoyxGytra2sHr16jB48OCaBLXehQLfNWvWhEGDBtVEUdKpSAR64IEHcrlwx9Gy1J/RsgsuuCCPt8suu4SpU6fm9+6oDAL/93//Z88iU8dbbrllZZjWKJdVq1ZVpM95+eWXw7XXXhuGDx8eDj744F4t7UMPPRQeeeSRMGTIkHDIIYe0y3sg1WW7gvuNI1AjCDTMmLF1G7LMmnVDjYhUWgwUMDoMpu3ii3fSpElhr732CkcddVQYP3586YRV8O2PU5avvPJKuPzyy8Ndd90VbrrpprB06dKwww47hJ133jm85S1v6TNl5qc//Wn4z3/+U5Fa3G+//cLxxx9fEV69wQQF4Kyzzgqtra0lsxszZkzYcccdbWqWl3tfEPlDn/rUp8LHPvaxvhChankuWLAgXHrppYEPgrvvvjtwP3PmTHsu9t5778CvO3TvvfeGI444IowdOzZcddVVXWLx73//O9x8882hsbExnHLKKXbtCoOf//zn4eyzzzZl8IYb2vf5/bkuu4KRx3UE+gqBuhghW758eTjuuOOsU0yBmjdvno2OMELyhz/8IWy//fZpsLs7icALL7xg+D7++OPtUvAS4nf++eeHn/zkJ/bybxehyje33HJLxZQxREWx60vlsqtwrVy50rDvTDo+Sk444YTORO10nIcffthGchoaGuyjp7m5LrqLTpevo4hPPvlkOPbYY8Pzzz/fLhojTPzOO++88JnPfCYcfvjh7cKrfYNyGEeEP/e5z3VZIau2fM7fEXAEuo9AXfSwX/rSl3JlbPr06eEjH/lIGDlypH0pxmkpFDbcEyZM6D4aAzAlX/28VOKLB4Vl1113Dbx8b7vttnDJJZfYaBkvfF5CW221Va+h9NRTT+V5pbspc88OHEy7RmJENe7KvPXWW/tstC/K050ro8HplOCKFSsCCnSst9/+9rfGtpJKGZj98pe/NL4f+tCHrE10R/Z6S/P0009bH8MoMcQGkde97nU2zYdCxMcfxOjlsGHDQl+NmJsQ/p8j4Aj0GwRqXiFjhObqq682wDfbbLNw7rnn5us4DjjgAJuuOf30001p+P3vfx++8IUv9JvK6Y2CXH/99flL/fOf/3x43/vel2eLcoYi9K1vfcv8rrnmml5VyHJB5MC0BTsqu0N/+ctfcoWsO+lrIc3b3/728PGPf3wtUZj++vKXvxxQXlHKmGZ+/etfv1Y89+g8AldeeaX1J6T44Q9/GPbdd9888UEHHWT3fKBATPO7QpbD4w5HwBHoAQI1b6kfBSwSQ/TFC/nf8Y53hD322MOiMJTPWqi+JuxfjRs3rq/F6FT+s2bNsngou6kyFhOjBLHWBWLKz6m2EGCa/nvf+14uFKOafU0tLS2BKb9nn302pCOV65Lr1VdfDez6Ju2SJUvWFb1kOMsY5s6da5tSSkbohOcVV1xhsVhTlSpjMSn+fAxCrLlcvHhxDKqZK9Pd4MAoKqOplaRFixaFRx991PhXmncl5XRejkC9IVDTI2R07Cwwh+gEy33584XKQlfonnvuCW94wxvM3Vf/ffWrX83XtvWVDJ3Nlxcf08AHHnhg2SQomNddd529LMtGqlBAuqMybt4oZp3GKQ6L9+UMw6a7Lxn96w/GYzmPlnKA1+233x4hCBdffHGgLUK/+tWvwm677ZaHpY4zzjgj35HKQu8f//jH+TqlGG+fffaJzsBI6QYbbJDfRwcKwI9+9KPA2r843cdmg09+8pPhAx/4QNkpT0bAf/Ob39jarMiLK/IyKsgO2WIiH0bEicMo1ve//31b78YUfCRGeE8++eQwevTo6LXOKxsoPvzhD5simU4RFyfccMMNcy/W2NUKodT+4he/WGvt4Rvf+MYerzGknmhHxaaS3va2t9lmmY022qhWYHA5HIG6RKCmFbInnngi79hLdcoRcRSKSExx9pVCxnqS+IJnxIlRshdffDGKVpPXn/3sZ+uUK67lYjqs2oTCFBctl8urM3HKGYZFaYmKXrk45fKtZf+JEydauVhwjlLBLrx0FyAv01IKGbuXmXaD2IWKAoXJk46o1K5P2jk7LRmhSgnF7Ac/+IH5l1pO8K9//SuceuqpaZLczXo/fr/73e9sKjYPkAO5Ifj/93//tymJ5pH8x67suAi+eGQ9idbOCW7vfOc72/kV35A3ZisglOERI0YUR+mTe+rti1/8YijePYkw//znP8Mdd9xhu9K7I1xH9cROVDaAMGVeK1h0p4yexhHoawRqesqS3X+RNt544+hc65qavGCapC9o//33ty/T//qv/7Lsd999d7vnJVXPxMhYVMgok1NtIjBnzhwTjClMlAqID4L4cYJyUkrRuvPOO/OPnre+9a2W7qSTTgqXXXaZ7bw1D/2HkowfP8xtFBPhKGPsPDznnHNMyfvmN79pCh5xCWeaKyWmV6MyxrQ4o1ns6P3jH//YzjwJpkr4OCtFKNeM2LHG7te//nVgupFRHBQliLb7t7/9rVTSbvkxAsXSibiZgtG/WiFMWkRljA9D1tZedNFFphAzQhbNeHRVXj5yYz2xueS73/2u1e+f/vSnwGYPiFGz0047rWQb62p+Ht8RGKgI1PQIWbo2I1W6iitr6NCh1vHztUyH2dvEiy8qXowUYCuIDpEfihojOvjVG9GBf+1rXzOxeWHGzrea5WAaMS7e78zUZLr7srPx4yhmPAOzmuXpDd6MIsVppGKlGUUFpZpnA+WreJQsbphhZCxOS44aNSrwi2sHKQMjcOuydcZUZ7qsgB3PjBqjpEGst0qnAb/zne+YP/8xBRnrhfvtttsuTJkyxZQ0ZGck98wzzyRoLWId6Ve+8pUQpw7pK7Bf96Y3vcniMjJUan3kWoxKeKDoouhAuCPOYPHZz362w6n+Euyq5jV//nwbSSSDWP44VTtt2jRbC4ddu+6sA/3GN75hcsMXpTfuZOfKM4QBaaaP2SDEJpOddtqpauV0xo5Af0agphWydGHvuhbJT5482dag9MWi/vQlyNfzsmXLrM2wfoeXzKGHHlp3Chm23xgpiWtymG7C1Ei1iQ4+VZRQZjsi4kYFjnjrik99dPfl3JEcfRFGO2MqKV3Uj6HklJi2RHlAqSmetkynK1kHhPX27hIGU1NlLPJJF8Wj0ETi2Y527xhlSpWxGId1jTw7TKmyNrQc8aEQlbEYh/VMyIOSUG50Lcbt6IpVfTAuJmTrTRMwxfkX30dFEX+U06iMxXiMmvJxFUdMo/+6rrSbWE+YG4rKWJruox/9qClk+DEK6gpZio67HYHOI1DTCln6gqBj6IgWLlxowZ1dK9IRr66GMQpQirrzNVqKT2/7MbXF9ENca3XiiSfWzEhAb2NRK/lh++rvf/97Lg4Kc1SWoydTVMXr/NZbbz0zhsuUIdOWWHePBl7T6criY3Qiz85esdNVilCUWE/J1GH8UCHeY489lkdPFfDcs+BgChaFjLKyhKHUwvFyR2JF5SH9sCvmv657lkocffTRFo0Re5Q7Nk5QF/wYJUNR6WtKp4NLKbfIxwcV7YMpyM5Squg1NTW12zSS8ohKP2sYnRwBR6B7CNS0QpaOyMQ1G6WKiQIRw9dff/1SUarqx5RRHKVhrQXTK3Hqst6mKlmwzRRFVCbf//73B76Ae4vSaceoEHaUN3FQNqDOxGcELRoTrqddlnyQlPsoYV3PMcccY4pXKaxQtsCI9Om0ZZyuJD1ThD2hdHqzmE+pDxbOU4xUTqEiPA1D6ShWyJhGiwpm5BevlTiLFaWu+LgtlBQUW5RMNiyg5PQUvyhzd68sqoeoB6abyxFTxl1RyNJ6SqeYy/HvzDNYLq37OwIDHYGaVshS5eq5554rW1dxdIwIpRYcl01YoQCmYnjhoZTxtc+2cxQLvuxR1uqJMCGAdX6Ig4+Zgu1NQmGKClZn8uUF0JWXQBq/nnZZYmsvnf4DG16+KAIdbXghHqNXKF0suo/Tlul05bve9a61pvxIVwtUPBVZCzKxYeDb3/62mfJAHnYZ9rVCFnEpp5zG8LjhI96v65rakWNaOp21KJW2WGEuFcf9HAFHoDQCNa2Qbb755rnULFotR6myRqfRF4QSwcsepYwpAxQzfthkYsQsna7pC/k6kyfmBdg5BbHWhJGydXXwneHrcXqOAOtyGK3sDqHUoHRxHmmctkynK+Pi9+7w7m6aGTNm5EkxBLvJJpvk96kjXf+VbghI41TSjQISd6N2NMLG+rE4TZdOv1ZSlq7wAk92mzJTwNRqOruQ8okjaalfR+60nhgVjAeQd5TGwxwBR6B7CNS0QkangnKDosNoE6M1pb7Q6IgilVvLEsOreUVOFtSyAQHFjB2WLPhn+pJdSLVM//u//2sGQZGRheFsbe+L9Xid2WWZximHabl1NOk0ZUdrl8rxrVd/lC4UsjhtGacrse9XThlKy4qR5kpS+rHFcxN3eBbncd9995kXo4G9MfrCTtC4ZozpSJ7hUsRu7jiF3JHiViptNfxSZZV1XMW7ackTRa0r05WkSeuJtK6QgYqTI1AdBGpaIaPIbGmnw6bz43DrI488sh0SzzzzTLjwwgvNj6mEtANpF7GKN3H9GHLyQwGLBlfp0PnVskJ21VVXha9//euGEC9orJ6XUnyrCGHOOo4sRo9SuyaL48S4nbmiqPWXXZadKW+Mg9JF3bIg/R//+Ee+czDaHovx0iuLuCPRrvfcc8942+MrBkQx6MwOPg4wZ0ckynJKrL9kRA/qrQ8tph7jyBc20VAUSylcUS5kK5Ybv96maHeNfHmW//znP7dbS8bIX3zGuyIbH8VxUwanKdCXTZE5kpQYxcQ4L2Y1MLNy+OGHp8HudgQcgU4iUNOGYSkD2/HjgmFsFdHR8OBDvKwxzRC/VFnY3BdrTuikUMr2228/kyv+F+Wig69VYkqVqYhIvKA5rooRlFK/dL1eTOPX+kCAjxuII5Vi24xnMpYqQdylSBj2pzAhwdKBdF1RqXSd9YtGlInPTl4UIBbM81wzfc4ORojnJ9r5M48q/ofyhakNiPWfn/jEJ0we+hzK/fTTT9tIIyPIkWrhcHEUbo58glgreMIJJ5gyy3FW1BsKUynzHbEMHV3ZcQ3RZuhjma3AADe8Ue7BiFE5lOuO2lNHeXiYI+AIhFDzI2Rs2z/rrLPyry5Gb/gVE2fl9VVnwJd8nKKk06IjZxQHRQ2q5YX9qQ0rZMV0QkeEkcxKjpR0lFcaxghNVxb7p4p5qVG2lPdAcRdvCuCsA9jdlwAAHAlJREFUx3JrjcCEkR8+hjA5wXQVShPEiGr8SDKPbv6366672uL4z3/+85ZHuV18TLVi3LS3iF2VKBxYvafc5QwigwEfiZ2Z8u0N2fk4ZT0b5/pioJVfSii2HAvFR21XiOlP+gV+rFHjeKZShILN5hEnR8AR6B4CNa+QUSymEThOhQ6bF3NKdDJ8ocWvwzSst9wcJ8NUGD9GmNJpIKYv+drvL5ROY1W7TOlUEPVeXPfdyb/U2pru8OmNNOmOuErgjvIVDa0iPwpZR8S0Igo4RyGxkzBSquxGv47ki+WI15iGK2vb2DhS6tBq1isde+yxJdctRV6lphMj/87EiXHTK2Yj+Ag8++yzTXmJo4lpHDa9MHKE2Y3epI5wBkd2f6LAcmRSSuyYRtHkuKp1Uak8GF2FP5jEo9QiH54pTmOoJUO5UTa/OgL1hEDDjBlbtyHwrFk31LzcTBnwBchQOdv26QxZM9bRV341ClVuioKOCSUChYxRMTo/pgTTHZZxvVk5uToaBYpr5cql7Y/+HIETbaL1tHyMEDGVM5CJqT+mpBnd4dzHzu6iZcpuxYoVFr+UXbFKYLpo0SIbKeM5ZwF/R/a0KpFfZ3kwKsRUKgv5WauFbbTO4lYqD0aujjjiCKsDRhurQRgOZvc5yjP9JMfLVYKoG5Yt8KMdMK0dFd9K8HcejsBARqAuRshiBdG50CGmC1hjWC1cUcL4oZCx6LfUiE5PFLJaKGNvy8BXPSM56Zd9ajwWBTjuliz2T3daoiynRkZ7uxy1kB9tE2UMYuF1V5QKdtxWe9ctx/0UH/lTC7ih0PT2SFhPy40CVo32Th+MMl+JKeueltHTOwL9DYG6UsjqBXxMX2BbqRR1NAJWKr77Zdbai18ucV0Yyliq5Eb/gbqbsri9MLIVp3uZeoSY5scumZMj4Ag4Ao5A7SDgClkV6qLUyFjMxhWyiIRfewMBptuOOuqodlmxKLu3p/nbCTDAbxhprMdRtwFebV58R6DqCLhCVnWIPYNKI8A0ZRwVSxf+p/7pdGWl868nfkxLMr3EFBZW1zkuCmPFTn2HAIvfWb/n5Ag4Ao5AikBdLepPBe9Ld7lF/dWWaSAu6q82ps7fEXAEHAFHwBGoBQRq3jBsLYDkMjgCjoAj4Ag4Ao6AI1BNBFwhqya6ztsRcAQcAUfAEXAEHIFOIOBryDoBUnEUnzosRsTvHQFHwBFwBBwBR6AnCPgIWU/Q87SOgCPgCDgCjoAj4AhUAAFXyCoAorNwBBwBR8ARcAQcAUegJwi4QtYT9DytI+AIOAKOgCPgCDgCFUDAFbIKgOgsHAFHwBFwBBwBR8AR6AkCzePGjbP0TU1NobW11Q6j5bwy3NGPA2WjO2YW/dasWWNpOGCWNCnBB4pxW1pa8mD8SMOVeDHP1B3zjOlT/tHP83f8aTPe/vz5S/sHOhraBRT7Cu9/vP+1BlFoE/7+8fdvzekfR3/4E202TKa+iw6szXowuRsbQkuLFCz5D2psCi2tLbpvkWLWbHEaC52dRZBPoyK2tEmJa9aLoaUttCk+YY0oelK6WgkTnwa5+WtoUApltkbxGpVXpCx/lLWmsEb5kY89OKHVOtbmxmZT/Cxeqzg1SZnTDbK3SCHEMjl5KxvLp1l8yI+yZNlkZYRvlqbF0keZSNWCkqgSZRzaAnmaP/I08eIjPMtTUpnojSoPLwT4coUfMlD+zC/rDPFTFPnpYYAraVBm4VfgBf9mpQNz4oAbzCifKakwUYhKYOkRBrzii0eewpVw4ah8qJc23TcpH+i1RggX/RTWpjgNKMgWAcyzchCD/MkSPoOsPiWt7i2u4mdYKB/qUvkFlUZNQBFQ5HVP2pY1Wf2bDAQivWKKZyTuDRwuYCJ+pM14iofK39wsWcBX/oYxEYgjGS2cdAqkjPjTHnFTJ7EcZGxiyGF1ScaKC8GTfIlLGng10+Z1pXy0f8tclQhm1C1ZNaicyEV54Ykf4Zan8mlpWW1lslIr0MqkfA2zTBirB2QjfZPK2bpG5dc9dW5lsOcPubKSm8A0JuIU2l8DdWX4KI4eDGv/im/PkuWTpW1s0LOodORv7Uj/23OI4CL8wLNBPAwL+RuGBSwiYNZulDfPM3VJfq1t6isKMmbPUcQiqwuwpn7Jjz4lYmg8JVNrW4PyVN3QNhTXMNW1VW2oQfk3wFvxrI4VAVkzhVxupTN/xZfEhrNhJ/kpB4R/AwwkQ4PyoMj6Z/IQlx/1o9oXlkH1j9zqq5BV9WKe5CoW8AFR4reo3PYcSr5M+aP9Z3WXPedZ/kpqMsOA5yLDX7IX6hKelAO8kcz6XAlg7c/qF2mFh36SLGtXKkuL2gvPh/Xb8gc/a2eKjmxZWxRH3TfRb+rP8le+1JPhBq7ka1iBheIWMIVfk/pCwu1dQcdrXLK2Y31slBtcFZZ9VIMQ/VyGHa8V6iv22bAhRlp3WT+riJZ/Jpu1L9U/V+SSqDnRnuz9pKvlpjogLXVn7x9kVv5ZbRWw5g5/cVHUDH842k3W33BLX5y1IbVv+r+scysIkHG0/koFs3DxJE+EtHeXrtzT/8KH/IhPPpQlIzAkCXGFj+qE+qcssf+xfonnD3/aisKoOdJQzxmGlq3xtv6nILu9O2g7+svkytoidVYoQUGMjGdWHt6jhTasdK3W/5C/eFghTARLh7zkwfuONPzIJ2u7eh8ozMpv+WflVw/wWvmpU3gWiLbRKtmQN7b/PH9r+Yoo/lZ+w0KJC23c+h7yV8MyPUM81ih/+ibSKKSAf/ZM0fYFn1GGD22+WTKvIWYud/YOpX/L6oz/C8mUPpOXvor8yYQ2nz0vLZbG2r/SWH1R2SLDzDJH3obQPHb0WBPcgJcyk71MsgfOOkrlah2FmIMXakXW6WZCNaljR3CgIb6JId7NhcYHyPaAK8QeMoXJg2j2AzcKkWGqCtILwoREYAnaQOPLuIo/YFBBWcPOXnjNgVEyYjXDhMLpYi8RpaXCeEHgycsFZlbxAo1GRwUgA/81D1L51anR8VJmC5e/pHitsVhk8tFPaeGPogJr8zLfLH8rpzxhD1kKPcytBTnMQ1A0qnO0xHIT1qaGCFaGv/Kzhxu4Ven8Zf+s6Zhsa2i4DdnLP4aTKfg06gFuWb1GD7tCCrLYw2KIvVZnbbwELNwSZvKAJeUVn5gbnTOyZp2FRNK9KXSSD3wpI6ib8kc9Ky4KrgphdWINF386goJM5EH+jabM03jpYArlpI7WKLwxqwfKZZ2F1a386CDVZnRbIOIRJ3twKJPhJz/DQLKZjIVOBdnB2h6SQrmoz/giQ6mx+ieVwmnLFp/0EgZ829S+TGawIG/iFNoqaSDaYFNDZmWGFz1EM7Cr8c3k4KXCA89zlb2gMgwzqcXH5C1grtxgn3WQ8jORsnZtzxpxlYF1IHKbskYdKR7lBRsTOBMCgBSmutavVZ9pDWpT5EtcWKP00cnQyRGH/KhnnlciZPIqojLIOjQ+KBQAVsqKl5MlMq7yUP6kRQxDDr6KC1bI1iAMjCx/lUXx4EjfoiqXSzjLbe1PcahfJKbMtB9TNsXTFBvyl58k0U9/alMNzcpD5aR1kwblgTTEJ/9MgVNcK4LiW9pCB10ov/URJkwWz3Anf+LS75AnzxYQwMD+Iy7ly+ozXvMXlqKZTArgD5kzUjrhY0qOfGlzg4QRH7VIR0zKaNmAEfVCHpKVDsyUIDFCOeM+q/+sXFkicaCuRK1KxzMAP9qcGrVFaVH/FfkQj+cPzKxPiXkrOnHsuZOfmOpH0WNZVA6lpR0RhgTkm7UfsMlksnZGJopBHcBKwJhSnH10IwvPP22xUPOKQzRThC1dlhfpm8SA3ExW3Vt7IS9hkX28oNTR9sGNvpFazOSHC/KgFPCeoB8AFiun5U84aZSEVCg/4E/ZLNcsf90YLplUFtOywN8+PMTU8iclWUs2Xg9gmeGh+kcOZBTF5w8MTClTXJNa9aKKNt5Z2kxWe1aUzvBWBoYbGYmsX1X5yZi+XKkL7RjMiED8QvsDb7np/9boowJ+priLFXiCS9YmCrKLk7wUjypULehq7xIyFsGfZ4f+j3TWVxv+WTsnHCmR1xQ0MCcvxaEtUFSwp/UTjzj2XjC5hZ3+4ImctAHI+nXKUShX9r7Pymj1iD9xLbpkok9XvvbekkC8J+IHh/XLsfLhrbTgztUUNDHJ9BbKANdMJphLsuxeADUPGTLIROOBI0j/iYgi4KgUCYCGTgCgDCKKHM3640qnhRviHjAyTnIRVwBYvwpfCUxDamwgT3mAKLlKEMmdZd0qvsrX7lVp5J9WQM4TcGP+anywhxsJKSwUweLlBlmI8reWgVxkkiXKwkmrCm4eNBhRJSt6gx5AHq6MgXWsVim8xBUh++oEmyxP2GX5G+MsT/u/0ACa1BmCg1qQ5S+grWEojn0B6NookK38YmkPDC0ZYUTxBcDDZxWusEHEQ0JlaY1Lca0zYOxTX8x8JRYKauWwB7fQKcMze5GBdYY7jZz8s44ue9CyEY/XvhYpnSkuwgay8pMe4Ar34A0N4qEptA0kbZBi0tr82kuBvJDPOmQ6EtzyJH8AR1GjbGpYFma8hBHX7OuVLzBAyH4N6sHMCQ76GwR+iIJsCrBO1Doe+FF+wpGWltsWBssd8+feOndjDRMRD7Hy5yFs0kdMaKU9I2tWYr7sEJcPBNKDt17zqmdwQIkYZHWnXKx8di3wJy8KCybkZu2fURnIPJSTykCT5jVMkeyFIgdxM56F6E0wLcihMGszkiN+rGSxLDf9h8QieNNcJCvtEYxjG7e2pXt48ozyLDc3DRJelJ6SQroW5LAPDWFpnbPVpWRUmpyfwigDaei42vRMtAnOhiA8jacwVRwwoaOmw7aeQ7yapUyBc4aXoil+XgQS619jW4Ybclu5dLWPJ/JSGbOmW+gMrS5IYwLoTgyQTHVsX/3KK1POs+euQXVodaO2oxZj5eKesvIBknHN+khrX8ZNOCE7LwsENipcufCj76M/E076p6t40T6tcHhkflkdrtGzRe9Ln6m0ktWeIeOreoel0mdtObvKIwxuGmx1RyKytOomrv6sFVhe9H26V/zmweBoGQfpIkqrugiSUbI2qf6bFQd5iUP7gyfuLBXvkswP3ll5VHeKT3uESInsXIljbUHpxZYEKpPi2Y3uFYO21qjnjr7Z6r8QD4wsD6KJcJMP/Vl2T74o+zyHGaRcCTX8dG1qlBSUXz9kzfKn1YnIpxmUFEz7oy6t/gviiUmDPhwtHdGpR2s/aiviZbLp2qz8kQvCjwfOIFcYTTZzI3vGy/KwxPoPYakXRYIH7YB6Rk7+jCO8KbP+4TeIsliIriqftSeLn+VB/dizrfpsU1Gzfor6EB/FMwXQ8kDmjFez2h1lAv9BzErJDfpZqcjNJDF/8rP8JT4KfbP1VfBFvoys5iQncal/SyN8s74OHLM+tRBdzFF0wJ9nBS6U1LgUGKrfUEnooymb/ZG/0gwupJF3IX+lz/4V4im2AmnTPAMoUroRXyUQ4Q9ma8DfnlX8XsuHNgY/K5/8m9RWSM0Hgb1jVcbYLrOQAlaKo3JTw1bHxsSEV0KAYKrSRjpM2kwY1ZkYM/Qr0CQMX1swBw6EsodF6eGjAEtveWTJlRZNWSAqT6ZlrLMT0zUamUJYyswjjMJCOtiYn65UFH80Qp6grFNS4YlCmOJbtcgNYDwwKBv2gBdAMmUDhpKVCpToli9x6eAtQ6XnfrAa2msdnPjz1CqsSb0SPKkMK7vEzioka+DkTvngQXyKYI2GMkh2NG35WPkyLImbjQrYC5YH1rBjWgkM+GUyI7cpyLq3jl0vKuOle+vgrMzqLpWGYW0erog3glCf4Co2wl6ykVdBVrIgn9gAUYQtX3jgX8CXeiOddRS8qJQnDQs/cZBctBvqGF7N5laAYWKdj/hQPgh0cNloAvfIrB+NHj4E4me8DRyVn3YjN3LaiBI4KyLVYw8wGNNGrLy4wUKM9A+5wIk8ycfaGDLQEERZXshEPln5TUaTg3D1yfKnDrlSx/YqIcD4UK/IKx7KkzZidY4wIsNf+XNnbVPYwj8+Q7Q3/GkvdDYZV2Jkf3jgz9WeTcmFBBTO7uWyMhBf3jE/+IEP7QFH1l6p16xtWR3SKMSHi40ESHZ4kRcFJz3uBinItCwrv54ryk8QeNqVDkyYk4C6svakcHiDt9UvdabIdFKkMYVaDmTGB560b/CwCGKHLMhLm8Ize/6oqSzMOJFeeVhfoIJYGvAkE6W3+icHcBYvqwNds5cP+EgmMpR4jZq2IBmkpMYLD6bBkZCyoBQQOas3Xg7wsMhZHaqNZPWUPR/0d1mbUzzy14/ohqGV0VJbnvb8WekUpVAWykO5bXRC7WCNzU6AgPhLnhQL6pjyZvi/Fof8sxG6rPwUjrgmCKLLTXuwfBRGWfln/Z9iWb3I30aHqUeTLSsP8fJyyR3bHzzEOrtX/sYP3mAgf55baz8GHfLoQ45yKi7pIHMrDWVC1kHNfNjQ+hGO+iRmhjM40cUwUsuzyruFP3sWrfwKFI+s/rP+njxJF9tOVv6sjkCBOiaMDwMwQg7kNk7KmmJZ/4MshTysvVHHBcKf9Jm8lM0KrPLS/9idtR+rO7VzKxMyGUpZDJ4pS0/+an9Wd8ZG/0kek5HyW3mVh9xZ/WZtNt6bbMipcD5UMkTEQy74Wj9TkA8J7E/BsV0QzjQ5faD1z+Jj+etq3a38wZsw2jf8X2sbmZwxHfWYyZv1zyhOPCtWHxEZ+IOEeCKWjZRTfv0RlNW/rtQPpRBPyshzhNvy1z11wI21vUI/QL0ZKSG8KL+1FcpivAjN8rH+R572/pWc8LbZIfmBc+SrG+UP/uSXIcDSFp5HuIJFLF+Wv/pLRoQ0+GYNl0Tkbo2BSrdkiCOG/LNxbBWflk7GhCA9ZSGMf9zzzwSRv3pCGrINFyuNgacrQOEmMn+MNFhnrPR0clRGDIOlMrJ7UljjEg8KkRUqKwNTHADTSJ6op0qYNUSSZ4WPX33kh7ZuvI09SkJWHlsrItAy6QBQsiC7WMa8VQeWl5UVwLnnBsVPF8rHWhjiW/mUEdVgCMgvG1lRDoorgJSHpVb67OWMomZYKYI1PMpNXN3zBR4bGPJnL/AMIql19petdSF/BEN5UqOkySstMjJqZtq/RIdfpvxIVuHMA/Zao5XcipspUFl5bI2K8QEhsZcQiKYii5d5WUNEXuWusKy+lbH+SXa1HxoqLIAOZGj8xIVRlr/qUrdWb4UHSHfyYXpcJaGy4CeyBi838Vtpd/qzTo/siKMAa0+WQZaKzp52Rly4ZPWFi0S8jMBLBFNiaQSZNmgdjQLoQMgpa2tEUXmIm+nH1mbIO6v9jD+8abPUAQ9lK9NmVKD+8eKIuNvID8+f4hm2ipNhpYgqd3wJGR9laetJJBNlNsVWgmTlz+rLXh60YWREgdLPOhX46y8qjmIFt9fkQDTqlrpSnenWfuSPCywUnUi6qEzij2pGGrDIpxwVRrsiLu3RRpCs/sGUclJ+oWl8xUNX8IAP7ZCrvdjF2zAWBtaOxTLr8OTAT/FMLsUjXRsjhOav50vPu+XPi1n8+arnOSe9PLL2Tx8m4gs3KpHx5YacVpuwVPws/6x+eP7gTfuwPkVXaxs014I/7UsFseZBZ5+tEaQjz+LKAzGIIpFpH7oHc2GKLAZNBJyIxpg8Fa44YIqsSm0jA22SgWiGlxz2ctOVIvKyo9zW3pQCzLL+Fq6Koykoiw/eiocCzjIKI3jKwY+1fMjPDwHJn5HgzA8EMlwItv5eLKhb0sE/67/JXS836ofcJbBq0vAhhDBrOxI8a4diYgXLBEHZIo75yUV6UGCU0abcTVBgQrECHdq3+NPfqJ6Np+KTP3VKamt/PC+k1X9ZeXBDTFWBEnFFKlz2DtRVGbe0cC+H/GGRRaH9ZuUlnSpAYWpPWkrCe8qeT1MuszJZ+1D9FxJLRtqe+huVjfpU85Gs4EyZKCfvjExOHkoUZ94nEoLcuEg2KSJywofyk86eY6UlFuFWJqW1/HWvIIWpfalgrMEivxz6AgaZwghfiixe+lHzapQUM/NXmK39NmHU/0j+bGYjS6Ngyav3sZUxayP2/inwJA9b5qN7ZER++izwsLxUsfZHPIVZySl/C/2R8uKn+gUjCpDhC2ZZH04p6Q9ie8xGxag8MOWxpj7VcmhASgMPKy/yEoFKEYFpSwN9CjhQN+SBv+S09y/5q3w8f6p/riQ3zGg81Nt+e+9/OuzpsGInZwzEEAHJ2GqBzgDG6hwgHhJAs4aW5VpgzAPCg6HMEBR5xYdMs1v8BGPin+fH1x7pjC8CKn8KoD++2EhEOjqzjAEVmRUMnCxMDQkHHQgNGVmoAGSNBacMdKLcIwthppBQDpWYaiYO5UeRVCRzc80qhywyN8DzEBgZRFk+VmY1Co1gWweY5aewiJ94AS7yianxw20YyctGn2Br0fQfpDzBBrzwIQ++UkEIN9GzOPKxl43CBAwY4s8lyg9jqxNdKT9/dFDENf6FBxSW+NnoIWzsV5CDdJKdCHSE5GEvSMUxpZY8lCsN3DBXOFf4WR0Sjh91oDq1KTKlhY/Jpojgxbo+G+FC2wOrXDY6nqwjIRl8bPROblsAbiJJAuVvI5F0VuQFEvDRXyRblK9wXup05lYmxYMn7YAH29LSpiyZeKn8plhZuxFL8ZMPrJVG9wonC3uxyk16eWfphRc1RjlNFq6Ut5AP3LIOInveqF/uiW/PnvKBUaZQKKnSUQV0rJaP6pL8kdueBVsTltU14fDg4yWjjA8dBLKQDrxoO2CE/PEFQCZ8GZKjySI35TABrAzUr2RdrZedXuRgYguHLQz5yDf+COWPTlOyWv2oWOqLLLr4ENigl3HMX6KbfEie1UeWX8SS+oCj7b6WbOBD+ekJQJc6EwM9ssgMf93znOrPniEwFA97QYGHcdPzL9ngbP/ATwKCk33oCBN7uZED/opkLwZrp2oLtD+1b8ppobAhb91Zu1Z7s+eSZ1W+cdTQFAPkJR7KA5wL9YOb/PlZOYilKrPXrnlJXkurZ1HPD1N8sZ+lv7I2II5yKGVWZmuz+OmHt/2Unwklvww/+iaeuawerN/MIpgc5EF6a6uklZzgmuVntWTxaHpZP0Ne+vGc84EkN8o4PIx0b1WFD4l0T7kyHBWX+jMij6wc8OB9QR0iPH1X1u9aKmONIpSpKJJVsawfEQCwkzTiBV9KaeLKU2Hcirc9cyoXbc2wkL+tcbUwcFKfL8ytf5Afo/jkDGXPZ5YHzysuYKJ9oOiRJ/nznGRoKRANRkH27NjVhLR7e/8hm/5IzYcmfG19k8pv1ScssvdYxsMiWk5ZOlMgCu3IninJbBgqjtjmz7/JKoaGv+JkWOiKvGJKCXl2uM/aP/UEKR8ap26sfRR4mL88iQNPlizYEye3xaPfUaA9l2CDXBYm7FU2qyvqGFksOAvnXQT+Yqoghan8pMtEzurB/BENnopi7Ug8QCT2UTS8rB3I3zAmnGdOcZQ57yHagj214gFPw1JxbFDJZFMaPdf2LCoO6agT/S9eCJ3JaOVXvP8PxyOiHXgAxgMAAAAASUVORK5CYII=" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="画像のDrag-&amp;amp;-Dropおよびペースト"&gt;画像のDrag &amp;amp; Dropおよびペースト&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#%E7%94%BB%E5%83%8F%E3%81%AEDrag-&amp;amp;-Drop%E3%81%8A%E3%82%88%E3%81%B3%E3%83%9A%E3%83%BC%E3%82%B9%E3%83%88"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;この&lt;a href="https://github.com/jupyterlab/jupyterlab/pull/5913"&gt;プルリクエスト&lt;/a&gt;によれば、&lt;/p&gt;
&lt;ul&gt;
&lt;li&gt;ファイルブラウザからセルへのドラッグアンドドロップによるファイルの保存&lt;/li&gt;
&lt;li&gt;セルへの画像のペースト&lt;/li&gt;
&lt;li&gt;セルのソースをattachmentを加えるように変更する&lt;/li&gt;
&lt;li&gt;セルのattatchmentがセルの出力のどこからも参照されていない場合にはattachmentを削除する&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;が既に実現されているようです。
上記には記述がありませんが、そもそも(finderなどから)ファイルブラウザへのドラッグアンドドロップによる保存は可能ですので、そこから更にセルにドラッグアンドドロップすることも可能ですし、osxなら&lt;code&gt;shift+ctrl+command+4&lt;/code&gt;で範囲選択した内容を&lt;code&gt;command+v&lt;/code&gt;で挿入できるので便利です。挿入した画像はbase64エンコードされてipynbに埋め込まれます。注意が必要なのは各セルに対してattachmentを複数埋め込むと後から貼り付けたもので上書きされてしまう点です。各セルに&lt;code&gt;command+v&lt;/code&gt;で貼る画像は今の所一つにとどめておいた方が無難なようです。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="extensionの導入"&gt;extensionの導入&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#extension%E3%81%AE%E5%B0%8E%E5%85%A5"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;&lt;code&gt;shift+command+c&lt;/code&gt;でコマンドパレットを表示し、&lt;code&gt;Enable Extension Manager&lt;/code&gt;を選択・実行してEnableにすると左側のアイコンが並んでいるカラムにextention managerが表示されます。これによりjupyter lab上からextensionがインストールできるようになります。コマンドライン上で&lt;code&gt;jupyter labextension install&lt;/code&gt;を実行するのと同等の操作が実行できるのだと思います。ここでは試しに&lt;code&gt;toc&lt;/code&gt;と打ってみて目次を表示するextensionである&lt;code&gt;@jupyterlab/toc&lt;/code&gt;をインストールしてみます。&lt;/p&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;
&lt;p&gt;インストールを実行したあとにブラウザのタブをリロードすると、ビルドするかを尋ねられるのでビルドを実行後、ビルドが完了するとreloadを求められました。reload後、左側のアイコンのカラムにTOCのアイコンが出現していました。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;更にgitのextensionである&lt;code&gt;@jupyter/git&lt;/code&gt;をインストールしてみます。
インストールを実行すると、下記のようにこのextensionを使用する前に対応したserver extensionである&lt;code&gt;jupyter-git&lt;/code&gt;をインストールしておく必要があると言われます。
&lt;img 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" alt="image.png"&gt;&lt;/p&gt;
&lt;p&gt;自分はserver extensionを入れる前にOKを押してしまいましたが、先程と同じようにブラウザのタブをリロードするとextensionのビルドが求められました。しばらくするとBuildが完了した旨が表示されます。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;p&gt;server extensionを入れるにはpipで&lt;code&gt;jupyterlab_git&lt;/code&gt;を入れた後に&lt;code&gt;jupyter serverextension enable --py jupyterlab_git&lt;/code&gt;を実行すれば良いようです。&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt; pip install jupyterlab_git
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&lt;pre&gt;Collecting jupyterlab_git
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Installing collected packages: colorama, smmap2, gitdb2, GitPython, nbdime, jupyterlab-git
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&lt;div class=" highlight hl-ipython3"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;&lt;span class="o"&gt;!&lt;/span&gt; jupyter serverextension &lt;span class="nb"&gt;enable&lt;/span&gt; --py jupyterlab_git
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&lt;pre&gt;Enabling: jupyterlab_git
- Writing config: /home/jovyan/.jupyter
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      jupyterlab_git  &lt;span class="ansi-green-fg"&gt;OK&lt;/span&gt;
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&lt;p&gt;上記を実行した後にブラウザのタブを再実行したところ&lt;code&gt;nbdime-jupyterlab&lt;/code&gt;のビルドがダイアログが表示され要求されたため実行しました。
しかしここまでを実行したところ、左側のアイコンが並んでいるカラムにgitのアイコンが表示されるようにはなりましたが、ローカルのリポジトリを読み込んでくれる気配がありませんのでこのあたりについては要調査の上で追記したいと思います。&lt;/p&gt;

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&lt;p&gt;&lt;em&gt;2020/1/13追記&lt;/em&gt;&lt;/p&gt;
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&lt;li&gt;後日確認したところjupyter lab上でgitのextensionをインストールする前に&lt;code&gt;jupyter serverextension enable --py jupyterlab_git&lt;/code&gt;を実行しておくと、自動的にjupyter labのextensionもインストールされていました&lt;/li&gt;
&lt;li&gt;事前にコマンドラインからビルドを実行しておく場合は&lt;code&gt;jupyter lab build&lt;/code&gt;で行けるようです&lt;/li&gt;
&lt;li&gt;ローカルのリポジトリを読み込まない問題は&lt;a href="https://github.com/jupyterlab/jupyterlab-git"&gt;リポジトリのページ&lt;/a&gt;を確認したところTroubleShootingの欄の&lt;code&gt;Issue: the Git panel does not recognize that you are in a Git repository.&lt;/code&gt;として記載がありましたが原因は&lt;code&gt;jupyter serverextension enable --py jupyterlab_git&lt;/code&gt;を実行した後に、コマンドラインまたはjupyter lab上の表示からビルドを行った上でjupyter labを立ち上げていないことでした。つまり稼働中にserverextensionをenableしてからビルドを行うのではなく、稼働前にビルドを実行しておく必要がありました。上記を踏まえた上でjupyter labを再起動したら下記のような感じのインタフェースが使えるようになりました。&lt;/li&gt;
&lt;/ul&gt;
&lt;p&gt;&lt;img 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" alt="image.png"&gt;&lt;/p&gt;

&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class="cell border-box-sizing text_cell rendered"&gt;&lt;div class="prompt input_prompt"&gt;
&lt;/div&gt;&lt;div class="inner_cell"&gt;
&lt;div class="text_cell_render border-box-sizing rendered_html"&gt;
&lt;h4 id="ブログのビルド"&gt;ブログのビルド&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#%E3%83%96%E3%83%AD%E3%82%B0%E3%81%AE%E3%83%93%E3%83%AB%E3%83%89"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;ここではブログのビルド自体はローカル環境(docker上ではない)で実行しています。&lt;/p&gt;
&lt;div class="highlight"&gt;&lt;pre&gt;&lt;span&gt;&lt;/span&gt;$ nikola build
$ nikola serve -b
&lt;/pre&gt;&lt;/div&gt;
&lt;p&gt;上記を実行するとビルドを実行した上でローカルサーバを立ち上げてくれ、&lt;code&gt;-b&lt;/code&gt;オプションによって自動的にブラウザのタブが開きます。内容に問題ないことを確認したら、あとはサーバーにプッシュしておしまいです。&lt;/p&gt;

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&lt;h4 id="まとめ"&gt;まとめ&lt;a class="anchor-link" href="http://www.hiromasa.info/posts/16/#%E3%81%BE%E3%81%A8%E3%82%81"&gt;¶&lt;/a&gt;&lt;/h4&gt;&lt;p&gt;jupyter lab上でブログを執筆する環境構築について記しました。&lt;/p&gt;

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&lt;/div&gt;</description><category>docker</category><category>jupyterlab</category><category>nikola</category><category>python</category><guid>http://www.hiromasa.info/posts/16/</guid><pubDate>Sun, 22 Dec 2019 14:00:00 GMT</pubDate></item></channel></rss>